[0001] 'F??Fw'

Zeta functions
ask[-]:	(q - t)/((q^5t - 1)(qt - 1)q)
ask[+]:	(q - t)/((q^5t - 1)(qt - 1)q)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 6], [3, 6], [4, 6], [5, 6]]

[0002] 'F??Ng'

Zeta functions
ask[-]:	-(q^6t^2 - 2q^5t^2 + q^4t^3 - q^4t^2 + q^4t - q^2t^2 + q^2t - q^2 + 2qt - t)/((q^4t - 1)(q^3t - 1)(qt - 1)^2q^2)
ask[+]:	-(q^6t^2 - 2q^5t^2 + q^4t^3 - q^4t^2 + q^4t - q^2t^2 + q^2t - q^2 + 2qt - t)/((q^4t - 1)(q^3t - 1)(qt - 1)^2q^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 6], [3, 6], [4, 5], [5, 6]]

[0003] 'F??Nw'

Zeta functions
ask[-]:	(q^2t - 1)(q - t)/((q^4t - 1)(q^3t - 1)(qt - 1)q)
ask[+]:	(q^10t^5 + q^10t^4 - 4q^9t^5 - 3q^9t^4 + 7q^8t^5 - q^7t^6 + q^9t^3 - q^8t^4 - q^7t^5 - q^7t^4 - q^7t^3 + 3q^6t^4 + q^5t^5 + 6q^6t^3 - 9q^5t^4 - 5q^6t^2 + 5q^4t^4 + 9q^5t^2 - 6q^4t^3 - q^5t - 3q^4t^2 + q^3t^3 + q^3t^2 + q^3t + q^2t^2 - qt^3 + q^3 - 7q^2t + 3qt^2 + 4qt - t^2 - t)/((q^4t - 1)(q^3t - 1)(q^2t + 1)(q^2t - 1)q^3(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0004] 'F??^G'

Zeta functions
ask[-]:	-(q^4t - q^3t + q^2t^2 - 2q^2t + q^2 - qt + t)/((q^3t - 1)^2(qt - 1)q^2)
ask[+]:	-(q^4t - q^3t + q^2t^2 - 2q^2t + q^2 - qt + t)/((q^3t - 1)^2(qt - 1)q^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 6], [3, 5], [4, 5], [5, 6]]

[0005] 'F??^W'

Zeta functions
ask[-]:	-(q^5t^2 - 2q^4t^2 + q^3t^3 - q^3t^2 + q^3t - q^2t^2 + q^2t - q^2 + 2qt - t)/((q^3t - 1)^2(qt - 1)^2q^2)
ask[+]:	(q^10t^5 + q^10t^4 - 5q^9t^5 - q^9t^4 + 8q^8t^5 - q^7t^6 - 3q^8t^4 - q^7t^5 + q^8t^3 - q^7t^4 + q^6t^5 - q^7t^3 + q^6t^4 + 7q^6t^3 - 7q^5t^4 - 5q^6t^2 + 5q^4t^4 + 7q^5t^2 - 7q^4t^3 - q^4t^2 + q^3t^3 - q^4t + q^3t^2 - q^2t^3 + q^3t + 3q^2t^2 + q^3 - 8q^2t + qt^2 + 5qt - t^2 - t)/((q^3t - 1)^2(q^2t + 1)(q^2t - 1)(qt - 1)q^3(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0006] 'F??^o'

Zeta functions
ask[-]:	-(q^6t^2 - q^5t^2 - 2q^4t^2 + q^3t^3 + q^4t - q^2t^2 - q^3 + 2q^2t + qt - t)/((q^3t - 1)^2(qt - 1)q^3*(t - 1))
ask[+]:	-(q^6t^2 - q^5t^2 - 2q^4t^2 + q^3t^3 + q^4t - q^2t^2 - q^3 + 2q^2t + qt - t)/((q^3t - 1)^2(qt - 1)q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0007] 'F??^w'

Zeta functions
ask[-]:	(q - t)/((q^3t - 1)^2q)
ask[+]:	-(q^10t^5 + q^10t^4 - 3q^9t^5 - 2q^9t^4 + 2q^8t^5 + q^9t^3 - 2q^8t^4 + 4q^7t^5 - q^6t^6 - q^7t^4 - q^6t^5 + q^6t^4 + q^5t^5 - 3q^7t^2 + 6q^6t^3 - 4q^5t^4 + q^6t^2 - q^4t^4 + 4q^5t^2 - 6q^4t^3 + 3q^3t^4 - q^5t - q^4t^2 + q^4t + q^3t^2 + q^4 - 4q^3t + 2q^2t^2 - qt^3 - 2q^2t + 2qt^2 + 3qt - t^2 - t)/((q^3t - 1)^2(q^2t + 1)(q^2t - 1)(q - t)q^3*(t - 1)^2)

Zeta functions

ask[-]:

(q - t)/((q^3*t - 1)^2*q)

ask[+]:

-(q^10*t^5 + q^10*t^4 - 3*q^9*t^5 - 2*q^9*t^4 + 2*q^8*t^5 + q^9*t^3 - 2*q^8*t^4 + 4*q^7*t^5 - q^6*t^6 - q^7*t^4 - q^6*t^5 + q^6*t^4 + q^5*t^5 - 3*q^7*t^2 + 6*q^6*t^3 - 4*q^5*t^4 + q^6*t^2 - q^4*t^4 + 4*q^5*t^2 - 6*q^4*t^3 + 3*q^3*t^4 - q^5*t - q^4*t^2 + q^4*t + q^3*t^2 + q^4 - 4*q^3*t + 2*q^2*t^2 - q*t^3 - 2*q^2*t + 2*q*t^2 + 3*q*t - t^2 - t)/((q^3*t - 1)^2*(q^2*t + 1)*(q^2*t - 1)*(q - t)*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0008] 'F??}O'

Zeta functions
ask[-]:	-(2q^4t^2 - q^4t - 2q^3t^2 + q^2t^3 - 4q^2t^2 + 4q^2t - q^2 + 2qt + t^2 - 2t)/((q^3t - 1)(q^2t - 1)(qt - 1)^2*q^2)
ask[+]:	-(2q^4t^2 - q^4t - 2q^3t^2 + q^2t^3 - 4q^2t^2 + 4q^2t - q^2 + 2qt + t^2 - 2t)/((q^3t - 1)(q^2t - 1)(qt - 1)^2*q^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 5], [3, 5], [4, 5], [4, 6]]

[0009] 'F??}W'

Zeta functions
ask[-]:	-(q^5t^2 - q^4t^2 + q^3t^3 - 3q^3t^2 + 3q^2t - q^2 + qt - t)/((q^3t - 1)(q^2t - 1)^2(qt - 1)q^2)
ask[+]:	(q^10t^5 + q^10t^4 - 5q^9t^5 - q^9t^4 + 7q^8t^5 - q^7t^6 - q^8t^4 + q^7t^5 - 5q^7t^4 + q^7t^3 + 3q^6t^4 + 6q^6t^3 - 7q^5t^4 - 5q^6t^2 + 5q^4t^4 + 7q^5t^2 - 6q^4t^3 - 3q^4t^2 - q^3t^3 + 5q^3t^2 - q^3t + q^2t^2 + q^3 - 7q^2t + qt^2 + 5qt - t^2 - t)/((q^3t - 1)(q^2t + 1)(q^2t - 1)^3q^3(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 5], [3, 5], [4, 5], [4, 6], [5, 6]]

[0010] 'F??}o'

Zeta functions
ask[-]:	-(q^6t^2 - 3q^4t^2 + q^3t^3 - q^3t^2 + q^3t - q^3 + 3q^2t - t)/((q^3t - 1)(q^2t - 1)(qt - 1)^2q^3)
ask[+]:	-(q^6t^2 - 3q^4t^2 + q^3t^3 - q^3t^2 + q^3t - q^3 + 3q^2t - t)/((q^3t - 1)(q^2t - 1)(qt - 1)^2q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0011] 'F??}w'

Zeta functions
ask[-]:	-(q^3t - 2q^2t + qt^2 + q^2 - 2qt + t)/((q^3t - 1)(q^2t - 1)(qt - 1)q^2)
ask[+]:	-(q^10t^5 + q^10t^4 - 3q^9t^5 - q^9t^4 + q^8t^5 - 2q^8t^4 + 5q^7t^5 - q^6t^6 + q^8t^3 - 3q^7t^4 + q^7t^3 + q^6t^4 - 3q^7t^2 + 5q^6t^3 - 3q^5t^4 + q^6t^2 - q^4t^4 + 3q^5t^2 - 5q^4t^3 + 3q^3t^4 - q^4t^2 - q^3t^3 + 3q^3t^2 - q^2t^3 + q^4 - 5q^3t + 2q^2t^2 - q^2t + qt^2 + 3qt - t^2 - t)/((q^3t - 1)(q^2t + 1)(q^2t - 1)^2(qt - 1)(q - t)q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0012] 'F??~o'

Zeta functions
ask[-]:	(q^5t - q^4t + q^4 - q^3t - q^2t + qt^2 - qt + t)/((q^3t - 1)(q^2t - 1)(q - t)*q^3)
ask[+]:	(q^5t - q^4t + q^4 - q^3t - q^2t + qt^2 - qt + t)/((q^3t - 1)(q^2t - 1)(q - t)*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0013] 'F??~w'

Zeta functions
ask[-]:	(q - t)(t - 1)/((q^3t - 1)(q^2t - 1)(qt - 1)*q)
ask[+]:	-(q^10t^5 + q^10t^4 - 3q^9t^5 - 2q^9t^4 + 3q^8t^5 + q^9t^3 - q^8t^4 - q^7t^5 + q^8t^3 - 3q^7t^4 + 4q^6t^5 - q^5t^6 - 3q^8t^2 + q^7t^3 + 2q^6t^4 + 3q^7t^2 + 3q^6t^3 - 5q^5t^4 - 3q^6t^2 + 3q^4t^4 + 5q^5t^2 - 3q^4t^3 - 3q^3t^4 - 2q^4t^2 - q^3t^3 + 3q^2t^4 + q^5 - 4q^4t + 3q^3t^2 - q^2t^3 + q^3t + q^2t^2 - qt^3 - 3q^2t + 2qt^2 + 3qt - t^2 - t)/((q^3t - 1)(q^2t + 1)(q^2t - 1)^2(q^2 - t)q^3*(t - 1)^2)

Zeta functions

ask[-]:

(q - t)*(t - 1)/((q^3*t - 1)*(q^2*t - 1)*(q*t - 1)*q)

ask[+]:

-(q^10*t^5 + q^10*t^4 - 3*q^9*t^5 - 2*q^9*t^4 + 3*q^8*t^5 + q^9*t^3 - q^8*t^4 - q^7*t^5 + q^8*t^3 - 3*q^7*t^4 + 4*q^6*t^5 - q^5*t^6 - 3*q^8*t^2 + q^7*t^3 + 2*q^6*t^4 + 3*q^7*t^2 + 3*q^6*t^3 - 5*q^5*t^4 - 3*q^6*t^2 + 3*q^4*t^4 + 5*q^5*t^2 - 3*q^4*t^3 - 3*q^3*t^4 - 2*q^4*t^2 - q^3*t^3 + 3*q^2*t^4 + q^5 - 4*q^4*t + 3*q^3*t^2 - q^2*t^3 + q^3*t + q^2*t^2 - q*t^3 - 3*q^2*t + 2*q*t^2 + 3*q*t - t^2 - t)/((q^3*t - 1)*(q^2*t + 1)*(q^2*t - 1)^2*(q^2 - t)*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0014] 'F?@|o'

Zeta functions
ask[-]:	(q^5t^2 - q^5t - q^4t^2 + q^4t - q^4 + 3q^3t - 3q^2t^2 + qt^3 - qt^2 + qt + t^2 - t)/((q^3t - 1)(qt - 1)^2(q - t)q^3)
ask[+]:	(q^5t^2 - q^5t - q^4t^2 + q^4t - q^4 + 3q^3t - 3q^2t^2 + qt^3 - qt^2 + qt + t^2 - t)/((q^3t - 1)(qt - 1)^2(q - t)q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0015] 'F?@|w'

Zeta functions
ask[-]:	-(q^3t^2 - 3q^2t^2 + qt^3 + q^2t - qt^2 - q^2 + 3qt - t)/((q^3t - 1)(qt - 1)^3q^2)
ask[+]:	-(q^10t^5 + q^10t^4 - 3q^9t^5 - q^9t^4 + 3q^8t^5 - 3q^8t^4 - 2q^7t^5 + 3q^8t^3 - q^7t^4 + 6q^6t^5 - q^5t^6 - 3q^8t^2 - q^5t^5 + 3q^7t^2 + 3q^6t^3 - 4q^5t^4 - 3q^6t^2 + 3q^4t^4 + 4q^5t^2 - 3q^4t^3 - 3q^3t^4 + q^5t + 3q^2t^4 + q^5 - 6q^4t + q^3t^2 - 3q^2t^3 + 2q^3t + 3q^2t^2 - 3q^2t + qt^2 + 3qt - t^2 - t)/((q^3t - 1)(q^2t + 1)(q^2t - 1)(q^2 - t)(qt - 1)^2q^3*(t - 1))

Zeta functions

ask[-]:

-(q^3*t^2 - 3*q^2*t^2 + q*t^3 + q^2*t - q*t^2 - q^2 + 3*q*t - t)/((q^3*t - 1)*(q*t - 1)^3*q^2)

ask[+]:

-(q^10*t^5 + q^10*t^4 - 3*q^9*t^5 - q^9*t^4 + 3*q^8*t^5 - 3*q^8*t^4 - 2*q^7*t^5 + 3*q^8*t^3 - q^7*t^4 + 6*q^6*t^5 - q^5*t^6 - 3*q^8*t^2 - q^5*t^5 + 3*q^7*t^2 + 3*q^6*t^3 - 4*q^5*t^4 - 3*q^6*t^2 + 3*q^4*t^4 + 4*q^5*t^2 - 3*q^4*t^3 - 3*q^3*t^4 + q^5*t + 3*q^2*t^4 + q^5 - 6*q^4*t + q^3*t^2 - 3*q^2*t^3 + 2*q^3*t + 3*q^2*t^2 - 3*q^2*t + q*t^2 + 3*q*t - t^2 - t)/((q^3*t - 1)*(q^2*t + 1)*(q^2*t - 1)*(q^2 - t)*(q*t - 1)^2*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0016] 'F?@~o'

Zeta functions
ask[-]:	(q^6t^2 - q^5t^2 - q^4t^2 - q^5 + 2q^4t - 2q^2t^2 + qt^3 + q^2t + qt - t)/((q^3t - 1)(q^2 - t)(qt - 1)^2*q^3)
ask[+]:	(q^6t^2 - q^5t^2 - q^4t^2 - q^5 + 2q^4t - 2q^2t^2 + qt^3 + q^2t + qt - t)/((q^3t - 1)(q^2 - t)(qt - 1)^2*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0017] 'F?@~w'

Zeta functions
ask[-]:	-(q - t)^2/((q^3t - 1)(qt - 1)^2q^2)
ask[+]:	-(q^10t^5 + q^10t^4 - 3q^9t^5 - 2q^9t^4 + 3q^8t^5 + 2q^9t^3 - 2q^8t^4 - 3q^9t^2 + 2q^8t^3 - q^7t^4 - q^6t^5 + 3q^8t^2 - 2q^7t^3 + q^6t^4 + 5q^5t^5 - q^4t^6 - q^7t^2 + 4q^6t^3 - 5q^5t^4 - q^4t^5 - 2q^6t^2 + 2q^4t^4 + q^6t + 5q^5t^2 - 4q^4t^3 + q^3t^4 + q^6 - 5q^5t - q^4t^2 + 2q^3t^3 - 3q^2t^4 + q^4t + q^3t^2 - 2q^2t^3 + 3qt^4 + 2q^2t^2 - 2qt^3 - 3q^2t + 2qt^2 + 3qt - t^2 - t)/((q^3t - 1)(q^3 - t)(q^2t + 1)(q^2t - 1)(qt - 1)q^3*(t - 1)^2)

Zeta functions

ask[-]:

-(q - t)^2/((q^3*t - 1)*(q*t - 1)^2*q^2)

ask[+]:

-(q^10*t^5 + q^10*t^4 - 3*q^9*t^5 - 2*q^9*t^4 + 3*q^8*t^5 + 2*q^9*t^3 - 2*q^8*t^4 - 3*q^9*t^2 + 2*q^8*t^3 - q^7*t^4 - q^6*t^5 + 3*q^8*t^2 - 2*q^7*t^3 + q^6*t^4 + 5*q^5*t^5 - q^4*t^6 - q^7*t^2 + 4*q^6*t^3 - 5*q^5*t^4 - q^4*t^5 - 2*q^6*t^2 + 2*q^4*t^4 + q^6*t + 5*q^5*t^2 - 4*q^4*t^3 + q^3*t^4 + q^6 - 5*q^5*t - q^4*t^2 + 2*q^3*t^3 - 3*q^2*t^4 + q^4*t + q^3*t^2 - 2*q^2*t^3 + 3*q*t^4 + 2*q^2*t^2 - 2*q*t^3 - 3*q^2*t + 2*q*t^2 + 3*q*t - t^2 - t)/((q^3*t - 1)*(q^3 - t)*(q^2*t + 1)*(q^2*t - 1)*(q*t - 1)*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0018] 'F?B~o'

Zeta functions
ask[-]:	(q^6t + q^6 - q^5t - q^4t - q^2t - qt + t^2 + t)/((q^3t - 1)(q^3 - t)(qt - 1)q^3)
ask[+]:	(q^6t + q^6 - q^5t - q^4t - q^2t - qt + t^2 + t)/((q^3t - 1)(q^3 - t)(qt - 1)q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0019] 'F?B~w'

Zeta functions
ask[-]:	-(q^2 - t)(q - t)/((q^3t - 1)(qt - 1)q^3(t - 1))
ask[+]:	-(q^10t^4 + 2q^10t^3 - 3q^9t^4 + 3q^10t^2 - 6q^9t^3 + 3q^8t^4 - 3q^9t^2 + 2q^8t^3 + q^8t^2 - q^7t^3 - 2q^7t^2 + 2q^6t^3 - 2q^7t + 6q^6t^2 - 6q^5t^3 + 4q^4t^4 - q^3t^5 - q^7 + 4q^6t - 6q^5t^2 + 6q^4t^3 - 2q^3t^4 + 2q^4t^2 - 2q^3t^3 - q^3t^2 + q^2t^3 + 2q^2t^2 - 3qt^3 + 3q^2t - 6qt^2 + 3t^3 - 3qt + 2t^2 + t)/((q^4 - t)(q^3t - 1)(q^2t + 1)(q^2t - 1)q^3(t - 1)^2)

Zeta functions

ask[-]:

-(q^2 - t)*(q - t)/((q^3*t - 1)*(q*t - 1)*q^3*(t - 1))

ask[+]:

-(q^10*t^4 + 2*q^10*t^3 - 3*q^9*t^4 + 3*q^10*t^2 - 6*q^9*t^3 + 3*q^8*t^4 - 3*q^9*t^2 + 2*q^8*t^3 + q^8*t^2 - q^7*t^3 - 2*q^7*t^2 + 2*q^6*t^3 - 2*q^7*t + 6*q^6*t^2 - 6*q^5*t^3 + 4*q^4*t^4 - q^3*t^5 - q^7 + 4*q^6*t - 6*q^5*t^2 + 6*q^4*t^3 - 2*q^3*t^4 + 2*q^4*t^2 - 2*q^3*t^3 - q^3*t^2 + q^2*t^3 + 2*q^2*t^2 - 3*q*t^3 + 3*q^2*t - 6*q*t^2 + 3*t^3 - 3*q*t + 2*t^2 + t)/((q^4 - t)*(q^3*t - 1)*(q^2*t + 1)*(q^2*t - 1)*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0020] 'F?CNG'

Zeta functions
ask[-]:	-(2q^6t^3 - q^6t^2 - 3q^5t^3 + q^4t^4 - 2q^4t^3 + 4q^4t^2 - q^3t^3 - q^3t + 4q^2t^2 - 2q^2t + q^2 - 3qt - t^2 + 2t)/((q^3t - 1)^2(qt - 1)^3*q^2)
ask[+]:	-(2q^6t^3 - q^6t^2 - 3q^5t^3 + q^4t^4 - 2q^4t^3 + 4q^4t^2 - q^3t^3 - q^3t + 4q^2t^2 - 2q^2t + q^2 - 3qt - t^2 + 2t)/((q^3t - 1)^2(qt - 1)^3*q^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 6], [3, 4], [4, 5], [5, 6]]

[0021] 'F?C^G'

Zeta functions

ask[-]:

-(q^6*t^2 - 3*q^4*t^2 + q^3*t^3 - q^3*t^2 + q^3*t - q^3 + 3*q^2*t - t)/((q^3*t - 1)*(q^2*t - 1)*(q*t - 1)^2*q^3)

ask[+]:

-(q^14*t^10 + q^14*t^9 - 4*q^13*t^10 - 7*q^13*t^9 + 10*q^12*t^10 + 4*q^13*t^8 + 7*q^12*t^9 - 14*q^11*t^10 + q^10*t^11 - 2*q^13*t^7 - 18*q^12*t^8 + 6*q^11*t^9 + 5*q^10*t^10 - q^13*t^6 + 16*q^12*t^7 + 47*q^11*t^8 - 11*q^10*t^9 - 6*q^9*t^10 - q^12*t^6 - 50*q^11*t^7 - 61*q^10*t^8 + 34*q^9*t^9 + q^8*t^10 + 18*q^11*t^6 + 90*q^10*t^7 - 3*q^9*t^8 - 9*q^8*t^9 - 67*q^10*t^6 - 88*q^9*t^7 + 9*q^8*t^8 - 3*q^7*t^9 + q^11*t^4 + 11*q^10*t^5 + 121*q^9*t^6 + 80*q^8*t^7 - 8*q^7*t^8 + q^6*t^9 - 2*q^10*t^4 - 41*q^9*t^5 - 148*q^8*t^6 - 42*q^7*t^7 + 11*q^6*t^8 - 5*q^9*t^4 + 81*q^8*t^5 + 171*q^7*t^6 - 16*q^6*t^7 - 2*q^5*t^8 + 2*q^9*t^3 + 16*q^8*t^4 - 171*q^7*t^5 - 81*q^6*t^6 + 5*q^5*t^7 - 11*q^8*t^3 + 42*q^7*t^4 + 148*q^6*t^5 + 41*q^5*t^6 + 2*q^4*t^7 - q^8*t^2 + 8*q^7*t^3 - 80*q^6*t^4 - 121*q^5*t^5 - 11*q^4*t^6 - q^3*t^7 + 3*q^7*t^2 - 9*q^6*t^3 + 88*q^5*t^4 + 67*q^4*t^5 + 9*q^6*t^2 + 3*q^5*t^3 - 90*q^4*t^4 - 18*q^3*t^5 - q^6*t - 34*q^5*t^2 + 61*q^4*t^3 + 50*q^3*t^4 + q^2*t^5 + 6*q^5*t + 11*q^4*t^2 - 47*q^3*t^3 - 16*q^2*t^4 + q*t^5 - 5*q^4*t - 6*q^3*t^2 + 18*q^2*t^3 + 2*q*t^4 - q^4 + 14*q^3*t - 7*q^2*t^2 - 4*q*t^3 - 10*q^2*t + 7*q*t^2 + 4*q*t - t^2 - t)/((q^3*t^2 - 1)*(q^2*t - 1)^4*(q*t^2 - 1)*(q*t - 1)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0022] 'F?C^W'

Zeta functions
ask[-]:	-(q^4t - q^3t + q^3 - 2q^2t + qt^2 - qt + t)/((q^3t - 1)(q^2t - 1)q^3*(t - 1))
ask[+]:	(3q^14t^9 - 3q^13t^10 + q^14t^8 - 13q^13t^9 + 9q^12t^10 - q^11t^11 + 23q^12t^9 - 6q^11t^10 - 13q^12t^8 - 22q^11t^9 + 6q^10t^10 - 2q^12t^7 + 42q^11t^8 - 4q^10t^9 - q^9t^10 - q^12t^6 - q^11t^7 - 51q^10t^8 + 4q^9t^9 - 4q^11t^6 + 23q^10t^7 + 38q^9t^8 + 3q^8t^9 + 20q^10t^6 - 55q^9t^7 - 20q^8t^8 - q^7t^9 - 4q^10t^5 - 29q^9t^6 + 85q^8t^7 - 3q^7t^8 + 2q^10t^4 + 34q^9t^5 - 31q^8t^6 - 37q^7t^7 + q^6t^8 - 7q^9t^4 - 64q^8t^5 + 65q^7t^6 + 14q^6t^7 + 14q^8t^4 + 65q^7t^5 - 64q^6t^6 - 7q^5t^7 + q^8t^3 - 37q^7t^4 - 31q^6t^5 + 34q^5t^6 + 2q^4t^7 - 3q^7t^3 + 85q^6t^4 - 29q^5t^5 - 4q^4t^6 - q^7t^2 - 20q^6t^3 - 55q^5t^4 + 20q^4t^5 + 3q^6t^2 + 38q^5t^3 + 23q^4t^4 - 4q^3t^5 + 4q^5t^2 - 51q^4t^3 - q^3t^4 - q^2t^5 - q^5t - 4q^4t^2 + 42q^3t^3 - 2q^2t^4 + 6q^4t - 22q^3t^2 - 13q^2t^3 - 6q^3t + 23q^2t^2 - q^3 + 9q^2t - 13qt^2 + t^3 - 3qt + 3t^2)/((q^3t^2 - 1)^2(q^2t - 1)^4(qt^2 - 1)q^3(t - 1)^2)

Zeta functions

ask[-]:

-(q^4*t - q^3*t + q^3 - 2*q^2*t + q*t^2 - q*t + t)/((q^3*t - 1)*(q^2*t - 1)*q^3*(t - 1))

ask[+]:

(3*q^14*t^9 - 3*q^13*t^10 + q^14*t^8 - 13*q^13*t^9 + 9*q^12*t^10 - q^11*t^11 + 23*q^12*t^9 - 6*q^11*t^10 - 13*q^12*t^8 - 22*q^11*t^9 + 6*q^10*t^10 - 2*q^12*t^7 + 42*q^11*t^8 - 4*q^10*t^9 - q^9*t^10 - q^12*t^6 - q^11*t^7 - 51*q^10*t^8 + 4*q^9*t^9 - 4*q^11*t^6 + 23*q^10*t^7 + 38*q^9*t^8 + 3*q^8*t^9 + 20*q^10*t^6 - 55*q^9*t^7 - 20*q^8*t^8 - q^7*t^9 - 4*q^10*t^5 - 29*q^9*t^6 + 85*q^8*t^7 - 3*q^7*t^8 + 2*q^10*t^4 + 34*q^9*t^5 - 31*q^8*t^6 - 37*q^7*t^7 + q^6*t^8 - 7*q^9*t^4 - 64*q^8*t^5 + 65*q^7*t^6 + 14*q^6*t^7 + 14*q^8*t^4 + 65*q^7*t^5 - 64*q^6*t^6 - 7*q^5*t^7 + q^8*t^3 - 37*q^7*t^4 - 31*q^6*t^5 + 34*q^5*t^6 + 2*q^4*t^7 - 3*q^7*t^3 + 85*q^6*t^4 - 29*q^5*t^5 - 4*q^4*t^6 - q^7*t^2 - 20*q^6*t^3 - 55*q^5*t^4 + 20*q^4*t^5 + 3*q^6*t^2 + 38*q^5*t^3 + 23*q^4*t^4 - 4*q^3*t^5 + 4*q^5*t^2 - 51*q^4*t^3 - q^3*t^4 - q^2*t^5 - q^5*t - 4*q^4*t^2 + 42*q^3*t^3 - 2*q^2*t^4 + 6*q^4*t - 22*q^3*t^2 - 13*q^2*t^3 - 6*q^3*t + 23*q^2*t^2 - q^3 + 9*q^2*t - 13*q*t^2 + t^3 - 3*q*t + 3*t^2)/((q^3*t^2 - 1)^2*(q^2*t - 1)^4*(q*t^2 - 1)*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0023] 'F?C^w'

Zeta functions
ask[-]:	(q - t)(t - 1)/((q^3t - 1)(q^2t - 1)(qt - 1)*q)
ask[+]:	-(q^14t^9 + 2q^13t^10 + q^14t^8 - 7q^12t^10 - q^13t^8 - 7q^12t^9 + 8q^11t^10 + q^13t^7 - 4q^12t^8 - 3q^11t^9 + q^10t^10 - q^9t^11 - 2q^13t^6 - 2q^12t^7 - 10q^11t^8 + 39q^10t^9 - 4q^9t^10 + 6q^12t^6 - 9q^11t^7 + 56q^10t^8 - 62q^9t^9 + 6q^8t^10 - 21q^11t^6 + 55q^10t^7 - 63q^9t^8 + 30q^8t^9 - q^7t^10 - 5q^11t^5 + 41q^10t^6 - 51q^9t^7 - 2q^8t^8 - 7q^7t^9 + 25q^10t^5 - 38q^9t^6 - 39q^8t^7 + 55q^7t^8 + 3q^6t^9 + 5q^10t^4 - 15q^9t^5 - 49q^8t^6 + 108q^7t^7 - 45q^6t^8 - q^5t^9 + 3q^9t^4 - 65q^8t^5 + 109q^7t^6 - 49q^6t^7 + 8q^5t^8 + 8q^9t^3 - 49q^8t^4 + 109q^7t^5 - 65q^6t^6 + 3q^5t^7 - q^9t^2 - 45q^8t^3 + 108q^7t^4 - 49q^6t^5 - 15q^5t^6 + 5q^4t^7 + 3q^8t^2 + 55q^7t^3 - 39q^6t^4 - 38q^5t^5 + 25q^4t^6 - 7q^7t^2 - 2q^6t^3 - 51q^5t^4 + 41q^4t^5 - 5q^3t^6 - q^7t + 30q^6t^2 - 63q^5t^3 + 55q^4t^4 - 21q^3t^5 + 6q^6t - 62q^5t^2 + 56q^4t^3 - 9q^3t^4 + 6q^2t^5 - 4q^5t + 39q^4t^2 - 10q^3t^3 - 2q^2t^4 - 2qt^5 - q^5 + q^4t - 3q^3t^2 - 4q^2t^3 + qt^4 + 8q^3t - 7q^2t^2 - qt^3 - 7q^2t + t^3 + 2qt + t^2)/((q^3t^2 - 1)(q^2t - 1)^4(qt + 1)(qt - 1)(t^2 - q)(q - t)q^3(t - 1))

Zeta functions

ask[-]:

(q - t)*(t - 1)/((q^3*t - 1)*(q^2*t - 1)*(q*t - 1)*q)

ask[+]:

-(q^14*t^9 + 2*q^13*t^10 + q^14*t^8 - 7*q^12*t^10 - q^13*t^8 - 7*q^12*t^9 + 8*q^11*t^10 + q^13*t^7 - 4*q^12*t^8 - 3*q^11*t^9 + q^10*t^10 - q^9*t^11 - 2*q^13*t^6 - 2*q^12*t^7 - 10*q^11*t^8 + 39*q^10*t^9 - 4*q^9*t^10 + 6*q^12*t^6 - 9*q^11*t^7 + 56*q^10*t^8 - 62*q^9*t^9 + 6*q^8*t^10 - 21*q^11*t^6 + 55*q^10*t^7 - 63*q^9*t^8 + 30*q^8*t^9 - q^7*t^10 - 5*q^11*t^5 + 41*q^10*t^6 - 51*q^9*t^7 - 2*q^8*t^8 - 7*q^7*t^9 + 25*q^10*t^5 - 38*q^9*t^6 - 39*q^8*t^7 + 55*q^7*t^8 + 3*q^6*t^9 + 5*q^10*t^4 - 15*q^9*t^5 - 49*q^8*t^6 + 108*q^7*t^7 - 45*q^6*t^8 - q^5*t^9 + 3*q^9*t^4 - 65*q^8*t^5 + 109*q^7*t^6 - 49*q^6*t^7 + 8*q^5*t^8 + 8*q^9*t^3 - 49*q^8*t^4 + 109*q^7*t^5 - 65*q^6*t^6 + 3*q^5*t^7 - q^9*t^2 - 45*q^8*t^3 + 108*q^7*t^4 - 49*q^6*t^5 - 15*q^5*t^6 + 5*q^4*t^7 + 3*q^8*t^2 + 55*q^7*t^3 - 39*q^6*t^4 - 38*q^5*t^5 + 25*q^4*t^6 - 7*q^7*t^2 - 2*q^6*t^3 - 51*q^5*t^4 + 41*q^4*t^5 - 5*q^3*t^6 - q^7*t + 30*q^6*t^2 - 63*q^5*t^3 + 55*q^4*t^4 - 21*q^3*t^5 + 6*q^6*t - 62*q^5*t^2 + 56*q^4*t^3 - 9*q^3*t^4 + 6*q^2*t^5 - 4*q^5*t + 39*q^4*t^2 - 10*q^3*t^3 - 2*q^2*t^4 - 2*q*t^5 - q^5 + q^4*t - 3*q^3*t^2 - 4*q^2*t^3 + q*t^4 + 8*q^3*t - 7*q^2*t^2 - q*t^3 - 7*q^2*t + t^3 + 2*q*t + t^2)/((q^3*t^2 - 1)*(q^2*t - 1)^4*(q*t + 1)*(q*t - 1)*(t^2 - q)*(q - t)*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0024] 'F?CeW'

Zeta functions
ask[-]:	(q^7t^3 - 4q^6t^3 + 2q^6t^2 + 2q^5t^3 - q^4t^4 - q^5t^2 + 6q^4t^3 - q^5t - 4q^4t^2 - 4q^3t^2 - q^2t^3 + 6q^3t - q^2t^2 - q^3 + 2q^2t + 2qt^2 - 4qt + t)/((q^3t - 1)(q^2t - 1)(qt - 1)^3q^3)
ask[+]:	(q^7t^3 - 4q^6t^3 + 2q^6t^2 + 2q^5t^3 - q^4t^4 - q^5t^2 + 6q^4t^3 - q^5t - 4q^4t^2 - 4q^3t^2 - q^2t^3 + 6q^3t - q^2t^2 - q^3 + 2q^2t + 2qt^2 - 4qt + t)/((q^3t - 1)(q^2t - 1)(qt - 1)^3q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 5], [3, 4], [4, 6], [5, 6]]

[0025] 'F?Cfw'

Zeta functions
ask[-]:	(q^3t + q^2t^2 - 2q^2t - 2qt + q + t)(q - t)/((q^3t - 1)(q^2t - 1)(qt - 1)^2*q^2)
ask[+]:	(q^11t^7 + q^10t^8 + q^11t^6 - q^10t^7 - 6q^9t^8 - q^10t^6 - 8q^9t^7 + 13q^8t^8 + q^10t^5 - 5q^9t^6 + 18q^8t^7 - 12q^7t^8 + 2q^10t^4 - 9q^9t^5 + 4q^8t^6 - 2q^7t^7 + q^5t^9 - 6q^9t^4 + 10q^8t^5 + 22q^7t^6 - 15q^6t^7 - q^5t^8 + q^9t^3 - 9q^8t^4 + 59q^7t^5 - 102q^6t^6 + 40q^5t^7 - q^4t^8 - q^9t^2 - 2q^8t^3 + 33q^7t^4 - 106q^6t^5 + 106q^5t^6 - 29q^4t^7 + q^3t^8 - 3q^8t^2 + 26q^7t^3 - 51q^6t^4 + 51q^5t^5 - 26q^4t^6 + 3q^3t^7 - q^8t + 29q^7t^2 - 106q^6t^3 + 106q^5t^4 - 33q^4t^5 + 2q^3t^6 + q^2t^7 + q^7t - 40q^6t^2 + 102q^5t^3 - 59q^4t^4 + 9q^3t^5 - q^2t^6 + q^6t + 15q^5t^2 - 22q^4t^3 - 10q^3t^4 + 6q^2t^5 - q^6 + 2q^4t^2 - 4q^3t^3 + 9q^2t^4 - 2qt^5 + 12q^4t - 18q^3t^2 + 5q^2t^3 - qt^4 - 13q^3t + 8q^2t^2 + qt^3 + 6q^2t + qt^2 - t^3 - qt - t^2)/((q^3t - 1)(q^2t - 1)(qt + 1)^2(qt - 1)^2(q - t)^3q^3*(t - 1))

Zeta functions

ask[-]:

(q^3*t + q^2*t^2 - 2*q^2*t - 2*q*t + q + t)*(q - t)/((q^3*t - 1)*(q^2*t - 1)*(q*t - 1)^2*q^2)

ask[+]:

(q^11*t^7 + q^10*t^8 + q^11*t^6 - q^10*t^7 - 6*q^9*t^8 - q^10*t^6 - 8*q^9*t^7 + 13*q^8*t^8 + q^10*t^5 - 5*q^9*t^6 + 18*q^8*t^7 - 12*q^7*t^8 + 2*q^10*t^4 - 9*q^9*t^5 + 4*q^8*t^6 - 2*q^7*t^7 + q^5*t^9 - 6*q^9*t^4 + 10*q^8*t^5 + 22*q^7*t^6 - 15*q^6*t^7 - q^5*t^8 + q^9*t^3 - 9*q^8*t^4 + 59*q^7*t^5 - 102*q^6*t^6 + 40*q^5*t^7 - q^4*t^8 - q^9*t^2 - 2*q^8*t^3 + 33*q^7*t^4 - 106*q^6*t^5 + 106*q^5*t^6 - 29*q^4*t^7 + q^3*t^8 - 3*q^8*t^2 + 26*q^7*t^3 - 51*q^6*t^4 + 51*q^5*t^5 - 26*q^4*t^6 + 3*q^3*t^7 - q^8*t + 29*q^7*t^2 - 106*q^6*t^3 + 106*q^5*t^4 - 33*q^4*t^5 + 2*q^3*t^6 + q^2*t^7 + q^7*t - 40*q^6*t^2 + 102*q^5*t^3 - 59*q^4*t^4 + 9*q^3*t^5 - q^2*t^6 + q^6*t + 15*q^5*t^2 - 22*q^4*t^3 - 10*q^3*t^4 + 6*q^2*t^5 - q^6 + 2*q^4*t^2 - 4*q^3*t^3 + 9*q^2*t^4 - 2*q*t^5 + 12*q^4*t - 18*q^3*t^2 + 5*q^2*t^3 - q*t^4 - 13*q^3*t + 8*q^2*t^2 + q*t^3 + 6*q^2*t + q*t^2 - t^3 - q*t - t^2)/((q^3*t - 1)*(q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^2*(q - t)^3*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0026] 'F?CmW'

Zeta functions

ask[-]:

(q^12*t^6 - 4*q^11*t^6 + 2*q^11*t^5 + 2*q^10*t^6 - q^9*t^7 - 2*q^10*t^5 + 7*q^9*t^6 - q^10*t^4 - q^8*t^6 - 4*q^9*t^4 - 10*q^8*t^5 + 14*q^8*t^4 - 5*q^7*t^5 + 9*q^7*t^4 + 6*q^6*t^5 - 4*q^7*t^3 - 9*q^6*t^4 - 9*q^6*t^3 - 4*q^5*t^4 + 6*q^6*t^2 + 9*q^5*t^3 - 5*q^5*t^2 + 14*q^4*t^3 - 10*q^4*t^2 - 4*q^3*t^3 - q^4*t - q^2*t^3 + 7*q^3*t - 2*q^2*t^2 - q^3 + 2*q^2*t + 2*q*t^2 - 4*q*t + t)/((q^2*t + 1)*(q^2*t - 1)^4*(q*t - 1)^3*q^3)

ask[+]:

(2*q^12*t^7 - 8*q^11*t^7 + 2*q^11*t^6 + 8*q^10*t^7 - q^9*t^8 - 2*q^11*t^5 + 4*q^9*t^7 - q^10*t^5 - 3*q^9*t^6 + q^10*t^4 + 4*q^9*t^5 - 20*q^8*t^6 + 4*q^9*t^4 + 13*q^8*t^5 + 3*q^7*t^6 - 14*q^8*t^4 + 18*q^7*t^5 + 4*q^6*t^6 - q^8*t^3 - 13*q^7*t^4 - 11*q^6*t^5 + 8*q^7*t^3 - 8*q^5*t^5 + 11*q^6*t^3 + 13*q^5*t^4 + q^4*t^5 - 4*q^6*t^2 - 18*q^5*t^3 + 14*q^4*t^4 - 3*q^5*t^2 - 13*q^4*t^3 - 4*q^3*t^4 + 20*q^4*t^2 - 4*q^3*t^3 - q^2*t^4 + 3*q^3*t^2 + q^2*t^3 - 4*q^3*t + 2*q*t^3 + q^3 - 8*q^2*t - 2*q*t^2 + 8*q*t - 2*t)/((q^2*t + 1)*(q^2*t - 1)^4*(q*t - 1)^3*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 5], [3, 4], [4, 5], [4, 6], [5, 6]]

[0027] 'F?Cmg'

Zeta functions
ask[-]:	-(2q^5t^2 - 2q^4t^2 + q^3t^3 - 4q^3t^2 - q^3t + q^2t^2 + 4q^2t - q^2 + 2qt - 2t)(t - 1)/((q^2t - 1)^3(qt - 1)^2*q^2)
ask[+]:	-(2q^5t^2 - 2q^4t^2 + q^3t^3 - 4q^3t^2 - q^3t + q^2t^2 + 4q^2t - q^2 + 2qt - 2t)(t - 1)/((q^2t - 1)^3(qt - 1)^2*q^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 5], [3, 4], [3, 6], [4, 5], [5, 6]]

[0028] 'F?Cnw'

Zeta functions

ask[-]:

(q^4*t^2 + q^3*t^3 - 3*q^3*t^2 - q^2*t^2 + q^2*t + 3*q*t - q - t)*(q - t)/((q^2*t - 1)^3*(q*t - 1)^2*q^2)

ask[+]:

(q^14*t^10 + q^14*t^9 - 2*q^13*t^10 - 2*q^12*t^11 - q^13*t^9 - 4*q^12*t^10 + 7*q^11*t^11 + q^13*t^8 - 7*q^12*t^9 + 13*q^11*t^10 - 8*q^10*t^11 + 2*q^13*t^7 - 13*q^12*t^8 + 15*q^11*t^9 - q^9*t^11 + q^8*t^12 - 10*q^12*t^7 + 31*q^11*t^8 - 5*q^10*t^9 - 13*q^9*t^10 - 2*q^8*t^11 + 2*q^12*t^6 - 6*q^11*t^7 + 40*q^10*t^8 - 84*q^9*t^9 + 41*q^8*t^10 - 15*q^11*t^6 + 75*q^10*t^7 - 136*q^9*t^8 + 107*q^8*t^9 - 29*q^7*t^10 - 12*q^11*t^5 + 96*q^10*t^6 - 208*q^9*t^7 + 148*q^8*t^8 - 38*q^7*t^9 + 6*q^6*t^10 - q^11*t^4 + 63*q^10*t^5 - 266*q^9*t^6 + 329*q^8*t^7 - 112*q^7*t^8 - q^5*t^10 + 5*q^10*t^4 - 88*q^9*t^5 + 224*q^8*t^6 - 148*q^7*t^7 - 5*q^6*t^8 + 14*q^5*t^9 + 4*q^10*t^3 - 23*q^9*t^4 + 35*q^8*t^5 - 35*q^6*t^7 + 23*q^5*t^8 - 4*q^4*t^9 - 14*q^9*t^3 + 5*q^8*t^4 + 148*q^7*t^5 - 224*q^6*t^6 + 88*q^5*t^7 - 5*q^4*t^8 + q^9*t^2 + 112*q^7*t^4 - 329*q^6*t^5 + 266*q^5*t^6 - 63*q^4*t^7 + q^3*t^8 - 6*q^8*t^2 + 38*q^7*t^3 - 148*q^6*t^4 + 208*q^5*t^5 - 96*q^4*t^6 + 12*q^3*t^7 + 29*q^7*t^2 - 107*q^6*t^3 + 136*q^5*t^4 - 75*q^4*t^5 + 15*q^3*t^6 - 41*q^6*t^2 + 84*q^5*t^3 - 40*q^4*t^4 + 6*q^3*t^5 - 2*q^2*t^6 + 2*q^6*t + 13*q^5*t^2 + 5*q^4*t^3 - 31*q^3*t^4 + 10*q^2*t^5 - q^6 + q^5*t - 15*q^3*t^3 + 13*q^2*t^4 - 2*q*t^5 + 8*q^4*t - 13*q^3*t^2 + 7*q^2*t^3 - q*t^4 - 7*q^3*t + 4*q^2*t^2 + q*t^3 + 2*q^2*t + 2*q*t^2 - t^3 - t^2)/((q^2*t - 1)^3*(q*t + 1)^3*(q*t - 1)^3*(q - t)^3*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0029] 'F?C}w'

Zeta functions

ask[-]:

-(q^3*t - 2*q^2*t + q*t^2 + q^2 - 2*q*t + t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^2*q^2)

ask[+]:

-(q^13*t^13 + 2*q^14*t^11 - 5*q^13*t^12 - 2*q^12*t^13 + q^14*t^10 - 9*q^13*t^11 + 19*q^12*t^12 - 2*q^11*t^13 - 8*q^13*t^10 + 17*q^12*t^11 - 21*q^11*t^12 + 7*q^10*t^13 - q^9*t^14 + 3*q^13*t^9 + 39*q^12*t^10 - 50*q^11*t^11 + q^10*t^12 + 6*q^9*t^13 - 3*q^13*t^8 - 39*q^12*t^9 - 43*q^11*t^10 + 133*q^10*t^11 - 41*q^9*t^12 - 4*q^8*t^13 + 29*q^12*t^8 + 105*q^11*t^9 - 134*q^10*t^10 - 41*q^9*t^11 + 42*q^8*t^12 - 7*q^12*t^7 - 106*q^11*t^8 + 41*q^10*t^9 + 153*q^9*t^10 - 81*q^8*t^11 - 6*q^7*t^12 + q^12*t^6 + 68*q^11*t^7 + 39*q^10*t^8 - 250*q^9*t^9 + 124*q^8*t^10 + 21*q^7*t^11 - 20*q^11*t^6 - 137*q^10*t^7 + 296*q^9*t^8 - 41*q^8*t^9 - 94*q^7*t^10 + 3*q^6*t^11 + 3*q^11*t^5 + 74*q^10*t^6 - 63*q^9*t^7 - 137*q^8*t^8 + 94*q^7*t^9 + 18*q^6*t^10 + q^5*t^11 - 27*q^10*t^5 + 8*q^9*t^6 + 86*q^8*t^7 - 86*q^7*t^8 + 49*q^6*t^9 - 23*q^5*t^10 + 6*q^10*t^4 + 24*q^9*t^5 - 122*q^8*t^6 + 178*q^7*t^7 - 122*q^6*t^8 + 24*q^5*t^9 + 6*q^4*t^10 - 23*q^9*t^4 + 49*q^8*t^5 - 86*q^7*t^6 + 86*q^6*t^7 + 8*q^5*t^8 - 27*q^4*t^9 + q^9*t^3 + 18*q^8*t^4 + 94*q^7*t^5 - 137*q^6*t^6 - 63*q^5*t^7 + 74*q^4*t^8 + 3*q^3*t^9 + 3*q^8*t^3 - 94*q^7*t^4 - 41*q^6*t^5 + 296*q^5*t^6 - 137*q^4*t^7 - 20*q^3*t^8 + 21*q^7*t^3 + 124*q^6*t^4 - 250*q^5*t^5 + 39*q^4*t^6 + 68*q^3*t^7 + q^2*t^8 - 6*q^7*t^2 - 81*q^6*t^3 + 153*q^5*t^4 + 41*q^4*t^5 - 106*q^3*t^6 - 7*q^2*t^7 + 42*q^6*t^2 - 41*q^5*t^3 - 134*q^4*t^4 + 105*q^3*t^5 + 29*q^2*t^6 - 4*q^6*t - 41*q^5*t^2 + 133*q^4*t^3 - 43*q^3*t^4 - 39*q^2*t^5 - 3*q*t^6 + 6*q^5*t + q^4*t^2 - 50*q^3*t^3 + 39*q^2*t^4 + 3*q*t^5 - q^5 + 7*q^4*t - 21*q^3*t^2 + 17*q^2*t^3 - 8*q*t^4 - 2*q^3*t + 19*q^2*t^2 - 9*q*t^3 + t^4 - 2*q^2*t - 5*q*t^2 + 2*t^3 + q*t)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t^2 - 1)*(q*t + 1)*(q*t - 1)^2*(q - t)*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0030] 'F?C~O'

Zeta functions

ask[-]:

(q^7*t^3 - 2*q^6*t^4 + 2*q^5*t^4 - q^6*t^2 + q^5*t^3 + 3*q^4*t^4 - q^3*t^5 - 2*q^5*t^2 - 6*q^4*t^3 + 2*q^3*t^4 + 9*q^4*t^2 - 9*q^3*t^3 - 2*q^4*t + 6*q^3*t^2 + 2*q^2*t^3 + q^4 - 3*q^3*t - q^2*t^2 + q*t^3 - 2*q^2*t + 2*q*t - t^2)/((q^2*t - 1)^2*(q*t - 1)^2*q^4*(t - 1)^2)

ask[+]:

(2*q^13*t^10 - q^12*t^11 + 2*q^13*t^9 - 11*q^12*t^10 + 3*q^11*t^11 + q^13*t^8 - 11*q^12*t^9 + 31*q^11*t^10 - 7*q^10*t^11 - 9*q^12*t^8 + 17*q^11*t^9 - 28*q^10*t^10 + 9*q^9*t^11 - q^8*t^12 + 3*q^12*t^7 + 39*q^11*t^8 - 55*q^10*t^9 - 7*q^9*t^10 + 6*q^8*t^11 - q^12*t^6 - 35*q^11*t^7 - 18*q^10*t^8 + 138*q^9*t^9 - 26*q^8*t^10 - 4*q^7*t^11 + 13*q^11*t^6 + 83*q^10*t^7 - 161*q^9*t^8 - 37*q^8*t^9 + 31*q^7*t^10 - 3*q^11*t^5 - 38*q^10*t^6 + 33*q^9*t^7 + 127*q^8*t^8 - 76*q^7*t^9 - 4*q^6*t^10 + 21*q^10*t^5 - 51*q^9*t^6 - 101*q^8*t^7 + 128*q^7*t^8 + 22*q^6*t^9 - 3*q^10*t^4 - 10*q^9*t^5 + 174*q^8*t^6 - 144*q^7*t^7 - 76*q^6*t^8 + q^5*t^9 + 10*q^9*t^4 - 63*q^8*t^5 + 47*q^7*t^6 + 70*q^6*t^7 + 3*q^5*t^8 + q^4*t^9 - q^9*t^3 - 3*q^8*t^4 - 70*q^7*t^5 - 47*q^6*t^6 + 63*q^5*t^7 - 10*q^4*t^8 - q^8*t^3 + 76*q^7*t^4 + 144*q^6*t^5 - 174*q^5*t^6 + 10*q^4*t^7 + 3*q^3*t^8 - 22*q^7*t^3 - 128*q^6*t^4 + 101*q^5*t^5 + 51*q^4*t^6 - 21*q^3*t^7 + 4*q^7*t^2 + 76*q^6*t^3 - 127*q^5*t^4 - 33*q^4*t^5 + 38*q^3*t^6 + 3*q^2*t^7 - 31*q^6*t^2 + 37*q^5*t^3 + 161*q^4*t^4 - 83*q^3*t^5 - 13*q^2*t^6 + 4*q^6*t + 26*q^5*t^2 - 138*q^4*t^3 + 18*q^3*t^4 + 35*q^2*t^5 + q*t^6 - 6*q^5*t + 7*q^4*t^2 + 55*q^3*t^3 - 39*q^2*t^4 - 3*q*t^5 + q^5 - 9*q^4*t + 28*q^3*t^2 - 17*q^2*t^3 + 9*q*t^4 + 7*q^3*t - 31*q^2*t^2 + 11*q*t^3 - t^4 - 3*q^2*t + 11*q*t^2 - 2*t^3 + q*t - 2*t^2)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6]]

[0031] 'F?C~W'

Zeta functions

ask[-]:

-(q^5*t^3 - q^4*t^3 - 2*q^4*t^2 - 2*q^3*t^3 + q^2*t^4 + 5*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + 5*q^2*t^2 + q^3 - 2*q^2*t - 2*q*t^2 - q*t + t)/((q^2*t - 1)^2*(q*t - 1)^2*q^3*(t - 1))

ask[+]:

-(q^13*t^13 - 2*q^13*t^12 - 4*q^12*t^13 + q^14*t^10 - q^13*t^11 + 12*q^12*t^12 + 4*q^11*t^13 - 7*q^13*t^10 - 3*q^12*t^11 - 17*q^11*t^12 + q^10*t^13 - q^9*t^14 + 3*q^13*t^9 + 35*q^12*t^10 - 12*q^11*t^11 + 8*q^9*t^13 - q^13*t^8 - 33*q^12*t^9 - 48*q^11*t^10 + 93*q^10*t^11 - 38*q^9*t^12 - 4*q^8*t^13 + 23*q^12*t^8 + 82*q^11*t^9 - 113*q^10*t^10 - 16*q^9*t^11 + 40*q^8*t^12 - 15*q^12*t^7 - 96*q^11*t^8 + 108*q^10*t^9 + 113*q^9*t^10 - 102*q^8*t^11 - 6*q^7*t^12 + 4*q^12*t^6 + 104*q^11*t^7 - 19*q^10*t^8 - 339*q^9*t^9 + 195*q^8*t^10 + 38*q^7*t^11 - 45*q^11*t^6 - 175*q^10*t^7 + 445*q^9*t^8 - 36*q^8*t^9 - 159*q^7*t^10 - 2*q^6*t^11 + 6*q^11*t^5 + 138*q^10*t^6 - 112*q^9*t^7 - 277*q^8*t^8 + 172*q^7*t^9 + 40*q^6*t^10 + q^5*t^11 - 38*q^10*t^5 - 61*q^9*t^6 + 220*q^8*t^7 - 53*q^7*t^8 - 10*q^6*t^9 - 24*q^5*t^10 + 6*q^10*t^4 + 47*q^9*t^5 - 85*q^8*t^6 + 28*q^7*t^7 - 85*q^6*t^8 + 47*q^5*t^9 + 6*q^4*t^10 - 24*q^9*t^4 - 10*q^8*t^5 - 53*q^7*t^6 + 220*q^6*t^7 - 61*q^5*t^8 - 38*q^4*t^9 + q^9*t^3 + 40*q^8*t^4 + 172*q^7*t^5 - 277*q^6*t^6 - 112*q^5*t^7 + 138*q^4*t^8 + 6*q^3*t^9 - 2*q^8*t^3 - 159*q^7*t^4 - 36*q^6*t^5 + 445*q^5*t^6 - 175*q^4*t^7 - 45*q^3*t^8 + 38*q^7*t^3 + 195*q^6*t^4 - 339*q^5*t^5 - 19*q^4*t^6 + 104*q^3*t^7 + 4*q^2*t^8 - 6*q^7*t^2 - 102*q^6*t^3 + 113*q^5*t^4 + 108*q^4*t^5 - 96*q^3*t^6 - 15*q^2*t^7 + 40*q^6*t^2 - 16*q^5*t^3 - 113*q^4*t^4 + 82*q^3*t^5 + 23*q^2*t^6 - 4*q^6*t - 38*q^5*t^2 + 93*q^4*t^3 - 48*q^3*t^4 - 33*q^2*t^5 - q*t^6 + 8*q^5*t - 12*q^3*t^3 + 35*q^2*t^4 + 3*q*t^5 - q^5 + q^4*t - 17*q^3*t^2 - 3*q^2*t^3 - 7*q*t^4 + 4*q^3*t + 12*q^2*t^2 - q*t^3 + t^4 - 4*q^2*t - 2*q*t^2 + q*t)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t + 1)^3*(q*t - 1)^4*(q - t)*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0032] 'F?C~o'

Zeta functions

ask[-]:

(q^6*t^3 - q^5*t^3 - q^5*t^2 - q^4*t^3 + q^4*t^2 - q^3*t^3 + q^2*t^4 - 2*q^4*t + 6*q^3*t^2 - 2*q^2*t^3 + q^4 - q^3*t + q^2*t^2 - q^2*t - q*t^2 - q*t + t)/((q^2*t - 1)^2*(q*t - 1)^2*(q - t)*q^3)

ask[+]:

(q^9*t^7 + q^9*t^6 - 2*q^8*t^7 - 5*q^8*t^6 + 2*q^7*t^7 - q^9*t^4 + q^8*t^5 + 4*q^7*t^6 - 3*q^6*t^7 + q^5*t^8 + 2*q^8*t^4 - 4*q^7*t^5 + 10*q^6*t^6 - 4*q^5*t^7 - q^8*t^3 + 6*q^7*t^4 - 7*q^6*t^5 - q^5*t^6 + 2*q^4*t^7 + 2*q^7*t^3 - 9*q^6*t^4 + 8*q^5*t^5 - 4*q^4*t^6 - 3*q^5*t^4 + 5*q^4*t^5 - q^3*t^6 - q^6*t^2 + 5*q^5*t^3 - 3*q^4*t^4 - 4*q^5*t^2 + 8*q^4*t^3 - 9*q^3*t^4 + 2*q^2*t^5 + 2*q^5*t - q^4*t^2 - 7*q^3*t^3 + 6*q^2*t^4 - q*t^5 - 4*q^4*t + 10*q^3*t^2 - 4*q^2*t^3 + 2*q*t^4 + q^4 - 3*q^3*t + 4*q^2*t^2 + q*t^3 - t^4 + 2*q^2*t - 5*q*t^2 - 2*q*t + t^2 + t)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t^2 - 1)*(q*t - 1)^3*(q - t)*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0033] 'F?C~w'

Zeta functions

ask[-]:

(q - t)*(t - 1)^2/((q^2*t - 1)^2*(q*t - 1)^2*q)

ask[+]:

(q^17*t^12 - 2*q^16*t^12 - q^15*t^13 - 3*q^14*t^14 + q^13*t^15 - q^17*t^10 - q^15*t^12 + q^14*t^13 + 11*q^13*t^14 - 2*q^12*t^15 - 2*q^17*t^9 + 7*q^16*t^10 - 2*q^15*t^11 + 3*q^14*t^12 + 9*q^13*t^13 - 15*q^12*t^14 - q^11*t^15 + q^17*t^8 + 6*q^16*t^9 - 20*q^15*t^10 + 5*q^14*t^11 + 9*q^13*t^12 - 21*q^12*t^13 + 3*q^11*t^14 + 6*q^10*t^15 - 8*q^16*t^8 + q^15*t^9 + 37*q^14*t^10 - 22*q^13*t^11 - 13*q^12*t^12 + 19*q^11*t^13 + 4*q^10*t^14 - 2*q^9*t^15 - q^8*t^16 + 5*q^16*t^7 + 14*q^15*t^8 - 38*q^14*t^9 + 13*q^13*t^10 + 8*q^12*t^11 - 26*q^11*t^12 + 29*q^10*t^13 - 24*q^9*t^14 + 8*q^8*t^15 - 2*q^16*t^6 - 18*q^15*t^7 + 41*q^14*t^8 - 17*q^13*t^9 - 43*q^12*t^10 + 19*q^11*t^11 + 23*q^10*t^12 + 9*q^9*t^13 - 8*q^8*t^14 - 4*q^7*t^15 + 20*q^15*t^6 - 21*q^14*t^7 - 72*q^13*t^8 + 95*q^12*t^9 + 54*q^11*t^10 - 39*q^10*t^11 - 18*q^9*t^12 - 35*q^8*t^13 + 27*q^7*t^14 - 4*q^15*t^5 - 42*q^14*t^6 + 128*q^13*t^7 - 66*q^12*t^8 - 25*q^11*t^9 - 29*q^10*t^10 - 41*q^9*t^11 + 119*q^8*t^12 - 42*q^7*t^13 - 5*q^6*t^14 + 19*q^14*t^5 - 34*q^13*t^6 - 7*q^12*t^7 - 3*q^11*t^8 + 46*q^10*t^9 + 55*q^9*t^10 - 99*q^8*t^11 + 23*q^6*t^13 - 5*q^14*t^4 - 7*q^13*t^5 + 68*q^12*t^6 - 49*q^11*t^7 - 18*q^10*t^8 - 29*q^9*t^9 - 3*q^8*t^10 + 87*q^7*t^11 - 44*q^6*t^12 - 2*q^5*t^13 + 15*q^13*t^4 - 24*q^12*t^5 - 6*q^11*t^6 - 53*q^10*t^7 + 100*q^9*t^8 + 58*q^8*t^9 - 132*q^7*t^10 + 34*q^6*t^11 + 9*q^5*t^12 + q^4*t^13 - q^13*t^3 - 9*q^12*t^4 - 34*q^11*t^5 + 132*q^10*t^6 - 58*q^9*t^7 - 100*q^8*t^8 + 53*q^7*t^9 + 6*q^6*t^10 + 24*q^5*t^11 - 15*q^4*t^12 + 2*q^12*t^3 + 44*q^11*t^4 - 87*q^10*t^5 + 3*q^9*t^6 + 29*q^8*t^7 + 18*q^7*t^8 + 49*q^6*t^9 - 68*q^5*t^10 + 7*q^4*t^11 + 5*q^3*t^12 - 23*q^11*t^3 + 99*q^9*t^5 - 55*q^8*t^6 - 46*q^7*t^7 + 3*q^6*t^8 + 7*q^5*t^9 + 34*q^4*t^10 - 19*q^3*t^11 + 5*q^11*t^2 + 42*q^10*t^3 - 119*q^9*t^4 + 41*q^8*t^5 + 29*q^7*t^6 + 25*q^6*t^7 + 66*q^5*t^8 - 128*q^4*t^9 + 42*q^3*t^10 + 4*q^2*t^11 - 27*q^10*t^2 + 35*q^9*t^3 + 18*q^8*t^4 + 39*q^7*t^5 - 54*q^6*t^6 - 95*q^5*t^7 + 72*q^4*t^8 + 21*q^3*t^9 - 20*q^2*t^10 + 4*q^10*t + 8*q^9*t^2 - 9*q^8*t^3 - 23*q^7*t^4 - 19*q^6*t^5 + 43*q^5*t^6 + 17*q^4*t^7 - 41*q^3*t^8 + 18*q^2*t^9 + 2*q*t^10 - 8*q^9*t + 24*q^8*t^2 - 29*q^7*t^3 + 26*q^6*t^4 - 8*q^5*t^5 - 13*q^4*t^6 + 38*q^3*t^7 - 14*q^2*t^8 - 5*q*t^9 + q^9 + 2*q^8*t - 4*q^7*t^2 - 19*q^6*t^3 + 13*q^5*t^4 + 22*q^4*t^5 - 37*q^3*t^6 - q^2*t^7 + 8*q*t^8 - 6*q^7*t - 3*q^6*t^2 + 21*q^5*t^3 - 9*q^4*t^4 - 5*q^3*t^5 + 20*q^2*t^6 - 6*q*t^7 - t^8 + q^6*t + 15*q^5*t^2 - 9*q^4*t^3 - 3*q^3*t^4 + 2*q^2*t^5 - 7*q*t^6 + 2*t^7 + 2*q^5*t - 11*q^4*t^2 - q^3*t^3 + q^2*t^4 + t^6 - q^4*t + 3*q^3*t^2 + q^2*t^3 + 2*q*t^4 - t^4)/((q^3*t^2 - 1)*(q^2*t - 1)*(q^2 - t)*(q*t + 1)^3*(q*t - 1)^4*(q + t)*(q - t)^3*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0034] 'F?DcW'

Zeta functions
ask[-]:	(q^9t^4 - 4q^8t^4 + 2q^8t^3 + q^7t^4 - q^6t^5 - 2q^7t^3 + 8q^6t^4 + 2q^6t^3 - q^5t^4 - 6q^6t^2 - 8q^5t^3 + 10q^5t^2 - 10q^4t^3 + 8q^4t^2 + 6q^3t^3 + q^4t - 2q^3t^2 - 8q^3t + 2q^2t^2 + q^3 - q^2t - 2qt^2 + 4qt - t)/((q^2t - 1)^4(qt - 1)^2q^3)
ask[+]:	(q^9t^4 - 4q^8t^4 + 2q^8t^3 + q^7t^4 - q^6t^5 - 2q^7t^3 + 8q^6t^4 + 2q^6t^3 - q^5t^4 - 6q^6t^2 - 8q^5t^3 + 10q^5t^2 - 10q^4t^3 + 8q^4t^2 + 6q^3t^3 + q^4t - 2q^3t^2 - 8q^3t + 2q^2t^2 + q^3 - q^2t - 2qt^2 + 4qt - t)/((q^2t - 1)^4(qt - 1)^2q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 5], [2, 5], [3, 4], [4, 6], [5, 6]]

[0035] 'F?Dcw'

Zeta functions

ask[-]:

-(2*q^5*t^2 - 2*q^4*t^2 + q^3*t^3 - 4*q^3*t^2 - q^3*t + q^2*t^2 + 4*q^2*t - q^2 + 2*q*t - 2*t)*(t - 1)/((q^2*t - 1)^3*(q*t - 1)^2*q^2)

ask[+]:

-(q^14*t^10 + q^14*t^9 - 5*q^13*t^10 - q^13*t^9 + 11*q^12*t^10 - 3*q^13*t^8 - 14*q^12*t^9 - 8*q^11*t^10 + q^10*t^11 + q^13*t^7 + 26*q^12*t^8 + 21*q^11*t^9 - 9*q^10*t^10 - 18*q^12*t^7 - 39*q^11*t^8 + 21*q^10*t^9 + 5*q^9*t^10 + 3*q^12*t^6 + 39*q^11*t^7 - 27*q^10*t^8 - 21*q^9*t^9 - 11*q^11*t^6 + 20*q^10*t^7 + 40*q^9*t^8 + q^8*t^9 + 2*q^11*t^5 - 16*q^10*t^6 - 52*q^9*t^7 + 8*q^8*t^8 - q^7*t^9 + 8*q^10*t^5 + 28*q^9*t^6 - 25*q^8*t^7 + 5*q^7*t^8 - 2*q^10*t^4 - 14*q^9*t^5 + 48*q^8*t^6 - 5*q^7*t^7 - 4*q^6*t^8 + 7*q^9*t^4 - 47*q^8*t^5 + 13*q^7*t^6 + 13*q^6*t^7 - q^5*t^8 - q^9*t^3 + 13*q^8*t^4 + 13*q^7*t^5 - 47*q^6*t^6 + 7*q^5*t^7 - 4*q^8*t^3 - 5*q^7*t^4 + 48*q^6*t^5 - 14*q^5*t^6 - 2*q^4*t^7 + 5*q^7*t^3 - 25*q^6*t^4 + 28*q^5*t^5 + 8*q^4*t^6 - q^7*t^2 + 8*q^6*t^3 - 52*q^5*t^4 - 16*q^4*t^5 + 2*q^3*t^6 + q^6*t^2 + 40*q^5*t^3 + 20*q^4*t^4 - 11*q^3*t^5 - 21*q^5*t^2 - 27*q^4*t^3 + 39*q^3*t^4 + 3*q^2*t^5 + 5*q^5*t + 21*q^4*t^2 - 39*q^3*t^3 - 18*q^2*t^4 - 9*q^4*t + 21*q^3*t^2 + 26*q^2*t^3 + q*t^4 + q^4 - 8*q^3*t - 14*q^2*t^2 - 3*q*t^3 + 11*q^2*t - q*t^2 - 5*q*t + t^2 + t)/((q^3*t^2 - 1)^2*(q^2*t - 1)^2*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 5], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0036] 'F?Dkw'

Zeta functions
ask[-]:	-(2q^3t - 3q^2t + qt^2 + q^2 - 3qt + 2t)(t - 1)/((q^2t - 1)^2(qt - 1)^2*q^2)
ask[+]:	(q^9t^5 - 5q^8t^5 + 4q^8t^4 + 5q^7t^5 - q^6t^6 - 9q^7t^4 + 6q^6t^5 + q^7t^3 - 4q^6t^4 - 5q^5t^5 + 5q^6t^3 + 11q^5t^4 - q^6t^2 - 8q^5t^3 - 8q^4t^3 - q^3t^4 + 11q^4t^2 + 5q^3t^3 - 5q^4t - 4q^3t^2 + q^2t^3 + 6q^3t - 9q^2t^2 - q^3 + 5q^2t + 4qt^2 - 5qt + t)/((q^3t^2 - 1)^2(q^2t - 1)(qt - 1)^2q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0037] 'F?Dlw'

Zeta functions

ask[-]:

-(2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 + 2*q^2*t - 2*q*t^2 - q^2 + 4*q*t + t^2 - 2*t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^4*q^2)

ask[+]:

(q^10*t^10 - 2*q^10*t^9 - 2*q^9*t^10 - q^10*t^8 + 9*q^9*t^9 - 4*q^8*t^10 + 2*q^9*t^8 - 4*q^8*t^9 + 12*q^7*t^10 - q^6*t^11 + 5*q^9*t^7 - 33*q^8*t^8 - 18*q^7*t^9 - 2*q^9*t^6 + 10*q^8*t^7 + 120*q^7*t^8 - 12*q^6*t^9 - 2*q^5*t^10 + 3*q^8*t^6 - 119*q^7*t^7 - 91*q^6*t^8 + 25*q^5*t^9 + 2*q^8*t^5 + 69*q^7*t^6 + 138*q^6*t^7 - 18*q^5*t^8 - 5*q^4*t^9 - 63*q^7*t^5 - 130*q^6*t^6 + 59*q^5*t^7 + 16*q^4*t^8 + 15*q^7*t^4 + 199*q^6*t^5 - 92*q^5*t^6 - 86*q^4*t^7 - 86*q^6*t^4 - 92*q^5*t^5 + 199*q^4*t^6 + 15*q^3*t^7 + 16*q^6*t^3 + 59*q^5*t^4 - 130*q^4*t^5 - 63*q^3*t^6 - 5*q^6*t^2 - 18*q^5*t^3 + 138*q^4*t^4 + 69*q^3*t^5 + 2*q^2*t^6 + 25*q^5*t^2 - 91*q^4*t^3 - 119*q^3*t^4 + 3*q^2*t^5 - 2*q^5*t - 12*q^4*t^2 + 120*q^3*t^3 + 10*q^2*t^4 - 2*q*t^5 - 18*q^3*t^2 - 33*q^2*t^3 + 5*q*t^4 - q^4 + 12*q^3*t - 4*q^2*t^2 + 2*q*t^3 - 4*q^2*t + 9*q*t^2 - t^3 - 2*q*t - 2*t^2 + t)/((q^2*t - 1)*(q*t + 1)^3*(q*t - 1)^4*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0038] 'F?Dnw'

Zeta functions

ask[-]:

(q^3*t - 2*q^2*t + q*t^2 + q^2 - 2*q*t + t)*(q - t)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

(q^8*t^7 + q^8*t^6 - 2*q^7*t^7 - 2*q^7*t^6 - q^6*t^7 + 2*q^8*t^4 - 5*q^7*t^5 + 2*q^6*t^6 + 3*q^5*t^7 - 5*q^7*t^4 + 9*q^6*t^5 - 4*q^5*t^6 + 4*q^4*t^7 - q^3*t^8 + q^7*t^3 - 10*q^6*t^4 + 24*q^5*t^5 - 15*q^4*t^6 + q^3*t^7 - 3*q^7*t^2 + 10*q^6*t^3 + 6*q^5*t^4 - 21*q^4*t^5 + 9*q^3*t^6 - 2*q^2*t^7 + 8*q^6*t^2 - 22*q^5*t^3 + 24*q^4*t^4 - 22*q^3*t^5 + 8*q^2*t^6 - 2*q^6*t + 9*q^5*t^2 - 21*q^4*t^3 + 6*q^3*t^4 + 10*q^2*t^5 - 3*q*t^6 + q^5*t - 15*q^4*t^2 + 24*q^3*t^3 - 10*q^2*t^4 + q*t^5 - q^5 + 4*q^4*t - 4*q^3*t^2 + 9*q^2*t^3 - 5*q*t^4 + 3*q^3*t + 2*q^2*t^2 - 5*q*t^3 + 2*t^4 - q^2*t - 2*q*t^2 - 2*q*t + t^2 + t)/((q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^3*(q - t)^2*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0039] 'F?D|o'

Zeta functions

ask[-]:

(q^6*t^3 - q^5*t^3 - 2*q^5*t^2 + 3*q^4*t^2 - 3*q^3*t^3 + q^2*t^4 - q^4*t + 4*q^3*t^2 - q^2*t^3 + q^4 - 3*q^3*t + 3*q^2*t^2 - 2*q*t^2 - q*t + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^4*(q - t)*q^3)

ask[+]:

-(q^12*t^12 - 2*q^11*t^13 - 3*q^13*t^10 + 11*q^12*t^11 - 10*q^11*t^12 + 8*q^10*t^13 - 8*q^13*t^9 + 30*q^12*t^10 - 69*q^11*t^11 + 50*q^10*t^12 - 18*q^9*t^13 - 3*q^13*t^8 + 41*q^12*t^9 - 95*q^11*t^10 + 146*q^10*t^11 - 92*q^9*t^12 + 25*q^8*t^13 - q^7*t^14 + 13*q^12*t^8 - 85*q^11*t^9 + 157*q^10*t^10 - 150*q^9*t^11 + 54*q^8*t^12 - 7*q^7*t^13 + 2*q^12*t^7 - 23*q^11*t^8 + 87*q^10*t^9 - 188*q^9*t^10 + 156*q^8*t^11 - 31*q^7*t^12 + 22*q^11*t^7 - 71*q^10*t^8 + 121*q^9*t^9 + 26*q^8*t^10 - 92*q^7*t^11 + 18*q^6*t^12 + 10*q^11*t^6 - 137*q^10*t^7 + 341*q^9*t^8 - 463*q^8*t^9 + 221*q^7*t^10 - 19*q^6*t^11 - q^5*t^12 - 38*q^10*t^6 + 267*q^9*t^7 - 483*q^8*t^8 + 421*q^7*t^9 - 126*q^6*t^10 + 13*q^5*t^11 - 6*q^10*t^5 + 112*q^9*t^6 - 411*q^8*t^7 + 567*q^7*t^8 - 336*q^6*t^9 + 30*q^5*t^10 - 30*q^9*t^5 - 48*q^8*t^6 + 293*q^7*t^7 - 404*q^6*t^8 + 220*q^5*t^9 - 13*q^4*t^10 - 13*q^9*t^4 + 220*q^8*t^5 - 404*q^7*t^6 + 293*q^6*t^7 - 48*q^5*t^8 - 30*q^4*t^9 + 30*q^8*t^4 - 336*q^7*t^5 + 567*q^6*t^6 - 411*q^5*t^7 + 112*q^4*t^8 - 6*q^3*t^9 + 13*q^8*t^3 - 126*q^7*t^4 + 421*q^6*t^5 - 483*q^5*t^6 + 267*q^4*t^7 - 38*q^3*t^8 - q^8*t^2 - 19*q^7*t^3 + 221*q^6*t^4 - 463*q^5*t^5 + 341*q^4*t^6 - 137*q^3*t^7 + 10*q^2*t^8 + 18*q^7*t^2 - 92*q^6*t^3 + 26*q^5*t^4 + 121*q^4*t^5 - 71*q^3*t^6 + 22*q^2*t^7 - 31*q^6*t^2 + 156*q^5*t^3 - 188*q^4*t^4 + 87*q^3*t^5 - 23*q^2*t^6 + 2*q*t^7 - 7*q^6*t + 54*q^5*t^2 - 150*q^4*t^3 + 157*q^3*t^4 - 85*q^2*t^5 + 13*q*t^6 - q^6 + 25*q^5*t - 92*q^4*t^2 + 146*q^3*t^3 - 95*q^2*t^4 + 41*q*t^5 - 3*t^6 - 18*q^4*t + 50*q^3*t^2 - 69*q^2*t^3 + 30*q*t^4 - 8*t^5 + 8*q^3*t - 10*q^2*t^2 + 11*q*t^3 - 3*t^4 - 2*q^2*t + q*t^2)/((q^2*t - 1)*(q*t + 1)^3*(q*t - 1)^4*(q - t)*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0040] 'F?D|w'

Zeta functions

ask[-]:

-(q^3*t^2 - 3*q^2*t^2 + q*t^3 + q^2*t - q*t^2 - q^2 + 3*q*t - t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^4*q^2)

ask[+]:

-(q^11*t^13 + 2*q^13*t^10 + 3*q^12*t^11 - 4*q^11*t^12 - 3*q^10*t^13 - 4*q^13*t^9 - 6*q^12*t^10 - 19*q^11*t^11 + 13*q^10*t^12 + 5*q^9*t^13 - 2*q^13*t^8 + 20*q^12*t^9 + 11*q^11*t^10 + 37*q^10*t^11 - 8*q^9*t^12 - 10*q^8*t^13 + 6*q^12*t^8 - 37*q^11*t^9 - 10*q^10*t^10 - 24*q^9*t^11 - 21*q^8*t^12 + 18*q^7*t^13 - q^6*t^14 + 5*q^12*t^7 - 26*q^11*t^8 + 23*q^10*t^9 - 23*q^9*t^10 + 13*q^8*t^11 + 15*q^7*t^12 - 5*q^6*t^13 - 7*q^11*t^7 + 89*q^10*t^8 + 54*q^9*t^9 + 24*q^8*t^10 + 48*q^7*t^11 - 25*q^6*t^12 + 11*q^11*t^6 - 69*q^10*t^7 - 118*q^9*t^8 - 172*q^8*t^9 - 15*q^7*t^10 - 66*q^6*t^11 + 22*q^5*t^12 - 2*q^11*t^5 - 4*q^10*t^6 + 141*q^9*t^7 + 166*q^8*t^8 + 105*q^7*t^9 + 71*q^6*t^10 + 3*q^5*t^11 - 3*q^4*t^12 - 22*q^10*t^5 - 12*q^9*t^6 - 140*q^8*t^7 - 105*q^7*t^8 - 46*q^6*t^9 + 13*q^5*t^10 - q^4*t^11 + 117*q^9*t^5 - 76*q^8*t^6 + 106*q^7*t^7 + 44*q^6*t^8 - 74*q^5*t^9 - 28*q^4*t^10 + 2*q^3*t^11 + 2*q^10*t^3 - 28*q^9*t^4 - 74*q^8*t^5 + 44*q^7*t^6 + 106*q^6*t^7 - 76*q^5*t^8 + 117*q^4*t^9 - q^9*t^3 + 13*q^8*t^4 - 46*q^7*t^5 - 105*q^6*t^6 - 140*q^5*t^7 - 12*q^4*t^8 - 22*q^3*t^9 - 3*q^9*t^2 + 3*q^8*t^3 + 71*q^7*t^4 + 105*q^6*t^5 + 166*q^5*t^6 + 141*q^4*t^7 - 4*q^3*t^8 - 2*q^2*t^9 + 22*q^8*t^2 - 66*q^7*t^3 - 15*q^6*t^4 - 172*q^5*t^5 - 118*q^4*t^6 - 69*q^3*t^7 + 11*q^2*t^8 - 25*q^7*t^2 + 48*q^6*t^3 + 24*q^5*t^4 + 54*q^4*t^5 + 89*q^3*t^6 - 7*q^2*t^7 - 5*q^7*t + 15*q^6*t^2 + 13*q^5*t^3 - 23*q^4*t^4 + 23*q^3*t^5 - 26*q^2*t^6 + 5*q*t^7 - q^7 + 18*q^6*t - 21*q^5*t^2 - 24*q^4*t^3 - 10*q^3*t^4 - 37*q^2*t^5 + 6*q*t^6 - 10*q^5*t - 8*q^4*t^2 + 37*q^3*t^3 + 11*q^2*t^4 + 20*q*t^5 - 2*t^6 + 5*q^4*t + 13*q^3*t^2 - 19*q^2*t^3 - 6*q*t^4 - 4*t^5 - 3*q^3*t - 4*q^2*t^2 + 3*q*t^3 + 2*t^4 + q^2*t)/((q^2*t - 1)*(q^2 - t)*(q*t + 1)^3*(q*t - 1)^4*(t^2 - q)*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0041] 'F?D~O'

Zeta functions

ask[-]:

-(q^6*t^3 - 2*q^5*t^2 - 2*q^4*t^3 + q^4*t^2 - 2*q^3*t^3 + q^2*t^4 - q^4*t + 8*q^3*t^2 - q^2*t^3 + q^4 - 2*q^3*t + q^2*t^2 - 2*q^2*t - 2*q*t^2 + t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^12*t^12 - q^13*t^10 + 6*q^12*t^11 - 10*q^11*t^12 - 2*q^10*t^13 - 6*q^13*t^9 + 7*q^12*t^10 - 31*q^11*t^11 + 21*q^10*t^12 + 6*q^9*t^13 - 3*q^13*t^8 + 32*q^12*t^9 - 18*q^11*t^10 + 49*q^10*t^11 + q^9*t^12 - 12*q^8*t^13 + 12*q^12*t^8 - 58*q^11*t^9 + 11*q^10*t^10 - 32*q^9*t^11 - 50*q^8*t^12 + 19*q^7*t^13 - q^6*t^14 + 8*q^12*t^7 - 37*q^11*t^8 + 56*q^10*t^9 + 21*q^9*t^10 + 21*q^8*t^11 + 34*q^7*t^12 - 5*q^6*t^13 + 3*q^12*t^6 - 21*q^11*t^7 + 60*q^10*t^8 + 10*q^9*t^9 - 85*q^8*t^10 + 30*q^7*t^11 - 21*q^6*t^12 - 3*q^11*t^6 - 41*q^10*t^7 - 130*q^8*t^9 + 72*q^7*t^10 - 38*q^6*t^11 + 12*q^5*t^12 - 2*q^11*t^5 + 10*q^10*t^6 + 114*q^9*t^7 - 7*q^8*t^8 + 99*q^7*t^9 + 79*q^6*t^10 - 17*q^5*t^11 - 14*q^10*t^5 + 23*q^9*t^6 - 132*q^8*t^7 - 14*q^7*t^8 - 85*q^6*t^9 - 56*q^5*t^10 + 8*q^4*t^11 - 10*q^10*t^4 + 80*q^9*t^5 - 154*q^8*t^6 + 108*q^7*t^7 + 83*q^6*t^8 - 20*q^5*t^9 + 19*q^4*t^10 + 19*q^9*t^4 - 20*q^8*t^5 + 83*q^7*t^6 + 108*q^6*t^7 - 154*q^5*t^8 + 80*q^4*t^9 - 10*q^3*t^10 + 8*q^9*t^3 - 56*q^8*t^4 - 85*q^7*t^5 - 14*q^6*t^6 - 132*q^5*t^7 + 23*q^4*t^8 - 14*q^3*t^9 - 17*q^8*t^3 + 79*q^7*t^4 + 99*q^6*t^5 - 7*q^5*t^6 + 114*q^4*t^7 + 10*q^3*t^8 - 2*q^2*t^9 + 12*q^8*t^2 - 38*q^7*t^3 + 72*q^6*t^4 - 130*q^5*t^5 - 41*q^3*t^7 - 3*q^2*t^8 - 21*q^7*t^2 + 30*q^6*t^3 - 85*q^5*t^4 + 10*q^4*t^5 + 60*q^3*t^6 - 21*q^2*t^7 + 3*q*t^8 - 5*q^7*t + 34*q^6*t^2 + 21*q^5*t^3 + 21*q^4*t^4 + 56*q^3*t^5 - 37*q^2*t^6 + 8*q*t^7 - q^7 + 19*q^6*t - 50*q^5*t^2 - 32*q^4*t^3 + 11*q^3*t^4 - 58*q^2*t^5 + 12*q*t^6 - 12*q^5*t + q^4*t^2 + 49*q^3*t^3 - 18*q^2*t^4 + 32*q*t^5 - 3*t^6 + 6*q^4*t + 21*q^3*t^2 - 31*q^2*t^3 + 7*q*t^4 - 6*t^5 - 2*q^3*t - 10*q^2*t^2 + 6*q*t^3 - t^4 + 2*q*t^2)/((q^2*t - 1)*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6]]

[0042] 'F?D~W'

Zeta functions

ask[-]:

-(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

(q^12*t^13 - q^11*t^14 - 2*q^13*t^11 - 4*q^11*t^13 + 3*q^10*t^14 + 8*q^12*t^11 + 10*q^11*t^12 + 4*q^10*t^13 - 3*q^9*t^14 + 2*q^13*t^9 - 4*q^12*t^10 - 15*q^11*t^11 - 31*q^10*t^12 - 6*q^9*t^13 + 4*q^8*t^14 - 2*q^13*t^8 - 3*q^12*t^9 + 22*q^10*t^11 + 31*q^9*t^12 + 28*q^8*t^13 - 12*q^7*t^14 + q^6*t^15 + 14*q^12*t^8 + 3*q^11*t^9 + 16*q^10*t^10 + 10*q^9*t^11 - 35*q^8*t^12 - 24*q^7*t^13 + 4*q^6*t^14 - 2*q^12*t^7 - 20*q^11*t^8 - 44*q^10*t^9 - 17*q^9*t^10 - 68*q^8*t^11 + 8*q^7*t^12 + 21*q^6*t^13 - 13*q^11*t^7 + 28*q^10*t^8 + 61*q^9*t^9 + 80*q^8*t^10 + 46*q^7*t^11 + 45*q^6*t^12 - 17*q^5*t^13 + q^11*t^6 + 62*q^10*t^7 - 12*q^9*t^8 - 78*q^8*t^9 - 37*q^7*t^10 - 72*q^6*t^11 - 16*q^5*t^12 + 2*q^4*t^13 + 3*q^11*t^5 - 33*q^10*t^6 - 45*q^9*t^7 - 101*q^8*t^8 + 81*q^7*t^9 + 7*q^6*t^10 + 18*q^5*t^11 + 5*q^4*t^12 + 4*q^10*t^5 + 28*q^9*t^6 + 82*q^8*t^7 + 47*q^7*t^8 + 40*q^6*t^9 - 30*q^5*t^10 + 19*q^4*t^11 - 2*q^3*t^12 - q^10*t^4 - 23*q^9*t^5 + 7*q^8*t^6 - 83*q^7*t^7 - 83*q^6*t^8 + 7*q^5*t^9 - 23*q^4*t^10 - q^3*t^11 - 2*q^10*t^3 + 19*q^9*t^4 - 30*q^8*t^5 + 40*q^7*t^6 + 47*q^6*t^7 + 82*q^5*t^8 + 28*q^4*t^9 + 4*q^3*t^10 + 5*q^9*t^3 + 18*q^8*t^4 + 7*q^7*t^5 + 81*q^6*t^6 - 101*q^5*t^7 - 45*q^4*t^8 - 33*q^3*t^9 + 3*q^2*t^10 + 2*q^9*t^2 - 16*q^8*t^3 - 72*q^7*t^4 - 37*q^6*t^5 - 78*q^5*t^6 - 12*q^4*t^7 + 62*q^3*t^8 + q^2*t^9 - 17*q^8*t^2 + 45*q^7*t^3 + 46*q^6*t^4 + 80*q^5*t^5 + 61*q^4*t^6 + 28*q^3*t^7 - 13*q^2*t^8 + 21*q^7*t^2 + 8*q^6*t^3 - 68*q^5*t^4 - 17*q^4*t^5 - 44*q^3*t^6 - 20*q^2*t^7 - 2*q*t^8 + 4*q^7*t - 24*q^6*t^2 - 35*q^5*t^3 + 10*q^4*t^4 + 16*q^3*t^5 + 3*q^2*t^6 + 14*q*t^7 + q^7 - 12*q^6*t + 28*q^5*t^2 + 31*q^4*t^3 + 22*q^3*t^4 - 3*q*t^6 - 2*t^7 + 4*q^5*t - 6*q^4*t^2 - 31*q^3*t^3 - 15*q^2*t^4 - 4*q*t^5 + 2*t^6 - 3*q^4*t + 4*q^3*t^2 + 10*q^2*t^3 + 8*q*t^4 + 3*q^3*t - 4*q^2*t^2 - 2*t^4 - q^2*t + q*t^2)/((q^2*t - 1)*(q*t^2 - 1)^2*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0043] 'F?D~o'

Zeta functions

ask[-]:

(q^6*t^3 - q^5*t^3 - q^5*t^2 - q^4*t^3 - q^5*t + 2*q^4*t^2 + q^5 - 2*q^4*t + 4*q^3*t^2 - 2*q^2*t^3 + q*t^4 + 2*q^2*t^2 - q*t^3 - q^2*t - q*t^2 - q*t + t)/((q^2*t - 1)*(q^2 - t)*(q*t - 1)^3*q^3)

ask[+]:

(q^14*t^12 + q^11*t^15 + 4*q^14*t^11 - 8*q^13*t^12 - 7*q^12*t^13 - 2*q^11*t^14 - q^10*t^15 - 4*q^15*t^9 + 3*q^14*t^10 - 14*q^13*t^11 + 23*q^12*t^12 + 35*q^11*t^13 + q^10*t^14 - 3*q^9*t^15 - 2*q^15*t^8 + 19*q^14*t^9 - 8*q^13*t^10 + 3*q^12*t^11 - 17*q^11*t^12 - 64*q^10*t^13 - 3*q^9*t^14 + 8*q^8*t^15 + 8*q^14*t^8 - 36*q^13*t^9 - 4*q^12*t^10 + 27*q^11*t^11 - 3*q^10*t^12 + 40*q^9*t^13 + 29*q^8*t^14 - 14*q^7*t^15 + q^6*t^16 + 5*q^14*t^7 - 19*q^13*t^8 + 39*q^12*t^9 + 39*q^11*t^10 - 16*q^10*t^11 + 14*q^9*t^12 - 15*q^8*t^13 - 20*q^7*t^14 + 3*q^6*t^15 + 2*q^14*t^6 - 13*q^13*t^7 + 20*q^12*t^8 + 12*q^11*t^9 - 140*q^10*t^10 - 22*q^9*t^11 - 26*q^8*t^12 - 9*q^7*t^13 + 15*q^6*t^14 - 3*q^13*t^6 - 27*q^12*t^7 + 17*q^11*t^8 - 36*q^10*t^9 + 130*q^9*t^10 + 172*q^8*t^11 - 7*q^7*t^12 + 19*q^6*t^13 - 10*q^5*t^14 - q^13*t^5 + 10*q^12*t^6 + 83*q^11*t^7 + 28*q^10*t^8 - 53*q^9*t^9 - 47*q^8*t^10 - 146*q^7*t^11 - 58*q^6*t^12 + 16*q^5*t^13 - 8*q^12*t^5 - 7*q^11*t^6 - 152*q^10*t^7 - 62*q^9*t^8 + 11*q^8*t^9 + 26*q^7*t^10 + 59*q^6*t^11 + 36*q^5*t^12 - 5*q^4*t^13 - 7*q^12*t^4 + 53*q^11*t^5 - 26*q^10*t^6 + 107*q^9*t^7 + 233*q^8*t^8 - 59*q^7*t^9 + 43*q^6*t^10 + 11*q^5*t^11 - 12*q^4*t^12 + 12*q^11*t^4 - 11*q^10*t^5 - 43*q^9*t^6 + 59*q^8*t^7 - 233*q^7*t^8 - 107*q^6*t^9 + 26*q^5*t^10 - 53*q^4*t^11 + 7*q^3*t^12 + 5*q^11*t^3 - 36*q^10*t^4 - 59*q^9*t^5 - 26*q^8*t^6 - 11*q^7*t^7 + 62*q^6*t^8 + 152*q^5*t^9 + 7*q^4*t^10 + 8*q^3*t^11 - 16*q^10*t^3 + 58*q^9*t^4 + 146*q^8*t^5 + 47*q^7*t^6 + 53*q^6*t^7 - 28*q^5*t^8 - 83*q^4*t^9 - 10*q^3*t^10 + q^2*t^11 + 10*q^10*t^2 - 19*q^9*t^3 + 7*q^8*t^4 - 172*q^7*t^5 - 130*q^6*t^6 + 36*q^5*t^7 - 17*q^4*t^8 + 27*q^3*t^9 + 3*q^2*t^10 - 15*q^9*t^2 + 9*q^8*t^3 + 26*q^7*t^4 + 22*q^6*t^5 + 140*q^5*t^6 - 12*q^4*t^7 - 20*q^3*t^8 + 13*q^2*t^9 - 2*q*t^10 - 3*q^9*t + 20*q^8*t^2 + 15*q^7*t^3 - 14*q^6*t^4 + 16*q^5*t^5 - 39*q^4*t^6 - 39*q^3*t^7 + 19*q^2*t^8 - 5*q*t^9 - q^9 + 14*q^8*t - 29*q^7*t^2 - 40*q^6*t^3 + 3*q^5*t^4 - 27*q^4*t^5 + 4*q^3*t^6 + 36*q^2*t^7 - 8*q*t^8 - 8*q^7*t + 3*q^6*t^2 + 64*q^5*t^3 + 17*q^4*t^4 - 3*q^3*t^5 + 8*q^2*t^6 - 19*q*t^7 + 2*t^8 + 3*q^6*t - q^5*t^2 - 35*q^4*t^3 - 23*q^3*t^4 + 14*q^2*t^5 - 3*q*t^6 + 4*t^7 + q^5*t + 2*q^4*t^2 + 7*q^3*t^3 + 8*q^2*t^4 - 4*q*t^5 - q^4*t - q*t^4)/((q^2*t - 1)*(q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0044] 'F?D~w'

Zeta functions

ask[-]:

-(q - t)^2*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^2)

ask[+]:

(q^17*t^11 + q^16*t^12 + q^18*t^9 - 2*q^17*t^10 - 3*q^16*t^11 - 3*q^15*t^12 - q^14*t^13 - q^18*t^8 - 4*q^17*t^9 + 7*q^16*t^10 - 2*q^15*t^11 + 5*q^14*t^12 - 2*q^12*t^14 + q^11*t^15 - 2*q^18*t^7 + 9*q^17*t^8 + 3*q^16*t^9 - 16*q^15*t^10 + 23*q^14*t^11 - 11*q^13*t^12 + 11*q^12*t^13 + 6*q^11*t^14 - 3*q^10*t^15 + 9*q^17*t^7 - 26*q^16*t^8 + 11*q^15*t^9 + 23*q^14*t^10 - 42*q^13*t^11 + 37*q^12*t^12 - 33*q^11*t^13 - 3*q^10*t^14 + 4*q^9*t^15 - q^17*t^6 - 14*q^16*t^7 + 31*q^15*t^8 - 15*q^14*t^9 - q^13*t^10 + 16*q^12*t^11 - 69*q^11*t^12 + 55*q^10*t^13 - 15*q^9*t^14 - 3*q^8*t^15 - 4*q^16*t^6 + 49*q^15*t^7 - 71*q^14*t^8 + 15*q^13*t^9 - 12*q^12*t^10 - 23*q^11*t^11 + 83*q^10*t^12 - 59*q^9*t^13 + 27*q^8*t^14 + q^7*t^15 + 12*q^16*t^5 - 9*q^15*t^6 - 83*q^14*t^7 + 114*q^13*t^8 - 57*q^12*t^9 + 48*q^11*t^10 + 17*q^10*t^11 - 57*q^9*t^12 + 71*q^8*t^13 - 39*q^7*t^14 + 8*q^6*t^15 - q^5*t^16 + 2*q^16*t^4 - 60*q^15*t^5 + 73*q^14*t^6 + 63*q^13*t^7 - 151*q^12*t^8 + 186*q^11*t^9 - 107*q^10*t^10 + 6*q^9*t^11 + 56*q^8*t^12 - 67*q^7*t^13 + 21*q^6*t^14 - 2*q^5*t^15 - 2*q^16*t^3 - q^15*t^4 + 70*q^14*t^5 - 67*q^13*t^6 - 9*q^12*t^7 + 71*q^11*t^8 - 168*q^10*t^9 + 170*q^9*t^10 - 114*q^8*t^11 - 29*q^7*t^12 + 57*q^6*t^13 - 18*q^5*t^14 + 6*q^15*t^3 + 32*q^14*t^4 - 101*q^13*t^5 + 100*q^12*t^6 - 54*q^11*t^7 - 37*q^10*t^8 + 143*q^9*t^9 - 220*q^8*t^10 + 155*q^7*t^11 + 4*q^6*t^12 - 51*q^5*t^13 + 15*q^4*t^14 + 2*q^15*t^2 - 11*q^14*t^3 - 66*q^13*t^4 + 147*q^12*t^5 - 136*q^11*t^6 + 46*q^10*t^7 - 46*q^8*t^9 + 136*q^7*t^10 - 147*q^6*t^11 + 66*q^5*t^12 + 11*q^4*t^13 - 2*q^3*t^14 - 15*q^14*t^2 + 51*q^13*t^3 - 4*q^12*t^4 - 155*q^11*t^5 + 220*q^10*t^6 - 143*q^9*t^7 + 37*q^8*t^8 + 54*q^7*t^9 - 100*q^6*t^10 + 101*q^5*t^11 - 32*q^4*t^12 - 6*q^3*t^13 + 18*q^13*t^2 - 57*q^12*t^3 + 29*q^11*t^4 + 114*q^10*t^5 - 170*q^9*t^6 + 168*q^8*t^7 - 71*q^7*t^8 + 9*q^6*t^9 + 67*q^5*t^10 - 70*q^4*t^11 + q^3*t^12 + 2*q^2*t^13 + 2*q^13*t - 21*q^12*t^2 + 67*q^11*t^3 - 56*q^10*t^4 - 6*q^9*t^5 + 107*q^8*t^6 - 186*q^7*t^7 + 151*q^6*t^8 - 63*q^5*t^9 - 73*q^4*t^10 + 60*q^3*t^11 - 2*q^2*t^12 + q^13 - 8*q^12*t + 39*q^11*t^2 - 71*q^10*t^3 + 57*q^9*t^4 - 17*q^8*t^5 - 48*q^7*t^6 + 57*q^6*t^7 - 114*q^5*t^8 + 83*q^4*t^9 + 9*q^3*t^10 - 12*q^2*t^11 - q^11*t - 27*q^10*t^2 + 59*q^9*t^3 - 83*q^8*t^4 + 23*q^7*t^5 + 12*q^6*t^6 - 15*q^5*t^7 + 71*q^4*t^8 - 49*q^3*t^9 + 4*q^2*t^10 + 3*q^10*t + 15*q^9*t^2 - 55*q^8*t^3 + 69*q^7*t^4 - 16*q^6*t^5 + q^5*t^6 + 15*q^4*t^7 - 31*q^3*t^8 + 14*q^2*t^9 + q*t^10 - 4*q^9*t + 3*q^8*t^2 + 33*q^7*t^3 - 37*q^6*t^4 + 42*q^5*t^5 - 23*q^4*t^6 - 11*q^3*t^7 + 26*q^2*t^8 - 9*q*t^9 + 3*q^8*t - 6*q^7*t^2 - 11*q^6*t^3 + 11*q^5*t^4 - 23*q^4*t^5 + 16*q^3*t^6 - 3*q^2*t^7 - 9*q*t^8 + 2*t^9 - q^7*t + 2*q^6*t^2 - 5*q^4*t^4 + 2*q^3*t^5 - 7*q^2*t^6 + 4*q*t^7 + t^8 + q^4*t^3 + 3*q^3*t^4 + 3*q^2*t^5 + 2*q*t^6 - t^7 - q^2*t^4 - q*t^5)/((q^3 - t^2)*(q^3 - t)*(q^2*t - 1)*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^3*(q + t)*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0045] 'F?Fno'

Zeta functions

ask[-]:

-(q^6*t^2 - q^5*t^2 - q^5 + q^4*t - 2*q^3*t^2 + 2*q^3*t - q^2*t^2 + q*t^3 + q*t - t)*(q - t)/((q^2*t - 1)*(q^2 - t)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(q^10*t^8 - 2*q^12*t^5 + 3*q^10*t^7 - 5*q^9*t^8 - q^8*t^9 - 2*q^12*t^4 + 13*q^11*t^5 - 4*q^10*t^6 - 15*q^9*t^7 + 16*q^8*t^8 + q^7*t^9 + 6*q^11*t^4 - 22*q^10*t^5 + 6*q^9*t^6 + 25*q^8*t^7 - 22*q^7*t^8 + q^6*t^9 + q^11*t^3 - 11*q^10*t^4 + 20*q^9*t^5 - 2*q^8*t^6 - 24*q^7*t^7 + 17*q^6*t^8 - 2*q^5*t^9 - 5*q^10*t^3 + 26*q^9*t^4 - 37*q^8*t^5 + 10*q^7*t^6 + 34*q^6*t^7 - 30*q^5*t^8 + 8*q^4*t^9 - q^3*t^10 + 6*q^10*t^2 - 14*q^9*t^3 - 12*q^8*t^4 + 41*q^7*t^5 - 25*q^6*t^6 - 20*q^5*t^7 + 16*q^4*t^8 - q^3*t^9 - 12*q^9*t^2 + 23*q^8*t^3 + 22*q^7*t^4 - 54*q^6*t^5 + 22*q^5*t^6 + 23*q^4*t^7 - 12*q^3*t^8 - q^9*t + 16*q^8*t^2 - 20*q^7*t^3 - 25*q^6*t^4 + 41*q^5*t^5 - 12*q^4*t^6 - 14*q^3*t^7 + 6*q^2*t^8 - q^9 + 8*q^8*t - 30*q^7*t^2 + 34*q^6*t^3 + 10*q^5*t^4 - 37*q^4*t^5 + 26*q^3*t^6 - 5*q^2*t^7 - 2*q^7*t + 17*q^6*t^2 - 24*q^5*t^3 - 2*q^4*t^4 + 20*q^3*t^5 - 11*q^2*t^6 + q*t^7 + q^6*t - 22*q^5*t^2 + 25*q^4*t^3 + 6*q^3*t^4 - 22*q^2*t^5 + 6*q*t^6 + q^5*t + 16*q^4*t^2 - 15*q^3*t^3 - 4*q^2*t^4 + 13*q*t^5 - 2*t^6 - q^4*t - 5*q^3*t^2 + 3*q^2*t^3 - 2*t^5 + q^2*t^2)/((q^2*t - 1)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6]]

[0046] 'F?Fnw'

Zeta functions

ask[-]:

(q^4*t^2 - 2*q^3*t^2 + q^3*t - q^2*t^2 + q*t^3 - q^3 + q^2*t - q*t^2 + 2*q*t - t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1)^2)

ask[+]:

(q^12*t^8 + q^11*t^9 + q^13*t^6 - 2*q^12*t^7 - 3*q^11*t^8 - 3*q^10*t^9 - q^9*t^10 + 3*q^13*t^5 - 11*q^12*t^6 + 7*q^11*t^7 + 6*q^10*t^8 + 2*q^9*t^9 + 3*q^8*t^10 - 9*q^12*t^5 + 30*q^11*t^6 - 14*q^10*t^7 - 5*q^9*t^8 - 2*q^8*t^9 - 4*q^7*t^10 + 2*q^12*t^4 + 4*q^11*t^5 - 41*q^10*t^6 + 34*q^9*t^7 - 12*q^8*t^8 + 12*q^7*t^9 + 5*q^6*t^10 - 3*q^12*t^3 + 7*q^11*t^4 - 8*q^10*t^5 + 56*q^9*t^6 - 50*q^8*t^7 + 13*q^7*t^8 - 12*q^6*t^9 - 7*q^5*t^10 + 2*q^12*t^2 - 3*q^9*t^5 - 57*q^8*t^6 + 49*q^7*t^7 - 23*q^6*t^8 + 23*q^5*t^9 - 2*q^4*t^10 + q^3*t^11 - 11*q^11*t^2 + 20*q^10*t^3 - 30*q^9*t^4 + 10*q^8*t^5 + 72*q^7*t^6 - 55*q^6*t^7 + 26*q^5*t^8 - 16*q^4*t^9 + q^11*t + 11*q^10*t^2 - 15*q^9*t^3 + 30*q^8*t^4 - 33*q^7*t^5 - 33*q^6*t^6 + 30*q^5*t^7 - 15*q^4*t^8 + 11*q^3*t^9 + q^2*t^10 - 16*q^9*t^2 + 26*q^8*t^3 - 55*q^7*t^4 + 72*q^6*t^5 + 10*q^5*t^6 - 30*q^4*t^7 + 20*q^3*t^8 - 11*q^2*t^9 + q^10 - 2*q^9*t + 23*q^8*t^2 - 23*q^7*t^3 + 49*q^6*t^4 - 57*q^5*t^5 - 3*q^4*t^6 + 2*q*t^9 - 7*q^8*t - 12*q^7*t^2 + 13*q^6*t^3 - 50*q^5*t^4 + 56*q^4*t^5 - 8*q^3*t^6 + 7*q^2*t^7 - 3*q*t^8 + 5*q^7*t + 12*q^6*t^2 - 12*q^5*t^3 + 34*q^4*t^4 - 41*q^3*t^5 + 4*q^2*t^6 + 2*q*t^7 - 4*q^6*t - 2*q^5*t^2 - 5*q^4*t^3 - 14*q^3*t^4 + 30*q^2*t^5 - 9*q*t^6 + 3*q^5*t + 2*q^4*t^2 + 6*q^3*t^3 + 7*q^2*t^4 - 11*q*t^5 + 3*t^6 - q^4*t - 3*q^3*t^2 - 3*q^2*t^3 - 2*q*t^4 + t^5 + q^2*t^2 + q*t^3)/((q^3 - t)*(q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^2*(q + t)*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0047] 'F?F~o'

Zeta functions

ask[-]:

(q^6*t^3 - q^5*t^3 - q^6*t - q^4*t^3 + q^6 - q^5*t + q^4*t^2 - q^4*t + 4*q^3*t^2 - q^2*t^3 + q^2*t^2 - q*t^3 + t^4 - q^2*t - t^3 - q*t + t)/((q^3 - t)*(q^2*t - 1)*(q*t - 1)^2*q^3*(t - 1))

ask[+]:

(q^13*t^5 + q^13*t^4 - 3*q^12*t^5 + q^11*t^6 - q^10*t^7 - q^9*t^8 - 3*q^12*t^4 + q^11*t^5 - 3*q^10*t^6 + 5*q^9*t^7 + q^8*t^8 + 2*q^11*t^4 + 5*q^9*t^6 - 5*q^8*t^7 + 2*q^7*t^8 + 2*q^11*t^3 - 2*q^10*t^4 + 4*q^9*t^5 - q^8*t^6 - 3*q^7*t^7 - 3*q^6*t^8 - 4*q^11*t^2 + 6*q^10*t^3 - 2*q^9*t^4 + q^7*t^6 - 3*q^6*t^7 + 3*q^5*t^8 + 5*q^10*t^2 - 5*q^9*t^3 - 4*q^8*t^4 - 5*q^7*t^5 + 5*q^6*t^6 - q^5*t^7 + 3*q^4*t^8 - q^3*t^9 - q^9*t^2 + 5*q^8*t^3 - 8*q^7*t^4 + 8*q^6*t^5 - 5*q^5*t^6 + q^4*t^7 + q^10 - 3*q^9*t + q^8*t^2 - 5*q^7*t^3 + 5*q^6*t^4 + 4*q^5*t^5 + 5*q^4*t^6 - 5*q^3*t^7 - 3*q^8*t + 3*q^7*t^2 - q^6*t^3 + 2*q^4*t^5 - 6*q^3*t^6 + 4*q^2*t^7 + 3*q^7*t + 3*q^6*t^2 + q^5*t^3 - 4*q^4*t^4 + 2*q^3*t^5 - 2*q^2*t^6 - 2*q^6*t + 5*q^5*t^2 - 5*q^4*t^3 - 2*q^2*t^5 - q^5*t - 5*q^4*t^2 + 3*q^3*t^3 - q^2*t^4 + 3*q*t^5 + q^4*t + q^3*t^2 - q^2*t^3 + 3*q*t^4 - t^5 - t^4)/((q^3 - t)*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0048] 'F?F~w'

Zeta functions

ask[-]:

-(q^2 - t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^3)

ask[+]:

(2*q^15*t^7 + q^15*t^6 - 6*q^14*t^7 - q^13*t^8 - 2*q^15*t^5 - q^14*t^6 + 4*q^13*t^7 + 3*q^12*t^8 - 3*q^15*t^4 + 12*q^14*t^5 - 8*q^13*t^6 + 4*q^12*t^7 - 4*q^11*t^8 - 4*q^10*t^9 + q^9*t^10 + q^15*t^3 + q^14*t^4 - 12*q^13*t^5 + 5*q^12*t^6 + 3*q^11*t^7 - q^10*t^8 + 16*q^9*t^9 - 3*q^8*t^10 - 2*q^15*t^2 + 4*q^14*t^3 - 10*q^13*t^4 + 28*q^12*t^5 - q^11*t^6 - 16*q^10*t^7 + 14*q^9*t^8 - 24*q^8*t^9 + 3*q^7*t^10 + 10*q^14*t^2 - 15*q^13*t^3 + 21*q^12*t^4 - 31*q^11*t^5 - 18*q^10*t^6 + 19*q^9*t^7 - 7*q^8*t^8 + 9*q^7*t^9 + 2*q^6*t^10 - q^14*t - 7*q^13*t^2 - 6*q^12*t^3 + 14*q^11*t^4 - 3*q^10*t^5 + 31*q^9*t^6 - 7*q^8*t^7 - 14*q^7*t^8 + 3*q^6*t^9 - 8*q^5*t^10 + q^13*t + 4*q^12*t^2 + 15*q^11*t^3 - 36*q^10*t^4 + 21*q^9*t^5 - 34*q^8*t^6 - 14*q^7*t^7 + 36*q^6*t^8 - 11*q^5*t^9 + 12*q^4*t^10 - q^13 - 2*q^12*t - q^11*t^2 - 30*q^10*t^3 + 46*q^9*t^4 - 2*q^8*t^5 - 2*q^7*t^6 + 46*q^6*t^7 - 30*q^5*t^8 - q^4*t^9 - 2*q^3*t^10 - q^2*t^11 + 12*q^11*t - 11*q^10*t^2 + 36*q^9*t^3 - 14*q^8*t^4 - 34*q^7*t^5 + 21*q^6*t^6 - 36*q^5*t^7 + 15*q^4*t^8 + 4*q^3*t^9 + q^2*t^10 - 8*q^10*t + 3*q^9*t^2 - 14*q^8*t^3 - 7*q^7*t^4 + 31*q^6*t^5 - 3*q^5*t^6 + 14*q^4*t^7 - 6*q^3*t^8 - 7*q^2*t^9 - q*t^10 + 2*q^9*t + 9*q^8*t^2 - 7*q^7*t^3 + 19*q^6*t^4 - 18*q^5*t^5 - 31*q^4*t^6 + 21*q^3*t^7 - 15*q^2*t^8 + 10*q*t^9 + 3*q^8*t - 24*q^7*t^2 + 14*q^6*t^3 - 16*q^5*t^4 - q^4*t^5 + 28*q^3*t^6 - 10*q^2*t^7 + 4*q*t^8 - 2*t^9 - 3*q^7*t + 16*q^6*t^2 - q^5*t^3 + 3*q^4*t^4 + 5*q^3*t^5 - 12*q^2*t^6 + q*t^7 + t^8 + q^6*t - 4*q^5*t^2 - 4*q^4*t^3 + 4*q^3*t^4 - 8*q^2*t^5 + 12*q*t^6 - 3*t^7 + 3*q^3*t^3 + 4*q^2*t^4 - q*t^5 - 2*t^6 - q^2*t^3 - 6*q*t^4 + t^5 + 2*t^4)/((q^4 - t)*(q^2*t - 1)*(q^2 + t)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^2*(q - t)^2*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0049] 'F?G]w'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t^2 + q^3*t^3 - 3*q^3*t^2 + 3*q^2*t - q^2 + q*t - t)*(t - 1)/((q^2*t - 1)^3*(q*t - 1)^2*q^2)

ask[+]:

-(3*q^19*t^13 - 2*q^18*t^14 + q^19*t^12 - 14*q^18*t^13 + 9*q^17*t^14 - 3*q^18*t^12 + 21*q^17*t^13 - 13*q^16*t^14 + q^15*t^15 - q^18*t^11 + 7*q^17*t^12 - 15*q^16*t^13 - 15*q^17*t^11 + 15*q^16*t^12 + 23*q^15*t^13 - q^14*t^14 + 2*q^17*t^10 + 51*q^16*t^11 - 98*q^15*t^12 + 11*q^14*t^13 - 7*q^16*t^10 - 24*q^15*t^11 + 66*q^14*t^12 - 11*q^13*t^13 + 2*q^16*t^9 + 8*q^15*t^10 + 23*q^14*t^11 - 20*q^13*t^12 - q^12*t^13 - q^16*t^8 + 13*q^15*t^9 - 121*q^14*t^10 + 23*q^13*t^11 + 24*q^12*t^12 + q^15*t^8 + 15*q^14*t^9 + 211*q^13*t^10 - 146*q^12*t^11 + 2*q^11*t^12 - 7*q^14*t^8 - 127*q^13*t^9 + 30*q^12*t^10 + 45*q^11*t^11 - q^10*t^12 + 2*q^14*t^7 + 5*q^13*t^8 + 73*q^12*t^9 - 30*q^11*t^10 - 3*q^10*t^11 - 16*q^13*t^7 + 133*q^12*t^8 - 224*q^11*t^9 + 31*q^10*t^10 + 4*q^9*t^11 + 3*q^13*t^6 - 43*q^12*t^7 + 12*q^11*t^8 + 199*q^10*t^9 - 54*q^9*t^10 - 2*q^12*t^6 + 93*q^11*t^7 - 275*q^10*t^8 + 64*q^9*t^9 + 7*q^8*t^10 + 25*q^11*t^6 - 69*q^10*t^7 + 69*q^9*t^8 - 25*q^8*t^9 - 7*q^11*t^5 - 64*q^10*t^6 + 275*q^9*t^7 - 93*q^8*t^8 + 2*q^7*t^9 + 54*q^10*t^5 - 199*q^9*t^6 - 12*q^8*t^7 + 43*q^7*t^8 - 3*q^6*t^9 - 4*q^10*t^4 - 31*q^9*t^5 + 224*q^8*t^6 - 133*q^7*t^7 + 16*q^6*t^8 + 3*q^9*t^4 + 30*q^8*t^5 - 73*q^7*t^6 - 5*q^6*t^7 - 2*q^5*t^8 + q^9*t^3 - 45*q^8*t^4 - 30*q^7*t^5 + 127*q^6*t^6 + 7*q^5*t^7 - 2*q^8*t^3 + 146*q^7*t^4 - 211*q^6*t^5 - 15*q^5*t^6 - q^4*t^7 - 24*q^7*t^3 - 23*q^6*t^4 + 121*q^5*t^5 - 13*q^4*t^6 + q^3*t^7 + q^7*t^2 + 20*q^6*t^3 - 23*q^5*t^4 - 8*q^4*t^5 - 2*q^3*t^6 + 11*q^6*t^2 - 66*q^5*t^3 + 24*q^4*t^4 + 7*q^3*t^5 - 11*q^5*t^2 + 98*q^4*t^3 - 51*q^3*t^4 - 2*q^2*t^5 + q^5*t - 23*q^4*t^2 - 15*q^3*t^3 + 15*q^2*t^4 + 15*q^3*t^2 - 7*q^2*t^3 + q*t^4 - q^4 + 13*q^3*t - 21*q^2*t^2 + 3*q*t^3 - 9*q^2*t + 14*q*t^2 - t^3 + 2*q*t - 3*t^2)/((q^3*t^2 - 1)^3*(q^2*t - 1)^3*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0050] 'F?H[w'

Zeta functions

ask[-]:

(q^8*t^5 - 5*q^7*t^5 + 4*q^7*t^4 + 5*q^6*t^5 - q^5*t^6 - q^7*t^3 - 5*q^6*t^4 + 6*q^5*t^5 - 2*q^6*t^3 - 10*q^5*t^4 - 3*q^4*t^5 + 14*q^5*t^3 + 3*q^4*t^4 - 3*q^5*t^2 + 3*q^3*t^4 - 3*q^4*t^2 - 14*q^3*t^3 + 3*q^4*t + 10*q^3*t^2 + 2*q^2*t^3 - 6*q^3*t + 5*q^2*t^2 + q*t^3 + q^3 - 5*q^2*t - 4*q*t^2 + 5*q*t - t)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t - 1)^4*q^3)

ask[+]:

-(2*q^17*t^12 - 3*q^16*t^13 - 4*q^16*t^12 + 13*q^15*t^13 - q^16*t^11 - 15*q^15*t^12 - 17*q^14*t^13 + q^13*t^14 - 2*q^16*t^10 + 24*q^15*t^11 + 37*q^14*t^12 - q^13*t^13 - 13*q^15*t^10 - 38*q^14*t^11 - 2*q^13*t^12 + 2*q^12*t^13 + 5*q^15*t^9 + 29*q^14*t^10 - 43*q^13*t^11 + 4*q^12*t^12 - 8*q^14*t^9 + 61*q^13*t^10 + 27*q^12*t^11 - 11*q^11*t^12 + 4*q^14*t^8 - 57*q^13*t^9 - 52*q^12*t^10 + 42*q^11*t^11 - q^14*t^7 + 18*q^13*t^8 + 22*q^12*t^9 - 76*q^11*t^10 - 2*q^10*t^11 - q^13*t^7 + 14*q^12*t^8 + 160*q^11*t^9 - 29*q^10*t^10 - 5*q^9*t^11 - 17*q^12*t^7 - 178*q^11*t^8 + 42*q^10*t^9 + 39*q^9*t^10 + 95*q^11*t^7 - 15*q^10*t^8 - 112*q^9*t^9 + 4*q^8*t^10 - 25*q^11*t^6 + 56*q^10*t^7 + 136*q^9*t^8 - 27*q^8*t^9 + 3*q^11*t^5 - 28*q^10*t^6 - 168*q^9*t^7 + 101*q^8*t^8 + 10*q^7*t^9 + 10*q^10*t^5 + 101*q^9*t^6 - 168*q^8*t^7 - 28*q^7*t^8 + 3*q^6*t^9 - 27*q^9*t^5 + 136*q^8*t^6 + 56*q^7*t^7 - 25*q^6*t^8 + 4*q^9*t^4 - 112*q^8*t^5 - 15*q^7*t^6 + 95*q^6*t^7 + 39*q^8*t^4 + 42*q^7*t^5 - 178*q^6*t^6 - 17*q^5*t^7 - 5*q^8*t^3 - 29*q^7*t^4 + 160*q^6*t^5 + 14*q^5*t^6 - q^4*t^7 - 2*q^7*t^3 - 76*q^6*t^4 + 22*q^5*t^5 + 18*q^4*t^6 - q^3*t^7 + 42*q^6*t^3 - 52*q^5*t^4 - 57*q^4*t^5 + 4*q^3*t^6 - 11*q^6*t^2 + 27*q^5*t^3 + 61*q^4*t^4 - 8*q^3*t^5 + 4*q^5*t^2 - 43*q^4*t^3 + 29*q^3*t^4 + 5*q^2*t^5 + 2*q^5*t - 2*q^4*t^2 - 38*q^3*t^3 - 13*q^2*t^4 - q^4*t + 37*q^3*t^2 + 24*q^2*t^3 - 2*q*t^4 + q^4 - 17*q^3*t - 15*q^2*t^2 - q*t^3 + 13*q^2*t - 4*q*t^2 - 3*q*t + 2*t^2)/((q^3*t^2 - 1)^3*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0051] 'F?KuW'

Zeta functions
ask[-]:	-(q^4t^2 - 2q^4t + q^3t^2 + 2q^3t - 5q^2t^2 + qt^3 - q^3 + 5q^2t - 2qt^2 - qt + 2t^2 - t)/((q^2t - 1)(qt - 1)^3*q^3)
ask[+]:	-(q^4t^2 - 2q^4t + q^3t^2 + 2q^3t - 5q^2t^2 + qt^3 - q^3 + 5q^2t - 2qt^2 - qt + 2t^2 - t)/((q^2t - 1)(qt - 1)^3*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0052] 'F?Kuw'

Zeta functions

ask[-]:

-(q^4*t + q^3 - 4*q^2*t + q*t^2 + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

(q^8*t^7 + q^8*t^6 - 4*q^7*t^7 + q^7*t^6 + 2*q^6*t^7 - 8*q^7*t^5 - q^6*t^6 + 6*q^5*t^7 - q^4*t^8 + 3*q^7*t^4 + 19*q^6*t^5 - 14*q^5*t^6 + q^4*t^7 - 16*q^6*t^4 + 14*q^5*t^5 - q^4*t^6 - 2*q^3*t^7 + 7*q^6*t^3 - 3*q^5*t^4 - 30*q^4*t^5 + 13*q^3*t^6 - 3*q^6*t^2 - 6*q^5*t^3 + 42*q^4*t^4 - 6*q^3*t^5 - 3*q^2*t^6 + 13*q^5*t^2 - 30*q^4*t^3 - 3*q^3*t^4 + 7*q^2*t^5 - 2*q^5*t - q^4*t^2 + 14*q^3*t^3 - 16*q^2*t^4 + q^4*t - 14*q^3*t^2 + 19*q^2*t^3 + 3*q*t^4 - q^4 + 6*q^3*t - q^2*t^2 - 8*q*t^3 + 2*q^2*t + q*t^2 - 4*q*t + t^2 + t)/((q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^3*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0053] 'F?Kvw'

Zeta functions

ask[-]:

(q^3*t - 2*q^2*t + q*t^2 + q^2 - 2*q*t + t)*(q - t)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0054] 'F?K}W'

Zeta functions

ask[-]:

-(q^4*t + q^3 - 4*q^2*t + q*t^2 + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

-(4*q^12*t^9 - q^11*t^10 - 19*q^11*t^9 + 7*q^10*t^10 + 11*q^11*t^8 + 18*q^10*t^9 - 12*q^9*t^10 + q^8*t^11 - 9*q^11*t^7 - 20*q^10*t^8 + 22*q^9*t^9 - 2*q^8*t^10 + 2*q^11*t^6 + 34*q^10*t^7 - 43*q^9*t^8 - 13*q^8*t^9 + 5*q^7*t^10 - 23*q^10*t^6 + 9*q^9*t^7 + 73*q^8*t^8 - 21*q^7*t^9 + 4*q^10*t^5 + 23*q^9*t^6 - 84*q^8*t^7 + 15*q^7*t^8 + 8*q^6*t^9 - 11*q^9*t^5 + 64*q^8*t^6 - 23*q^7*t^7 - 23*q^6*t^8 + 4*q^9*t^4 - 29*q^8*t^5 - 27*q^7*t^6 + 71*q^6*t^7 - q^5*t^8 + q^8*t^4 + 27*q^7*t^5 - 62*q^6*t^6 + q^5*t^7 - q^4*t^8 + q^8*t^3 - q^7*t^4 + 62*q^6*t^5 - 27*q^5*t^6 - q^4*t^7 + q^7*t^3 - 71*q^6*t^4 + 27*q^5*t^5 + 29*q^4*t^6 - 4*q^3*t^7 + 23*q^6*t^3 + 23*q^5*t^4 - 64*q^4*t^5 + 11*q^3*t^6 - 8*q^6*t^2 - 15*q^5*t^3 + 84*q^4*t^4 - 23*q^3*t^5 - 4*q^2*t^6 + 21*q^5*t^2 - 73*q^4*t^3 - 9*q^3*t^4 + 23*q^2*t^5 - 5*q^5*t + 13*q^4*t^2 + 43*q^3*t^3 - 34*q^2*t^4 - 2*q*t^5 + 2*q^4*t - 22*q^3*t^2 + 20*q^2*t^3 + 9*q*t^4 - q^4 + 12*q^3*t - 18*q^2*t^2 - 11*q*t^3 - 7*q^2*t + 19*q*t^2 + q*t - 4*t^2)/((q^3*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^3*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0055] 'F?K}_'

Zeta functions

ask[-]:

(q^6*t^2 - 2*q^5*t^3 + q^5*t^2 + q^4*t^3 - q^5*t - 2*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 + q^4*t - 6*q^3*t^2 + q^2*t^3 - q^4 + 5*q^3*t - 2*q^2*t^2 - q*t^3 + q^2*t + q*t^2 - 2*q*t + t^2)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^14*t^15 - 2*q^14*t^14 - 3*q^13*t^15 - 7*q^14*t^13 + 20*q^13*t^14 + q^12*t^15 + 24*q^13*t^13 - 68*q^12*t^14 + 12*q^11*t^15 - 9*q^13*t^12 + 10*q^12*t^13 + 74*q^11*t^14 - 22*q^10*t^15 + q^9*t^16 + 21*q^13*t^11 - 26*q^12*t^12 - 79*q^11*t^13 + 15*q^10*t^14 + 3*q^9*t^15 + 3*q^13*t^10 - 64*q^12*t^11 + 201*q^11*t^12 - 35*q^10*t^13 - 33*q^9*t^14 + 4*q^8*t^15 + 19*q^12*t^10 - 108*q^11*t^11 - 143*q^10*t^12 + 156*q^9*t^13 - 13*q^8*t^14 - 20*q^12*t^9 + 64*q^11*t^10 + 324*q^10*t^11 - 269*q^9*t^12 - 17*q^8*t^13 + 7*q^7*t^14 - 3*q^12*t^8 + 27*q^11*t^9 - 439*q^10*t^10 + 205*q^9*t^11 + 164*q^8*t^12 - 33*q^7*t^13 - q^12*t^7 - 31*q^11*t^8 + 358*q^10*t^9 + 130*q^9*t^10 - 522*q^8*t^11 + 109*q^7*t^12 + q^6*t^13 + 16*q^11*t^7 - 78*q^10*t^8 - 604*q^9*t^9 + 773*q^8*t^10 - 32*q^7*t^11 - 43*q^6*t^12 - 14*q^10*t^7 + 489*q^9*t^8 - 461*q^8*t^9 - 289*q^7*t^10 + 151*q^6*t^11 - 4*q^5*t^12 + 27*q^10*t^6 - 304*q^9*t^7 + 97*q^8*t^8 + 709*q^7*t^9 - 280*q^6*t^10 - 10*q^5*t^11 - q^10*t^5 + 56*q^9*t^6 + 314*q^8*t^7 - 1038*q^7*t^8 + 314*q^6*t^9 + 56*q^5*t^10 - q^4*t^11 - 10*q^9*t^5 - 280*q^8*t^6 + 709*q^7*t^7 + 97*q^6*t^8 - 304*q^5*t^9 + 27*q^4*t^10 - 4*q^9*t^4 + 151*q^8*t^5 - 289*q^7*t^6 - 461*q^6*t^7 + 489*q^5*t^8 - 14*q^4*t^9 - 43*q^8*t^4 - 32*q^7*t^5 + 773*q^6*t^6 - 604*q^5*t^7 - 78*q^4*t^8 + 16*q^3*t^9 + q^8*t^3 + 109*q^7*t^4 - 522*q^6*t^5 + 130*q^5*t^6 + 358*q^4*t^7 - 31*q^3*t^8 - q^2*t^9 - 33*q^7*t^3 + 164*q^6*t^4 + 205*q^5*t^5 - 439*q^4*t^6 + 27*q^3*t^7 - 3*q^2*t^8 + 7*q^7*t^2 - 17*q^6*t^3 - 269*q^5*t^4 + 324*q^4*t^5 + 64*q^3*t^6 - 20*q^2*t^7 - 13*q^6*t^2 + 156*q^5*t^3 - 143*q^4*t^4 - 108*q^3*t^5 + 19*q^2*t^6 + 4*q^6*t - 33*q^5*t^2 - 35*q^4*t^3 + 201*q^3*t^4 - 64*q^2*t^5 + 3*q*t^6 + 3*q^5*t + 15*q^4*t^2 - 79*q^3*t^3 - 26*q^2*t^4 + 21*q*t^5 + q^5 - 22*q^4*t + 74*q^3*t^2 + 10*q^2*t^3 - 9*q*t^4 + 12*q^3*t - 68*q^2*t^2 + 24*q*t^3 + q^2*t + 20*q*t^2 - 7*t^3 - 3*q*t - 2*t^2 + t)/((q^3*t^2 - 1)*(q*t^2 - 1)^3*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5]]

[0056] 'F?K}w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

-(2*q^10*t^10 + q^11*t^8 - 4*q^10*t^9 - 7*q^9*t^10 - 5*q^10*t^8 + 19*q^9*t^9 + 6*q^8*t^10 + 6*q^10*t^7 - 7*q^9*t^8 - 22*q^8*t^9 + 4*q^7*t^10 - q^6*t^11 - 6*q^10*t^6 - 6*q^9*t^7 + 36*q^8*t^8 - 21*q^7*t^9 + 3*q^6*t^10 + q^10*t^5 + 21*q^9*t^6 - 43*q^8*t^7 + 29*q^7*t^8 + 11*q^6*t^9 - 3*q^5*t^10 - 8*q^9*t^5 + 23*q^8*t^6 - 8*q^7*t^7 - 50*q^6*t^8 + 13*q^5*t^9 + 2*q^9*t^4 - 19*q^8*t^5 - 40*q^7*t^6 + 111*q^6*t^7 - 31*q^5*t^8 - 3*q^4*t^9 + 5*q^8*t^4 + 80*q^7*t^5 - 119*q^6*t^6 + 13*q^5*t^7 + 23*q^4*t^8 - q^8*t^3 - 58*q^7*t^4 + 53*q^6*t^5 + 53*q^5*t^6 - 58*q^4*t^7 - q^3*t^8 + 23*q^7*t^3 + 13*q^6*t^4 - 119*q^5*t^5 + 80*q^4*t^6 + 5*q^3*t^7 - 3*q^7*t^2 - 31*q^6*t^3 + 111*q^5*t^4 - 40*q^4*t^5 - 19*q^3*t^6 + 2*q^2*t^7 + 13*q^6*t^2 - 50*q^5*t^3 - 8*q^4*t^4 + 23*q^3*t^5 - 8*q^2*t^6 - 3*q^6*t + 11*q^5*t^2 + 29*q^4*t^3 - 43*q^3*t^4 + 21*q^2*t^5 + q*t^6 + 3*q^5*t - 21*q^4*t^2 + 36*q^3*t^3 - 6*q^2*t^4 - 6*q*t^5 - q^5 + 4*q^4*t - 22*q^3*t^2 - 7*q^2*t^3 + 6*q*t^4 + 6*q^3*t + 19*q^2*t^2 - 5*q*t^3 - 7*q^2*t - 4*q*t^2 + t^3 + 2*q*t)/((q^3*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^4*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0057] 'F?K~w'

Zeta functions

ask[-]:

-(q - t)^2*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^2)

ask[+]:

(q^13*t^10 - q^13*t^9 - 2*q^12*t^10 + q^11*t^11 - 2*q^10*t^12 - 2*q^14*t^7 + 2*q^13*t^8 + 3*q^12*t^9 - 4*q^11*t^10 - 2*q^10*t^11 + 6*q^9*t^12 + 7*q^13*t^7 - 5*q^12*t^8 - 7*q^11*t^9 + 15*q^10*t^10 + 4*q^9*t^11 - 6*q^8*t^12 - 4*q^13*t^6 - q^12*t^7 + 2*q^11*t^8 + 8*q^10*t^9 - 11*q^9*t^10 - 11*q^8*t^11 + 2*q^7*t^12 + 6*q^13*t^5 + 6*q^12*t^6 - 29*q^11*t^7 + 20*q^10*t^8 - 4*q^9*t^9 - 14*q^8*t^10 + 22*q^7*t^11 - 5*q^6*t^12 + q^5*t^13 - q^13*t^4 - 27*q^12*t^5 + 48*q^11*t^6 + q^10*t^7 - 24*q^9*t^8 + 22*q^8*t^9 - 15*q^7*t^10 + 15*q^6*t^11 - 4*q^5*t^12 + 17*q^12*t^4 - 5*q^11*t^5 - 60*q^10*t^6 + 21*q^9*t^7 + 33*q^8*t^8 - 9*q^7*t^9 - 6*q^6*t^10 - 14*q^5*t^11 + 4*q^4*t^12 - 5*q^12*t^3 - 34*q^11*t^4 + 92*q^10*t^5 - 24*q^9*t^6 - 27*q^8*t^7 + q^7*t^8 - 49*q^6*t^9 + 64*q^5*t^10 - 15*q^4*t^11 + 26*q^11*t^3 - 46*q^10*t^4 + 9*q^9*t^5 - 5*q^8*t^6 + 27*q^7*t^7 + 55*q^6*t^8 - 56*q^5*t^9 + 3*q^4*t^10 + 6*q^3*t^11 - 6*q^11*t^2 - 3*q^10*t^3 + 56*q^9*t^4 - 55*q^8*t^5 - 27*q^7*t^6 + 5*q^6*t^7 - 9*q^5*t^8 + 46*q^4*t^9 - 26*q^3*t^10 + 15*q^10*t^2 - 64*q^9*t^3 + 49*q^8*t^4 - q^7*t^5 + 27*q^6*t^6 + 24*q^5*t^7 - 92*q^4*t^8 + 34*q^3*t^9 + 5*q^2*t^10 - 4*q^10*t + 14*q^9*t^2 + 6*q^8*t^3 + 9*q^7*t^4 - 33*q^6*t^5 - 21*q^5*t^6 + 60*q^4*t^7 + 5*q^3*t^8 - 17*q^2*t^9 + 4*q^9*t - 15*q^8*t^2 + 15*q^7*t^3 - 22*q^6*t^4 + 24*q^5*t^5 - q^4*t^6 - 48*q^3*t^7 + 27*q^2*t^8 + q*t^9 - q^9 + 5*q^8*t - 22*q^7*t^2 + 14*q^6*t^3 + 4*q^5*t^4 - 20*q^4*t^5 + 29*q^3*t^6 - 6*q^2*t^7 - 6*q*t^8 - 2*q^7*t + 11*q^6*t^2 + 11*q^5*t^3 - 8*q^4*t^4 - 2*q^3*t^5 + q^2*t^6 + 4*q*t^7 + 6*q^6*t - 4*q^5*t^2 - 15*q^4*t^3 + 7*q^3*t^4 + 5*q^2*t^5 - 7*q*t^6 - 6*q^5*t + 2*q^4*t^2 + 4*q^3*t^3 - 3*q^2*t^4 - 2*q*t^5 + 2*t^6 + 2*q^4*t - q^3*t^2 + 2*q^2*t^3 + q*t^4 - q*t^3)/((q^3*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(q + t)*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0058] 'F?LVW'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 - 7*q^5*t^3 + q^4*t^4 + 3*q^5*t^2 + 4*q^4*t^3 - 6*q^3*t^4 + q^2*t^5 - q^5*t - q^4*t^2 + 14*q^3*t^3 - 2*q^2*t^4 + 2*q^4*t - 14*q^3*t^2 + q^2*t^3 + q*t^4 - q^4 + 6*q^3*t - 4*q^2*t^2 - 3*q*t^3 - q^2*t + 7*q*t^2 - q*t - t^2)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

-(q^9*t^7 + q^8*t^8 + 2*q^9*t^6 - 4*q^8*t^7 - 6*q^7*t^8 + 2*q^9*t^5 - 17*q^8*t^6 + 7*q^7*t^7 + 14*q^6*t^8 + q^9*t^4 - 20*q^8*t^5 + 66*q^7*t^6 - 20*q^6*t^7 - 11*q^5*t^8 + 5*q^8*t^4 + 29*q^7*t^5 - 81*q^6*t^6 + 21*q^5*t^7 - 5*q^4*t^8 + q^3*t^9 - 7*q^8*t^3 + 3*q^7*t^4 - 24*q^6*t^5 + 2*q^5*t^6 + 35*q^4*t^7 - q^3*t^8 + 21*q^7*t^3 - 53*q^6*t^4 + 101*q^5*t^5 - 29*q^4*t^6 - 19*q^3*t^7 + q^2*t^8 - q^7*t^2 + 15*q^6*t^3 - 30*q^5*t^4 - 30*q^4*t^5 + 15*q^3*t^6 - q^2*t^7 + q^7*t - 19*q^6*t^2 - 29*q^5*t^3 + 101*q^4*t^4 - 53*q^3*t^5 + 21*q^2*t^6 - q^6*t + 35*q^5*t^2 + 2*q^4*t^3 - 24*q^3*t^4 + 3*q^2*t^5 - 7*q*t^6 + q^6 - 5*q^5*t + 21*q^4*t^2 - 81*q^3*t^3 + 29*q^2*t^4 + 5*q*t^5 - 11*q^4*t - 20*q^3*t^2 + 66*q^2*t^3 - 20*q*t^4 + t^5 + 14*q^3*t + 7*q^2*t^2 - 17*q*t^3 + 2*t^4 - 6*q^2*t - 4*q*t^2 + 2*t^3 + q*t + t^2)/((q*t + 1)*(q*t - 1)^5*(q - t)^2*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0059] 'F?LVw'

Zeta functions

ask[-]:

(2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 + 2*q^2*t - 2*q*t^2 - q^2 + 4*q*t + t^2 - 2*t)*(q - t)/((q*t - 1)^5*q^3)

ask[+]:

(q^11*t^10 - 2*q^10*t^10 + q^9*t^11 - 2*q^11*t^8 - 3*q^10*t^9 - 6*q^8*t^11 + 3*q^12*t^6 + q^11*t^7 - q^10*t^8 + 5*q^9*t^9 - 4*q^8*t^10 + 12*q^7*t^11 - 26*q^11*t^6 + 20*q^10*t^7 + 6*q^9*t^8 + 22*q^8*t^9 + 27*q^7*t^10 - 9*q^6*t^11 + q^12*t^4 - 7*q^11*t^5 + 71*q^10*t^6 - 36*q^9*t^7 - 5*q^8*t^8 - 46*q^7*t^9 - 55*q^6*t^10 + q^5*t^11 + 7*q^11*t^4 + 26*q^10*t^5 - 68*q^9*t^6 - 80*q^8*t^7 + 34*q^7*t^8 - 49*q^6*t^9 + 71*q^5*t^10 - 6*q^4*t^11 + q^3*t^12 - 6*q^11*t^3 - 19*q^10*t^4 - 104*q^9*t^5 + 51*q^8*t^6 + 95*q^7*t^7 + 100*q^6*t^8 + 63*q^5*t^9 - 2*q^4*t^10 - 2*q^3*t^11 + 12*q^10*t^3 + 2*q^9*t^4 + 184*q^8*t^5 + 52*q^7*t^6 - 30*q^6*t^7 - 96*q^5*t^8 - 82*q^4*t^9 - 9*q^3*t^10 + q^2*t^11 - q^10*t^2 + 44*q^9*t^3 - 12*q^8*t^4 - 21*q^7*t^5 - 250*q^6*t^6 - 21*q^5*t^7 - 12*q^4*t^8 + 44*q^3*t^9 - q^2*t^10 + q^10*t - 9*q^9*t^2 - 82*q^8*t^3 - 96*q^7*t^4 - 30*q^6*t^5 + 52*q^5*t^6 + 184*q^4*t^7 + 2*q^3*t^8 + 12*q^2*t^9 - 2*q^9*t - 2*q^8*t^2 + 63*q^7*t^3 + 100*q^6*t^4 + 95*q^5*t^5 + 51*q^4*t^6 - 104*q^3*t^7 - 19*q^2*t^8 - 6*q*t^9 + q^9 - 6*q^8*t + 71*q^7*t^2 - 49*q^6*t^3 + 34*q^5*t^4 - 80*q^4*t^5 - 68*q^3*t^6 + 26*q^2*t^7 + 7*q*t^8 + q^7*t - 55*q^6*t^2 - 46*q^5*t^3 - 5*q^4*t^4 - 36*q^3*t^5 + 71*q^2*t^6 - 7*q*t^7 + t^8 - 9*q^6*t + 27*q^5*t^2 + 22*q^4*t^3 + 6*q^3*t^4 + 20*q^2*t^5 - 26*q*t^6 + 12*q^5*t - 4*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 + q*t^5 + 3*t^6 - 6*q^4*t - 3*q^2*t^3 - 2*q*t^4 + q^3*t - 2*q^2*t^2 + q*t^2)/((q^2 - t)^2*(q*t + 1)*(q*t - 1)^5*(q - t)*q^4*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0060] 'F?L[w'

Zeta functions

ask[-]:

(q^6*t^4 - 5*q^5*t^4 + 6*q^5*t^3 + 6*q^4*t^4 - q^3*t^5 - 4*q^5*t^2 - 14*q^4*t^3 + 5*q^3*t^4 + 15*q^4*t^2 - 5*q^3*t^3 - 4*q^2*t^4 - 4*q^4*t - 5*q^3*t^2 + 15*q^2*t^3 + 5*q^3*t - 14*q^2*t^2 - 4*q*t^3 - q^3 + 6*q^2*t + 6*q*t^2 - 5*q*t + t)/((q^3*t^2 - 1)*(q*t - 1)^4*q^3)

ask[+]:

-(6*q^10*t^9 - 5*q^9*t^10 - 23*q^9*t^9 + 21*q^8*t^10 + 4*q^9*t^8 + 18*q^8*t^9 - 30*q^7*t^10 + q^6*t^11 - 9*q^9*t^7 + 22*q^8*t^8 + 17*q^7*t^9 + 8*q^6*t^10 - 3*q^9*t^6 - 8*q^8*t^7 - 99*q^7*t^8 + 7*q^6*t^9 + q^5*t^10 + 19*q^8*t^6 + 145*q^7*t^7 + 54*q^6*t^8 - 22*q^5*t^9 + 6*q^8*t^5 - 109*q^7*t^6 - 198*q^6*t^7 + 49*q^5*t^8 + 4*q^4*t^9 + 34*q^7*t^5 + 172*q^6*t^6 + 4*q^5*t^7 - 25*q^4*t^8 - 6*q^7*t^4 - 157*q^6*t^5 + 52*q^5*t^6 + 50*q^4*t^7 + 50*q^6*t^4 + 52*q^5*t^5 - 157*q^4*t^6 - 6*q^3*t^7 - 25*q^6*t^3 + 4*q^5*t^4 + 172*q^4*t^5 + 34*q^3*t^6 + 4*q^6*t^2 + 49*q^5*t^3 - 198*q^4*t^4 - 109*q^3*t^5 + 6*q^2*t^6 - 22*q^5*t^2 + 54*q^4*t^3 + 145*q^3*t^4 + 19*q^2*t^5 + q^5*t + 7*q^4*t^2 - 99*q^3*t^3 - 8*q^2*t^4 - 3*q*t^5 + 8*q^4*t + 17*q^3*t^2 + 22*q^2*t^3 - 9*q*t^4 + q^4 - 30*q^3*t + 18*q^2*t^2 + 4*q*t^3 + 21*q^2*t - 23*q*t^2 - 5*q*t + 6*t^2)/((q^3*t^2 - 1)*(q*t^2 - 1)*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0061] 'F?L^?'

Zeta functions

ask[-]:

-(q^8*t^5 - q^7*t^6 + q^8*t^4 - 4*q^7*t^5 + 5*q^6*t^6 - 3*q^7*t^4 - 5*q^6*t^5 - 2*q^5*t^6 - 4*q^7*t^3 + 25*q^6*t^4 + 3*q^5*t^5 - 9*q^4*t^6 + q^3*t^7 - 5*q^6*t^3 - 19*q^5*t^4 + 24*q^4*t^5 + 8*q^6*t^2 + q^5*t^3 - 47*q^4*t^4 + 10*q^3*t^5 - 10*q^5*t^2 + 47*q^4*t^3 - q^3*t^4 - 8*q^2*t^5 - 24*q^4*t^2 + 19*q^3*t^3 + 5*q^2*t^4 - q^5 + 9*q^4*t - 3*q^3*t^2 - 25*q^2*t^3 + 4*q*t^4 + 2*q^3*t + 5*q^2*t^2 + 3*q*t^3 - 5*q^2*t + 4*q*t^2 - t^3 + q*t - t^2)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

(q^13*t^11 + q^12*t^12 + q^12*t^11 - 7*q^11*t^12 - 7*q^13*t^9 + 15*q^12*t^10 - 30*q^11*t^11 + 20*q^10*t^12 - 5*q^13*t^8 + 32*q^12*t^9 - 68*q^11*t^10 + 90*q^10*t^11 - 29*q^9*t^12 - q^13*t^7 + 17*q^12*t^8 - 38*q^11*t^9 + 79*q^10*t^10 - 80*q^9*t^11 + 13*q^8*t^12 + 14*q^12*t^7 - 59*q^11*t^8 + 68*q^10*t^9 - 42*q^9*t^10 - 10*q^8*t^11 + 16*q^7*t^12 - q^6*t^13 + 4*q^12*t^6 - 16*q^11*t^7 + 60*q^10*t^8 - 106*q^9*t^9 + 68*q^8*t^10 + 7*q^7*t^11 - 7*q^6*t^12 + 4*q^11*t^6 - 96*q^10*t^7 + 208*q^9*t^8 - 176*q^8*t^9 + 52*q^7*t^10 - 8*q^6*t^11 - 2*q^11*t^5 - 11*q^10*t^6 + 118*q^9*t^7 - 291*q^8*t^8 + 295*q^7*t^9 - 100*q^6*t^10 + 11*q^5*t^11 - 32*q^10*t^5 + 111*q^9*t^6 - 97*q^8*t^7 + 58*q^7*t^8 - 19*q^6*t^9 - q^5*t^10 - 10*q^10*t^4 + 108*q^9*t^5 - 315*q^8*t^6 + 383*q^7*t^7 - 182*q^6*t^8 - 15*q^5*t^9 + 11*q^4*t^10 + q^9*t^4 + 57*q^8*t^5 - 62*q^7*t^6 - 62*q^6*t^7 + 57*q^5*t^8 + q^4*t^9 + 11*q^9*t^3 - 15*q^8*t^4 - 182*q^7*t^5 + 383*q^6*t^6 - 315*q^5*t^7 + 108*q^4*t^8 - 10*q^3*t^9 - q^8*t^3 - 19*q^7*t^4 + 58*q^6*t^5 - 97*q^5*t^6 + 111*q^4*t^7 - 32*q^3*t^8 + 11*q^8*t^2 - 100*q^7*t^3 + 295*q^6*t^4 - 291*q^5*t^5 + 118*q^4*t^6 - 11*q^3*t^7 - 2*q^2*t^8 - 8*q^7*t^2 + 52*q^6*t^3 - 176*q^5*t^4 + 208*q^4*t^5 - 96*q^3*t^6 + 4*q^2*t^7 - 7*q^7*t + 7*q^6*t^2 + 68*q^5*t^3 - 106*q^4*t^4 + 60*q^3*t^5 - 16*q^2*t^6 + 4*q*t^7 - q^7 + 16*q^6*t - 10*q^5*t^2 - 42*q^4*t^3 + 68*q^3*t^4 - 59*q^2*t^5 + 14*q*t^6 + 13*q^5*t - 80*q^4*t^2 + 79*q^3*t^3 - 38*q^2*t^4 + 17*q*t^5 - t^6 - 29*q^4*t + 90*q^3*t^2 - 68*q^2*t^3 + 32*q*t^4 - 5*t^5 + 20*q^3*t - 30*q^2*t^2 + 15*q*t^3 - 7*t^4 - 7*q^2*t + q*t^2 + q*t + t^2)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5]]

[0062] 'F?L^G'

Zeta functions

ask[-]:

-(2*q^4*t^3 - 3*q^4*t^2 - q^3*t^3 + 3*q^3*t^2 - 6*q^2*t^3 + q*t^4 + q^3*t + 6*q^2*t^2 + q*t^3 + q^3 - 6*q^2*t + 3*q*t^2 - q*t - 3*t^2 + 2*t)/((q*t - 1)^5*q^3)

ask[+]:

-(q^11*t^13 + 2*q^11*t^12 - 5*q^10*t^13 - q^12*t^10 - q^11*t^11 - 5*q^10*t^12 + 10*q^9*t^13 + q^12*t^9 - 4*q^11*t^10 + 2*q^10*t^11 - 13*q^9*t^12 - 3*q^8*t^13 + q^12*t^8 - 5*q^11*t^9 + 33*q^10*t^10 + 25*q^9*t^11 + 28*q^8*t^12 - 13*q^7*t^13 + q^6*t^14 + 5*q^11*t^8 - 11*q^10*t^9 - 69*q^9*t^10 - 52*q^8*t^11 + 9*q^7*t^12 + 4*q^6*t^13 - 5*q^11*t^7 + 3*q^10*t^8 + 25*q^9*t^9 + 76*q^8*t^10 - 23*q^7*t^11 - 2*q^6*t^12 - q^11*t^6 + 10*q^10*t^7 - 48*q^9*t^8 + 8*q^8*t^9 + 15*q^7*t^10 + 46*q^6*t^11 - 8*q^5*t^12 - 3*q^10*t^6 + 53*q^9*t^7 - 4*q^8*t^8 - 46*q^7*t^9 - 126*q^6*t^10 + 15*q^5*t^11 + 2*q^10*t^5 - 40*q^9*t^6 - 68*q^8*t^7 + 73*q^7*t^8 + 154*q^6*t^9 + 20*q^5*t^10 - 8*q^4*t^11 + 13*q^9*t^5 + 95*q^8*t^6 - 16*q^7*t^7 - 109*q^6*t^8 - 33*q^5*t^9 + 13*q^4*t^10 + 4*q^9*t^4 - 70*q^8*t^5 + 55*q^7*t^6 - 20*q^6*t^7 + 55*q^5*t^8 - 70*q^4*t^9 + 4*q^3*t^10 + 13*q^8*t^4 - 33*q^7*t^5 - 109*q^6*t^6 - 16*q^5*t^7 + 95*q^4*t^8 + 13*q^3*t^9 - 8*q^8*t^3 + 20*q^7*t^4 + 154*q^6*t^5 + 73*q^5*t^6 - 68*q^4*t^7 - 40*q^3*t^8 + 2*q^2*t^9 + 15*q^7*t^3 - 126*q^6*t^4 - 46*q^5*t^5 - 4*q^4*t^6 + 53*q^3*t^7 - 3*q^2*t^8 - 8*q^7*t^2 + 46*q^6*t^3 + 15*q^5*t^4 + 8*q^4*t^5 - 48*q^3*t^6 + 10*q^2*t^7 - q*t^8 - 2*q^6*t^2 - 23*q^5*t^3 + 76*q^4*t^4 + 25*q^3*t^5 + 3*q^2*t^6 - 5*q*t^7 + 4*q^6*t + 9*q^5*t^2 - 52*q^4*t^3 - 69*q^3*t^4 - 11*q^2*t^5 + 5*q*t^6 + q^6 - 13*q^5*t + 28*q^4*t^2 + 25*q^3*t^3 + 33*q^2*t^4 - 5*q*t^5 + t^6 - 3*q^4*t - 13*q^3*t^2 + 2*q^2*t^3 - 4*q*t^4 + t^5 + 10*q^3*t - 5*q^2*t^2 - q*t^3 - t^4 - 5*q^2*t + 2*q*t^2 + q*t)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(t^2 - q)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0063] 'F?L^W'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 - 6*q^5*t^3 + q^5*t^2 + 5*q^4*t^3 - 5*q^3*t^4 + q^2*t^5 + 11*q^3*t^3 - q^2*t^4 + q^4*t - 11*q^3*t^2 - q^4 + 5*q^3*t - 5*q^2*t^2 - q*t^3 + 6*q*t^2 - q*t - t^2)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(q^11*t^12 + 2*q^10*t^13 + q^11*t^11 - 5*q^10*t^12 - 7*q^9*t^13 + 4*q^11*t^10 - 10*q^10*t^11 + 15*q^9*t^12 + 4*q^8*t^13 + 3*q^11*t^9 - 29*q^10*t^10 + 21*q^9*t^11 - 18*q^8*t^12 + 9*q^7*t^13 - q^6*t^14 - q^11*t^8 - 8*q^10*t^9 + 65*q^9*t^10 - 5*q^8*t^11 - 6*q^7*t^12 - 4*q^6*t^13 + q^10*t^8 + 17*q^9*t^9 - 69*q^8*t^10 - 2*q^7*t^11 + 7*q^6*t^12 - 6*q^10*t^7 + 23*q^9*t^8 - 46*q^8*t^9 + 26*q^7*t^10 - 17*q^6*t^11 + 5*q^5*t^12 - q^10*t^6 + 3*q^9*t^7 - 14*q^8*t^8 + 24*q^7*t^9 + 71*q^6*t^10 - 12*q^5*t^11 + 11*q^9*t^6 + 32*q^8*t^7 - 64*q^7*t^8 - 15*q^6*t^9 - 39*q^5*t^10 + 8*q^4*t^11 + 4*q^9*t^5 - 55*q^8*t^6 - 36*q^7*t^7 + 82*q^6*t^8 + 33*q^5*t^9 - 10*q^4*t^10 + 3*q^8*t^5 + 18*q^7*t^6 + 101*q^6*t^7 - 99*q^5*t^8 + 19*q^4*t^9 - 19*q^7*t^5 + 99*q^6*t^6 - 101*q^5*t^7 - 18*q^4*t^8 - 3*q^3*t^9 + 10*q^7*t^4 - 33*q^6*t^5 - 82*q^5*t^6 + 36*q^4*t^7 + 55*q^3*t^8 - 4*q^2*t^9 - 8*q^7*t^3 + 39*q^6*t^4 + 15*q^5*t^5 + 64*q^4*t^6 - 32*q^3*t^7 - 11*q^2*t^8 + 12*q^6*t^3 - 71*q^5*t^4 - 24*q^4*t^5 + 14*q^3*t^6 - 3*q^2*t^7 + q*t^8 - 5*q^6*t^2 + 17*q^5*t^3 - 26*q^4*t^4 + 46*q^3*t^5 - 23*q^2*t^6 + 6*q*t^7 - 7*q^5*t^2 + 2*q^4*t^3 + 69*q^3*t^4 - 17*q^2*t^5 - q*t^6 + 4*q^5*t + 6*q^4*t^2 + 5*q^3*t^3 - 65*q^2*t^4 + 8*q*t^5 + t^6 + q^5 - 9*q^4*t + 18*q^3*t^2 - 21*q^2*t^3 + 29*q*t^4 - 3*t^5 - 4*q^3*t - 15*q^2*t^2 + 10*q*t^3 - 4*t^4 + 7*q^2*t + 5*q*t^2 - t^3 - 2*q*t - t^2)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^5*(t^2 - q)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0064] 'F?L^_'

Zeta functions

ask[-]:

(q^8*t^4 + q^7*t^5 - 4*q^6*t^5 - 5*q^7*t^3 - 3*q^6*t^4 + 2*q^5*t^5 + q^7*t^2 + q^6*t^3 + 11*q^5*t^4 + 3*q^4*t^5 + 4*q^6*t^2 + 15*q^5*t^3 - 17*q^4*t^4 + 3*q^3*t^5 - q^2*t^6 + q^6*t - 12*q^5*t^2 - 2*q^4*t^3 - 12*q^3*t^4 + q^2*t^5 - q^6 + 3*q^5*t - 17*q^4*t^2 + 15*q^3*t^3 + 4*q^2*t^4 + 3*q^4*t + 11*q^3*t^2 + q^2*t^3 + q*t^4 + 2*q^3*t - 3*q^2*t^2 - 5*q*t^3 - 4*q^2*t + q*t + t^2)/((q*t - 1)^5*(q - t)^2*q^4)

ask[+]:

(q^14*t^13 - 2*q^13*t^14 - q^12*t^15 + 4*q^14*t^12 - 3*q^13*t^13 + 6*q^12*t^14 + 5*q^11*t^15 - 2*q^15*t^10 - 3*q^14*t^11 - 12*q^13*t^12 - q^12*t^13 + 4*q^11*t^14 - 10*q^10*t^15 + q^15*t^9 + q^14*t^10 + 17*q^13*t^11 - 12*q^12*t^12 + 34*q^11*t^13 - 47*q^10*t^14 + 12*q^9*t^15 + q^15*t^8 - 6*q^14*t^9 + 28*q^13*t^10 - 32*q^12*t^11 + 38*q^11*t^12 - 34*q^10*t^13 + 55*q^9*t^14 - 4*q^8*t^15 + 4*q^14*t^8 - 6*q^13*t^9 - 55*q^12*t^10 + 44*q^11*t^11 - 54*q^10*t^12 - 2*q^9*t^13 + 10*q^8*t^14 - 14*q^7*t^15 + q^6*t^16 - 2*q^14*t^7 + 5*q^13*t^8 - 30*q^12*t^9 + 127*q^11*t^10 - 125*q^10*t^11 + 153*q^9*t^12 - 93*q^8*t^13 + 5*q^7*t^14 + 4*q^6*t^15 - q^14*t^6 - q^13*t^7 - 39*q^12*t^8 + 123*q^11*t^9 - 165*q^10*t^10 + 46*q^9*t^11 + 17*q^8*t^12 + 24*q^7*t^13 + 2*q^6*t^14 - 5*q^13*t^6 + 61*q^12*t^7 - 64*q^11*t^8 - 50*q^10*t^9 + 54*q^9*t^10 + 47*q^8*t^11 - 148*q^7*t^12 + 46*q^6*t^13 - 9*q^5*t^14 + q^13*t^5 - 18*q^12*t^6 + 14*q^11*t^7 - 12*q^10*t^8 + 177*q^9*t^9 - 182*q^8*t^10 + 162*q^7*t^11 - 48*q^6*t^12 + 10*q^5*t^13 + 8*q^12*t^5 + 14*q^11*t^6 - 97*q^10*t^7 + 92*q^9*t^8 - 73*q^8*t^9 - 117*q^7*t^10 + 104*q^6*t^11 + 11*q^5*t^12 - 6*q^4*t^13 + 5*q^12*t^4 - 35*q^11*t^5 + 146*q^10*t^6 - 189*q^9*t^7 + 112*q^8*t^8 - 10*q^7*t^9 + 87*q^6*t^10 - 114*q^5*t^11 + 10*q^4*t^12 + 10*q^11*t^4 - 114*q^10*t^5 + 87*q^9*t^6 - 10*q^8*t^7 + 112*q^7*t^8 - 189*q^6*t^9 + 146*q^5*t^10 - 35*q^4*t^11 + 5*q^3*t^12 - 6*q^11*t^3 + 11*q^10*t^4 + 104*q^9*t^5 - 117*q^8*t^6 - 73*q^7*t^7 + 92*q^6*t^8 - 97*q^5*t^9 + 14*q^4*t^10 + 8*q^3*t^11 + 10*q^10*t^3 - 48*q^9*t^4 + 162*q^8*t^5 - 182*q^7*t^6 + 177*q^6*t^7 - 12*q^5*t^8 + 14*q^4*t^9 - 18*q^3*t^10 + q^2*t^11 - 9*q^10*t^2 + 46*q^9*t^3 - 148*q^8*t^4 + 47*q^7*t^5 + 54*q^6*t^6 - 50*q^5*t^7 - 64*q^4*t^8 + 61*q^3*t^9 - 5*q^2*t^10 + 2*q^9*t^2 + 24*q^8*t^3 + 17*q^7*t^4 + 46*q^6*t^5 - 165*q^5*t^6 + 123*q^4*t^7 - 39*q^3*t^8 - q^2*t^9 - q*t^10 + 4*q^9*t + 5*q^8*t^2 - 93*q^7*t^3 + 153*q^6*t^4 - 125*q^5*t^5 + 127*q^4*t^6 - 30*q^3*t^7 + 5*q^2*t^8 - 2*q*t^9 + q^9 - 14*q^8*t + 10*q^7*t^2 - 2*q^6*t^3 - 54*q^5*t^4 + 44*q^4*t^5 - 55*q^3*t^6 - 6*q^2*t^7 + 4*q*t^8 - 4*q^7*t + 55*q^6*t^2 - 34*q^5*t^3 + 38*q^4*t^4 - 32*q^3*t^5 + 28*q^2*t^6 - 6*q*t^7 + t^8 + 12*q^6*t - 47*q^5*t^2 + 34*q^4*t^3 - 12*q^3*t^4 + 17*q^2*t^5 + q*t^6 + t^7 - 10*q^5*t + 4*q^4*t^2 - q^3*t^3 - 12*q^2*t^4 - 3*q*t^5 - 2*t^6 + 5*q^4*t + 6*q^3*t^2 - 3*q^2*t^3 + 4*q*t^4 - q^3*t - 2*q^2*t^2 + q*t^3)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(t^2 - q)*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0065] 'F?L^w'

Zeta functions

ask[-]:

(q^3*t^2 - 3*q^2*t^2 + q*t^3 + q^2*t - q*t^2 - q^2 + 3*q*t - t)*(q - t)/((q*t - 1)^5*q^3)

ask[+]:

(q^12*t^11 - 2*q^11*t^11 + 2*q^10*t^12 - 2*q^13*t^8 + 2*q^12*t^9 - 3*q^11*t^10 - 6*q^9*t^12 - 3*q^13*t^7 + 16*q^12*t^8 - 17*q^11*t^9 + 9*q^10*t^10 - 7*q^9*t^11 + 6*q^8*t^12 - q^13*t^6 + 10*q^12*t^7 - 37*q^11*t^8 + 42*q^10*t^9 - 21*q^9*t^10 + 37*q^8*t^11 - 5*q^7*t^12 + 4*q^12*t^6 - 10*q^11*t^7 + 26*q^10*t^8 - 19*q^9*t^9 + 33*q^8*t^10 - 56*q^7*t^11 + 11*q^6*t^12 - q^5*t^13 + 3*q^12*t^5 - 12*q^11*t^6 + 39*q^10*t^7 - 36*q^9*t^8 - 6*q^8*t^9 - 32*q^7*t^10 + 17*q^6*t^11 - 3*q^5*t^12 + 2*q^11*t^5 - 17*q^10*t^6 - 46*q^9*t^7 + 38*q^8*t^8 - 15*q^7*t^9 + 43*q^6*t^10 - q^5*t^11 + q^11*t^4 - 44*q^10*t^5 + 95*q^9*t^6 - 46*q^8*t^7 + 31*q^7*t^8 + 8*q^6*t^9 - 34*q^5*t^10 + 5*q^4*t^11 + 3*q^10*t^4 + 51*q^9*t^5 - 43*q^8*t^6 + 63*q^7*t^7 - 112*q^6*t^8 + 69*q^5*t^9 - 11*q^4*t^10 - 6*q^10*t^3 + 31*q^9*t^4 - 79*q^8*t^5 + 17*q^7*t^6 - 17*q^6*t^7 + 79*q^5*t^8 - 31*q^4*t^9 + 6*q^3*t^10 + 11*q^9*t^3 - 69*q^8*t^4 + 112*q^7*t^5 - 63*q^6*t^6 + 43*q^5*t^7 - 51*q^4*t^8 - 3*q^3*t^9 - 5*q^9*t^2 + 34*q^8*t^3 - 8*q^7*t^4 - 31*q^6*t^5 + 46*q^5*t^6 - 95*q^4*t^7 + 44*q^3*t^8 - q^2*t^9 + q^8*t^2 - 43*q^7*t^3 + 15*q^6*t^4 - 38*q^5*t^5 + 46*q^4*t^6 + 17*q^3*t^7 - 2*q^2*t^8 + 3*q^8*t - 17*q^7*t^2 + 32*q^6*t^3 + 6*q^5*t^4 + 36*q^4*t^5 - 39*q^3*t^6 + 12*q^2*t^7 - 3*q*t^8 + q^8 - 11*q^7*t + 56*q^6*t^2 - 33*q^5*t^3 + 19*q^4*t^4 - 26*q^3*t^5 + 10*q^2*t^6 - 4*q*t^7 + 5*q^6*t - 37*q^5*t^2 + 21*q^4*t^3 - 42*q^3*t^4 + 37*q^2*t^5 - 10*q*t^6 + t^7 - 6*q^5*t + 7*q^4*t^2 - 9*q^3*t^3 + 17*q^2*t^4 - 16*q*t^5 + 3*t^6 + 6*q^4*t + 3*q^2*t^3 - 2*q*t^4 + 2*t^5 - 2*q^3*t + 2*q^2*t^2 - q*t^2)/((q^3 - t^2)*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0066] 'F?Lkw'

Zeta functions

ask[-]:

-(3*q^4*t^4 - q^5*t^2 - 6*q^4*t^3 - 6*q^3*t^4 + q^2*t^5 + 9*q^4*t^2 + 9*q^3*t^3 - 3*q^2*t^4 - q^4*t - 15*q^3*t^2 + 15*q^2*t^3 + q*t^4 + 3*q^3*t - 9*q^2*t^2 - 9*q*t^3 - q^3 + 6*q^2*t + 6*q*t^2 + t^3 - 3*q*t)/((q*t - 1)^6*q^3)

ask[+]:

-(5*q^10*t^9 - 3*q^9*t^10 + q^10*t^8 - 22*q^9*t^9 + 15*q^8*t^10 - 4*q^9*t^8 + 20*q^8*t^9 - 24*q^7*t^10 + q^6*t^11 - 8*q^9*t^7 + 51*q^8*t^8 + 16*q^7*t^9 + 6*q^6*t^10 + q^9*t^6 - 11*q^8*t^7 - 161*q^7*t^8 + 4*q^6*t^9 + q^5*t^10 + 6*q^8*t^6 + 155*q^7*t^7 + 125*q^6*t^8 - 20*q^5*t^9 - 4*q^8*t^5 - 100*q^7*t^6 - 201*q^6*t^7 + 12*q^5*t^8 + 4*q^4*t^9 + q^8*t^4 + 84*q^7*t^5 + 158*q^6*t^6 - 24*q^5*t^7 - 20*q^4*t^8 - 19*q^7*t^4 - 246*q^6*t^5 + 115*q^5*t^6 + 85*q^4*t^7 + q^3*t^8 + q^7*t^3 + 85*q^6*t^4 + 115*q^5*t^5 - 246*q^4*t^6 - 19*q^3*t^7 - 20*q^6*t^3 - 24*q^5*t^4 + 158*q^4*t^5 + 84*q^3*t^6 + q^2*t^7 + 4*q^6*t^2 + 12*q^5*t^3 - 201*q^4*t^4 - 100*q^3*t^5 - 4*q^2*t^6 - 20*q^5*t^2 + 125*q^4*t^3 + 155*q^3*t^4 + 6*q^2*t^5 + q^5*t + 4*q^4*t^2 - 161*q^3*t^3 - 11*q^2*t^4 + q*t^5 + 6*q^4*t + 16*q^3*t^2 + 51*q^2*t^3 - 8*q*t^4 + q^4 - 24*q^3*t + 20*q^2*t^2 - 4*q*t^3 + 15*q^2*t - 22*q*t^2 + t^3 - 3*q*t + 5*t^2)/((q*t + 1)^3*(q*t - 1)^6*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0067] 'F?LuW'

Zeta functions

ask[-]:

(q^6*t^3 - 2*q^5*t^4 + 2*q^5*t^3 + q^4*t^4 - 4*q^5*t^2 - 2*q^4*t^3 + 6*q^3*t^4 - q^2*t^5 + 5*q^4*t^2 - 10*q^3*t^3 + 10*q^3*t^2 - 5*q^2*t^3 + q^4 - 6*q^3*t + 2*q^2*t^2 + 4*q*t^3 - q^2*t - 2*q*t^2 + 2*q*t - t^2)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(q^9*t^7 + q^9*t^6 - 6*q^8*t^7 - q^7*t^8 + q^9*t^5 - 10*q^8*t^6 + 26*q^7*t^7 - 3*q^6*t^8 - q^8*t^5 + 5*q^7*t^6 - 29*q^6*t^7 + 12*q^5*t^8 - q^4*t^9 - 4*q^8*t^4 + 27*q^7*t^5 - 8*q^6*t^6 - 14*q^5*t^7 - q^4*t^8 - 59*q^6*t^5 + 78*q^5*t^6 - 5*q^4*t^7 + 3*q^7*t^3 + 28*q^6*t^4 - 32*q^5*t^5 - 21*q^4*t^6 + 7*q^3*t^7 - 20*q^6*t^3 + 26*q^5*t^4 + 26*q^4*t^5 - 20*q^3*t^6 + 7*q^6*t^2 - 21*q^5*t^3 - 32*q^4*t^4 + 28*q^3*t^5 + 3*q^2*t^6 - 5*q^5*t^2 + 78*q^4*t^3 - 59*q^3*t^4 - q^5*t - 14*q^4*t^2 - 8*q^3*t^3 + 27*q^2*t^4 - 4*q*t^5 - q^5 + 12*q^4*t - 29*q^3*t^2 + 5*q^2*t^3 - q*t^4 - 3*q^3*t + 26*q^2*t^2 - 10*q*t^3 + t^4 - q^2*t - 6*q*t^2 + t^3 + t^2)/((q*t + 1)*(q*t - 1)^5*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0068] 'F?L|o'

Zeta functions

ask[-]:

(q^5*t^4 - q^5*t^3 - q^4*t^4 + q^5*t^2 - 3*q^4*t^3 - q^4*t^2 + 10*q^3*t^3 - 4*q^2*t^4 + q*t^5 + q^4*t - 4*q^3*t^2 + 4*q^2*t^3 - q*t^4 - q^4 + 4*q^3*t - 10*q^2*t^2 + q*t^3 + 3*q*t^2 - t^3 + q*t + t^2 - t)/((q*t - 1)^5*(q - t)*q^3)

ask[+]:

-(q^12*t^12 + q^11*t^13 + q^13*t^10 - 9*q^12*t^11 + 3*q^11*t^12 - 5*q^10*t^13 + 6*q^13*t^9 - 17*q^12*t^10 + 43*q^11*t^11 - 26*q^10*t^12 + 10*q^9*t^13 + 3*q^13*t^8 - 24*q^12*t^9 + 47*q^11*t^10 - 51*q^10*t^11 + 29*q^9*t^12 - 4*q^8*t^13 - 16*q^12*t^8 + 51*q^11*t^9 - 75*q^10*t^10 - q^9*t^11 + 20*q^8*t^12 - 14*q^7*t^13 + q^6*t^14 - 5*q^12*t^7 + 53*q^11*t^8 - 91*q^10*t^9 + 122*q^9*t^10 - 15*q^8*t^11 - 12*q^7*t^12 + 6*q^6*t^13 - 7*q^11*t^7 - 19*q^10*t^8 - 20*q^9*t^9 + 19*q^8*t^10 - 27*q^7*t^11 + 6*q^6*t^12 - 11*q^11*t^6 + 63*q^10*t^7 - 124*q^9*t^8 + 188*q^8*t^9 - 204*q^7*t^10 + 83*q^6*t^11 - 11*q^5*t^12 + 35*q^10*t^6 - 55*q^9*t^7 + 80*q^8*t^8 + 4*q^7*t^9 + 48*q^6*t^10 - 13*q^5*t^11 + q^4*t^12 + 28*q^10*t^5 - 164*q^9*t^6 + 184*q^8*t^7 - 165*q^7*t^8 + 4*q^6*t^9 + 3*q^5*t^10 - 6*q^4*t^11 + q^10*t^4 - 58*q^9*t^5 + 229*q^8*t^6 - 216*q^7*t^7 + 126*q^6*t^8 - 50*q^5*t^9 + 16*q^4*t^10 + 16*q^9*t^4 - 50*q^8*t^5 + 126*q^7*t^6 - 216*q^6*t^7 + 229*q^5*t^8 - 58*q^4*t^9 + q^3*t^10 - 6*q^9*t^3 + 3*q^8*t^4 + 4*q^7*t^5 - 165*q^6*t^6 + 184*q^5*t^7 - 164*q^4*t^8 + 28*q^3*t^9 + q^9*t^2 - 13*q^8*t^3 + 48*q^7*t^4 + 4*q^6*t^5 + 80*q^5*t^6 - 55*q^4*t^7 + 35*q^3*t^8 - 11*q^8*t^2 + 83*q^7*t^3 - 204*q^6*t^4 + 188*q^5*t^5 - 124*q^4*t^6 + 63*q^3*t^7 - 11*q^2*t^8 + 6*q^7*t^2 - 27*q^6*t^3 + 19*q^5*t^4 - 20*q^4*t^5 - 19*q^3*t^6 - 7*q^2*t^7 + 6*q^7*t - 12*q^6*t^2 - 15*q^5*t^3 + 122*q^4*t^4 - 91*q^3*t^5 + 53*q^2*t^6 - 5*q*t^7 + q^7 - 14*q^6*t + 20*q^5*t^2 - q^4*t^3 - 75*q^3*t^4 + 51*q^2*t^5 - 16*q*t^6 - 4*q^5*t + 29*q^4*t^2 - 51*q^3*t^3 + 47*q^2*t^4 - 24*q*t^5 + 3*t^6 + 10*q^4*t - 26*q^3*t^2 + 43*q^2*t^3 - 17*q*t^4 + 6*t^5 - 5*q^3*t + 3*q^2*t^2 - 9*q*t^3 + t^4 + q^2*t + q*t^2)/((q*t + 1)^3*(q*t - 1)^5*(q - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0069] 'F?L|w'

Zeta functions

ask[-]:

(q^3*t^2 - 3*q^2*t^2 + q*t^3 + q^2*t - q*t^2 - q^2 + 3*q*t - t)*(q - t)/((q*t - 1)^5*q^3)

ask[+]:

(2*q^13*t^10 + 4*q^12*t^11 - 3*q^11*t^12 + q^10*t^13 - 4*q^13*t^9 - 4*q^12*t^10 - 17*q^11*t^11 + 4*q^10*t^12 - q^9*t^13 - 3*q^13*t^8 + 11*q^12*t^9 + 7*q^11*t^10 + 17*q^10*t^11 + 13*q^9*t^12 - 3*q^8*t^13 + q^13*t^7 + 7*q^12*t^8 - 5*q^11*t^9 - 8*q^10*t^10 + 10*q^9*t^11 - 27*q^8*t^12 + 2*q^7*t^13 + 9*q^12*t^7 - 19*q^11*t^8 - 3*q^10*t^9 - 22*q^9*t^10 - 11*q^8*t^11 - 5*q^7*t^12 + 12*q^6*t^13 - q^5*t^14 + 2*q^12*t^6 - 39*q^11*t^7 + 35*q^10*t^8 + 39*q^9*t^9 - 7*q^8*t^10 + 48*q^7*t^11 - q^6*t^12 - 5*q^5*t^13 - q^12*t^5 + 14*q^11*t^6 + 9*q^10*t^7 + 15*q^9*t^8 - 91*q^8*t^9 + 22*q^7*t^10 - 24*q^6*t^11 - 11*q^11*t^5 - 4*q^10*t^6 - 7*q^9*t^7 + 20*q^8*t^8 - 16*q^7*t^9 + 54*q^6*t^10 - 37*q^5*t^11 + 9*q^4*t^12 + q^11*t^4 + 18*q^10*t^5 - 24*q^9*t^6 - q^8*t^7 + 33*q^7*t^8 + 2*q^6*t^9 + 20*q^5*t^10 - q^3*t^12 - 18*q^10*t^4 + 76*q^9*t^5 - 56*q^8*t^6 + 64*q^7*t^7 - 47*q^6*t^8 - 53*q^5*t^9 - 8*q^4*t^10 + 6*q^3*t^11 + 6*q^10*t^3 - 8*q^9*t^4 - 53*q^8*t^5 - 47*q^7*t^6 + 64*q^6*t^7 - 56*q^5*t^8 + 76*q^4*t^9 - 18*q^3*t^10 - q^10*t^2 + 20*q^8*t^4 + 2*q^7*t^5 + 33*q^6*t^6 - q^5*t^7 - 24*q^4*t^8 + 18*q^3*t^9 + q^2*t^10 + 9*q^9*t^2 - 37*q^8*t^3 + 54*q^7*t^4 - 16*q^6*t^5 + 20*q^5*t^6 - 7*q^4*t^7 - 4*q^3*t^8 - 11*q^2*t^9 - 24*q^7*t^3 + 22*q^6*t^4 - 91*q^5*t^5 + 15*q^4*t^6 + 9*q^3*t^7 + 14*q^2*t^8 - q*t^9 - 5*q^8*t - q^7*t^2 + 48*q^6*t^3 - 7*q^5*t^4 + 39*q^4*t^5 + 35*q^3*t^6 - 39*q^2*t^7 + 2*q*t^8 - q^8 + 12*q^7*t - 5*q^6*t^2 - 11*q^5*t^3 - 22*q^4*t^4 - 3*q^3*t^5 - 19*q^2*t^6 + 9*q*t^7 + 2*q^6*t - 27*q^5*t^2 + 10*q^4*t^3 - 8*q^3*t^4 - 5*q^2*t^5 + 7*q*t^6 + t^7 - 3*q^5*t + 13*q^4*t^2 + 17*q^3*t^3 + 7*q^2*t^4 + 11*q*t^5 - 3*t^6 - q^4*t + 4*q^3*t^2 - 17*q^2*t^3 - 4*q*t^4 - 4*t^5 + q^3*t - 3*q^2*t^2 + 4*q*t^3 + 2*t^4)/((q^2 - t)*(q*t + 1)^3*(q*t - 1)^5*(t^2 - q)*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0070] 'F?L}w'

Zeta functions

ask[-]:

-(q^3*t^2 - q^3*t - q^2*t^2 - q^3 + 4*q^2*t - 4*q*t^2 + t^3 + q*t + t^2 - t)/((q*t - 1)^4*q^3)

ask[+]:

-(q^13*t^12 - 2*q^14*t^10 - 2*q^13*t^11 + q^11*t^13 - 4*q^10*t^14 + q^9*t^15 + 2*q^14*t^9 + 4*q^13*t^10 + 7*q^12*t^11 - 3*q^11*t^12 - 10*q^10*t^13 + 13*q^9*t^14 - q^8*t^15 + 3*q^14*t^8 - 3*q^13*t^9 - 12*q^12*t^10 + 3*q^11*t^11 + 4*q^10*t^12 + 17*q^9*t^13 - 9*q^8*t^14 - 5*q^7*t^15 - 3*q^14*t^7 - 3*q^13*t^8 - 7*q^12*t^9 + 17*q^11*t^10 - 18*q^10*t^11 - 11*q^9*t^12 - 8*q^8*t^13 - 4*q^7*t^14 + 8*q^6*t^15 + q^14*t^6 - 2*q^13*t^7 + 14*q^12*t^8 - 2*q^11*t^9 + 20*q^10*t^10 + 6*q^9*t^11 + q^8*t^12 + 20*q^7*t^13 - 15*q^6*t^14 + 6*q^5*t^15 - q^4*t^16 + q^14*t^5 - 12*q^13*t^6 + 45*q^12*t^7 - 42*q^11*t^8 - 25*q^10*t^9 + 26*q^9*t^10 - 30*q^8*t^11 + 2*q^7*t^12 + 16*q^6*t^13 - 2*q^5*t^14 - 3*q^4*t^15 + q^13*t^5 - 45*q^11*t^7 + 7*q^10*t^8 + 75*q^9*t^9 - 40*q^8*t^10 - 47*q^7*t^11 + 45*q^6*t^12 - 36*q^5*t^13 + 8*q^4*t^14 + 3*q^12*t^5 + 8*q^11*t^6 + 62*q^10*t^7 - 49*q^9*t^8 - 14*q^8*t^9 + 34*q^7*t^10 + 43*q^6*t^11 + 2*q^5*t^12 - 10*q^4*t^13 + 3*q^3*t^14 + 4*q^12*t^4 - 33*q^11*t^5 + 30*q^10*t^6 - 41*q^9*t^7 - 35*q^8*t^8 + 84*q^7*t^9 - 51*q^6*t^10 - 74*q^5*t^11 + 44*q^4*t^12 - 4*q^3*t^13 - 4*q^12*t^3 + 31*q^11*t^4 - 50*q^10*t^5 + 35*q^9*t^6 - 16*q^8*t^7 + 16*q^6*t^9 - 35*q^5*t^10 + 50*q^4*t^11 - 31*q^3*t^12 + 4*q^2*t^13 + 4*q^11*t^3 - 44*q^10*t^4 + 74*q^9*t^5 + 51*q^8*t^6 - 84*q^7*t^7 + 35*q^6*t^8 + 41*q^5*t^9 - 30*q^4*t^10 + 33*q^3*t^11 - 4*q^2*t^12 - 3*q^11*t^2 + 10*q^10*t^3 - 2*q^9*t^4 - 43*q^8*t^5 - 34*q^7*t^6 + 14*q^6*t^7 + 49*q^5*t^8 - 62*q^4*t^9 - 8*q^3*t^10 - 3*q^2*t^11 - 8*q^10*t^2 + 36*q^9*t^3 - 45*q^8*t^4 + 47*q^7*t^5 + 40*q^6*t^6 - 75*q^5*t^7 - 7*q^4*t^8 + 45*q^3*t^9 - q*t^11 + 3*q^10*t + 2*q^9*t^2 - 16*q^8*t^3 - 2*q^7*t^4 + 30*q^6*t^5 - 26*q^5*t^6 + 25*q^4*t^7 + 42*q^3*t^8 - 45*q^2*t^9 + 12*q*t^10 - t^11 + q^10 - 6*q^9*t + 15*q^8*t^2 - 20*q^7*t^3 - q^6*t^4 - 6*q^5*t^5 - 20*q^4*t^6 + 2*q^3*t^7 - 14*q^2*t^8 + 2*q*t^9 - t^10 - 8*q^8*t + 4*q^7*t^2 + 8*q^6*t^3 + 11*q^5*t^4 + 18*q^4*t^5 - 17*q^3*t^6 + 7*q^2*t^7 + 3*q*t^8 + 3*t^9 + 5*q^7*t + 9*q^6*t^2 - 17*q^5*t^3 - 4*q^4*t^4 - 3*q^3*t^5 + 12*q^2*t^6 + 3*q*t^7 - 3*t^8 + q^6*t - 13*q^5*t^2 + 10*q^4*t^3 + 3*q^3*t^4 - 7*q^2*t^5 - 4*q*t^6 - 2*t^7 - q^5*t + 4*q^4*t^2 - q^3*t^3 + 2*q*t^5 + 2*t^6 - q*t^4)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^4*(t^2 - q)*(q + t)*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0071] 'F?L~o'

Zeta functions

ask[-]:

(q^5*t^3 - q^4*t^3 - 2*q^4*t^2 - q^3*t^3 + q^5 - 3*q^4*t + 5*q^3*t^2 + 5*q^2*t^2 - 3*q*t^3 + t^4 - q^2*t - 2*q*t^2 - q*t + t)/((q^2 - t)*(q*t - 1)^4*q^3)

ask[+]:

(q^13*t^13 - q^15*t^10 - 4*q^14*t^11 + 3*q^13*t^12 - q^12*t^13 - 2*q^11*t^14 - q^10*t^15 + 3*q^15*t^9 + q^14*t^10 + 12*q^13*t^11 - 5*q^12*t^12 - 10*q^11*t^13 + 9*q^10*t^14 + 3*q^9*t^15 + 2*q^15*t^8 - 9*q^14*t^9 + q^13*t^10 - 3*q^12*t^11 - 9*q^11*t^12 + 16*q^10*t^13 - 2*q^9*t^14 - 5*q^8*t^15 - 8*q^14*t^8 + 8*q^13*t^9 - 8*q^12*t^10 - 4*q^11*t^11 + 11*q^10*t^12 + 8*q^9*t^13 - 21*q^8*t^14 + 4*q^7*t^15 - 6*q^14*t^7 + 25*q^13*t^8 - 2*q^12*t^9 + 10*q^11*t^10 + 8*q^10*t^11 - 18*q^9*t^12 + 3*q^8*t^13 + 8*q^6*t^15 - q^5*t^16 - 2*q^14*t^6 + 15*q^13*t^7 - 21*q^12*t^8 - 61*q^11*t^9 + 64*q^10*t^10 - 40*q^9*t^11 + 5*q^8*t^12 + 10*q^7*t^13 + q^6*t^14 - 3*q^5*t^15 - 4*q^13*t^6 + 13*q^12*t^7 - 30*q^11*t^8 + 64*q^10*t^9 + 4*q^9*t^10 - 56*q^8*t^11 + 54*q^7*t^12 - 20*q^6*t^13 - q^5*t^14 + 5*q^13*t^5 + 3*q^12*t^6 - 2*q^11*t^7 + 15*q^10*t^8 + 22*q^9*t^9 - 59*q^8*t^10 + 7*q^7*t^11 + 23*q^6*t^12 - 18*q^5*t^13 + 6*q^4*t^14 + 2*q^13*t^4 - 5*q^12*t^5 - 27*q^11*t^6 + 33*q^10*t^7 - 83*q^9*t^8 + 28*q^8*t^9 + 21*q^7*t^10 + 4*q^6*t^11 + q^5*t^12 - 2*q^4*t^13 + 4*q^12*t^4 - 42*q^11*t^5 + 67*q^10*t^6 + 16*q^9*t^7 - 69*q^8*t^8 + 126*q^7*t^9 - 62*q^6*t^10 - 9*q^4*t^12 + 3*q^3*t^13 - 3*q^12*t^3 + 9*q^11*t^4 + 62*q^9*t^6 - 126*q^8*t^7 + 69*q^7*t^8 - 16*q^6*t^9 - 67*q^5*t^10 + 42*q^4*t^11 - 4*q^3*t^12 + 2*q^11*t^3 - q^10*t^4 - 4*q^9*t^5 - 21*q^8*t^6 - 28*q^7*t^7 + 83*q^6*t^8 - 33*q^5*t^9 + 27*q^4*t^10 + 5*q^3*t^11 - 2*q^2*t^12 - 6*q^11*t^2 + 18*q^10*t^3 - 23*q^9*t^4 - 7*q^8*t^5 + 59*q^7*t^6 - 22*q^6*t^7 - 15*q^5*t^8 + 2*q^4*t^9 - 3*q^3*t^10 - 5*q^2*t^11 + q^10*t^2 + 20*q^9*t^3 - 54*q^8*t^4 + 56*q^7*t^5 - 4*q^6*t^6 - 64*q^5*t^7 + 30*q^4*t^8 - 13*q^3*t^9 + 4*q^2*t^10 + 3*q^10*t - q^9*t^2 - 10*q^8*t^3 - 5*q^7*t^4 + 40*q^6*t^5 - 64*q^5*t^6 + 61*q^4*t^7 + 21*q^3*t^8 - 15*q^2*t^9 + 2*q*t^10 + q^10 - 8*q^9*t - 3*q^7*t^3 + 18*q^6*t^4 - 8*q^5*t^5 - 10*q^4*t^6 + 2*q^3*t^7 - 25*q^2*t^8 + 6*q*t^9 - 4*q^8*t + 21*q^7*t^2 - 8*q^6*t^3 - 11*q^5*t^4 + 4*q^4*t^5 + 8*q^3*t^6 - 8*q^2*t^7 + 8*q*t^8 + 5*q^7*t + 2*q^6*t^2 - 16*q^5*t^3 + 9*q^4*t^4 + 3*q^3*t^5 - q^2*t^6 + 9*q*t^7 - 2*t^8 - 3*q^6*t - 9*q^5*t^2 + 10*q^4*t^3 + 5*q^3*t^4 - 12*q^2*t^5 - q*t^6 - 3*t^7 + q^5*t + 2*q^4*t^2 + q^3*t^3 - 3*q^2*t^4 + 4*q*t^5 + t^6 - q^2*t^3)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^4*(t^2 - q)^2*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0072] 'F?L~w'

Zeta functions

ask[-]:

(q - t)^3/((q*t - 1)^4*q^3)

ask[+]:

-(q^17*t^9 - q^16*t^10 + q^14*t^12 - q^17*t^8 - 3*q^16*t^9 + 4*q^15*t^10 - 3*q^14*t^11 - 2*q^13*t^12 + q^12*t^13 - 3*q^17*t^7 + 5*q^16*t^8 + 6*q^15*t^9 - 10*q^14*t^10 + 8*q^13*t^11 - q^12*t^12 - 2*q^11*t^13 - q^10*t^14 + 9*q^16*t^7 - 4*q^15*t^8 - 6*q^14*t^9 + 12*q^13*t^10 - 8*q^12*t^11 + 9*q^11*t^12 - 2*q^10*t^13 + 2*q^9*t^14 + q^17*t^5 - q^16*t^6 - 4*q^15*t^7 - 9*q^14*t^8 - 7*q^13*t^9 - q^12*t^10 + 5*q^11*t^11 - 11*q^10*t^12 + 9*q^9*t^13 - q^8*t^14 + q^16*t^5 - 14*q^15*t^6 + 11*q^14*t^7 + 4*q^13*t^8 + 17*q^11*t^10 - 9*q^10*t^11 - 4*q^9*t^12 - 7*q^8*t^13 + q^7*t^14 - 4*q^15*t^5 + 18*q^14*t^6 - 12*q^13*t^7 + 18*q^12*t^8 + 7*q^11*t^9 - 8*q^10*t^10 - q^9*t^11 + 3*q^8*t^12 + 6*q^7*t^13 - 3*q^6*t^14 + 5*q^15*t^4 - 13*q^14*t^5 + 8*q^13*t^6 + 23*q^12*t^7 - 63*q^11*t^8 + 7*q^10*t^9 - 8*q^8*t^11 + 4*q^7*t^12 + 10*q^6*t^13 - 6*q^5*t^14 + q^4*t^15 - 3*q^15*t^3 + 9*q^14*t^4 - 6*q^13*t^5 + 4*q^12*t^6 + 3*q^11*t^7 + 6*q^10*t^8 - 11*q^9*t^9 + 31*q^8*t^10 - 12*q^7*t^11 - q^6*t^12 - 5*q^5*t^13 + 3*q^4*t^14 - 2*q^13*t^4 + 2*q^11*t^6 - 6*q^10*t^7 + 2*q^9*t^8 + 41*q^8*t^9 - 22*q^7*t^10 + 8*q^6*t^11 + 2*q^5*t^12 - q^4*t^13 - 4*q^14*t^2 + 18*q^13*t^3 - 27*q^12*t^4 - 2*q^11*t^5 + 13*q^10*t^6 - 24*q^9*t^7 - 24*q^8*t^8 + 13*q^7*t^9 - 2*q^6*t^10 - 27*q^5*t^11 + 18*q^4*t^12 - 4*q^3*t^13 - q^13*t^2 + 2*q^12*t^3 + 8*q^11*t^4 - 22*q^10*t^5 + 41*q^9*t^6 + 2*q^8*t^7 - 6*q^7*t^8 + 2*q^6*t^9 - 2*q^4*t^11 + 3*q^13*t - 5*q^12*t^2 - q^11*t^3 - 12*q^10*t^4 + 31*q^9*t^5 - 11*q^8*t^6 + 6*q^7*t^7 + 3*q^6*t^8 + 4*q^5*t^9 - 6*q^4*t^10 + 9*q^3*t^11 - 3*q^2*t^12 + q^13 - 6*q^12*t + 10*q^11*t^2 + 4*q^10*t^3 - 8*q^9*t^4 + 7*q^7*t^6 - 63*q^6*t^7 + 23*q^5*t^8 + 8*q^4*t^9 - 13*q^3*t^10 + 5*q^2*t^11 - 3*q^11*t + 6*q^10*t^2 + 3*q^9*t^3 - q^8*t^4 - 8*q^7*t^5 + 7*q^6*t^6 + 18*q^5*t^7 - 12*q^4*t^8 + 18*q^3*t^9 - 4*q^2*t^10 + q^10*t - 7*q^9*t^2 - 4*q^8*t^3 - 9*q^7*t^4 + 17*q^6*t^5 + 4*q^4*t^7 + 11*q^3*t^8 - 14*q^2*t^9 + q*t^10 - q^9*t + 9*q^8*t^2 - 11*q^7*t^3 + 5*q^6*t^4 - q^5*t^5 - 7*q^4*t^6 - 9*q^3*t^7 - 4*q^2*t^8 - q*t^9 + t^10 + 2*q^8*t - 2*q^7*t^2 + 9*q^6*t^3 - 8*q^5*t^4 + 12*q^4*t^5 - 6*q^3*t^6 - 4*q^2*t^7 + 9*q*t^8 - q^7*t - 2*q^6*t^2 - q^5*t^3 + 8*q^4*t^4 - 10*q^3*t^5 + 6*q^2*t^6 + 5*q*t^7 - 3*t^8 + q^5*t^2 - 2*q^4*t^3 - 3*q^3*t^4 + 4*q^2*t^5 - 3*q*t^6 - t^7 + q^3*t^3 - q*t^5 + t^6)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^4*(q + t)*(q - t)^2*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0073] 'F?MRw'

Zeta functions

ask[-]:

(q^5*t^3 - 3*q^4*t^4 + 3*q^4*t^3 + 6*q^3*t^4 - q^2*t^5 - 6*q^4*t^2 - 7*q^3*t^3 + 3*q^2*t^4 + q^4*t + 13*q^3*t^2 - 13*q^2*t^3 - q*t^4 - 3*q^3*t + 7*q^2*t^2 + 6*q*t^3 + q^3 - 6*q^2*t - 3*q*t^2 + 3*q*t - t^2)/((q*t - 1)^6*q^3)

ask[+]:

-(q^15*t^16 + q^14*t^17 - 2*q^15*t^15 - 6*q^13*t^17 - q^15*t^14 + 4*q^14*t^15 - 9*q^13*t^16 + 12*q^12*t^17 + q^14*t^14 + 7*q^13*t^15 + 11*q^12*t^16 - 5*q^11*t^17 + 11*q^14*t^13 - 36*q^13*t^14 + 28*q^12*t^15 - 21*q^11*t^16 - 11*q^10*t^17 + q^9*t^18 - 3*q^14*t^12 + 25*q^13*t^13 + 23*q^12*t^14 - 100*q^11*t^15 + 81*q^10*t^16 + 4*q^14*t^11 - 16*q^13*t^12 - 155*q^12*t^13 + 286*q^11*t^14 - 88*q^10*t^15 - 46*q^9*t^16 + 3*q^8*t^17 - 2*q^14*t^10 - 35*q^13*t^11 + 249*q^12*t^12 - 181*q^11*t^13 - 280*q^10*t^14 + 218*q^9*t^15 - 13*q^8*t^16 + 30*q^13*t^10 - 150*q^12*t^11 - 143*q^11*t^12 + 600*q^10*t^13 - 237*q^9*t^14 - 19*q^8*t^15 + 5*q^7*t^16 - 3*q^13*t^9 - 5*q^12*t^10 + 512*q^11*t^11 - 969*q^10*t^12 + 396*q^9*t^13 + 60*q^8*t^14 - 35*q^7*t^15 - q^13*t^8 - 7*q^12*t^9 - 395*q^11*t^10 + 579*q^10*t^11 + 375*q^9*t^12 - 729*q^8*t^13 + 177*q^7*t^14 + 3*q^6*t^15 - 2*q^12*t^8 + 460*q^11*t^9 - 278*q^10*t^10 - 1217*q^9*t^11 + 1260*q^8*t^12 - 127*q^7*t^13 - 54*q^6*t^14 + 2*q^12*t^7 - 176*q^11*t^8 - 880*q^10*t^9 + 2437*q^9*t^10 - 1365*q^8*t^11 - 336*q^7*t^12 + 205*q^6*t^13 + q^5*t^14 + 24*q^11*t^7 + 819*q^10*t^8 - 1101*q^9*t^9 - 704*q^8*t^10 + 1473*q^7*t^11 - 412*q^6*t^12 - 21*q^5*t^13 + 5*q^11*t^6 - 407*q^10*t^7 - 36*q^9*t^8 + 1641*q^8*t^9 - 1753*q^7*t^10 + 436*q^6*t^11 + 106*q^5*t^12 + 106*q^10*t^6 + 436*q^9*t^7 - 1753*q^8*t^8 + 1641*q^7*t^9 - 36*q^6*t^10 - 407*q^5*t^11 + 5*q^4*t^12 - 21*q^10*t^5 - 412*q^9*t^6 + 1473*q^8*t^7 - 704*q^7*t^8 - 1101*q^6*t^9 + 819*q^5*t^10 + 24*q^4*t^11 + q^10*t^4 + 205*q^9*t^5 - 336*q^8*t^6 - 1365*q^7*t^7 + 2437*q^6*t^8 - 880*q^5*t^9 - 176*q^4*t^10 + 2*q^3*t^11 - 54*q^9*t^4 - 127*q^8*t^5 + 1260*q^7*t^6 - 1217*q^6*t^7 - 278*q^5*t^8 + 460*q^4*t^9 - 2*q^3*t^10 + 3*q^9*t^3 + 177*q^8*t^4 - 729*q^7*t^5 + 375*q^6*t^6 + 579*q^5*t^7 - 395*q^4*t^8 - 7*q^3*t^9 - q^2*t^10 - 35*q^8*t^3 + 60*q^7*t^4 + 396*q^6*t^5 - 969*q^5*t^6 + 512*q^4*t^7 - 5*q^3*t^8 - 3*q^2*t^9 + 5*q^8*t^2 - 19*q^7*t^3 - 237*q^6*t^4 + 600*q^5*t^5 - 143*q^4*t^6 - 150*q^3*t^7 + 30*q^2*t^8 - 13*q^7*t^2 + 218*q^6*t^3 - 280*q^5*t^4 - 181*q^4*t^5 + 249*q^3*t^6 - 35*q^2*t^7 - 2*q*t^8 + 3*q^7*t - 46*q^6*t^2 - 88*q^5*t^3 + 286*q^4*t^4 - 155*q^3*t^5 - 16*q^2*t^6 + 4*q*t^7 + 81*q^5*t^2 - 100*q^4*t^3 + 23*q^3*t^4 + 25*q^2*t^5 - 3*q*t^6 + q^6 - 11*q^5*t - 21*q^4*t^2 + 28*q^3*t^3 - 36*q^2*t^4 + 11*q*t^5 - 5*q^4*t + 11*q^3*t^2 + 7*q^2*t^3 + q*t^4 + 12*q^3*t - 9*q^2*t^2 + 4*q*t^3 - t^4 - 6*q^2*t - 2*t^3 + q*t + t^2)/((q*t^2 - 1)^2*(q*t + 1)^4*(q*t - 1)^6*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0074] 'F?Mqo'

Zeta functions

ask[-]:

(q^7*t^5 + q^7*t^4 - 4*q^6*t^5 - 6*q^6*t^3 + 8*q^5*t^4 + 9*q^4*t^5 - q^3*t^6 - 15*q^4*t^4 + 10*q^5*t^2 + 16*q^4*t^3 - 19*q^3*t^4 - 19*q^4*t^2 + 16*q^3*t^3 + 10*q^2*t^4 - 15*q^3*t^2 - q^4 + 9*q^3*t + 8*q^2*t^2 - 6*q*t^3 - 4*q*t + t^2 + t)/((q*t - 1)^6*q^4*(t - 1))

ask[+]:

(2*q^13*t^12 + 5*q^13*t^11 - 18*q^12*t^12 + 2*q^11*t^13 + q^13*t^10 - 25*q^12*t^11 + 62*q^11*t^12 - 14*q^10*t^13 - 3*q^12*t^10 + 25*q^11*t^11 - 70*q^10*t^12 + 25*q^9*t^13 - q^8*t^14 - 8*q^12*t^9 + 42*q^11*t^10 - 36*q^10*t^11 + 2*q^9*t^12 - 6*q^8*t^13 - 2*q^12*t^8 + 5*q^11*t^9 - 67*q^10*t^10 + 146*q^9*t^11 - 3*q^8*t^12 - q^7*t^13 + 4*q^11*t^8 + 83*q^10*t^9 - 184*q^9*t^10 - 100*q^8*t^11 + 15*q^7*t^12 + 4*q^11*t^7 - 40*q^10*t^8 + 3*q^9*t^9 + 353*q^8*t^10 - 46*q^7*t^11 - q^6*t^12 + 27*q^10*t^7 - 101*q^9*t^8 - 225*q^8*t^9 - 53*q^7*t^10 + 27*q^6*t^11 + 5*q^10*t^6 - 67*q^9*t^7 + 562*q^8*t^8 - 121*q^7*t^9 - 48*q^6*t^10 - 10*q^9*t^6 - 231*q^8*t^7 - 299*q^7*t^8 + 286*q^6*t^9 - 2*q^5*t^10 - 14*q^9*t^5 + 204*q^8*t^6 + 303*q^7*t^7 - 350*q^6*t^8 - 47*q^5*t^9 - 47*q^8*t^5 - 350*q^7*t^6 + 303*q^6*t^7 + 204*q^5*t^8 - 14*q^4*t^9 - 2*q^8*t^4 + 286*q^7*t^5 - 299*q^6*t^6 - 231*q^5*t^7 - 10*q^4*t^8 - 48*q^7*t^4 - 121*q^6*t^5 + 562*q^5*t^6 - 67*q^4*t^7 + 5*q^3*t^8 + 27*q^7*t^3 - 53*q^6*t^4 - 225*q^5*t^5 - 101*q^4*t^6 + 27*q^3*t^7 - q^7*t^2 - 46*q^6*t^3 + 353*q^5*t^4 + 3*q^4*t^5 - 40*q^3*t^6 + 4*q^2*t^7 + 15*q^6*t^2 - 100*q^5*t^3 - 184*q^4*t^4 + 83*q^3*t^5 + 4*q^2*t^6 - q^6*t - 3*q^5*t^2 + 146*q^4*t^3 - 67*q^3*t^4 + 5*q^2*t^5 - 2*q*t^6 - 6*q^5*t + 2*q^4*t^2 - 36*q^3*t^3 + 42*q^2*t^4 - 8*q*t^5 - q^5 + 25*q^4*t - 70*q^3*t^2 + 25*q^2*t^3 - 3*q*t^4 - 14*q^3*t + 62*q^2*t^2 - 25*q*t^3 + t^4 + 2*q^2*t - 18*q*t^2 + 5*t^3 + 2*t^2)/((q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6]]

[0075] 'F?Mqw'

Zeta functions

ask[-]:

-(q^5*t^4 - 2*q^5*t^3 + q^4*t^4 - q^4*t^3 - 6*q^3*t^4 + q^2*t^5 + 5*q^4*t^2 + 7*q^3*t^3 - q^2*t^4 - 11*q^3*t^2 + 11*q^2*t^3 + q^3*t - 7*q^2*t^2 - 5*q*t^3 - q^3 + 6*q^2*t + q*t^2 - q*t + 2*t^2 - t)/((q*t - 1)^6*q^3)

ask[+]:

-(3*q^12*t^12 - q^11*t^13 + 3*q^12*t^11 - 19*q^11*t^12 + 9*q^10*t^13 - 5*q^11*t^11 + 28*q^10*t^12 - 18*q^9*t^13 + q^8*t^14 - 6*q^11*t^10 + 8*q^10*t^11 + 5*q^8*t^13 - 6*q^11*t^9 + 29*q^10*t^10 - 56*q^9*t^11 - q^8*t^12 + q^7*t^13 - q^11*t^8 + 27*q^9*t^10 + 65*q^8*t^11 - 11*q^7*t^12 + 11*q^10*t^8 - 9*q^9*t^9 - 144*q^8*t^10 + 21*q^7*t^11 + q^6*t^12 + 3*q^10*t^7 - 26*q^9*t^8 + 131*q^8*t^9 + 38*q^7*t^10 - 20*q^6*t^11 + 15*q^9*t^7 - 105*q^8*t^8 - 76*q^7*t^9 + 42*q^6*t^10 + q^9*t^6 + 16*q^8*t^7 + 182*q^7*t^8 - 103*q^6*t^9 - 5*q^5*t^10 - 24*q^8*t^6 - 161*q^7*t^7 + 127*q^6*t^8 + 33*q^5*t^9 - 10*q^8*t^5 + 166*q^7*t^6 - 166*q^5*t^8 + 10*q^4*t^9 - 33*q^7*t^5 - 127*q^6*t^6 + 161*q^5*t^7 + 24*q^4*t^8 + 5*q^7*t^4 + 103*q^6*t^5 - 182*q^5*t^6 - 16*q^4*t^7 - q^3*t^8 - 42*q^6*t^4 + 76*q^5*t^5 + 105*q^4*t^6 - 15*q^3*t^7 + 20*q^6*t^3 - 38*q^5*t^4 - 131*q^4*t^5 + 26*q^3*t^6 - 3*q^2*t^7 - q^6*t^2 - 21*q^5*t^3 + 144*q^4*t^4 + 9*q^3*t^5 - 11*q^2*t^6 + 11*q^5*t^2 - 65*q^4*t^3 - 27*q^3*t^4 + q*t^6 - q^5*t + q^4*t^2 + 56*q^3*t^3 - 29*q^2*t^4 + 6*q*t^5 - 5*q^4*t - 8*q^2*t^3 + 6*q*t^4 - q^4 + 18*q^3*t - 28*q^2*t^2 + 5*q*t^3 - 9*q^2*t + 19*q*t^2 - 3*t^3 + q*t - 3*t^2)/((q*t^2 - 1)^2*(q*t + 1)^3*(q*t - 1)^6*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0076] 'F?NBw'

Zeta functions

ask[-]:

-(q^4*t^3 - 3*q^4*t^2 + q^3*t^3 + q^4*t + 3*q^3*t^2 - 6*q^2*t^3 + q*t^4 - q^3*t + 6*q^2*t^2 - q*t^3 + q^3 - 6*q^2*t + 3*q*t^2 + t^3 + q*t - 3*t^2 + t)/((q*t - 1)^5*q^3)

ask[+]:

-(q^13*t^12 + q^12*t^13 - 2*q^13*t^11 - 2*q^12*t^12 - 4*q^11*t^13 + q^13*t^10 + 4*q^12*t^11 + 4*q^10*t^13 + q^13*t^9 - 16*q^12*t^10 + 14*q^11*t^11 - 3*q^10*t^12 + 3*q^9*t^13 - 3*q^13*t^8 + 24*q^12*t^9 + 3*q^11*t^10 - 15*q^10*t^11 - 3*q^9*t^12 - 3*q^8*t^13 + q^12*t^8 - 59*q^11*t^9 + 51*q^10*t^10 - 19*q^9*t^11 + 25*q^8*t^12 - 11*q^7*t^13 + q^6*t^14 - 2*q^12*t^7 + 49*q^11*t^8 - 45*q^10*t^9 + 39*q^9*t^10 - 57*q^8*t^11 + 22*q^7*t^12 + 2*q^6*t^13 + 4*q^12*t^6 - 45*q^11*t^7 + 17*q^10*t^8 + 42*q^9*t^9 - 27*q^8*t^10 + 27*q^7*t^11 - 26*q^6*t^12 + 2*q^5*t^13 + 6*q^11*t^6 + 64*q^10*t^7 - 153*q^9*t^8 + 83*q^8*t^9 - 87*q^7*t^10 + 72*q^6*t^11 - 5*q^5*t^12 - 70*q^10*t^6 + 171*q^9*t^7 - 103*q^8*t^8 + 157*q^7*t^9 - 79*q^6*t^10 - 6*q^5*t^11 + 2*q^4*t^12 + 42*q^10*t^5 - 52*q^9*t^6 - 67*q^8*t^7 + 2*q^7*t^8 - 14*q^6*t^9 + 33*q^5*t^10 - 14*q^4*t^11 - 17*q^10*t^4 - 26*q^9*t^5 + 166*q^8*t^6 - 157*q^7*t^7 + 163*q^6*t^8 - 167*q^5*t^9 + 60*q^4*t^10 + 60*q^9*t^4 - 167*q^8*t^5 + 163*q^7*t^6 - 157*q^6*t^7 + 166*q^5*t^8 - 26*q^4*t^9 - 17*q^3*t^10 - 14*q^9*t^3 + 33*q^8*t^4 - 14*q^7*t^5 + 2*q^6*t^6 - 67*q^5*t^7 - 52*q^4*t^8 + 42*q^3*t^9 + 2*q^9*t^2 - 6*q^8*t^3 - 79*q^7*t^4 + 157*q^6*t^5 - 103*q^5*t^6 + 171*q^4*t^7 - 70*q^3*t^8 - 5*q^8*t^2 + 72*q^7*t^3 - 87*q^6*t^4 + 83*q^5*t^5 - 153*q^4*t^6 + 64*q^3*t^7 + 6*q^2*t^8 + 2*q^8*t - 26*q^7*t^2 + 27*q^6*t^3 - 27*q^5*t^4 + 42*q^4*t^5 + 17*q^3*t^6 - 45*q^2*t^7 + 4*q*t^8 + 2*q^7*t + 22*q^6*t^2 - 57*q^5*t^3 + 39*q^4*t^4 - 45*q^3*t^5 + 49*q^2*t^6 - 2*q*t^7 + q^7 - 11*q^6*t + 25*q^5*t^2 - 19*q^4*t^3 + 51*q^3*t^4 - 59*q^2*t^5 + q*t^6 - 3*q^5*t - 3*q^4*t^2 - 15*q^3*t^3 + 3*q^2*t^4 + 24*q*t^5 - 3*t^6 + 3*q^4*t - 3*q^3*t^2 + 14*q^2*t^3 - 16*q*t^4 + t^5 + 4*q^3*t + 4*q*t^3 + t^4 - 4*q^2*t - 2*q*t^2 - 2*t^3 + q*t + t^2)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^3*(q*t - 1)^5*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0077] 'F?NFw'

Zeta functions

ask[-]:

(q^4*t + q^3 - 4*q^2*t + q*t^2 + t)*(q - t)/((q*t - 1)^4*q^4)

ask[+]:

(q^11*t^7 - 2*q^10*t^7 + q^9*t^8 + 2*q^12*t^4 - 3*q^11*t^5 - 2*q^10*t^6 - 4*q^8*t^8 - 4*q^12*t^3 + 4*q^11*t^4 - 4*q^10*t^5 + 9*q^9*t^6 - 2*q^8*t^7 + 4*q^7*t^8 + 7*q^11*t^3 - 12*q^10*t^4 + 14*q^9*t^5 + 10*q^7*t^7 + 2*q^6*t^8 + 12*q^10*t^3 - 11*q^9*t^4 + 12*q^8*t^5 - 22*q^7*t^6 - 8*q^6*t^7 - 4*q^5*t^8 + q^11*t - 9*q^10*t^2 - 4*q^9*t^3 - 13*q^8*t^4 + 8*q^7*t^5 - 19*q^6*t^6 + 2*q^5*t^7 - q^4*t^8 - q^9*t^2 - 3*q^8*t^3 - 8*q^7*t^4 + 25*q^6*t^5 - 2*q^5*t^6 + 29*q^4*t^7 - 6*q^3*t^8 + q^2*t^9 + q^10 - 6*q^9*t + 29*q^8*t^2 - 2*q^7*t^3 + 25*q^6*t^4 - 8*q^5*t^5 - 3*q^4*t^6 - q^3*t^7 - q^8*t + 2*q^7*t^2 - 19*q^6*t^3 + 8*q^5*t^4 - 13*q^4*t^5 - 4*q^3*t^6 - 9*q^2*t^7 + q*t^8 - 4*q^7*t - 8*q^6*t^2 - 22*q^5*t^3 + 12*q^4*t^4 - 11*q^3*t^5 + 12*q^2*t^6 + 2*q^6*t + 10*q^5*t^2 + 14*q^3*t^4 - 12*q^2*t^5 + 7*q*t^6 + 4*q^5*t - 2*q^4*t^2 + 9*q^3*t^3 - 4*q^2*t^4 + 4*q*t^5 - 4*t^6 - 4*q^4*t - 2*q^2*t^3 - 3*q*t^4 + 2*t^5 + q^3*t - 2*q^2*t^2 + q*t^2)/((q^3 - t)*(q^2 - t)*(q*t + 1)*(q*t - 1)^4*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0078] 'F?NJw'

Zeta functions

ask[-]:

-(q^4*t^3 - 2*q^4*t^2 + 3*q^3*t^2 - 5*q^2*t^3 + q*t^4 + 4*q^2*t^2 + q^3 - 5*q^2*t + 3*q*t^2 - 2*t^2 + t)/((q*t - 1)^5*q^3)

ask[+]:

-(q^13*t^14 - 2*q^13*t^13 - 2*q^11*t^15 - q^13*t^12 + 6*q^12*t^13 - 9*q^11*t^14 + 7*q^10*t^15 + 2*q^13*t^11 - 9*q^12*t^12 + 17*q^11*t^13 + q^10*t^14 - 4*q^9*t^15 - 2*q^13*t^10 + 15*q^12*t^11 - 10*q^11*t^12 - 32*q^10*t^13 + 26*q^9*t^14 - 11*q^8*t^15 + q^7*t^16 + 8*q^12*t^10 - 59*q^11*t^11 + 110*q^10*t^12 - 66*q^9*t^13 + 13*q^8*t^14 + 3*q^7*t^15 - 6*q^12*t^9 + 34*q^11*t^10 - 55*q^10*t^11 + 6*q^9*t^12 + 33*q^8*t^13 - 16*q^7*t^14 + q^6*t^15 + 3*q^12*t^8 - 35*q^11*t^9 + 35*q^10*t^10 + 80*q^9*t^11 - 159*q^8*t^12 + 68*q^7*t^13 - 7*q^6*t^14 + q^12*t^7 - q^11*t^8 + 97*q^10*t^9 - 280*q^9*t^10 + 280*q^8*t^11 - 66*q^7*t^12 - 2*q^6*t^13 + q^5*t^14 - q^11*t^7 - 87*q^10*t^8 + 225*q^9*t^9 - 166*q^8*t^10 - 12*q^7*t^11 + 40*q^6*t^12 - 12*q^5*t^13 - 2*q^11*t^6 + 66*q^10*t^7 - 67*q^9*t^8 - 160*q^8*t^9 + 363*q^7*t^10 - 250*q^6*t^11 + 48*q^5*t^12 - 7*q^10*t^6 - 96*q^9*t^7 + 368*q^8*t^8 - 489*q^7*t^9 + 236*q^6*t^10 + 3*q^5*t^11 - 9*q^4*t^12 - 3*q^10*t^5 + 84*q^9*t^6 - 311*q^8*t^7 + 347*q^7*t^8 - 83*q^6*t^9 - 87*q^5*t^10 + 27*q^4*t^11 - 27*q^9*t^5 + 87*q^8*t^6 + 83*q^7*t^7 - 347*q^6*t^8 + 311*q^5*t^9 - 84*q^4*t^10 + 3*q^3*t^11 + 9*q^9*t^4 - 3*q^8*t^5 - 236*q^7*t^6 + 489*q^6*t^7 - 368*q^5*t^8 + 96*q^4*t^9 + 7*q^3*t^10 - 48*q^8*t^4 + 250*q^7*t^5 - 363*q^6*t^6 + 160*q^5*t^7 + 67*q^4*t^8 - 66*q^3*t^9 + 2*q^2*t^10 + 12*q^8*t^3 - 40*q^7*t^4 + 12*q^6*t^5 + 166*q^5*t^6 - 225*q^4*t^7 + 87*q^3*t^8 + q^2*t^9 - q^8*t^2 + 2*q^7*t^3 + 66*q^6*t^4 - 280*q^5*t^5 + 280*q^4*t^6 - 97*q^3*t^7 + q^2*t^8 - q*t^9 + 7*q^7*t^2 - 68*q^6*t^3 + 159*q^5*t^4 - 80*q^4*t^5 - 35*q^3*t^6 + 35*q^2*t^7 - 3*q*t^8 - q^7*t + 16*q^6*t^2 - 33*q^5*t^3 - 6*q^4*t^4 + 55*q^3*t^5 - 34*q^2*t^6 + 6*q*t^7 - 3*q^6*t - 13*q^5*t^2 + 66*q^4*t^3 - 110*q^3*t^4 + 59*q^2*t^5 - 8*q*t^6 - q^6 + 11*q^5*t - 26*q^4*t^2 + 32*q^3*t^3 + 10*q^2*t^4 - 15*q*t^5 + 2*t^6 + 4*q^4*t - q^3*t^2 - 17*q^2*t^3 + 9*q*t^4 - 2*t^5 - 7*q^3*t + 9*q^2*t^2 - 6*q*t^3 + t^4 + 2*q^2*t + 2*t^3 - t^2)/((q*t^2 - 1)^2*(q*t + 1)^3*(q*t - 1)^5*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0079] 'F?NN_'

Zeta functions

ask[-]:

(q^8*t^3 + q^7*t^4 - q^8*t^2 + q^7*t^3 - 2*q^6*t^4 - 2*q^7*t^2 - 4*q^6*t^3 - 2*q^5*t^4 + q^7*t + q^6*t^2 + 3*q^5*t^3 + 3*q^4*t^4 + q^7 - 3*q^6*t + 12*q^5*t^2 - q^4*t^3 + 3*q^3*t^4 - 3*q^5*t + q^4*t^2 - 12*q^3*t^3 + 3*q^2*t^4 - q*t^5 - 3*q^4*t - 3*q^3*t^2 - q^2*t^3 - q*t^4 + 2*q^3*t + 4*q^2*t^2 + 2*q*t^3 + 2*q^2*t - q*t^2 + t^3 - q*t - t^2)/((q^2 - t)*(q*t - 1)^4*(q - t)*q^4)

ask[+]:

-(2*q^11*t^8 + q^10*t^9 - 2*q^12*t^6 - q^11*t^7 - 6*q^10*t^8 - 3*q^9*t^9 - q^12*t^5 + 8*q^11*t^6 - 3*q^10*t^7 + 2*q^8*t^9 + q^12*t^4 + 12*q^10*t^6 + 21*q^8*t^8 + 2*q^7*t^9 + 4*q^11*t^4 - 21*q^10*t^5 - 16*q^9*t^6 - 6*q^8*t^7 - 8*q^7*t^8 - 7*q^6*t^9 - q^11*t^3 - 5*q^10*t^4 + 17*q^9*t^5 - 10*q^8*t^6 + 7*q^7*t^7 - 27*q^6*t^8 + 7*q^5*t^9 + 3*q^10*t^3 - 15*q^9*t^4 + 73*q^8*t^5 - 35*q^7*t^6 + 50*q^6*t^7 - 5*q^5*t^8 + 8*q^4*t^9 - q^3*t^10 - 5*q^10*t^2 + 18*q^9*t^3 - 41*q^8*t^4 + 5*q^7*t^5 - 61*q^6*t^6 + 35*q^5*t^7 - 9*q^4*t^8 - 2*q^3*t^9 + 14*q^8*t^3 - 6*q^7*t^4 + 6*q^5*t^6 - 14*q^4*t^7 + 2*q^9*t + 9*q^8*t^2 - 35*q^7*t^3 + 61*q^6*t^4 - 5*q^5*t^5 + 41*q^4*t^6 - 18*q^3*t^7 + 5*q^2*t^8 + q^9 - 8*q^8*t + 5*q^7*t^2 - 50*q^6*t^3 + 35*q^5*t^4 - 73*q^4*t^5 + 15*q^3*t^6 - 3*q^2*t^7 - 7*q^7*t + 27*q^6*t^2 - 7*q^5*t^3 + 10*q^4*t^4 - 17*q^3*t^5 + 5*q^2*t^6 + q*t^7 + 7*q^6*t + 8*q^5*t^2 + 6*q^4*t^3 + 16*q^3*t^4 + 21*q^2*t^5 - 4*q*t^6 - 2*q^5*t - 21*q^4*t^2 - 12*q^2*t^4 - t^6 - 2*q^4*t + 3*q^2*t^3 - 8*q*t^4 + t^5 + 3*q^3*t + 6*q^2*t^2 + q*t^3 + 2*t^4 - q^2*t - 2*q*t^2)/((q^2 - t)*(q*t + 1)*(q*t - 1)^4*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5]]

[0080] 'F?NNg'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 2*q^3*t^2 - q^4 + 3*q^3*t - 3*q^2*t^2 + q*t^3 + 2*q^2*t + q*t^2 - t)/((q*t - 1)^4*q^4)

ask[+]:

-(q^8*t^4 - 3*q^7*t^5 + 3*q^6*t^6 + q^7*t^4 - 4*q^5*t^6 - 2*q^7*t^3 - 3*q^6*t^4 + 9*q^5*t^5 - 5*q^4*t^6 + q^3*t^7 + 7*q^6*t^3 - 9*q^5*t^4 + 9*q^4*t^5 + q^3*t^6 - 3*q^6*t^2 + 9*q^5*t^3 - 9*q^4*t^4 - 3*q^3*t^5 - 3*q^5*t^2 - 9*q^4*t^3 + 9*q^3*t^4 - 3*q^2*t^5 + q^5*t + 9*q^4*t^2 - 9*q^3*t^3 + 7*q^2*t^4 + q^5 - 5*q^4*t + 9*q^3*t^2 - 3*q^2*t^3 - 2*q*t^4 - 4*q^3*t + q*t^3 + 3*q^2*t - 3*q*t^2 + t^3)/((q*t + 1)*(q*t - 1)^4*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0081] 'F?NNw'

Zeta functions

ask[-]:

(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^11*t^10 - q^11*t^9 - 2*q^10*t^10 + q^13*t^6 + q^12*t^7 - 5*q^11*t^8 + q^10*t^9 - 2*q^8*t^11 - 9*q^12*t^6 + 7*q^11*t^7 + 7*q^10*t^8 + 9*q^9*t^9 + 6*q^7*t^11 + q^13*t^4 - 4*q^12*t^5 + 21*q^11*t^6 - 5*q^10*t^7 - 9*q^9*t^8 - 4*q^8*t^9 + 4*q^7*t^10 - 4*q^6*t^11 + q^12*t^4 + 8*q^11*t^5 + q^10*t^6 - 61*q^9*t^7 + 43*q^8*t^8 - 39*q^7*t^9 - 6*q^6*t^10 - 3*q^5*t^11 - 3*q^12*t^3 - 2*q^11*t^4 - 34*q^10*t^5 + 5*q^9*t^6 + 19*q^8*t^7 + 30*q^7*t^8 - 19*q^6*t^9 + 36*q^5*t^10 - 5*q^4*t^11 + q^3*t^12 + 8*q^11*t^3 - 11*q^10*t^4 + 46*q^9*t^5 + 23*q^8*t^6 - 9*q^7*t^7 + 20*q^6*t^8 + 7*q^5*t^9 - q^11*t^2 + 20*q^10*t^3 - 16*q^9*t^4 + 51*q^8*t^5 - 84*q^7*t^6 + 29*q^6*t^7 - 44*q^5*t^8 - 19*q^4*t^9 - 6*q^3*t^10 - 6*q^10*t^2 - 19*q^9*t^3 - 44*q^8*t^4 + 29*q^7*t^5 - 84*q^6*t^6 + 51*q^5*t^7 - 16*q^4*t^8 + 20*q^3*t^9 - q^2*t^10 + 7*q^8*t^3 + 20*q^7*t^4 - 9*q^6*t^5 + 23*q^5*t^6 + 46*q^4*t^7 - 11*q^3*t^8 + 8*q^2*t^9 + q^10 - 5*q^9*t + 36*q^8*t^2 - 19*q^7*t^3 + 30*q^6*t^4 + 19*q^5*t^5 + 5*q^4*t^6 - 34*q^3*t^7 - 2*q^2*t^8 - 3*q*t^9 - 3*q^8*t - 6*q^7*t^2 - 39*q^6*t^3 + 43*q^5*t^4 - 61*q^4*t^5 + q^3*t^6 + 8*q^2*t^7 + q*t^8 - 4*q^7*t + 4*q^6*t^2 - 4*q^5*t^3 - 9*q^4*t^4 - 5*q^3*t^5 + 21*q^2*t^6 - 4*q*t^7 + t^8 + 6*q^6*t + 9*q^4*t^3 + 7*q^3*t^4 + 7*q^2*t^5 - 9*q*t^6 - 2*q^5*t + q^3*t^3 - 5*q^2*t^4 + q*t^5 + t^6 - 2*q^3*t^2 - q^2*t^3 + q^2*t^2)/((q^2 - t)^2*(q*t + 1)*(q*t - 1)^4*(q - t)*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0082] 'F?NPw'

Zeta functions

ask[-]:

(q^6*t^3 - 2*q^5*t^4 + q^5*t^3 + 2*q^4*t^4 - 3*q^5*t^2 - q^4*t^3 + 4*q^3*t^4 - q^2*t^5 + 4*q^4*t^2 - 10*q^3*t^3 + q^2*t^4 - q^4*t + 10*q^3*t^2 - 4*q^2*t^3 + q^4 - 4*q^3*t + q^2*t^2 + 3*q*t^3 - 2*q^2*t - q*t^2 + 2*q*t - t^2)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1)^2)

ask[+]:

-(q^14*t^17 - q^15*t^15 - 5*q^13*t^17 - 2*q^16*t^13 + 7*q^15*t^14 - 6*q^14*t^15 + 5*q^13*t^16 + 10*q^12*t^17 - q^16*t^12 + 14*q^15*t^13 - 38*q^14*t^14 + 52*q^13*t^15 - 37*q^12*t^16 - 5*q^11*t^17 - q^16*t^11 + 5*q^15*t^12 - 18*q^14*t^13 + 19*q^13*t^14 - 51*q^12*t^15 + 57*q^11*t^16 - 9*q^10*t^17 + q^9*t^18 + 11*q^15*t^11 - 49*q^14*t^12 + 68*q^13*t^13 + 46*q^12*t^14 - 78*q^11*t^15 + 21*q^10*t^16 - 2*q^9*t^17 - 46*q^14*t^11 + 210*q^13*t^12 - 380*q^12*t^13 + 225*q^11*t^14 - 24*q^10*t^15 - 25*q^9*t^16 + 4*q^8*t^17 - q^15*t^9 + 31*q^14*t^10 - 60*q^13*t^11 - 56*q^12*t^12 + 312*q^11*t^13 - 329*q^10*t^14 + 158*q^9*t^15 - 18*q^8*t^16 + q^15*t^8 - 7*q^14*t^9 - 54*q^13*t^10 + 249*q^12*t^11 - 428*q^11*t^12 + 400*q^10*t^13 - 185*q^9*t^14 + 3*q^8*t^15 + 6*q^7*t^16 - 6*q^14*t^8 + 68*q^13*t^9 - 205*q^12*t^10 + 328*q^11*t^11 - 332*q^10*t^12 + 74*q^9*t^13 + 105*q^8*t^14 - 39*q^7*t^15 + 2*q^14*t^7 - 36*q^13*t^8 + 120*q^12*t^9 - 103*q^11*t^10 - 150*q^10*t^11 + 527*q^9*t^12 - 468*q^8*t^13 + 124*q^7*t^14 + 2*q^6*t^15 + 2*q^13*t^7 + 70*q^12*t^8 - 418*q^11*t^9 + 882*q^10*t^10 - 1066*q^9*t^11 + 640*q^8*t^12 - 100*q^7*t^13 - 30*q^6*t^14 - q^13*t^6 - 46*q^12*t^7 + 247*q^11*t^8 - 505*q^10*t^9 + 622*q^9*t^10 - 282*q^8*t^11 - 126*q^7*t^12 + 106*q^6*t^13 - 4*q^5*t^14 + 30*q^12*t^6 - 164*q^11*t^7 + 260*q^10*t^8 + 35*q^9*t^9 - 670*q^8*t^10 + 793*q^7*t^11 - 314*q^6*t^12 + 24*q^5*t^13 - 6*q^12*t^5 + 11*q^11*t^6 + 286*q^10*t^7 - 1105*q^9*t^8 + 1636*q^8*t^9 - 1105*q^7*t^10 + 286*q^6*t^11 + 11*q^5*t^12 - 6*q^4*t^13 + 24*q^11*t^5 - 314*q^10*t^6 + 793*q^9*t^7 - 670*q^8*t^8 + 35*q^7*t^9 + 260*q^6*t^10 - 164*q^5*t^11 + 30*q^4*t^12 - 4*q^11*t^4 + 106*q^10*t^5 - 126*q^9*t^6 - 282*q^8*t^7 + 622*q^7*t^8 - 505*q^6*t^9 + 247*q^5*t^10 - 46*q^4*t^11 - q^3*t^12 - 30*q^10*t^4 - 100*q^9*t^5 + 640*q^8*t^6 - 1066*q^7*t^7 + 882*q^6*t^8 - 418*q^5*t^9 + 70*q^4*t^10 + 2*q^3*t^11 + 2*q^10*t^3 + 124*q^9*t^4 - 468*q^8*t^5 + 527*q^7*t^6 - 150*q^6*t^7 - 103*q^5*t^8 + 120*q^4*t^9 - 36*q^3*t^10 + 2*q^2*t^11 - 39*q^9*t^3 + 105*q^8*t^4 + 74*q^7*t^5 - 332*q^6*t^6 + 328*q^5*t^7 - 205*q^4*t^8 + 68*q^3*t^9 - 6*q^2*t^10 + 6*q^9*t^2 + 3*q^8*t^3 - 185*q^7*t^4 + 400*q^6*t^5 - 428*q^5*t^6 + 249*q^4*t^7 - 54*q^3*t^8 - 7*q^2*t^9 + q*t^10 - 18*q^8*t^2 + 158*q^7*t^3 - 329*q^6*t^4 + 312*q^5*t^5 - 56*q^4*t^6 - 60*q^3*t^7 + 31*q^2*t^8 - q*t^9 + 4*q^8*t - 25*q^7*t^2 - 24*q^6*t^3 + 225*q^5*t^4 - 380*q^4*t^5 + 210*q^3*t^6 - 46*q^2*t^7 - 2*q^7*t + 21*q^6*t^2 - 78*q^5*t^3 + 46*q^4*t^4 + 68*q^3*t^5 - 49*q^2*t^6 + 11*q*t^7 + q^7 - 9*q^6*t + 57*q^5*t^2 - 51*q^4*t^3 + 19*q^3*t^4 - 18*q^2*t^5 + 5*q*t^6 - t^7 - 5*q^5*t - 37*q^4*t^2 + 52*q^3*t^3 - 38*q^2*t^4 + 14*q*t^5 - t^6 + 10*q^4*t + 5*q^3*t^2 - 6*q^2*t^3 + 7*q*t^4 - 2*t^5 - 5*q^3*t - q*t^3 + q^2*t)/((q^3*t^2 - 1)*(q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^4*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 5], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0083] 'F?NVW'

Zeta functions

ask[-]:

-(q^6*t^3 + q^6*t^2 - 7*q^5*t^3 + 3*q^4*t^4 + q^5*t^2 + 4*q^4*t^3 - 4*q^3*t^4 - q^5*t - 2*q^4*t^2 + 12*q^3*t^3 - 5*q^2*t^4 + q*t^5 - q^5 + 5*q^4*t - 12*q^3*t^2 + 2*q^2*t^3 + q*t^4 + 4*q^3*t - 4*q^2*t^2 - q*t^3 - 3*q^2*t + 7*q*t^2 - t^3 - t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^12*t^7 + 3*q^13*t^5 - 3*q^12*t^6 - 8*q^11*t^7 + 3*q^10*t^8 - q^8*t^10 + 4*q^13*t^4 - 19*q^12*t^5 + 3*q^11*t^6 + 35*q^10*t^7 - 9*q^9*t^8 - 6*q^8*t^9 + 5*q^7*t^10 - q^13*t^3 - 8*q^12*t^4 + 26*q^11*t^5 + 31*q^10*t^6 - 62*q^9*t^7 - 15*q^8*t^8 + 29*q^7*t^9 - 8*q^6*t^10 - 5*q^12*t^3 + 23*q^11*t^4 - 13*q^10*t^5 - 83*q^9*t^6 + 52*q^8*t^7 + 50*q^7*t^8 - 39*q^6*t^9 - 2*q^12*t^2 + 33*q^11*t^3 - 66*q^10*t^4 - 2*q^9*t^5 + 112*q^8*t^6 - 30*q^7*t^7 - 38*q^6*t^8 + 18*q^5*t^9 + 9*q^4*t^10 - 2*q^11*t^2 - 31*q^10*t^3 + 37*q^9*t^4 + 80*q^8*t^5 - 118*q^7*t^6 - 34*q^6*t^7 + 72*q^5*t^8 - 34*q^4*t^9 + 4*q^3*t^10 - q^2*t^11 + 2*q^11*t - 9*q^10*t^2 + 46*q^9*t^3 - 42*q^8*t^4 - 91*q^7*t^5 + 91*q^6*t^6 + 42*q^5*t^7 - 46*q^4*t^8 + 9*q^3*t^9 - 2*q^2*t^10 + q^11 - 4*q^10*t + 34*q^9*t^2 - 72*q^8*t^3 + 34*q^7*t^4 + 118*q^6*t^5 - 80*q^5*t^6 - 37*q^4*t^7 + 31*q^3*t^8 + 2*q^2*t^9 - 9*q^9*t - 18*q^8*t^2 + 38*q^7*t^3 + 30*q^6*t^4 - 112*q^5*t^5 + 2*q^4*t^6 + 66*q^3*t^7 - 33*q^2*t^8 + 2*q*t^9 + 39*q^7*t^2 - 50*q^6*t^3 - 52*q^5*t^4 + 83*q^4*t^5 + 13*q^3*t^6 - 23*q^2*t^7 + 5*q*t^8 + 8*q^7*t - 29*q^6*t^2 + 15*q^5*t^3 + 62*q^4*t^4 - 31*q^3*t^5 - 26*q^2*t^6 + 8*q*t^7 + t^8 - 5*q^6*t + 6*q^5*t^2 + 9*q^4*t^3 - 35*q^3*t^4 - 3*q^2*t^5 + 19*q*t^6 - 4*t^7 + q^5*t - 3*q^3*t^3 + 8*q^2*t^4 + 3*q*t^5 - 3*t^6 - q*t^4)/((q^2 - t)^2*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0084] 'F?N^W'

Zeta functions

ask[-]:

-(q^6*t^3 - 5*q^5*t^3 + 2*q^4*t^4 + 2*q^5*t^2 + 2*q^4*t^3 - 3*q^3*t^4 - 3*q^4*t^2 + 11*q^3*t^3 - 4*q^2*t^4 + q*t^5 - q^5 + 4*q^4*t - 11*q^3*t^2 + 3*q^2*t^3 + 3*q^3*t - 2*q^2*t^2 - 2*q*t^3 - 2*q^2*t + 5*q*t^2 - t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(2*q^11*t^8 + 2*q^12*t^6 - 2*q^11*t^7 - 9*q^10*t^8 + q^9*t^9 - 5*q^8*t^10 + q^7*t^11 + 2*q^12*t^5 - 19*q^11*t^6 + 7*q^10*t^7 + 28*q^9*t^8 - 12*q^8*t^9 + 21*q^7*t^10 - q^6*t^11 + q^12*t^4 - 6*q^11*t^5 + 42*q^10*t^6 + 15*q^9*t^7 - 57*q^8*t^8 + 22*q^7*t^9 - 26*q^6*t^10 - 7*q^5*t^11 - q^12*t^3 - q^11*t^4 + 10*q^10*t^5 - 40*q^9*t^6 - 67*q^8*t^7 + 61*q^7*t^8 - 16*q^6*t^9 + 10*q^5*t^10 + 14*q^4*t^11 - 2*q^11*t^3 + 18*q^10*t^4 - 61*q^9*t^5 + 54*q^8*t^6 + 91*q^7*t^7 - 62*q^6*t^8 + 52*q^5*t^9 - 21*q^4*t^10 - q^2*t^12 + 18*q^10*t^3 - 41*q^9*t^4 + 99*q^8*t^5 - 17*q^7*t^6 - 125*q^6*t^7 + 59*q^5*t^8 - 47*q^4*t^9 + q^3*t^10 - q^2*t^11 - 8*q^10*t^2 - 17*q^9*t^3 + 18*q^8*t^4 - 89*q^7*t^5 + 89*q^5*t^7 - 18*q^4*t^8 + 17*q^3*t^9 + 8*q^2*t^10 + q^10*t - q^9*t^2 + 47*q^8*t^3 - 59*q^7*t^4 + 125*q^6*t^5 + 17*q^5*t^6 - 99*q^4*t^7 + 41*q^3*t^8 - 18*q^2*t^9 + q^10 + 21*q^8*t^2 - 52*q^7*t^3 + 62*q^6*t^4 - 91*q^5*t^5 - 54*q^4*t^6 + 61*q^3*t^7 - 18*q^2*t^8 + 2*q*t^9 - 14*q^8*t - 10*q^7*t^2 + 16*q^6*t^3 - 61*q^5*t^4 + 67*q^4*t^5 + 40*q^3*t^6 - 10*q^2*t^7 + q*t^8 + t^9 + 7*q^7*t + 26*q^6*t^2 - 22*q^5*t^3 + 57*q^4*t^4 - 15*q^3*t^5 - 42*q^2*t^6 + 6*q*t^7 - t^8 + q^6*t - 21*q^5*t^2 + 12*q^4*t^3 - 28*q^3*t^4 - 7*q^2*t^5 + 19*q*t^6 - 2*t^7 - q^5*t + 5*q^4*t^2 - q^3*t^3 + 9*q^2*t^4 + 2*q*t^5 - 2*t^6 - 2*q*t^4)/((q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0085] 'F?N^w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^18*t^7 - q^17*t^8 + q^15*t^10 + q^18*t^6 - 4*q^17*t^7 + q^16*t^8 - q^15*t^9 - 2*q^14*t^10 - 4*q^18*t^5 + q^17*t^6 + 9*q^16*t^7 - 4*q^15*t^8 + 4*q^14*t^9 + q^13*t^10 - q^12*t^11 + q^19*t^3 - 2*q^18*t^4 + 13*q^17*t^5 + q^16*t^6 - 20*q^15*t^7 + 13*q^14*t^8 + 3*q^13*t^9 + q^12*t^10 + 3*q^11*t^11 - 3*q^10*t^12 - q^18*t^3 - 2*q^17*t^4 - 4*q^16*t^5 - 18*q^15*t^6 + 20*q^14*t^7 - 3*q^13*t^8 - 22*q^12*t^9 - 2*q^11*t^10 - 8*q^10*t^11 + 9*q^9*t^12 + q^8*t^13 - 4*q^17*t^3 - 4*q^16*t^4 + 15*q^15*t^5 + 2*q^14*t^6 - 17*q^13*t^7 + 3*q^12*t^8 + 8*q^11*t^9 + 6*q^10*t^10 + 14*q^9*t^11 - 7*q^8*t^12 - 2*q^7*t^13 + 7*q^17*t^2 - 2*q^16*t^3 + 24*q^15*t^4 - 15*q^14*t^5 - 18*q^13*t^6 + 37*q^12*t^7 + 22*q^11*t^8 - 6*q^10*t^9 - 5*q^9*t^10 - 15*q^8*t^11 + q^6*t^13 - q^17*t - 3*q^16*t^2 - 10*q^15*t^3 - 3*q^14*t^4 + 10*q^13*t^5 + 3*q^12*t^6 - 8*q^11*t^7 - 34*q^10*t^8 - 18*q^9*t^9 + 4*q^8*t^10 + 22*q^7*t^11 - 5*q^6*t^12 - 3*q^5*t^13 - q^17 - 2*q^15*t^2 - 6*q^14*t^3 + 18*q^13*t^4 - 28*q^12*t^5 - 24*q^11*t^6 + 18*q^10*t^7 + 28*q^9*t^8 + 7*q^8*t^9 + 4*q^7*t^10 + 3*q^6*t^11 - 7*q^5*t^12 + 10*q^4*t^13 + 10*q^15*t - 7*q^14*t^2 + 3*q^13*t^3 + 4*q^12*t^4 + 7*q^11*t^5 + 28*q^10*t^6 + 18*q^9*t^7 - 24*q^8*t^8 - 28*q^7*t^9 + 18*q^6*t^10 - 6*q^5*t^11 - 2*q^4*t^12 - q^2*t^14 - 3*q^14*t - 5*q^13*t^2 + 22*q^12*t^3 + 4*q^11*t^4 - 18*q^10*t^5 - 34*q^9*t^6 - 8*q^8*t^7 + 3*q^7*t^8 + 10*q^6*t^9 - 3*q^5*t^10 - 10*q^4*t^11 - 3*q^3*t^12 - q^2*t^13 + q^13*t - 15*q^11*t^3 - 5*q^10*t^4 - 6*q^9*t^5 + 22*q^8*t^6 + 37*q^7*t^7 - 18*q^6*t^8 - 15*q^5*t^9 + 24*q^4*t^10 - 2*q^3*t^11 + 7*q^2*t^12 - 2*q^12*t - 7*q^11*t^2 + 14*q^10*t^3 + 6*q^9*t^4 + 8*q^8*t^5 + 3*q^7*t^6 - 17*q^6*t^7 + 2*q^5*t^8 + 15*q^4*t^9 - 4*q^3*t^10 - 4*q^2*t^11 + q^11*t + 9*q^10*t^2 - 8*q^9*t^3 - 2*q^8*t^4 - 22*q^7*t^5 - 3*q^6*t^6 + 20*q^5*t^7 - 18*q^4*t^8 - 4*q^3*t^9 - 2*q^2*t^10 - q*t^11 - 3*q^9*t^2 + 3*q^8*t^3 + q^7*t^4 + 3*q^6*t^5 + 13*q^5*t^6 - 20*q^4*t^7 + q^3*t^8 + 13*q^2*t^9 - 2*q*t^10 + t^11 - q^7*t^3 + q^6*t^4 + 4*q^5*t^5 - 4*q^4*t^6 + 9*q^3*t^7 + q^2*t^8 - 4*q*t^9 - 2*q^5*t^4 - q^4*t^5 + q^3*t^6 - 4*q^2*t^7 + q*t^8 + q^4*t^4 - q^2*t^6 + q*t^7)/((q^3 - t)*(q^2 + t)*(q^2 - t)^2*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^2*q^5*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0086] 'F?N~o'

Zeta functions

ask[-]:

(q^6*t^3 - q^5*t^3 + q^7 - 2*q^6*t - q^5*t^2 - q^4*t^3 - q^5*t + 4*q^4*t^2 + 4*q^3*t^2 - q^2*t^3 - q^3*t - q^2*t^2 - 2*q*t^3 + t^4 - q^2*t + q*t)/((q^3 - t)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^13*t^5 + q^13*t^4 - 2*q^12*t^5 - q^10*t^7 - 3*q^12*t^4 - q^11*t^5 - q^10*t^6 + 3*q^9*t^7 - q^8*t^8 - q^12*t^3 + 4*q^11*t^4 + 2*q^9*t^6 + q^8*t^7 + 2*q^7*t^8 - 2*q^12*t^2 + 6*q^11*t^3 - 2*q^10*t^4 + 2*q^9*t^5 + 3*q^8*t^6 - 5*q^7*t^7 - q^6*t^8 - q^11*t^2 + q^10*t^3 - 5*q^9*t^4 + q^8*t^5 - 5*q^6*t^7 - q^5*t^8 + q^11*t + 3*q^10*t^2 + q^9*t^3 - 6*q^8*t^4 - 3*q^7*t^5 + 7*q^6*t^6 - 3*q^5*t^7 + 5*q^4*t^8 + q^11 - 2*q^10*t - 2*q^9*t^2 + 4*q^8*t^3 - 5*q^7*t^4 + 5*q^6*t^5 - 4*q^5*t^6 + 2*q^4*t^7 + 2*q^3*t^8 - q^2*t^9 - 5*q^9*t + 3*q^8*t^2 - 7*q^7*t^3 + 3*q^6*t^4 + 6*q^5*t^5 - q^4*t^6 - 3*q^3*t^7 - q^2*t^8 + q^8*t + 5*q^7*t^2 - q^5*t^4 + 5*q^4*t^5 - q^3*t^6 + q^2*t^7 + q^7*t + 5*q^6*t^2 - 3*q^5*t^3 - 2*q^4*t^4 + 2*q^3*t^5 - 6*q^2*t^6 + 2*q*t^7 - 2*q^6*t - q^5*t^2 - 2*q^4*t^3 - 4*q^2*t^5 + q*t^6 + q^5*t - 3*q^4*t^2 + q^3*t^3 + q^2*t^4 + 3*q*t^5 + q^3*t^2 + 2*q*t^4 - t^5 - t^4)/((q^3 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^2*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0087] 'F?N~w'

Zeta functions

ask[-]:

(q^2 - t)*(q - t)^2/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(2*q^16*t^8 + q^16*t^7 - 5*q^15*t^8 + q^17*t^5 - 5*q^16*t^6 - 5*q^15*t^7 + 2*q^14*t^8 - q^13*t^9 - q^18*t^3 + 2*q^17*t^4 - 10*q^16*t^5 + 16*q^15*t^6 + 8*q^14*t^7 + 2*q^13*t^8 + 2*q^12*t^9 - 3*q^11*t^10 + 3*q^17*t^3 + 12*q^15*t^5 + q^14*t^6 - 11*q^13*t^7 + 8*q^12*t^8 - 4*q^11*t^9 + 8*q^10*t^10 + q^9*t^11 + 3*q^16*t^3 + q^15*t^4 - 22*q^14*t^5 - 2*q^13*t^6 + 2*q^12*t^7 - 15*q^11*t^8 + 14*q^10*t^9 - 2*q^9*t^10 - 3*q^8*t^11 - 7*q^16*t^2 - q^15*t^3 - 20*q^14*t^4 + 25*q^13*t^5 - q^12*t^6 - 14*q^11*t^7 + 4*q^10*t^8 - 14*q^9*t^9 - 15*q^8*t^10 + 5*q^7*t^11 + 2*q^15*t^2 + 12*q^14*t^3 - 4*q^13*t^4 - 6*q^12*t^5 + 8*q^10*t^7 - 8*q^9*t^8 + 3*q^8*t^9 + 15*q^7*t^10 - 6*q^6*t^11 + q^16 + 12*q^14*t^2 - 9*q^13*t^3 + 15*q^11*t^5 + 15*q^10*t^6 - 9*q^9*t^7 + 23*q^8*t^8 + 26*q^7*t^9 - 16*q^6*t^10 + 4*q^5*t^11 - 5*q^14*t - 8*q^13*t^2 + 17*q^12*t^3 + 7*q^11*t^4 + q^10*t^5 - q^8*t^7 - 7*q^7*t^8 - 17*q^6*t^9 + 8*q^5*t^10 + 5*q^4*t^11 - 4*q^13*t + 16*q^12*t^2 - 26*q^11*t^3 - 23*q^10*t^4 + 9*q^9*t^5 - 15*q^8*t^6 - 15*q^7*t^7 + 9*q^5*t^9 - 12*q^4*t^10 - q^2*t^12 + 6*q^12*t - 15*q^11*t^2 - 3*q^10*t^3 + 8*q^9*t^4 - 8*q^8*t^5 + 6*q^6*t^7 + 4*q^5*t^8 - 12*q^4*t^9 - 2*q^3*t^10 - 5*q^11*t + 15*q^10*t^2 + 14*q^9*t^3 - 4*q^8*t^4 + 14*q^7*t^5 + q^6*t^6 - 25*q^5*t^7 + 20*q^4*t^8 + q^3*t^9 + 7*q^2*t^10 + 3*q^10*t + 2*q^9*t^2 - 14*q^8*t^3 + 15*q^7*t^4 - 2*q^6*t^5 + 2*q^5*t^6 + 22*q^4*t^7 - q^3*t^8 - 3*q^2*t^9 - q^9*t - 8*q^8*t^2 + 4*q^7*t^3 - 8*q^6*t^4 + 11*q^5*t^5 - q^4*t^6 - 12*q^3*t^7 - 3*q*t^9 + 3*q^7*t^2 - 2*q^6*t^3 - 2*q^5*t^4 - 8*q^4*t^5 - 16*q^3*t^6 + 10*q^2*t^7 - 2*q*t^8 + t^9 + q^5*t^3 - 2*q^4*t^4 + 5*q^3*t^5 + 5*q^2*t^6 - q*t^7 + 5*q^3*t^4 - q^2*t^5 - 2*q^2*t^4)/((q^4 - t)*(q^2 + t)*(q^2 - t)^2*(q*t + 1)*(q*t - 1)^3*(q - t)*q^5*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0088] 'F?O|o'

Zeta functions
ask[-]:	-(q^4t^2 - 2q^4t + q^3t^2 + 2q^3t - 5q^2t^2 + qt^3 - q^3 + 5q^2t - 2qt^2 - qt + 2t^2 - t)/((q^2t - 1)(qt - 1)^3*q^3)
ask[+]:	-(q^4t^2 - 2q^4t + q^3t^2 + 2q^3t - 5q^2t^2 + qt^3 - q^3 + 5q^2t - 2qt^2 - qt + 2t^2 - t)/((q^2t - 1)(qt - 1)^3*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0089] 'F?O|w'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^4*t^3 + 4*q^3*t^3 - q^2*t^4 - q^4*t - 4*q^3*t^2 + 3*q^2*t^3 + 3*q^3*t - 4*q^2*t^2 - q*t^3 - q^3 + 4*q^2*t - 2*q*t + t^2)/((q^2*t - 1)*(q*t - 1)^4*q^3)

ask[+]:

(3*q^14*t^10 - q^13*t^11 + q^14*t^9 - 10*q^13*t^10 + 2*q^12*t^11 - 3*q^13*t^9 + 4*q^12*t^10 + 4*q^11*t^11 - 9*q^13*t^8 + 17*q^12*t^9 + 9*q^11*t^10 - 13*q^10*t^11 + q^9*t^12 + 3*q^13*t^7 + 12*q^12*t^8 - 25*q^11*t^9 + 9*q^10*t^10 + q^9*t^11 - 7*q^12*t^7 + 26*q^11*t^8 - 41*q^10*t^9 + 5*q^9*t^10 + q^8*t^11 + q^12*t^6 - 15*q^11*t^7 + 2*q^10*t^8 + 28*q^9*t^9 - 2*q^8*t^10 - q^12*t^5 + 17*q^11*t^6 - 7*q^10*t^7 - 11*q^9*t^8 + 10*q^8*t^9 - 6*q^7*t^10 - 16*q^10*t^6 + 23*q^9*t^7 - 28*q^8*t^8 + 11*q^7*t^9 - 35*q^9*t^6 + 71*q^8*t^7 - 44*q^7*t^8 + 3*q^6*t^9 - 2*q^10*t^4 + 20*q^9*t^5 - 39*q^8*t^6 + 29*q^7*t^7 + 16*q^6*t^8 - 3*q^5*t^9 - 7*q^9*t^4 + 42*q^8*t^5 - 42*q^6*t^7 + 7*q^5*t^8 + 3*q^9*t^3 - 16*q^8*t^4 - 29*q^7*t^5 + 39*q^6*t^6 - 20*q^5*t^7 + 2*q^4*t^8 - 3*q^8*t^3 + 44*q^7*t^4 - 71*q^6*t^5 + 35*q^5*t^6 - 11*q^7*t^3 + 28*q^6*t^4 - 23*q^5*t^5 + 16*q^4*t^6 + 6*q^7*t^2 - 10*q^6*t^3 + 11*q^5*t^4 + 7*q^4*t^5 - 17*q^3*t^6 + q^2*t^7 + 2*q^6*t^2 - 28*q^5*t^3 - 2*q^4*t^4 + 15*q^3*t^5 - q^2*t^6 - q^6*t - 5*q^5*t^2 + 41*q^4*t^3 - 26*q^3*t^4 + 7*q^2*t^5 - q^5*t - 9*q^4*t^2 + 25*q^3*t^3 - 12*q^2*t^4 - 3*q*t^5 - q^5 + 13*q^4*t - 9*q^3*t^2 - 17*q^2*t^3 + 9*q*t^4 - 4*q^3*t - 4*q^2*t^2 + 3*q*t^3 - 2*q^2*t + 10*q*t^2 - t^3 + q*t - 3*t^2)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^3*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0090] 'F?StW'

Zeta functions

ask[-]:

-(4*q^4*t^4 - q^5*t^2 - 9*q^4*t^3 - 7*q^3*t^4 + q^2*t^5 + 12*q^4*t^2 + 12*q^3*t^3 - 4*q^2*t^4 - 2*q^4*t - 18*q^3*t^2 + 18*q^2*t^3 + 2*q*t^4 + 4*q^3*t - 12*q^2*t^2 - 12*q*t^3 - q^3 + 7*q^2*t + 9*q*t^2 + t^3 - 4*q*t)/((q*t - 1)^6*q^3)

ask[+]:

-(q^11*t^11 + 3*q^11*t^10 - 6*q^10*t^11 - 11*q^10*t^10 + 18*q^9*t^11 + 2*q^10*t^9 - 8*q^9*t^10 - 23*q^8*t^11 + q^7*t^12 - 6*q^10*t^8 + 29*q^9*t^9 + 52*q^8*t^10 + 3*q^7*t^11 - q^10*t^7 - 7*q^9*t^8 - 121*q^8*t^9 - 25*q^7*t^10 + 3*q^6*t^11 + 8*q^9*t^7 + 144*q^8*t^8 + 103*q^7*t^9 - 14*q^6*t^10 + 2*q^9*t^6 - 117*q^8*t^7 - 233*q^7*t^8 + 34*q^6*t^9 + 5*q^5*t^10 + 50*q^8*t^6 + 296*q^7*t^7 - 38*q^5*t^9 - 6*q^8*t^5 - 244*q^7*t^6 - 115*q^6*t^7 + 121*q^5*t^8 + 3*q^4*t^9 + q^8*t^4 + 101*q^7*t^5 + 206*q^6*t^6 - 174*q^5*t^7 - 37*q^4*t^8 - 37*q^7*t^4 - 174*q^6*t^5 + 206*q^5*t^6 + 101*q^4*t^7 + q^3*t^8 + 3*q^7*t^3 + 121*q^6*t^4 - 115*q^5*t^5 - 244*q^4*t^6 - 6*q^3*t^7 - 38*q^6*t^3 + 296*q^4*t^5 + 50*q^3*t^6 + 5*q^6*t^2 + 34*q^5*t^3 - 233*q^4*t^4 - 117*q^3*t^5 + 2*q^2*t^6 - 14*q^5*t^2 + 103*q^4*t^3 + 144*q^3*t^4 + 8*q^2*t^5 + 3*q^5*t - 25*q^4*t^2 - 121*q^3*t^3 - 7*q^2*t^4 - q*t^5 + 3*q^4*t + 52*q^3*t^2 + 29*q^2*t^3 - 6*q*t^4 + q^4 - 23*q^3*t - 8*q^2*t^2 + 2*q*t^3 + 18*q^2*t - 11*q*t^2 - 6*q*t + 3*t^2 + t)/((q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^6*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0091] 'F?S|w'

Zeta functions

ask[-]:

(q^5*t^3 - 2*q^4*t^4 + 5*q^3*t^4 - q^2*t^5 - 3*q^4*t^2 - 4*q^3*t^3 + 2*q^2*t^4 + 10*q^3*t^2 - 10*q^2*t^3 - 2*q^3*t + 4*q^2*t^2 + 3*q*t^3 + q^3 - 5*q^2*t + 2*q*t - t^2)/((q*t - 1)^6*q^3)

ask[+]:

(q^13*t^12 + 3*q^12*t^13 - 2*q^11*t^14 - 2*q^13*t^11 - 4*q^12*t^12 - 8*q^11*t^13 + 5*q^10*t^14 + q^13*t^10 + 13*q^11*t^12 - 4*q^10*t^13 + 2*q^9*t^14 + q^13*t^9 - 10*q^12*t^10 + 16*q^11*t^11 - 9*q^10*t^12 + 19*q^9*t^13 - 16*q^8*t^14 + q^7*t^15 + 8*q^12*t^9 + 10*q^11*t^10 - 41*q^10*t^11 - 18*q^9*t^12 + 16*q^8*t^13 + 5*q^7*t^14 - 5*q^12*t^8 - 9*q^11*t^9 + 9*q^10*t^10 + 90*q^9*t^11 - 46*q^8*t^12 - 13*q^7*t^13 + q^6*t^14 - q^12*t^7 + 20*q^11*t^8 - 59*q^10*t^9 - 7*q^9*t^10 - 55*q^8*t^11 + 90*q^7*t^12 - 10*q^6*t^13 - 7*q^11*t^7 + 50*q^10*t^8 + 53*q^9*t^9 - q^8*t^10 - 112*q^7*t^11 + 7*q^6*t^12 + 2*q^5*t^13 + 3*q^11*t^6 - 46*q^10*t^7 - 119*q^9*t^8 + 10*q^8*t^9 + 192*q^7*t^10 + 16*q^6*t^11 - 20*q^5*t^12 + 9*q^10*t^6 + 192*q^9*t^7 - 21*q^8*t^8 - 108*q^7*t^9 - 158*q^6*t^10 + 67*q^5*t^11 + q^4*t^12 + 2*q^10*t^5 - 126*q^9*t^6 - 38*q^8*t^7 + 52*q^7*t^8 + 207*q^6*t^9 - 91*q^5*t^10 - 14*q^4*t^11 + 52*q^9*t^5 + 76*q^8*t^6 - 122*q^7*t^7 - 122*q^6*t^8 + 76*q^5*t^9 + 52*q^4*t^10 - 14*q^9*t^4 - 91*q^8*t^5 + 207*q^7*t^6 + 52*q^6*t^7 - 38*q^5*t^8 - 126*q^4*t^9 + 2*q^3*t^10 + q^9*t^3 + 67*q^8*t^4 - 158*q^7*t^5 - 108*q^6*t^6 - 21*q^5*t^7 + 192*q^4*t^8 + 9*q^3*t^9 - 20*q^8*t^3 + 16*q^7*t^4 + 192*q^6*t^5 + 10*q^5*t^6 - 119*q^4*t^7 - 46*q^3*t^8 + 3*q^2*t^9 + 2*q^8*t^2 + 7*q^7*t^3 - 112*q^6*t^4 - q^5*t^5 + 53*q^4*t^6 + 50*q^3*t^7 - 7*q^2*t^8 - 10*q^7*t^2 + 90*q^6*t^3 - 55*q^5*t^4 - 7*q^4*t^5 - 59*q^3*t^6 + 20*q^2*t^7 - q*t^8 + q^7*t - 13*q^6*t^2 - 46*q^5*t^3 + 90*q^4*t^4 + 9*q^3*t^5 - 9*q^2*t^6 - 5*q*t^7 + 5*q^6*t + 16*q^5*t^2 - 18*q^4*t^3 - 41*q^3*t^4 + 10*q^2*t^5 + 8*q*t^6 + q^6 - 16*q^5*t + 19*q^4*t^2 - 9*q^3*t^3 + 16*q^2*t^4 - 10*q*t^5 + t^6 + 2*q^4*t - 4*q^3*t^2 + 13*q^2*t^3 + t^5 + 5*q^3*t - 8*q^2*t^2 - 4*q*t^3 - 2*t^4 - 2*q^2*t + 3*q*t^2 + t^3)/((q*t + 1)^4*(q*t - 1)^6*(t^2 - q)*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0092] 'F?Tto'

Zeta functions

ask[-]:

(q^6*t^5 - 2*q^7*t^3 + 2*q^6*t^4 - 3*q^5*t^5 + q^7*t^2 - q^6*t^3 + q^5*t^4 - q^4*t^5 + 5*q^6*t^2 - 3*q^5*t^3 + q^4*t^4 + 5*q^3*t^5 - q^6*t - 9*q^5*t^2 + 16*q^4*t^3 - 16*q^3*t^4 + 5*q^2*t^5 - q*t^6 - q^6 + 5*q^5*t - 16*q^4*t^2 + 16*q^3*t^3 - 9*q^2*t^4 - q*t^5 + 5*q^4*t + q^3*t^2 - 3*q^2*t^3 + 5*q*t^4 - q^3*t + q^2*t^2 - q*t^3 + t^4 - 3*q^2*t + 2*q*t^2 - 2*t^3 + q*t)/((q*t - 1)^4*(q - t)^2*q^4*(t - 1))

ask[+]:

-(2*q^10*t^8 + q^9*t^9 - q^11*t^6 - 9*q^9*t^8 - 5*q^8*t^9 - q^11*t^5 + 2*q^10*t^6 + 8*q^8*t^8 + 12*q^7*t^9 + q^11*t^4 - q^10*t^5 + 23*q^9*t^6 - 18*q^8*t^7 + 30*q^7*t^8 - 20*q^6*t^9 + 4*q^10*t^4 - 18*q^9*t^5 - 18*q^8*t^6 - 5*q^7*t^7 - 48*q^6*t^8 + 16*q^5*t^9 - 2*q^10*t^3 + q^9*t^4 - 6*q^8*t^5 + 8*q^7*t^6 + 53*q^6*t^7 - 2*q^5*t^8 + 6*q^4*t^9 - q^3*t^10 + 4*q^9*t^3 - 26*q^8*t^4 + 142*q^7*t^5 - 144*q^6*t^6 + 67*q^5*t^7 - 20*q^4*t^8 - 2*q^3*t^9 - 3*q^9*t^2 + 20*q^8*t^3 - 54*q^7*t^4 - 40*q^6*t^5 + 14*q^5*t^6 - 27*q^4*t^7 + 9*q^3*t^8 - 9*q^8*t^2 + 27*q^7*t^3 - 14*q^6*t^4 + 40*q^5*t^5 + 54*q^4*t^6 - 20*q^3*t^7 + 3*q^2*t^8 + 2*q^8*t + 20*q^7*t^2 - 67*q^6*t^3 + 144*q^5*t^4 - 142*q^4*t^5 + 26*q^3*t^6 - 4*q^2*t^7 + q^8 - 6*q^7*t + 2*q^6*t^2 - 53*q^5*t^3 - 8*q^4*t^4 + 6*q^3*t^5 - q^2*t^6 + 2*q*t^7 - 16*q^6*t + 48*q^5*t^2 + 5*q^4*t^3 + 18*q^3*t^4 + 18*q^2*t^5 - 4*q*t^6 + 20*q^5*t - 30*q^4*t^2 + 18*q^3*t^3 - 23*q^2*t^4 + q*t^5 - t^6 - 12*q^4*t - 8*q^3*t^2 - 2*q*t^4 + t^5 + 5*q^3*t + 9*q^2*t^2 + t^4 - q^2*t - 2*q*t^2)/((q*t + 1)*(q*t - 1)^4*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0093] 'F?T|o'

Zeta functions

ask[-]:

-(q^5*t^3 - 4*q^4*t^2 - 2*q^3*t^3 + 7*q^3*t^2 - 3*q^2*t^3 + q*t^4 + q^4 - 3*q^3*t + 7*q^2*t^2 - 2*q^2*t - 4*q*t^2 + t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^13*t^14 - q^11*t^16 + q^14*t^12 + 7*q^13*t^13 - 8*q^12*t^14 - 7*q^11*t^15 + 5*q^10*t^16 - 4*q^14*t^11 - 6*q^13*t^12 - 27*q^12*t^13 - q^11*t^14 + 37*q^10*t^15 - 12*q^9*t^16 - 3*q^14*t^10 + 10*q^13*t^11 + 22*q^12*t^12 + 30*q^11*t^13 + 45*q^10*t^14 - 56*q^9*t^15 + 10*q^8*t^16 + 10*q^13*t^10 - 2*q^12*t^11 - 25*q^11*t^12 - 4*q^10*t^13 - 96*q^9*t^14 + 21*q^8*t^15 + 7*q^7*t^16 - q^6*t^17 + 13*q^13*t^9 - 23*q^12*t^10 - 48*q^11*t^11 + 40*q^10*t^12 - 65*q^9*t^13 + 137*q^8*t^14 - 9*q^7*t^15 - 4*q^6*t^16 + 6*q^13*t^8 - 21*q^12*t^9 - 10*q^11*t^10 + 227*q^10*t^11 - 142*q^9*t^12 + 121*q^8*t^13 - 95*q^7*t^14 + 4*q^6*t^15 - 10*q^12*t^8 - 51*q^11*t^9 + 66*q^10*t^10 - 335*q^9*t^11 + 105*q^8*t^12 - 14*q^7*t^13 - 12*q^6*t^14 + 6*q^5*t^15 - 18*q^12*t^7 + 31*q^11*t^8 + 136*q^10*t^9 - 105*q^9*t^10 + 262*q^8*t^11 - 31*q^7*t^12 + 27*q^6*t^13 + 4*q^5*t^14 - 3*q^12*t^6 + 16*q^11*t^7 + 42*q^10*t^8 - 271*q^9*t^9 + 330*q^8*t^10 - 178*q^7*t^11 - 54*q^6*t^12 - 26*q^5*t^13 + 4*q^4*t^14 - 18*q^11*t^6 + 90*q^10*t^7 - 188*q^9*t^8 + 116*q^8*t^9 - 190*q^7*t^10 - 117*q^6*t^11 + 136*q^5*t^12 - 7*q^4*t^13 + 10*q^11*t^5 + 19*q^10*t^6 - 45*q^9*t^7 + 139*q^8*t^8 + 208*q^7*t^9 + 12*q^6*t^10 + 83*q^5*t^11 - 20*q^4*t^12 - 2*q^3*t^13 + 2*q^11*t^4 + 20*q^10*t^5 - 83*q^9*t^6 - 12*q^8*t^7 - 208*q^7*t^8 - 139*q^6*t^9 + 45*q^5*t^10 - 19*q^4*t^11 - 10*q^3*t^12 + 7*q^10*t^4 - 136*q^9*t^5 + 117*q^8*t^6 + 190*q^7*t^7 - 116*q^6*t^8 + 188*q^5*t^9 - 90*q^4*t^10 + 18*q^3*t^11 - 4*q^10*t^3 + 26*q^9*t^4 + 54*q^8*t^5 + 178*q^7*t^6 - 330*q^6*t^7 + 271*q^5*t^8 - 42*q^4*t^9 - 16*q^3*t^10 + 3*q^2*t^11 - 4*q^9*t^3 - 27*q^8*t^4 + 31*q^7*t^5 - 262*q^6*t^6 + 105*q^5*t^7 - 136*q^4*t^8 - 31*q^3*t^9 + 18*q^2*t^10 - 6*q^9*t^2 + 12*q^8*t^3 + 14*q^7*t^4 - 105*q^6*t^5 + 335*q^5*t^6 - 66*q^4*t^7 + 51*q^3*t^8 + 10*q^2*t^9 - 4*q^8*t^2 + 95*q^7*t^3 - 121*q^6*t^4 + 142*q^5*t^5 - 227*q^4*t^6 + 10*q^3*t^7 + 21*q^2*t^8 - 6*q*t^9 + 4*q^8*t + 9*q^7*t^2 - 137*q^6*t^3 + 65*q^5*t^4 - 40*q^4*t^5 + 48*q^3*t^6 + 23*q^2*t^7 - 13*q*t^8 + q^8 - 7*q^7*t - 21*q^6*t^2 + 96*q^5*t^3 + 4*q^4*t^4 + 25*q^3*t^5 + 2*q^2*t^6 - 10*q*t^7 - 10*q^6*t + 56*q^5*t^2 - 45*q^4*t^3 - 30*q^3*t^4 - 22*q^2*t^5 - 10*q*t^6 + 3*t^7 + 12*q^5*t - 37*q^4*t^2 + q^3*t^3 + 27*q^2*t^4 + 6*q*t^5 + 4*t^6 - 5*q^4*t + 7*q^3*t^2 + 8*q^2*t^3 - 7*q*t^4 - t^5 + q^3*t - 2*q*t^3)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^4*(t^2 - q)^2*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0094] 'F?Uro'

Zeta functions

ask[-]:

-(q^7*t^3 - 3*q^6*t^4 + 3*q^5*t^5 + q^6*t^3 - 3*q^5*t^4 - 3*q^4*t^5 - 3*q^6*t^2 + 8*q^5*t^3 + 9*q^4*t^4 - 6*q^3*t^5 + q^2*t^6 - 20*q^4*t^3 + 15*q^3*t^4 + 15*q^4*t^2 - 20*q^3*t^3 + q^5 - 6*q^4*t + 9*q^3*t^2 + 8*q^2*t^3 - 3*q*t^4 - 3*q^3*t - 3*q^2*t^2 + q*t^3 + 3*q^2*t - 3*q*t^2 + t^3)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

-(q^12*t^11 - 3*q^13*t^9 + 2*q^12*t^10 - 2*q^11*t^11 - 2*q^10*t^12 + 3*q^12*t^9 + 11*q^11*t^10 - 16*q^10*t^11 + 10*q^9*t^12 + 3*q^13*t^7 - 13*q^12*t^8 + 47*q^11*t^9 - 93*q^10*t^10 + 76*q^9*t^11 - 21*q^8*t^12 + q^13*t^6 + 6*q^11*t^8 - 75*q^10*t^9 + 133*q^9*t^10 - 91*q^8*t^11 + 15*q^7*t^12 - 2*q^12*t^6 - 5*q^11*t^7 + 9*q^10*t^8 + 33*q^9*t^9 - 28*q^8*t^10 - q^7*t^11 + 11*q^6*t^12 - q^5*t^13 - 2*q^12*t^5 + 12*q^11*t^6 - 59*q^10*t^7 + 136*q^9*t^8 - 166*q^8*t^9 + 60*q^7*t^10 + 9*q^6*t^11 - 6*q^5*t^12 - 11*q^11*t^5 + 50*q^10*t^6 - 54*q^9*t^7 - 8*q^8*t^8 + 67*q^7*t^9 - 36*q^6*t^10 - 4*q^11*t^4 + 19*q^10*t^5 - 78*q^9*t^6 + 199*q^8*t^7 - 261*q^7*t^8 + 172*q^6*t^9 - 43*q^5*t^10 + 6*q^4*t^11 + 5*q^10*t^4 + 56*q^9*t^5 - 173*q^8*t^6 + 151*q^7*t^7 - 46*q^6*t^8 - 11*q^5*t^9 + 8*q^10*t^3 - 43*q^9*t^4 + 52*q^8*t^5 - 9*q^7*t^6 - 9*q^6*t^7 + 52*q^5*t^8 - 43*q^4*t^9 + 8*q^3*t^10 - 11*q^8*t^4 - 46*q^7*t^5 + 151*q^6*t^6 - 173*q^5*t^7 + 56*q^4*t^8 + 5*q^3*t^9 + 6*q^9*t^2 - 43*q^8*t^3 + 172*q^7*t^4 - 261*q^6*t^5 + 199*q^5*t^6 - 78*q^4*t^7 + 19*q^3*t^8 - 4*q^2*t^9 - 36*q^7*t^3 + 67*q^6*t^4 - 8*q^5*t^5 - 54*q^4*t^6 + 50*q^3*t^7 - 11*q^2*t^8 - 6*q^8*t + 9*q^7*t^2 + 60*q^6*t^3 - 166*q^5*t^4 + 136*q^4*t^5 - 59*q^3*t^6 + 12*q^2*t^7 - 2*q*t^8 - q^8 + 11*q^7*t - q^6*t^2 - 28*q^5*t^3 + 33*q^4*t^4 + 9*q^3*t^5 - 5*q^2*t^6 - 2*q*t^7 + 15*q^6*t - 91*q^5*t^2 + 133*q^4*t^3 - 75*q^3*t^4 + 6*q^2*t^5 + t^7 - 21*q^5*t + 76*q^4*t^2 - 93*q^3*t^3 + 47*q^2*t^4 - 13*q*t^5 + 3*t^6 + 10*q^4*t - 16*q^3*t^2 + 11*q^2*t^3 + 3*q*t^4 - 2*q^3*t - 2*q^2*t^2 + 2*q*t^3 - 3*t^4 + q*t^2)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^4*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 4], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0095] 'F?W\g'

Zeta functions

ask[-]:

-(q^5*t^2 + q^4*t^2 - q^4*t - 5*q^3*t^2 + q^2*t^3 + q^3*t - q^2*t^2 - q^3 + 5*q^2*t + q*t^2 - q*t - t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^4*q^3)

ask[+]:

(q^13*t^12 - q^12*t^13 + 4*q^13*t^11 - 9*q^12*t^12 + 5*q^11*t^13 + q^13*t^10 - 20*q^12*t^11 + 32*q^11*t^12 - 15*q^10*t^13 - 6*q^12*t^10 + 28*q^11*t^11 - 27*q^10*t^12 + 21*q^9*t^13 - q^8*t^14 - 5*q^12*t^9 + 45*q^11*t^10 - 64*q^10*t^11 - 25*q^9*t^12 - 2*q^8*t^13 - q^12*t^8 - 10*q^11*t^9 - 63*q^10*t^10 + 182*q^9*t^11 + 2*q^8*t^12 - 2*q^7*t^13 + 6*q^11*t^8 + 101*q^10*t^9 - 167*q^9*t^10 - 124*q^8*t^11 + 17*q^7*t^12 + 3*q^11*t^7 - 49*q^10*t^8 - 17*q^9*t^9 + 302*q^8*t^10 - 30*q^7*t^11 - 2*q^6*t^12 - q^11*t^6 + 29*q^10*t^7 - 69*q^9*t^8 - 180*q^8*t^9 - 14*q^7*t^10 + 18*q^6*t^11 + 5*q^10*t^6 - 60*q^9*t^7 + 484*q^8*t^8 - 174*q^7*t^9 - 56*q^6*t^10 + 2*q^5*t^11 - q^10*t^5 - 9*q^9*t^6 - 240*q^8*t^7 - 221*q^7*t^8 + 320*q^6*t^9 - 5*q^5*t^10 - 8*q^9*t^5 + 204*q^8*t^6 + 304*q^7*t^7 - 376*q^6*t^8 - 64*q^5*t^9 + 2*q^4*t^10 + 2*q^9*t^4 - 64*q^8*t^5 - 376*q^7*t^6 + 304*q^6*t^7 + 204*q^5*t^8 - 8*q^4*t^9 - 5*q^8*t^4 + 320*q^7*t^5 - 221*q^6*t^6 - 240*q^5*t^7 - 9*q^4*t^8 - q^3*t^9 + 2*q^8*t^3 - 56*q^7*t^4 - 174*q^6*t^5 + 484*q^5*t^6 - 60*q^4*t^7 + 5*q^3*t^8 + 18*q^7*t^3 - 14*q^6*t^4 - 180*q^5*t^5 - 69*q^4*t^6 + 29*q^3*t^7 - q^2*t^8 - 2*q^7*t^2 - 30*q^6*t^3 + 302*q^5*t^4 - 17*q^4*t^5 - 49*q^3*t^6 + 3*q^2*t^7 + 17*q^6*t^2 - 124*q^5*t^3 - 167*q^4*t^4 + 101*q^3*t^5 + 6*q^2*t^6 - 2*q^6*t + 2*q^5*t^2 + 182*q^4*t^3 - 63*q^3*t^4 - 10*q^2*t^5 - q*t^6 - 2*q^5*t - 25*q^4*t^2 - 64*q^3*t^3 + 45*q^2*t^4 - 5*q*t^5 - q^5 + 21*q^4*t - 27*q^3*t^2 + 28*q^2*t^3 - 6*q*t^4 - 15*q^3*t + 32*q^2*t^2 - 20*q*t^3 + t^4 + 5*q^2*t - 9*q*t^2 + 4*t^3 - q*t + t^2)/((q^2*t - 1)*(q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^4*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0096] 'F?W^g'

Zeta functions

ask[-]:

(q^5*t^3 - q^5*t^2 - q^4*t^3 + q^5*t - q^4*t^2 - 2*q^4*t + 5*q^3*t^2 - 3*q^2*t^3 + q*t^4 + q^4 - 3*q^3*t + 5*q^2*t^2 - 2*q*t^3 - q*t^2 + t^3 - q*t - t^2 + t)/((q^2*t - 1)*(q*t - 1)^3*(q - t)*q^3)

ask[+]:

(q^7*t^6 - 2*q^7*t^5 - 2*q^6*t^6 - q^8*t^3 + 5*q^7*t^4 - 2*q^6*t^5 + 4*q^5*t^6 - 6*q^6*t^4 + 9*q^5*t^5 - 9*q^4*t^6 + q^3*t^7 + 8*q^6*t^3 - 15*q^5*t^4 + 11*q^4*t^5 - 3*q^6*t^2 + q^5*t^3 + 3*q^4*t^4 - 4*q^3*t^5 + q^2*t^6 + q^6*t - 4*q^5*t^2 + 3*q^4*t^3 + q^3*t^4 - 3*q^2*t^5 + 11*q^4*t^2 - 15*q^3*t^3 + 8*q^2*t^4 + q^5 - 9*q^4*t + 9*q^3*t^2 - 6*q^2*t^3 + 4*q^3*t - 2*q^2*t^2 + 5*q*t^3 - t^4 - 2*q^2*t - 2*q*t^2 + q*t)/((q^2*t - 1)*(q*t + 1)*(q*t - 1)^3*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 6], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0097] 'F?YPw'

Zeta functions

ask[-]:

ask[+]:

(q^12*t^12 + 2*q^12*t^11 - 4*q^11*t^12 - 3*q^12*t^10 - 2*q^11*t^11 + 3*q^10*t^12 + 11*q^11*t^10 - 18*q^10*t^11 + 12*q^9*t^12 - 10*q^11*t^9 + 13*q^10*t^10 + 20*q^9*t^11 - 25*q^8*t^12 + q^7*t^13 + 7*q^11*t^8 - 12*q^10*t^9 - 33*q^9*t^10 + 34*q^8*t^11 + 6*q^7*t^12 + 2*q^11*t^7 - 9*q^10*t^8 + 115*q^9*t^9 - 87*q^8*t^10 - 21*q^7*t^11 + 2*q^6*t^12 - 6*q^10*t^7 - 87*q^9*t^8 - 28*q^8*t^9 + 121*q^7*t^10 - 13*q^6*t^11 - 3*q^10*t^6 + 115*q^9*t^7 + 49*q^8*t^8 - 181*q^7*t^9 + 18*q^6*t^10 + 4*q^5*t^11 - 33*q^9*t^6 - 283*q^8*t^7 + 345*q^7*t^8 + 7*q^6*t^9 - 32*q^5*t^10 + 193*q^8*t^6 - 29*q^7*t^7 - 273*q^6*t^8 + 111*q^5*t^9 + 2*q^4*t^10 - q^9*t^4 - 75*q^8*t^5 - 89*q^7*t^6 + 305*q^6*t^7 - 98*q^5*t^8 - 32*q^4*t^9 + 32*q^8*t^4 + 98*q^7*t^5 - 305*q^6*t^6 + 89*q^5*t^7 + 75*q^4*t^8 + q^3*t^9 - 2*q^8*t^3 - 111*q^7*t^4 + 273*q^6*t^5 + 29*q^5*t^6 - 193*q^4*t^7 + 32*q^7*t^3 - 7*q^6*t^4 - 345*q^5*t^5 + 283*q^4*t^6 + 33*q^3*t^7 - 4*q^7*t^2 - 18*q^6*t^3 + 181*q^5*t^4 - 49*q^4*t^5 - 115*q^3*t^6 + 3*q^2*t^7 + 13*q^6*t^2 - 121*q^5*t^3 + 28*q^4*t^4 + 87*q^3*t^5 + 6*q^2*t^6 - 2*q^6*t + 21*q^5*t^2 + 87*q^4*t^3 - 115*q^3*t^4 + 9*q^2*t^5 - 2*q*t^6 - 6*q^5*t - 34*q^4*t^2 + 33*q^3*t^3 + 12*q^2*t^4 - 7*q*t^5 - q^5 + 25*q^4*t - 20*q^3*t^2 - 13*q^2*t^3 + 10*q*t^4 - 12*q^3*t + 18*q^2*t^2 - 11*q*t^3 - 3*q^2*t + 2*q*t^2 + 3*t^3 + 4*q*t - 2*t^2 - t)/((q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^6*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0098] 'F?[uG'

Zeta functions

ask[-]:

-(q^7*t^4 + 2*q^7*t^3 - 2*q^6*t^4 - 2*q^6*t^3 - 3*q^5*t^4 - 6*q^6*t^2 + 2*q^5*t^3 + 4*q^4*t^4 + 6*q^5*t^2 - 2*q^4*t^3 + 7*q^3*t^4 - q^2*t^5 + 2*q^5*t + 10*q^4*t^2 - 10*q^3*t^3 - 2*q^2*t^4 + q^5 - 7*q^4*t + 2*q^3*t^2 - 6*q^2*t^3 - 4*q^3*t - 2*q^2*t^2 + 6*q*t^3 + 3*q^2*t + 2*q*t^2 + 2*q*t - 2*t^2 - t)/((q*t - 1)^5*(q - t)*q^4)

ask[+]:

(q^10*t^9 - 2*q^11*t^7 + 3*q^10*t^8 - 4*q^9*t^9 - 4*q^11*t^6 + 14*q^10*t^7 - 19*q^9*t^8 + 7*q^8*t^9 - 2*q^11*t^5 + 23*q^10*t^6 - 43*q^9*t^7 + 44*q^8*t^8 - 8*q^7*t^9 + 9*q^10*t^5 - 30*q^9*t^6 + 31*q^8*t^7 - 15*q^7*t^8 - q^6*t^9 + 6*q^10*t^4 - 51*q^9*t^5 + 62*q^8*t^6 - 11*q^7*t^7 - 44*q^6*t^8 + 17*q^5*t^9 - q^4*t^10 - 3*q^9*t^4 + 44*q^8*t^5 - 66*q^7*t^6 + 43*q^6*t^7 + 8*q^5*t^8 - 4*q^4*t^9 - 2*q^9*t^3 - 15*q^8*t^4 + 93*q^7*t^5 - 137*q^6*t^6 + 82*q^5*t^7 - 15*q^4*t^8 + 6*q^8*t^3 - 27*q^7*t^4 - 19*q^6*t^5 + 71*q^5*t^6 - 62*q^4*t^7 + 11*q^3*t^8 - 11*q^8*t^2 + 62*q^7*t^3 - 71*q^6*t^4 + 19*q^5*t^5 + 27*q^4*t^6 - 6*q^3*t^7 + 15*q^7*t^2 - 82*q^6*t^3 + 137*q^5*t^4 - 93*q^4*t^5 + 15*q^3*t^6 + 2*q^2*t^7 + 4*q^7*t - 8*q^6*t^2 - 43*q^5*t^3 + 66*q^4*t^4 - 44*q^3*t^5 + 3*q^2*t^6 + q^7 - 17*q^6*t + 44*q^5*t^2 + 11*q^4*t^3 - 62*q^3*t^4 + 51*q^2*t^5 - 6*q*t^6 + q^5*t + 15*q^4*t^2 - 31*q^3*t^3 + 30*q^2*t^4 - 9*q*t^5 + 8*q^4*t - 44*q^3*t^2 + 43*q^2*t^3 - 23*q*t^4 + 2*t^5 - 7*q^3*t + 19*q^2*t^2 - 14*q*t^3 + 4*t^4 + 4*q^2*t - 3*q*t^2 + 2*t^3 - q*t)/((q*t + 1)*(q*t - 1)^5*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [5, 6]]

[0099] 'F?\sw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 2*q^3*t^2 - q^4 + 3*q^3*t - 3*q^2*t^2 + q*t^3 + 2*q^2*t + q*t^2 - t)/((q*t - 1)^4*q^4)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0100] 'F?\t_'

Zeta functions
ask[-]:	-(q^6t^4 - 2q^7t^2 + 3q^6t^3 - 3q^5t^4 - q^6t^2 + q^5t^3 - 2q^4t^4 + 2q^6t + 4q^5t^2 - 7q^4t^3 + 7q^3t^4 + q^6 - 4q^5t + 6q^4t^2 - 6q^3t^3 + 4q^2t^4 - qt^5 - 7q^4t + 7q^3t^2 - 4q^2t^3 - 2qt^4 + 2q^3t - q^2t^2 + qt^3 + 3q^2t - 3qt^2 + 2t^3 - qt)/((qt - 1)^3(q - t)q^5(t - 1)^2)
ask[+]:	-(q^6t^4 - 2q^7t^2 + 3q^6t^3 - 3q^5t^4 - q^6t^2 + q^5t^3 - 2q^4t^4 + 2q^6t + 4q^5t^2 - 7q^4t^3 + 7q^3t^4 + q^6 - 4q^5t + 6q^4t^2 - 6q^3t^3 + 4q^2t^4 - qt^5 - 7q^4t + 7q^3t^2 - 4q^2t^3 - 2qt^4 + 2q^3t - q^2t^2 + qt^3 + 3q^2t - 3qt^2 + 2t^3 - qt)/((qt - 1)^3(q - t)q^5(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6]]

[0101] 'F?\tg'

Zeta functions

ask[-]:

(q^6*t^2 + q^5*t^3 - 2*q^6*t + 2*q^5*t^2 - 4*q^4*t^3 - q^6 + 2*q^5*t - 4*q^4*t^2 + q^3*t^3 + 6*q^4*t - 4*q^3*t^2 + 6*q^2*t^3 + q^3*t - 4*q^2*t^2 + 2*q*t^3 - t^4 - 4*q^2*t + 2*q*t^2 - 2*t^3 + q*t + t^2)/((q*t - 1)^3*(q - t)^2*q^4)

ask[+]:

-(q^9*t^7 - q^10*t^5 + q^9*t^6 - 6*q^8*t^7 + q^7*t^8 - 2*q^10*t^4 + 10*q^9*t^5 - 10*q^8*t^6 + 13*q^7*t^7 - 3*q^6*t^8 + q^10*t^3 - 3*q^9*t^4 + 4*q^8*t^5 - 8*q^7*t^6 + 8*q^6*t^7 - 2*q^5*t^8 + q^9*t^3 - 22*q^7*t^5 + 29*q^6*t^6 - 31*q^5*t^7 + 8*q^4*t^8 + 2*q^9*t^2 - 14*q^8*t^3 + 40*q^7*t^4 - 34*q^6*t^5 + 34*q^5*t^6 - 13*q^4*t^7 + 5*q^3*t^8 - q^2*t^9 + 3*q^8*t^2 - 16*q^7*t^3 + 23*q^6*t^4 - 29*q^5*t^5 + 10*q^4*t^6 + 3*q^3*t^7 - 2*q^2*t^8 - 2*q^8*t + 3*q^7*t^2 + 10*q^6*t^3 - 29*q^5*t^4 + 23*q^4*t^5 - 16*q^3*t^6 + 3*q^2*t^7 - q^8 + 5*q^7*t - 13*q^6*t^2 + 34*q^5*t^3 - 34*q^4*t^4 + 40*q^3*t^5 - 14*q^2*t^6 + 2*q*t^7 + 8*q^6*t - 31*q^5*t^2 + 29*q^4*t^3 - 22*q^3*t^4 + q*t^6 - 2*q^5*t + 8*q^4*t^2 - 8*q^3*t^3 + 4*q^2*t^4 - 3*q*t^5 + t^6 - 3*q^4*t + 13*q^3*t^2 - 10*q^2*t^3 + 10*q*t^4 - 2*t^5 + q^3*t - 6*q^2*t^2 + q*t^3 - t^4 + q*t^2)/((q*t + 1)*(q*t - 1)^3*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0102] 'F?\tw'

Zeta functions
ask[-]:	-(q^4t^2 - q^4t - q^4 + 2q^3t - 3q^2t^2 + 3q^2t - 2qt^2 + t^3 + t^2 - t)/((qt - 1)^3q^4*(t - 1))
ask[+]:	-(q^7t^5 - q^8t^3 + 2q^7t^4 - 3q^6t^5 - q^5t^5 - q^7t^2 + 5q^6t^3 - 7q^5t^4 + 7q^4t^5 - 3q^6t^2 + 4q^5t^3 - 4q^4t^4 + 2q^3t^5 - q^2t^6 + 2q^6t - 2q^2t^5 + q^6 - 2q^5t + 4q^4t^2 - 4q^3t^3 + 3q^2t^4 - 7q^4t + 7q^3t^2 - 5q^2t^3 + qt^4 + q^3t + 3q^2t - 2qt^2 + t^3 - qt)/((qt + 1)(qt - 1)^3(q - t)q^5(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0103] 'F?\vw'

Zeta functions

ask[-]:

-(q^4*t + q^4 - q^3*t - 2*q^2*t - q*t + t^2 + t)/((q*t - 1)^3*q^4)

ask[+]:

(q^8*t^6 + q^10*t^3 - 2*q^9*t^4 + q^8*t^5 - 2*q^7*t^6 - 2*q^9*t^3 + q^8*t^4 - q^6*t^6 + q^9*t^2 - 3*q^8*t^3 + 7*q^7*t^4 - 2*q^6*t^5 + 2*q^5*t^6 + 3*q^8*t^2 - 3*q^7*t^3 + 5*q^6*t^4 - 7*q^5*t^5 + 4*q^4*t^6 - q^8*t - 3*q^6*t^3 + 4*q^5*t^4 - 5*q^4*t^5 + 2*q^3*t^6 - q^2*t^7 - q^8 + 2*q^7*t - 5*q^6*t^2 + 4*q^5*t^3 - 3*q^4*t^4 - q^2*t^6 + 4*q^6*t - 7*q^5*t^2 + 5*q^4*t^3 - 3*q^3*t^4 + 3*q^2*t^5 + 2*q^5*t - 2*q^4*t^2 + 7*q^3*t^3 - 3*q^2*t^4 + q*t^5 - q^4*t + q^2*t^3 - 2*q*t^4 - 2*q^3*t + q^2*t^2 - 2*q*t^3 + t^4 + q^2*t)/((q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q - t)*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0104] 'F?\|w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^12*t^13 - 3*q^13*t^11 - 2*q^12*t^12 - 4*q^11*t^13 + 4*q^10*t^14 - 3*q^9*t^15 + 2*q^13*t^10 + 3*q^12*t^11 + 6*q^11*t^12 + 6*q^10*t^13 - 20*q^9*t^14 + 9*q^8*t^15 + 8*q^13*t^9 - 9*q^12*t^10 - q^11*t^11 + 3*q^10*t^12 - 14*q^9*t^13 + 34*q^8*t^14 - 7*q^7*t^15 - q^13*t^8 - 20*q^12*t^9 + 8*q^11*t^10 + 15*q^10*t^11 - 14*q^9*t^12 + 12*q^8*t^13 - 23*q^7*t^14 - q^6*t^15 - 3*q^13*t^7 + 8*q^12*t^8 + 38*q^11*t^9 - 24*q^10*t^10 - 11*q^9*t^11 - 2*q^8*t^12 - 16*q^7*t^13 + 25*q^6*t^14 - 6*q^5*t^15 + q^4*t^16 + q^13*t^6 - 10*q^12*t^7 + 12*q^11*t^8 - 78*q^10*t^9 + 25*q^9*t^10 + 46*q^8*t^11 + 5*q^7*t^12 + 14*q^6*t^13 - 19*q^5*t^14 + 4*q^4*t^15 - 8*q^12*t^6 + 21*q^11*t^7 - q^10*t^8 + 37*q^9*t^9 + 17*q^8*t^10 - 37*q^7*t^11 - 68*q^6*t^12 + 19*q^5*t^13 + 4*q^4*t^14 + 7*q^12*t^5 + 21*q^10*t^7 - 10*q^9*t^8 - 66*q^8*t^9 + 32*q^7*t^10 - 7*q^6*t^11 + 55*q^5*t^12 + 9*q^4*t^13 - 5*q^3*t^14 + q^12*t^4 - 3*q^11*t^5 - 35*q^10*t^6 - 26*q^9*t^7 + 58*q^7*t^9 + 18*q^6*t^10 + 12*q^5*t^11 - 36*q^4*t^12 - 5*q^3*t^13 - 2*q^11*t^4 + 9*q^10*t^5 + 20*q^9*t^6 + 124*q^8*t^7 - 53*q^7*t^8 - 84*q^6*t^9 + 17*q^5*t^10 - 66*q^4*t^11 + 34*q^3*t^12 - 3*q^2*t^13 - 3*q^11*t^3 + 34*q^10*t^4 - 66*q^9*t^5 + 17*q^8*t^6 - 84*q^7*t^7 - 53*q^6*t^8 + 124*q^5*t^9 + 20*q^4*t^10 + 9*q^3*t^11 - 2*q^2*t^12 - 5*q^10*t^3 - 36*q^9*t^4 + 12*q^8*t^5 + 18*q^7*t^6 + 58*q^6*t^7 - 26*q^4*t^9 - 35*q^3*t^10 - 3*q^2*t^11 + q*t^12 - 5*q^10*t^2 + 9*q^9*t^3 + 55*q^8*t^4 - 7*q^7*t^5 + 32*q^6*t^6 - 66*q^5*t^7 - 10*q^4*t^8 + 21*q^3*t^9 + 7*q*t^11 + 4*q^9*t^2 + 19*q^8*t^3 - 68*q^7*t^4 - 37*q^6*t^5 + 17*q^5*t^6 + 37*q^4*t^7 - q^3*t^8 + 21*q^2*t^9 - 8*q*t^10 + 4*q^9*t - 19*q^8*t^2 + 14*q^7*t^3 + 5*q^6*t^4 + 46*q^5*t^5 + 25*q^4*t^6 - 78*q^3*t^7 + 12*q^2*t^8 - 10*q*t^9 + t^10 + q^9 - 6*q^8*t + 25*q^7*t^2 - 16*q^6*t^3 - 2*q^5*t^4 - 11*q^4*t^5 - 24*q^3*t^6 + 38*q^2*t^7 + 8*q*t^8 - 3*t^9 - q^7*t - 23*q^6*t^2 + 12*q^5*t^3 - 14*q^4*t^4 + 15*q^3*t^5 + 8*q^2*t^6 - 20*q*t^7 - t^8 - 7*q^6*t + 34*q^5*t^2 - 14*q^4*t^3 + 3*q^3*t^4 - q^2*t^5 - 9*q*t^6 + 8*t^7 + 9*q^5*t - 20*q^4*t^2 + 6*q^3*t^3 + 6*q^2*t^4 + 3*q*t^5 + 2*t^6 - 3*q^4*t + 4*q^3*t^2 - 4*q^2*t^3 - 2*q*t^4 - 3*t^5 + 2*q*t^3)/((q*t^2 - 1)^2*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*(q + t)*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0105] 'F?\~_'

Zeta functions

ask[-]:

(q^5*t^3 - q^5*t^2 - q^4*t^2 - 2*q^3*t^3 + q^5 - 2*q^4*t + 5*q^3*t^2 - q^2*t^3 - q^3*t + 5*q^2*t^2 - 2*q*t^3 + t^4 - 2*q^2*t - q*t^2 - t^2 + t)/((q*t - 1)^3*(q - t)*q^4*(t - 1))

ask[+]:

(q^13*t^9 + 4*q^12*t^10 - q^10*t^12 - 4*q^13*t^8 + q^12*t^9 - 19*q^11*t^10 - 2*q^10*t^11 + 4*q^9*t^12 - 6*q^13*t^7 + 20*q^12*t^8 - 6*q^11*t^9 + 19*q^10*t^10 + 18*q^9*t^11 - 9*q^8*t^12 - q^13*t^6 + 18*q^12*t^7 - 23*q^11*t^8 - 9*q^10*t^9 + 10*q^9*t^10 - 29*q^8*t^11 + 10*q^7*t^12 + 5*q^12*t^6 - 31*q^11*t^7 + 12*q^10*t^8 + 5*q^9*t^9 - 2*q^8*t^10 + 8*q^7*t^11 - 5*q^6*t^12 + 9*q^12*t^5 - 26*q^11*t^6 + 58*q^10*t^7 + 5*q^9*t^8 - 4*q^8*t^9 + 12*q^7*t^10 - 24*q^6*t^11 + 11*q^5*t^12 - q^4*t^13 + 3*q^12*t^4 - 14*q^11*t^5 + 7*q^10*t^6 - 26*q^9*t^7 - 61*q^8*t^8 + 19*q^7*t^9 - 24*q^6*t^10 + 29*q^5*t^11 - 5*q^4*t^12 - 7*q^11*t^4 - 5*q^10*t^5 + 13*q^9*t^6 + 44*q^8*t^7 + 8*q^7*t^8 + 26*q^6*t^9 + 6*q^5*t^10 - 13*q^4*t^11 - 4*q^11*t^3 + 21*q^10*t^4 - 3*q^9*t^5 + 31*q^8*t^6 - 58*q^7*t^7 - 28*q^6*t^8 + 25*q^5*t^9 - 23*q^4*t^10 + 7*q^3*t^11 - 3*q^10*t^3 + 12*q^9*t^4 - 49*q^8*t^5 + 6*q^7*t^6 - 6*q^6*t^7 + 49*q^5*t^8 - 12*q^4*t^9 + 3*q^3*t^10 - 7*q^10*t^2 + 23*q^9*t^3 - 25*q^8*t^4 + 28*q^7*t^5 + 58*q^6*t^6 - 31*q^5*t^7 + 3*q^4*t^8 - 21*q^3*t^9 + 4*q^2*t^10 + 13*q^9*t^2 - 6*q^8*t^3 - 26*q^7*t^4 - 8*q^6*t^5 - 44*q^5*t^6 - 13*q^4*t^7 + 5*q^3*t^8 + 7*q^2*t^9 + 5*q^9*t - 29*q^8*t^2 + 24*q^7*t^3 - 19*q^6*t^4 + 61*q^5*t^5 + 26*q^4*t^6 - 7*q^3*t^7 + 14*q^2*t^8 - 3*q*t^9 + q^9 - 11*q^8*t + 24*q^7*t^2 - 12*q^6*t^3 + 4*q^5*t^4 - 5*q^4*t^5 - 58*q^3*t^6 + 26*q^2*t^7 - 9*q*t^8 + 5*q^7*t - 8*q^6*t^2 + 2*q^5*t^3 - 5*q^4*t^4 - 12*q^3*t^5 + 31*q^2*t^6 - 5*q*t^7 - 10*q^6*t + 29*q^5*t^2 - 10*q^4*t^3 + 9*q^3*t^4 + 23*q^2*t^5 - 18*q*t^6 + t^7 + 9*q^5*t - 18*q^4*t^2 - 19*q^3*t^3 + 6*q^2*t^4 - 20*q*t^5 + 6*t^6 - 4*q^4*t + 2*q^3*t^2 + 19*q^2*t^3 - q*t^4 + 4*t^5 + q^3*t - 4*q*t^3 - t^4)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0106] 'F?\~g'

Zeta functions

ask[-]:

(q^5*t^3 - q^5*t^2 - q^4*t^3 + q^6 - 2*q^5*t + q^4*t^2 - q^3*t^3 - q^4*t + 6*q^3*t^2 - q^2*t^3 - q^3*t + q^2*t^2 - 2*q*t^3 + t^4 - q^2*t - q*t^2 + q*t)/((q^2 - t)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^12*t^13 + q^15*t^9 + 3*q^14*t^10 - 4*q^13*t^11 - 3*q^12*t^12 - 3*q^11*t^13 - 3*q^15*t^8 - q^14*t^9 - 10*q^13*t^10 + 6*q^12*t^11 + 19*q^11*t^12 + 4*q^10*t^13 - q^9*t^14 - 2*q^15*t^7 + 12*q^14*t^8 + 9*q^13*t^9 - 3*q^12*t^10 + 10*q^11*t^11 - 31*q^10*t^12 - 14*q^9*t^13 + 5*q^8*t^14 + 3*q^14*t^7 - 9*q^13*t^8 - 32*q^12*t^9 + 10*q^11*t^10 + q^10*t^11 + 5*q^9*t^12 + 27*q^8*t^13 - 7*q^7*t^14 - q^14*t^6 - 11*q^13*t^7 + 10*q^12*t^8 + 20*q^11*t^9 + 24*q^10*t^10 - 2*q^9*t^11 - 11*q^8*t^12 - 7*q^7*t^13 + 2*q^6*t^14 + 6*q^14*t^5 - 5*q^13*t^6 + 37*q^12*t^7 + 17*q^11*t^8 - 56*q^10*t^9 - 6*q^9*t^10 - 40*q^8*t^11 + 9*q^7*t^12 + 15*q^6*t^13 - 8*q^5*t^14 + q^4*t^15 + 2*q^14*t^4 - 11*q^13*t^5 - 24*q^12*t^6 - 26*q^11*t^7 - 55*q^10*t^8 + 41*q^9*t^9 + 65*q^8*t^10 + 15*q^7*t^11 + 18*q^6*t^12 - 21*q^5*t^13 + 4*q^4*t^14 - 4*q^13*t^4 + 9*q^12*t^5 + 27*q^11*t^6 + 88*q^10*t^7 - 8*q^9*t^8 - 12*q^8*t^9 - 40*q^7*t^10 - 52*q^6*t^11 + 9*q^4*t^13 - 3*q^13*t^3 + 19*q^12*t^4 - 16*q^11*t^5 - 9*q^10*t^6 - 46*q^9*t^7 - 82*q^8*t^8 + 84*q^7*t^9 + 17*q^6*t^10 + 16*q^5*t^11 + 14*q^4*t^12 - 6*q^3*t^13 - 2*q^12*t^3 - 2*q^11*t^4 - 49*q^10*t^5 + 23*q^9*t^6 + 30*q^8*t^7 + 30*q^7*t^8 + 23*q^6*t^9 - 49*q^5*t^10 - 2*q^4*t^11 - 2*q^3*t^12 - 6*q^12*t^2 + 14*q^11*t^3 + 16*q^10*t^4 + 17*q^9*t^5 + 84*q^8*t^6 - 82*q^7*t^7 - 46*q^6*t^8 - 9*q^5*t^9 - 16*q^4*t^10 + 19*q^3*t^11 - 3*q^2*t^12 + 9*q^11*t^2 - 52*q^9*t^4 - 40*q^8*t^5 - 12*q^7*t^6 - 8*q^6*t^7 + 88*q^5*t^8 + 27*q^4*t^9 + 9*q^3*t^10 - 4*q^2*t^11 + 4*q^11*t - 21*q^10*t^2 + 18*q^9*t^3 + 15*q^8*t^4 + 65*q^7*t^5 + 41*q^6*t^6 - 55*q^5*t^7 - 26*q^4*t^8 - 24*q^3*t^9 - 11*q^2*t^10 + 2*q*t^11 + q^11 - 8*q^10*t + 15*q^9*t^2 + 9*q^8*t^3 - 40*q^7*t^4 - 6*q^6*t^5 - 56*q^5*t^6 + 17*q^4*t^7 + 37*q^3*t^8 - 5*q^2*t^9 + 6*q*t^10 + 2*q^9*t - 7*q^8*t^2 - 11*q^7*t^3 - 2*q^6*t^4 + 24*q^5*t^5 + 20*q^4*t^6 + 10*q^3*t^7 - 11*q^2*t^8 - q*t^9 - 7*q^8*t + 27*q^7*t^2 + 5*q^6*t^3 + q^5*t^4 + 10*q^4*t^5 - 32*q^3*t^6 - 9*q^2*t^7 + 3*q*t^8 + 5*q^7*t - 14*q^6*t^2 - 31*q^5*t^3 + 10*q^4*t^4 - 3*q^3*t^5 + 9*q^2*t^6 + 12*q*t^7 - 2*t^8 - q^6*t + 4*q^5*t^2 + 19*q^4*t^3 + 6*q^3*t^4 - 10*q^2*t^5 - q*t^6 - 3*t^7 - 3*q^4*t^2 - 3*q^3*t^3 - 4*q^2*t^4 + 3*q*t^5 + t^6 + q^3*t^2)/((q*t^2 - 1)*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0107] 'F?\~w'

Zeta functions

ask[-]:

(q^2 - t)*(q - t)^2/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^17*t^8 - q^16*t^9 - q^15*t^10 - 7*q^16*t^8 + 4*q^15*t^9 + q^13*t^11 - 5*q^17*t^6 + 3*q^16*t^7 + 15*q^15*t^8 - 12*q^14*t^9 + 7*q^13*t^10 - 3*q^12*t^11 + 3*q^11*t^12 - 6*q^17*t^5 + 24*q^16*t^6 - 28*q^14*t^8 + 19*q^13*t^9 - 16*q^12*t^10 + 13*q^11*t^11 - 10*q^10*t^12 - 2*q^9*t^13 - q^17*t^4 + 17*q^16*t^5 - 35*q^15*t^6 - 11*q^14*t^7 + 16*q^13*t^8 - 18*q^12*t^9 + 35*q^11*t^10 - 34*q^10*t^11 + 12*q^9*t^12 + 5*q^8*t^13 + 2*q^16*t^4 - 32*q^15*t^5 + 51*q^14*t^6 - 16*q^13*t^7 - 4*q^12*t^8 + 52*q^11*t^9 - 57*q^10*t^10 + 40*q^9*t^11 - 11*q^8*t^12 - 3*q^7*t^13 + 2*q^16*t^3 - 5*q^15*t^4 + 51*q^14*t^5 - 71*q^13*t^6 + 38*q^12*t^7 + 14*q^11*t^8 - 47*q^10*t^9 + 46*q^9*t^10 - 54*q^8*t^11 + 25*q^7*t^12 - q^6*t^13 + 9*q^15*t^3 - 17*q^14*t^4 - 55*q^13*t^5 + 98*q^12*t^6 - 68*q^11*t^7 + 17*q^10*t^8 + 21*q^9*t^9 - 65*q^8*t^10 + 74*q^7*t^11 - 18*q^6*t^12 - 2*q^5*t^13 + 5*q^15*t^2 - 30*q^14*t^3 + 17*q^13*t^4 + 81*q^12*t^5 - 95*q^11*t^6 + 63*q^10*t^7 - 44*q^9*t^8 + 58*q^7*t^10 - 64*q^6*t^11 + 15*q^5*t^12 - 5*q^4*t^13 + q^3*t^14 - 9*q^14*t^2 + 38*q^13*t^3 - 21*q^12*t^4 - 38*q^11*t^5 + 62*q^10*t^6 - 115*q^9*t^7 + 93*q^8*t^8 - 20*q^7*t^9 - 51*q^6*t^10 + 62*q^5*t^11 - 19*q^4*t^12 + 4*q^3*t^13 - 4*q^14*t + 19*q^13*t^2 - 62*q^12*t^3 + 51*q^11*t^4 + 20*q^10*t^5 - 93*q^9*t^6 + 115*q^8*t^7 - 62*q^7*t^8 + 38*q^6*t^9 + 21*q^5*t^10 - 38*q^4*t^11 + 9*q^3*t^12 - q^14 + 5*q^13*t - 15*q^12*t^2 + 64*q^11*t^3 - 58*q^10*t^4 + 44*q^8*t^6 - 63*q^7*t^7 + 95*q^6*t^8 - 81*q^5*t^9 - 17*q^4*t^10 + 30*q^3*t^11 - 5*q^2*t^12 + 2*q^12*t + 18*q^11*t^2 - 74*q^10*t^3 + 65*q^9*t^4 - 21*q^8*t^5 - 17*q^7*t^6 + 68*q^6*t^7 - 98*q^5*t^8 + 55*q^4*t^9 + 17*q^3*t^10 - 9*q^2*t^11 + q^11*t - 25*q^10*t^2 + 54*q^9*t^3 - 46*q^8*t^4 + 47*q^7*t^5 - 14*q^6*t^6 - 38*q^5*t^7 + 71*q^4*t^8 - 51*q^3*t^9 + 5*q^2*t^10 - 2*q*t^11 + 3*q^10*t + 11*q^9*t^2 - 40*q^8*t^3 + 57*q^7*t^4 - 52*q^6*t^5 + 4*q^5*t^6 + 16*q^4*t^7 - 51*q^3*t^8 + 32*q^2*t^9 - 2*q*t^10 - 5*q^9*t - 12*q^8*t^2 + 34*q^7*t^3 - 35*q^6*t^4 + 18*q^5*t^5 - 16*q^4*t^6 + 11*q^3*t^7 + 35*q^2*t^8 - 17*q*t^9 + t^10 + 2*q^8*t + 10*q^7*t^2 - 13*q^6*t^3 + 16*q^5*t^4 - 19*q^4*t^5 + 28*q^3*t^6 - 24*q*t^8 + 6*t^9 - 3*q^6*t^2 + 3*q^5*t^3 - 7*q^4*t^4 + 12*q^3*t^5 - 15*q^2*t^6 - 3*q*t^7 + 5*t^8 - q^4*t^3 - 4*q^2*t^5 + 7*q*t^6 + q^2*t^4 + q*t^5 - 2*t^6)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(q + t)*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0108] 'F?]Rg'

Zeta functions

ask[-]:

(q^6*t^4 - 2*q^7*t^2 + 3*q^6*t^3 - 3*q^5*t^4 - q^5*t^3 - q^4*t^4 + 2*q^6*t + 2*q^5*t^2 - 3*q^4*t^3 + 5*q^3*t^4 + q^6 - 5*q^5*t + 9*q^4*t^2 - 9*q^3*t^3 + 5*q^2*t^4 - q*t^5 - 5*q^4*t + 3*q^3*t^2 - 2*q^2*t^3 - 2*q*t^4 + q^3*t + q^2*t^2 + 3*q^2*t - 3*q*t^2 + 2*t^3 - q*t)/((q*t - 1)^4*(q - t)^2*q^4)

ask[+]:

-(q^10*t^6 - q^9*t^7 - q^8*t^8 + 2*q^10*t^5 - 6*q^9*t^6 + 6*q^8*t^7 + 3*q^7*t^8 + 2*q^10*t^4 - 18*q^9*t^5 + 28*q^8*t^6 - 20*q^7*t^7 - 2*q^9*t^4 + 17*q^8*t^5 - 19*q^7*t^6 + 5*q^6*t^7 - q^5*t^8 - 3*q^9*t^3 + 14*q^8*t^4 - q^7*t^5 - 27*q^6*t^6 + 42*q^5*t^7 - 11*q^4*t^8 + q^3*t^9 + 6*q^8*t^3 - 38*q^7*t^4 + 36*q^6*t^5 - 16*q^5*t^6 - 10*q^4*t^7 + 3*q^3*t^8 - 5*q^8*t^2 + 28*q^7*t^3 - 43*q^6*t^4 + 45*q^5*t^5 - 20*q^4*t^6 + 3*q^3*t^7 + 3*q^7*t^2 - 20*q^6*t^3 + 45*q^5*t^4 - 43*q^4*t^5 + 28*q^3*t^6 - 5*q^2*t^7 + 3*q^7*t - 10*q^6*t^2 - 16*q^5*t^3 + 36*q^4*t^4 - 38*q^3*t^5 + 6*q^2*t^6 + q^7 - 11*q^6*t + 42*q^5*t^2 - 27*q^4*t^3 - q^3*t^4 + 14*q^2*t^5 - 3*q*t^6 - q^5*t + 5*q^4*t^2 - 19*q^3*t^3 + 17*q^2*t^4 - 2*q*t^5 - 20*q^3*t^2 + 28*q^2*t^3 - 18*q*t^4 + 2*t^5 + 3*q^3*t + 6*q^2*t^2 - 6*q*t^3 + 2*t^4 - q^2*t - q*t^2 + t^3)/((q*t + 1)*(q*t - 1)^4*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 4], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0109] 'F?]rw'

Zeta functions

ask[-]:

-(q^4*t^2 - q^4*t - q^4 + 2*q^3*t - 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + t^3 + t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^16*t^13 + q^14*t^15 - q^13*t^16 + q^17*t^11 + 4*q^16*t^12 - 14*q^15*t^13 - 4*q^14*t^14 + 3*q^12*t^16 - q^11*t^17 - 4*q^17*t^10 - 2*q^16*t^11 - 18*q^15*t^12 + 8*q^14*t^13 + 36*q^13*t^14 - 6*q^12*t^15 - 7*q^11*t^16 + 6*q^10*t^17 - 3*q^17*t^9 + 17*q^16*t^10 + 29*q^15*t^11 + 6*q^14*t^12 + 63*q^13*t^13 - 45*q^12*t^14 - 28*q^11*t^15 + 22*q^10*t^16 - 13*q^9*t^17 + 2*q^16*t^9 - 16*q^15*t^10 - 85*q^14*t^11 - 17*q^13*t^12 - 75*q^12*t^13 - 76*q^11*t^14 + 78*q^10*t^15 - 21*q^9*t^16 + 10*q^8*t^17 + 7*q^16*t^8 - 8*q^15*t^9 + 22*q^14*t^10 + 88*q^13*t^11 + 77*q^12*t^12 + 50*q^11*t^13 + 119*q^10*t^14 + 8*q^9*t^15 - 18*q^8*t^16 + 10*q^16*t^7 - 31*q^15*t^8 - 6*q^14*t^9 + 77*q^13*t^10 - 170*q^12*t^11 - 7*q^11*t^12 - 65*q^10*t^13 - 76*q^9*t^14 - 48*q^8*t^15 - 11*q^7*t^16 + 9*q^6*t^17 - q^5*t^18 - 9*q^15*t^7 - 41*q^14*t^8 + 101*q^13*t^9 - 191*q^12*t^10 - 21*q^11*t^11 + 160*q^10*t^12 - 105*q^9*t^13 + 79*q^8*t^14 + 24*q^7*t^15 + 26*q^6*t^16 - 5*q^5*t^17 + q^15*t^6 + 9*q^14*t^7 + 96*q^13*t^8 + 96*q^12*t^9 - 17*q^11*t^10 + 365*q^10*t^11 - 13*q^9*t^12 - 55*q^8*t^13 + 77*q^7*t^14 - 43*q^6*t^15 - 8*q^5*t^16 - 10*q^15*t^5 + 18*q^14*t^6 - 46*q^13*t^7 - 129*q^12*t^8 - 160*q^11*t^9 - 196*q^10*t^10 - 117*q^9*t^11 - 338*q^8*t^12 + 45*q^7*t^13 - 11*q^6*t^14 - 12*q^5*t^15 + 6*q^4*t^16 - 2*q^15*t^4 - 3*q^14*t^5 + 63*q^13*t^6 - 54*q^12*t^7 + 167*q^11*t^8 + 236*q^10*t^9 + 47*q^9*t^10 + 214*q^8*t^11 + 153*q^7*t^12 + 105*q^6*t^13 - 10*q^5*t^14 + 6*q^4*t^15 + 5*q^14*t^4 + 34*q^13*t^5 - 12*q^12*t^6 - 183*q^11*t^7 + 302*q^10*t^8 - 368*q^9*t^9 - 44*q^8*t^10 + 115*q^7*t^11 - 193*q^6*t^12 - 4*q^5*t^13 - 32*q^4*t^14 + 4*q^3*t^15 + 4*q^14*t^3 - 32*q^13*t^4 - 4*q^12*t^5 - 193*q^11*t^6 + 115*q^10*t^7 - 44*q^9*t^8 - 368*q^8*t^9 + 302*q^7*t^10 - 183*q^6*t^11 - 12*q^5*t^12 + 34*q^4*t^13 + 5*q^3*t^14 + 6*q^13*t^3 - 10*q^12*t^4 + 105*q^11*t^5 + 153*q^10*t^6 + 214*q^9*t^7 + 47*q^8*t^8 + 236*q^7*t^9 + 167*q^6*t^10 - 54*q^5*t^11 + 63*q^4*t^12 - 3*q^3*t^13 - 2*q^2*t^14 + 6*q^13*t^2 - 12*q^12*t^3 - 11*q^11*t^4 + 45*q^10*t^5 - 338*q^9*t^6 - 117*q^8*t^7 - 196*q^7*t^8 - 160*q^6*t^9 - 129*q^5*t^10 - 46*q^4*t^11 + 18*q^3*t^12 - 10*q^2*t^13 - 8*q^12*t^2 - 43*q^11*t^3 + 77*q^10*t^4 - 55*q^9*t^5 - 13*q^8*t^6 + 365*q^7*t^7 - 17*q^6*t^8 + 96*q^5*t^9 + 96*q^4*t^10 + 9*q^3*t^11 + q^2*t^12 - 5*q^12*t + 26*q^11*t^2 + 24*q^10*t^3 + 79*q^9*t^4 - 105*q^8*t^5 + 160*q^7*t^6 - 21*q^6*t^7 - 191*q^5*t^8 + 101*q^4*t^9 - 41*q^3*t^10 - 9*q^2*t^11 - q^12 + 9*q^11*t - 11*q^10*t^2 - 48*q^9*t^3 - 76*q^8*t^4 - 65*q^7*t^5 - 7*q^6*t^6 - 170*q^5*t^7 + 77*q^4*t^8 - 6*q^3*t^9 - 31*q^2*t^10 + 10*q*t^11 - 18*q^9*t^2 + 8*q^8*t^3 + 119*q^7*t^4 + 50*q^6*t^5 + 77*q^5*t^6 + 88*q^4*t^7 + 22*q^3*t^8 - 8*q^2*t^9 + 7*q*t^10 + 10*q^9*t - 21*q^8*t^2 + 78*q^7*t^3 - 76*q^6*t^4 - 75*q^5*t^5 - 17*q^4*t^6 - 85*q^3*t^7 - 16*q^2*t^8 + 2*q*t^9 - 13*q^8*t + 22*q^7*t^2 - 28*q^6*t^3 - 45*q^5*t^4 + 63*q^4*t^5 + 6*q^3*t^6 + 29*q^2*t^7 + 17*q*t^8 - 3*t^9 + 6*q^7*t - 7*q^6*t^2 - 6*q^5*t^3 + 36*q^4*t^4 + 8*q^3*t^5 - 18*q^2*t^6 - 2*q*t^7 - 4*t^8 - q^6*t + 3*q^5*t^2 - 4*q^3*t^4 - 14*q^2*t^5 + 4*q*t^6 + t^7 - q^4*t^2 + q^3*t^3 + 2*q*t^5)/((q*t^2 - 1)^2*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)^2*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0110] 'F?]u_'

Zeta functions
ask[-]:	(q^8t^2 + 4q^7t^3 + q^6t^4 - 3q^8t - 9q^6t^3 - 6q^5t^4 - q^8 - q^7t + 10q^6t^2 - 13q^5t^3 + 11q^4t^4 + 16q^6t - 13q^5t^2 + 26q^4t^3 + q^3t^4 - q^5t - 26q^4t^2 + 13q^3t^3 - 16q^2t^4 - 11q^4t + 13q^3t^2 - 10q^2t^3 + qt^4 + t^5 + 6q^3t + 9q^2t^2 + 3t^4 - q^2t - 4qt^2 - t^3)/((qt - 1)^2(q - t)^3q^5(t - 1))
ask[+]:	(q^8t^2 + 4q^7t^3 + q^6t^4 - 3q^8t - 9q^6t^3 - 6q^5t^4 - q^8 - q^7t + 10q^6t^2 - 13q^5t^3 + 11q^4t^4 + 16q^6t - 13q^5t^2 + 26q^4t^3 + q^3t^4 - q^5t - 26q^4t^2 + 13q^3t^3 - 16q^2t^4 - 11q^4t + 13q^3t^2 - 10q^2t^3 + qt^4 + t^5 + 6q^3t + 9q^2t^2 + 3t^4 - q^2t - 4qt^2 - t^3)/((qt - 1)^2(q - t)^3q^5(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6]]

[0111] 'F?]uw'

Zeta functions

ask[-]:

-(q^4*t^3 + q^5*t - 5*q^4*t^2 + q^3*t^3 + q^5 - 2*q^4*t + 8*q^3*t^2 - 5*q^2*t^3 - 5*q^3*t + 8*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 5*q*t^2 + t^3 + q*t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^15*t^6 + 3*q^13*t^8 - 3*q^15*t^5 - 2*q^14*t^6 - q^13*t^7 - 22*q^12*t^8 - 3*q^11*t^9 - q^9*t^11 - q^15*t^4 + 11*q^14*t^5 + 2*q^13*t^6 + 7*q^12*t^7 + 56*q^11*t^8 + 20*q^10*t^9 + 8*q^9*t^10 + 6*q^8*t^11 - q^7*t^12 + 5*q^15*t^3 - 9*q^14*t^4 - 6*q^13*t^5 + 27*q^12*t^6 - 46*q^11*t^7 - 81*q^10*t^8 - 26*q^9*t^9 - 39*q^8*t^10 - 23*q^7*t^11 + 6*q^6*t^12 + 2*q^15*t^2 - 17*q^14*t^3 + 9*q^13*t^4 + 18*q^12*t^5 - 113*q^11*t^6 + 36*q^10*t^7 + 149*q^9*t^8 - 4*q^8*t^9 + 34*q^7*t^10 + 63*q^6*t^11 - 13*q^5*t^12 - 4*q^14*t^2 + 16*q^13*t^3 + 38*q^12*t^4 - 43*q^11*t^5 + 158*q^10*t^6 + 101*q^9*t^7 - 196*q^8*t^8 - 3*q^7*t^9 + 36*q^6*t^10 - 79*q^5*t^11 + 8*q^4*t^12 - 2*q^14*t + 22*q^13*t^2 - 53*q^12*t^3 - 30*q^11*t^4 + 43*q^10*t^5 - 224*q^9*t^6 - 121*q^8*t^7 + 100*q^7*t^8 - 12*q^6*t^9 - 34*q^5*t^10 + 29*q^4*t^11 + 6*q^3*t^12 - q^14 + 3*q^13*t - 33*q^12*t^2 + 58*q^11*t^3 + 46*q^10*t^4 - 92*q^9*t^5 + 211*q^8*t^6 + 211*q^7*t^7 - 92*q^6*t^8 + 46*q^5*t^9 + 58*q^4*t^10 - 33*q^3*t^11 + 3*q^2*t^12 - q*t^13 + 6*q^12*t + 29*q^11*t^2 - 34*q^10*t^3 - 12*q^9*t^4 + 100*q^8*t^5 - 121*q^7*t^6 - 224*q^6*t^7 + 43*q^5*t^8 - 30*q^4*t^9 - 53*q^3*t^10 + 22*q^2*t^11 - 2*q*t^12 + 8*q^11*t - 79*q^10*t^2 + 36*q^9*t^3 - 3*q^8*t^4 - 196*q^7*t^5 + 101*q^6*t^6 + 158*q^5*t^7 - 43*q^4*t^8 + 38*q^3*t^9 + 16*q^2*t^10 - 4*q*t^11 - 13*q^10*t + 63*q^9*t^2 + 34*q^8*t^3 - 4*q^7*t^4 + 149*q^6*t^5 + 36*q^5*t^6 - 113*q^4*t^7 + 18*q^3*t^8 + 9*q^2*t^9 - 17*q*t^10 + 2*t^11 + 6*q^9*t - 23*q^8*t^2 - 39*q^7*t^3 - 26*q^6*t^4 - 81*q^5*t^5 - 46*q^4*t^6 + 27*q^3*t^7 - 6*q^2*t^8 - 9*q*t^9 + 5*t^10 - q^8*t + 6*q^7*t^2 + 8*q^6*t^3 + 20*q^5*t^4 + 56*q^4*t^5 + 7*q^3*t^6 + 2*q^2*t^7 + 11*q*t^8 - t^9 - q^6*t^2 - 3*q^4*t^4 - 22*q^3*t^5 - q^2*t^6 - 2*q*t^7 - 3*t^8 + 3*q^2*t^5 + t^7)/((q^2 - t)^2*(q*t + 1)*(q*t - 1)^2*(q + t)^2*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0112] 'F?]v_'

Zeta functions
ask[-]:	(q^8t^2 + q^7t^3 - 2q^8t + 2q^7t^2 - 5q^6t^3 - q^5t^4 - q^8 + q^7t + q^6t^2 - 4q^5t^3 + 5q^4t^4 + 8q^6t - 9q^5t^2 + 13q^4t^3 - 2q^3t^4 + 2q^5t - 13q^4t^2 + 9q^3t^3 - 8q^2t^4 - 5q^4t + 4q^3t^2 - q^2t^3 - qt^4 + t^5 + q^3t + 5q^2t^2 - 2qt^3 + 2t^4 - qt^2 - t^3)/((qt - 1)^2(q - t)^3q^5(t - 1))
ask[+]:	(q^8t^2 + q^7t^3 - 2q^8t + 2q^7t^2 - 5q^6t^3 - q^5t^4 - q^8 + q^7t + q^6t^2 - 4q^5t^3 + 5q^4t^4 + 8q^6t - 9q^5t^2 + 13q^4t^3 - 2q^3t^4 + 2q^5t - 13q^4t^2 + 9q^3t^3 - 8q^2t^4 - 5q^4t + 4q^3t^2 - q^2t^3 - qt^4 + t^5 + q^3t + 5q^2t^2 - 2qt^3 + 2t^4 - qt^2 - t^3)/((qt - 1)^2(q - t)^3q^5(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6]]

[0113] 'F?]vw'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^17*t^5 + 3*q^15*t^7 - 2*q^17*t^4 - 3*q^16*t^5 + q^15*t^6 - 17*q^14*t^7 + 2*q^13*t^8 - q^11*t^10 - 5*q^17*t^3 + 11*q^16*t^4 + 9*q^15*t^5 - 14*q^14*t^6 + 32*q^13*t^7 - 7*q^12*t^8 + 2*q^10*t^10 - 2*q^17*t^2 + 17*q^16*t^3 - 8*q^15*t^4 - 16*q^14*t^5 + 18*q^13*t^6 - 21*q^12*t^7 + 32*q^11*t^8 + q^10*t^9 - q^8*t^11 + 4*q^16*t^2 - 22*q^15*t^3 - 5*q^14*t^4 - 12*q^13*t^5 + 3*q^12*t^6 + 25*q^11*t^7 - 75*q^10*t^8 - 17*q^9*t^9 + q^8*t^10 + 6*q^7*t^11 + 2*q^16*t - 13*q^15*t^2 + 39*q^14*t^3 - 6*q^13*t^4 + 11*q^12*t^5 + 15*q^11*t^6 - 34*q^10*t^7 + 50*q^9*t^8 + 30*q^8*t^9 - 6*q^7*t^10 - 12*q^6*t^11 + q^16 - 2*q^15*t + 11*q^14*t^2 - 42*q^13*t^3 + 11*q^12*t^4 + 16*q^11*t^5 + 26*q^10*t^6 - 10*q^9*t^7 - 12*q^8*t^8 + 9*q^7*t^9 + 11*q^6*t^10 + 9*q^5*t^11 - 6*q^14*t - 10*q^13*t^2 + 47*q^12*t^3 - 35*q^11*t^4 - 20*q^10*t^5 - 41*q^9*t^6 - 28*q^8*t^7 + 3*q^7*t^8 + 13*q^6*t^9 - 29*q^5*t^10 - 2*q^4*t^11 + 2*q^13*t + 29*q^12*t^2 - 13*q^11*t^3 - 3*q^10*t^4 + 28*q^9*t^5 + 41*q^8*t^6 + 20*q^7*t^7 + 35*q^6*t^8 - 47*q^5*t^9 + 10*q^4*t^10 + 6*q^3*t^11 - 9*q^12*t - 11*q^11*t^2 - 9*q^10*t^3 + 12*q^9*t^4 + 10*q^8*t^5 - 26*q^7*t^6 - 16*q^6*t^7 - 11*q^5*t^8 + 42*q^4*t^9 - 11*q^3*t^10 + 2*q^2*t^11 - q*t^12 + 12*q^11*t + 6*q^10*t^2 - 30*q^9*t^3 - 50*q^8*t^4 + 34*q^7*t^5 - 15*q^6*t^6 - 11*q^5*t^7 + 6*q^4*t^8 - 39*q^3*t^9 + 13*q^2*t^10 - 2*q*t^11 - 6*q^10*t - q^9*t^2 + 17*q^8*t^3 + 75*q^7*t^4 - 25*q^6*t^5 - 3*q^5*t^6 + 12*q^4*t^7 + 5*q^3*t^8 + 22*q^2*t^9 - 4*q*t^10 + q^9*t - q^7*t^3 - 32*q^6*t^4 + 21*q^5*t^5 - 18*q^4*t^6 + 16*q^3*t^7 + 8*q^2*t^8 - 17*q*t^9 + 2*t^10 - 2*q^7*t^2 + 7*q^5*t^4 - 32*q^4*t^5 + 14*q^3*t^6 - 9*q^2*t^7 - 11*q*t^8 + 5*t^9 + q^6*t^2 - 2*q^4*t^4 + 17*q^3*t^5 - q^2*t^6 + 3*q*t^7 + 2*t^8 - 3*q^2*t^5 - t^7)/((q^3 - t)^2*(q*t + 1)*(q*t - 1)^2*(q + t)^2*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0114] 'F?]}w'

Zeta functions

ask[-]:

-(q^5*t^2 + q^5*t - 6*q^4*t^2 + 2*q^3*t^3 + q^5 - 3*q^4*t + 8*q^3*t^2 - 4*q^2*t^3 - 4*q^3*t + 8*q^2*t^2 - 3*q*t^3 + t^4 + 2*q^2*t - 6*q*t^2 + t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(3*q^9*t^6 + q^10*t^4 - 3*q^9*t^5 - 13*q^8*t^6 + 3*q^7*t^7 - 3*q^6*t^8 + 4*q^10*t^3 - 12*q^9*t^4 + 8*q^8*t^5 + 33*q^7*t^6 - 15*q^6*t^7 + 9*q^5*t^8 + q^10*t^2 - 15*q^9*t^3 + 27*q^8*t^4 + 6*q^7*t^5 - 53*q^6*t^6 + 24*q^5*t^7 - 5*q^4*t^8 - q^9*t^2 + 16*q^8*t^3 - 23*q^7*t^4 - 30*q^6*t^5 + 43*q^5*t^6 - 16*q^4*t^7 - 7*q^3*t^8 - q^9*t + 16*q^8*t^2 - 34*q^7*t^3 + 38*q^6*t^4 + 36*q^5*t^5 - 42*q^4*t^6 + 28*q^3*t^7 + q*t^9 - q^9 - 28*q^7*t^2 + 42*q^6*t^3 - 36*q^5*t^4 - 38*q^4*t^5 + 34*q^3*t^6 - 16*q^2*t^7 + q*t^8 + 7*q^7*t + 16*q^6*t^2 - 43*q^5*t^3 + 30*q^4*t^4 + 23*q^3*t^5 - 16*q^2*t^6 + q*t^7 + 5*q^6*t - 24*q^5*t^2 + 53*q^4*t^3 - 6*q^3*t^4 - 27*q^2*t^5 + 15*q*t^6 - t^7 - 9*q^5*t + 15*q^4*t^2 - 33*q^3*t^3 - 8*q^2*t^4 + 12*q*t^5 - 4*t^6 + 3*q^4*t - 3*q^3*t^2 + 13*q^2*t^3 + 3*q*t^4 - t^5 - 3*q*t^3)/((q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0115] 'F?]~_'

Zeta functions

ask[-]:

(q^8*t^4 - 4*q^8*t^3 + q^6*t^5 + 4*q^8*t^2 + 2*q^7*t^3 - 2*q^6*t^4 - 4*q^5*t^5 - q^9 + 2*q^8*t - 4*q^7*t^2 + 4*q^6*t^3 + 5*q^5*t^4 + 2*q^4*t^5 + 2*q^7*t - 14*q^6*t^2 + 8*q^5*t^3 - 5*q^4*t^4 + 3*q^3*t^5 + 3*q^6*t - 5*q^5*t^2 + 8*q^4*t^3 - 14*q^3*t^4 + 2*q^2*t^5 + 2*q^5*t + 5*q^4*t^2 + 4*q^3*t^3 - 4*q^2*t^4 + 2*q*t^5 - t^6 - 4*q^4*t - 2*q^3*t^2 + 2*q^2*t^3 + 4*q*t^4 + q^3*t - 4*q*t^3 + q*t^2)/((q^2 - t)^2*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^14*t^6 - 3*q^14*t^5 - 4*q^13*t^6 + 5*q^12*t^7 - 3*q^10*t^9 - 2*q^14*t^4 + 17*q^13*t^5 + 5*q^12*t^6 - 30*q^11*t^7 + 3*q^10*t^8 + 15*q^9*t^9 - q^8*t^10 + 3*q^14*t^3 - 2*q^13*t^4 - 29*q^12*t^5 + 2*q^11*t^6 + 63*q^10*t^7 - 3*q^9*t^8 - 34*q^8*t^9 + 5*q^7*t^10 + 3*q^14*t^2 - 12*q^13*t^3 - 3*q^12*t^4 + 63*q^11*t^5 - 17*q^10*t^6 - 105*q^9*t^7 + 15*q^8*t^8 + 44*q^7*t^9 - 11*q^6*t^10 - 6*q^13*t^2 + 11*q^12*t^3 + 50*q^11*t^4 - 125*q^10*t^5 - 29*q^9*t^6 + 180*q^8*t^7 - 18*q^7*t^8 - 61*q^6*t^9 + 17*q^5*t^10 - 2*q^13*t + 20*q^12*t^2 - 44*q^11*t^3 - 61*q^10*t^4 + 146*q^9*t^5 + 103*q^8*t^6 - 174*q^7*t^7 - 48*q^6*t^8 + 82*q^5*t^9 - 15*q^4*t^10 - q^13 + 5*q^12*t - 32*q^11*t^2 + 52*q^10*t^3 + 129*q^9*t^4 - 199*q^8*t^5 - 149*q^7*t^6 + 166*q^6*t^7 + 40*q^5*t^8 - 39*q^4*t^9 + q^3*t^10 - q^11*t + 39*q^10*t^2 - 40*q^9*t^3 - 166*q^8*t^4 + 149*q^7*t^5 + 199*q^6*t^6 - 129*q^5*t^7 - 52*q^4*t^8 + 32*q^3*t^9 - 5*q^2*t^10 + q*t^11 + 15*q^10*t - 82*q^9*t^2 + 48*q^8*t^3 + 174*q^7*t^4 - 103*q^6*t^5 - 146*q^5*t^6 + 61*q^4*t^7 + 44*q^3*t^8 - 20*q^2*t^9 + 2*q*t^10 - 17*q^9*t + 61*q^8*t^2 + 18*q^7*t^3 - 180*q^6*t^4 + 29*q^5*t^5 + 125*q^4*t^6 - 50*q^3*t^7 - 11*q^2*t^8 + 6*q*t^9 + 11*q^8*t - 44*q^7*t^2 - 15*q^6*t^3 + 105*q^5*t^4 + 17*q^4*t^5 - 63*q^3*t^6 + 3*q^2*t^7 + 12*q*t^8 - 3*t^9 - 5*q^7*t + 34*q^6*t^2 + 3*q^5*t^3 - 63*q^4*t^4 - 2*q^3*t^5 + 29*q^2*t^6 + 2*q*t^7 - 3*t^8 + q^6*t - 15*q^5*t^2 - 3*q^4*t^3 + 30*q^3*t^4 - 5*q^2*t^5 - 17*q*t^6 + 2*t^7 + 3*q^4*t^2 - 5*q^2*t^4 + 4*q*t^5 + 3*t^6 - t^5)/((q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0116] 'F?]~g'

Zeta functions

ask[-]:

-(q^5*t^3 - 2*q^5*t^2 - q^4*t^3 + q^6 - q^5*t + 3*q^4*t^2 - 3*q^4*t + 4*q^3*t^2 - 3*q^2*t^3 + 3*q^2*t^2 - q*t^3 + t^4 - q^2*t - 2*q*t^2 + q*t)*(q - t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^14*t^6 + q^12*t^8 - 2*q^14*t^5 - 2*q^13*t^6 + q^12*t^7 - 9*q^11*t^8 - q^10*t^9 + q^9*t^10 - q^14*t^4 + 8*q^13*t^5 - q^12*t^6 - 6*q^11*t^7 + 24*q^10*t^8 + 6*q^9*t^9 - 4*q^8*t^10 + 2*q^14*t^3 - 2*q^13*t^4 - 10*q^12*t^5 + 19*q^11*t^6 + 7*q^10*t^7 - 32*q^9*t^8 - 6*q^8*t^9 + 7*q^7*t^10 - q^6*t^11 + 2*q^14*t^2 - 10*q^13*t^3 + q^12*t^4 + 27*q^11*t^5 - 50*q^10*t^6 - 33*q^9*t^7 + 46*q^8*t^8 + 3*q^7*t^9 - 21*q^6*t^10 + 5*q^5*t^11 - 2*q^13*t^2 + 9*q^12*t^3 + 21*q^11*t^4 - 50*q^10*t^5 + 34*q^9*t^6 + 93*q^8*t^7 - 46*q^7*t^8 - 25*q^6*t^9 + 39*q^5*t^10 - 5*q^4*t^11 - q^13*t + 11*q^12*t^2 - 29*q^11*t^3 - 16*q^10*t^4 + 71*q^9*t^5 - 40*q^8*t^6 - 75*q^7*t^7 + 25*q^6*t^8 + 22*q^5*t^9 - 18*q^4*t^10 - 4*q^3*t^11 - q^13 + 2*q^12*t - 19*q^11*t^2 + 29*q^10*t^3 + 33*q^9*t^4 - 93*q^8*t^5 + 93*q^6*t^7 - 33*q^5*t^8 - 29*q^4*t^9 + 19*q^3*t^10 - 2*q^2*t^11 + q*t^12 + 4*q^11*t + 18*q^10*t^2 - 22*q^9*t^3 - 25*q^8*t^4 + 75*q^7*t^5 + 40*q^6*t^6 - 71*q^5*t^7 + 16*q^4*t^8 + 29*q^3*t^9 - 11*q^2*t^10 + q*t^11 + 5*q^10*t - 39*q^9*t^2 + 25*q^8*t^3 + 46*q^7*t^4 - 93*q^6*t^5 - 34*q^5*t^6 + 50*q^4*t^7 - 21*q^3*t^8 - 9*q^2*t^9 + 2*q*t^10 - 5*q^9*t + 21*q^8*t^2 - 3*q^7*t^3 - 46*q^6*t^4 + 33*q^5*t^5 + 50*q^4*t^6 - 27*q^3*t^7 - q^2*t^8 + 10*q*t^9 - 2*t^10 + q^8*t - 7*q^7*t^2 + 6*q^6*t^3 + 32*q^5*t^4 - 7*q^4*t^5 - 19*q^3*t^6 + 10*q^2*t^7 + 2*q*t^8 - 2*t^9 + 4*q^6*t^2 - 6*q^5*t^3 - 24*q^4*t^4 + 6*q^3*t^5 + q^2*t^6 - 8*q*t^7 + t^8 - q^5*t^2 + q^4*t^3 + 9*q^3*t^4 - q^2*t^5 + 2*q*t^6 + 2*t^7 - q^2*t^4 - t^6)/((q^2 - t)^2*(q*t + 1)*(q*t - 1)^2*(q + t)^2*(q - t)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0117] 'F?]~w'

Zeta functions

ask[-]:

(q^3*t^2 - q^4 + q^3*t - 3*q^2*t^2 + 3*q^2*t - q*t^2 + t^3 - q*t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^14*t^6 - q^13*t^7 - q^12*t^8 - q^15*t^4 - 2*q^14*t^5 - 6*q^13*t^6 + 6*q^12*t^7 + q^11*t^8 + 2*q^15*t^3 + q^14*t^4 + 9*q^13*t^5 + 12*q^12*t^6 - 16*q^11*t^7 + 2*q^10*t^8 - 2*q^9*t^9 + q^15*t^2 - 11*q^14*t^3 + 3*q^13*t^4 - 14*q^12*t^5 - 23*q^11*t^6 + 29*q^10*t^7 - q^9*t^8 + 10*q^8*t^9 + 2*q^7*t^10 + q^14*t^2 + 9*q^13*t^3 - 4*q^12*t^4 + 21*q^11*t^5 + 21*q^10*t^6 - 42*q^9*t^7 - 6*q^8*t^8 - 19*q^7*t^9 - 5*q^6*t^10 + 7*q^13*t^2 - 14*q^12*t^3 + 19*q^11*t^4 - 28*q^10*t^5 - 32*q^9*t^6 + 58*q^8*t^7 + 3*q^7*t^8 + 18*q^6*t^9 + 3*q^5*t^10 - q^14 - q^13*t - 16*q^12*t^2 + 19*q^11*t^3 - 18*q^10*t^4 + 38*q^9*t^5 + 35*q^8*t^6 - 42*q^7*t^7 + 18*q^6*t^8 - 15*q^5*t^9 - q^4*t^10 + 7*q^12*t + 8*q^11*t^2 - 26*q^10*t^3 + 30*q^9*t^4 - 47*q^8*t^5 - 47*q^7*t^6 + 30*q^6*t^7 - 26*q^5*t^8 + 8*q^4*t^9 + 7*q^3*t^10 - q^11*t - 15*q^10*t^2 + 18*q^9*t^3 - 42*q^8*t^4 + 35*q^7*t^5 + 38*q^6*t^6 - 18*q^5*t^7 + 19*q^4*t^8 - 16*q^3*t^9 - q^2*t^10 - q*t^11 + 3*q^10*t + 18*q^9*t^2 + 3*q^8*t^3 + 58*q^7*t^4 - 32*q^6*t^5 - 28*q^5*t^6 + 19*q^4*t^7 - 14*q^3*t^8 + 7*q^2*t^9 - 5*q^9*t - 19*q^8*t^2 - 6*q^7*t^3 - 42*q^6*t^4 + 21*q^5*t^5 + 21*q^4*t^6 - 4*q^3*t^7 + 9*q^2*t^8 + q*t^9 + 2*q^8*t + 10*q^7*t^2 - q^6*t^3 + 29*q^5*t^4 - 23*q^4*t^5 - 14*q^3*t^6 + 3*q^2*t^7 - 11*q*t^8 + t^9 - 2*q^6*t^2 + 2*q^5*t^3 - 16*q^4*t^4 + 12*q^3*t^5 + 9*q^2*t^6 + q*t^7 + 2*t^8 + q^4*t^3 + 6*q^3*t^4 - 6*q^2*t^5 - 2*q*t^6 - t^7 - q^3*t^3 - q^2*t^4 + 2*q*t^5)/((q^3 - t)*(q^2 + t)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0118] 'F?^vo'

Zeta functions

ask[-]:

(q^8*t^3 - 2*q^8*t^2 + q^9 - q^8*t + q^7*t^2 - q^6*t^3 - 2*q^5*t^4 - 2*q^7*t + 6*q^6*t^2 + 2*q^4*t^4 - 2*q^6*t + 5*q^5*t^2 - 5*q^4*t^3 + 2*q^3*t^4 - 2*q^5*t - 6*q^3*t^3 + 2*q^2*t^4 + 2*q^4*t + q^3*t^2 - q^2*t^3 + q*t^4 - t^5 + 2*q*t^3 - q*t^2)/((q^2 - t)^2*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^14*t^5 - q^14*t^4 - 4*q^13*t^5 + q^12*t^6 - q^10*t^8 - 3*q^14*t^3 + 8*q^13*t^4 + 8*q^12*t^5 - 10*q^11*t^6 + q^10*t^7 + 5*q^9*t^8 - 3*q^14*t^2 + 11*q^13*t^3 - 5*q^12*t^4 - 24*q^11*t^5 + 20*q^10*t^6 + 9*q^9*t^7 - 14*q^8*t^8 + 6*q^13*t^2 - 11*q^12*t^3 - 13*q^11*t^4 + 27*q^10*t^5 - 9*q^9*t^6 - 17*q^8*t^7 + 15*q^7*t^8 + q^6*t^9 + 2*q^13*t - 13*q^12*t^2 + 25*q^11*t^3 + 3*q^10*t^4 - 23*q^9*t^5 + 25*q^8*t^6 - q^7*t^7 - 14*q^6*t^8 + q^5*t^9 + q^13 - 4*q^12*t + 11*q^11*t^2 - 22*q^10*t^3 - 19*q^9*t^4 + 52*q^8*t^5 - 27*q^7*t^6 - 28*q^6*t^7 + 32*q^5*t^8 - 5*q^4*t^9 - q^11*t - 11*q^10*t^2 + 28*q^9*t^3 + 13*q^8*t^4 - 46*q^7*t^5 + 13*q^6*t^6 + 28*q^5*t^7 - 11*q^4*t^8 - q^3*t^9 - 5*q^10*t + 32*q^9*t^2 - 28*q^8*t^3 - 27*q^7*t^4 + 52*q^6*t^5 - 19*q^5*t^6 - 22*q^4*t^7 + 11*q^3*t^8 - 4*q^2*t^9 + q*t^10 + q^9*t - 14*q^8*t^2 - q^7*t^3 + 25*q^6*t^4 - 23*q^5*t^5 + 3*q^4*t^6 + 25*q^3*t^7 - 13*q^2*t^8 + 2*q*t^9 + q^8*t + 15*q^7*t^2 - 17*q^6*t^3 - 9*q^5*t^4 + 27*q^4*t^5 - 13*q^3*t^6 - 11*q^2*t^7 + 6*q*t^8 - 14*q^6*t^2 + 9*q^5*t^3 + 20*q^4*t^4 - 24*q^3*t^5 - 5*q^2*t^6 + 11*q*t^7 - 3*t^8 + 5*q^5*t^2 + q^4*t^3 - 10*q^3*t^4 + 8*q^2*t^5 + 8*q*t^6 - 3*t^7 - q^4*t^2 + q^2*t^4 - 4*q*t^5 - t^6 + t^5)/((q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0119] 'F?^vw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^4*t^2 + 2*q^4*t - q^3*t^2 + q^3*t - 2*q^2*t^2 + q^2*t + t^3 - q*t)*(q - t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^18*t^5 + q^16*t^7 - q^18*t^4 - 3*q^17*t^5 - 8*q^15*t^7 + q^14*t^8 + q^13*t^9 - 2*q^18*t^3 + 6*q^17*t^4 + 4*q^16*t^5 - 7*q^15*t^6 + 22*q^14*t^7 - 2*q^13*t^8 - 4*q^12*t^9 - q^11*t^10 - 2*q^18*t^2 + 9*q^17*t^3 - 4*q^16*t^4 - 4*q^15*t^5 + 12*q^14*t^6 - 31*q^13*t^7 + 12*q^12*t^8 + 4*q^11*t^9 + 2*q^10*t^10 + 2*q^17*t^2 - 14*q^16*t^3 + 2*q^15*t^4 - 18*q^14*t^5 - 6*q^13*t^6 + 56*q^12*t^7 - 38*q^11*t^8 - 4*q^10*t^9 + q^17*t - 6*q^16*t^2 + 31*q^15*t^3 - 20*q^14*t^4 + 20*q^13*t^5 + 30*q^12*t^6 - 77*q^11*t^7 + 36*q^10*t^8 + q^9*t^9 + 4*q^8*t^10 + 2*q^7*t^11 + q^17 - q^16*t + 6*q^15*t^2 - 31*q^14*t^3 + 28*q^13*t^4 - 32*q^12*t^5 - 9*q^11*t^6 + 62*q^10*t^7 - 49*q^9*t^8 + 29*q^8*t^9 - 13*q^7*t^10 - 7*q^6*t^11 - 4*q^15*t - 10*q^14*t^2 + 39*q^13*t^3 - 55*q^12*t^4 + 67*q^11*t^5 + 18*q^10*t^6 - 100*q^9*t^7 + 63*q^8*t^8 - 19*q^7*t^9 + 8*q^6*t^10 + 7*q^5*t^11 + 22*q^13*t^2 - 26*q^12*t^3 + 40*q^11*t^4 - 74*q^10*t^5 + 74*q^8*t^7 - 40*q^7*t^8 + 26*q^6*t^9 - 22*q^5*t^10 - 7*q^13*t - 8*q^12*t^2 + 19*q^11*t^3 - 63*q^10*t^4 + 100*q^9*t^5 - 18*q^8*t^6 - 67*q^7*t^7 + 55*q^6*t^8 - 39*q^5*t^9 + 10*q^4*t^10 + 4*q^3*t^11 + 7*q^12*t + 13*q^11*t^2 - 29*q^10*t^3 + 49*q^9*t^4 - 62*q^8*t^5 + 9*q^7*t^6 + 32*q^6*t^7 - 28*q^5*t^8 + 31*q^4*t^9 - 6*q^3*t^10 + q^2*t^11 - q*t^12 - 2*q^11*t - 4*q^10*t^2 - q^9*t^3 - 36*q^8*t^4 + 77*q^7*t^5 - 30*q^6*t^6 - 20*q^5*t^7 + 20*q^4*t^8 - 31*q^3*t^9 + 6*q^2*t^10 - q*t^11 + 4*q^8*t^3 + 38*q^7*t^4 - 56*q^6*t^5 + 6*q^5*t^6 + 18*q^4*t^7 - 2*q^3*t^8 + 14*q^2*t^9 - 2*q*t^10 - 2*q^8*t^2 - 4*q^7*t^3 - 12*q^6*t^4 + 31*q^5*t^5 - 12*q^4*t^6 + 4*q^3*t^7 + 4*q^2*t^8 - 9*q*t^9 + 2*t^10 + q^7*t^2 + 4*q^6*t^3 + 2*q^5*t^4 - 22*q^4*t^5 + 7*q^3*t^6 - 4*q^2*t^7 - 6*q*t^8 + 2*t^9 - q^5*t^3 - q^4*t^4 + 8*q^3*t^5 + 3*q*t^7 + t^8 - q^2*t^5 - t^7)/((q^3 - t)^2*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)^2*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0120] 'F?^~o'

Zeta functions

ask[-]:

(q^6*t^3 + q^8 - q^7*t - q^6*t^2 - q^5*t^3 - 2*q^6*t + 2*q^5*t^2 - q^4*t^3 + 4*q^4*t^2 - q^4*t + 2*q^3*t^2 - 2*q^2*t^3 - q^3*t - q^2*t^2 - q*t^3 + t^4 + q^2*t)/((q^3 - t)*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^13*t^5 - 2*q^12*t^5 - q^10*t^7 - q^13*t^3 + q^12*t^4 - 2*q^10*t^6 + 3*q^9*t^7 - 2*q^13*t^2 + 4*q^12*t^3 + 2*q^11*t^4 - 2*q^10*t^5 + 3*q^9*t^6 - q^8*t^7 + q^12*t^2 - q^11*t^3 - 5*q^10*t^4 - q^9*t^5 + 3*q^8*t^6 + q^7*t^7 - q^6*t^8 + q^12*t - 2*q^11*t^2 + 7*q^10*t^3 - 5*q^9*t^4 + q^8*t^5 + 5*q^7*t^6 - 7*q^6*t^7 + q^5*t^8 + q^12 - q^11*t + q^10*t^2 - 3*q^8*t^4 + 3*q^7*t^5 + q^6*t^6 - 6*q^5*t^7 + q^4*t^8 - 4*q^10*t - q^9*t^2 + q^8*t^3 - 4*q^7*t^4 + 4*q^6*t^5 - q^5*t^6 + q^4*t^7 + 4*q^3*t^8 - q^9*t + 6*q^8*t^2 - q^7*t^3 - 3*q^6*t^4 + 3*q^5*t^5 - q^3*t^7 + q^2*t^8 - q*t^9 - q^8*t + 7*q^7*t^2 - 5*q^6*t^3 - q^5*t^4 + 5*q^4*t^5 - 7*q^3*t^6 + 2*q^2*t^7 - q*t^8 + q^7*t - q^6*t^2 - 3*q^5*t^3 + q^4*t^4 + 5*q^3*t^5 + q^2*t^6 - q*t^7 + q^5*t^2 - 3*q^4*t^3 + 2*q^3*t^4 - 2*q^2*t^5 - 4*q*t^6 + 2*t^7 - 3*q^4*t^2 + 2*q^3*t^3 - q*t^5 + t^6 + q^3*t^2 + 2*q*t^4 - t^4)/((q^3 - t)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0121] 'F?^~w'

Zeta functions

ask[-]:

(q^2 - t)^2*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^18*t^5 - 2*q^17*t^6 - 2*q^16*t^7 - q^19*t^3 - 3*q^17*t^5 + 6*q^16*t^6 + 5*q^15*t^7 - q^19*t^2 + 6*q^18*t^3 + 5*q^17*t^4 + 6*q^16*t^5 - 6*q^15*t^6 - 4*q^14*t^7 - 2*q^18*t^2 - 6*q^17*t^3 - 11*q^16*t^4 - 17*q^15*t^5 + 3*q^14*t^6 + 6*q^13*t^7 + 5*q^12*t^8 + 3*q^11*t^9 + 5*q^16*t^3 + 9*q^15*t^4 + 14*q^14*t^5 + q^13*t^6 - 15*q^12*t^7 - 13*q^11*t^8 - 9*q^10*t^9 + q^18 + 2*q^17*t + 3*q^16*t^2 + 6*q^15*t^3 - 17*q^14*t^4 - 16*q^13*t^5 + 4*q^12*t^6 + 16*q^11*t^7 + 8*q^10*t^8 + 9*q^9*t^9 - q^8*t^10 - 7*q^16*t - 2*q^15*t^2 - 2*q^14*t^3 + 18*q^13*t^4 + 21*q^12*t^5 + 19*q^11*t^6 - 7*q^10*t^7 - 8*q^9*t^8 - 7*q^8*t^9 + q^7*t^10 + 3*q^15*t + 6*q^14*t^2 + 11*q^13*t^3 - 18*q^12*t^4 - 17*q^11*t^5 - 18*q^10*t^6 - 3*q^9*t^7 + 14*q^8*t^8 + 16*q^7*t^9 + 3*q^6*t^10 - 6*q^14*t - 9*q^13*t^2 - 20*q^12*t^3 - 4*q^11*t^4 + 18*q^10*t^5 + 18*q^9*t^6 - 4*q^8*t^7 - 20*q^7*t^8 - 9*q^6*t^9 - 6*q^5*t^10 + 3*q^13*t + 16*q^12*t^2 + 14*q^11*t^3 - 3*q^10*t^4 - 18*q^9*t^5 - 17*q^8*t^6 - 18*q^7*t^7 + 11*q^6*t^8 + 6*q^5*t^9 + 3*q^4*t^10 + q^12*t - 7*q^11*t^2 - 8*q^10*t^3 - 7*q^9*t^4 + 19*q^8*t^5 + 21*q^7*t^6 + 18*q^6*t^7 - 2*q^5*t^8 - 2*q^4*t^9 - 7*q^3*t^10 - q^11*t + 9*q^10*t^2 + 8*q^9*t^3 + 16*q^8*t^4 + 4*q^7*t^5 - 16*q^6*t^6 - 17*q^5*t^7 + 6*q^4*t^8 + 3*q^3*t^9 + 2*q^2*t^10 + q*t^11 - 9*q^9*t^2 - 13*q^8*t^3 - 15*q^7*t^4 + q^6*t^5 + 14*q^5*t^6 + 9*q^4*t^7 + 5*q^3*t^8 + 3*q^8*t^2 + 5*q^7*t^3 + 6*q^6*t^4 + 3*q^5*t^5 - 17*q^4*t^6 - 11*q^3*t^7 - 6*q^2*t^8 - 2*q*t^9 - 4*q^5*t^4 - 6*q^4*t^5 + 6*q^3*t^6 + 5*q^2*t^7 + 6*q*t^8 - t^9 + 5*q^4*t^4 + 6*q^3*t^5 - 3*q^2*t^6 - t^8 - 2*q^3*t^4 - 2*q^2*t^5 + q*t^6)/((q^4 - t)*(q^3 - t)*(q^2 + t)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0122] 'F?_rw'

Zeta functions

ask[-]:

(q^6*t^2 - 2*q^5*t^3 + 3*q^4*t^3 - q^3*t^4 - 3*q^4*t^2 + 4*q^3*t^3 - q^4*t - 2*q^3*t^2 - q^2*t^3 + 4*q^3*t - 3*q^2*t^2 - q^3 + 3*q^2*t - 2*q*t + t^2)/((q^2*t - 1)^2*(q*t - 1)^3*q^3)

ask[+]:

-(q^16*t^13 - 3*q^17*t^11 + 4*q^16*t^12 - 5*q^15*t^13 - q^17*t^10 + 10*q^16*t^11 - 14*q^15*t^12 + 8*q^14*t^13 + 5*q^16*t^10 - 6*q^15*t^11 + 8*q^14*t^12 + 7*q^16*t^9 - 27*q^15*t^10 + 10*q^14*t^11 + 10*q^13*t^12 - 12*q^12*t^13 + q^11*t^14 - 3*q^16*t^8 + 2*q^15*t^9 + 11*q^14*t^10 - 15*q^13*t^11 + 4*q^12*t^12 + 5*q^15*t^8 - 33*q^14*t^9 + 84*q^13*t^10 - 67*q^12*t^11 + 22*q^11*t^12 - 6*q^14*t^8 + 8*q^13*t^9 - 15*q^12*t^10 + 8*q^11*t^11 - 2*q^10*t^12 + q^15*t^6 - 10*q^14*t^7 + 53*q^13*t^8 - 79*q^12*t^9 + 22*q^11*t^10 + 12*q^10*t^11 - 6*q^9*t^12 - 12*q^13*t^7 + 38*q^12*t^8 - 15*q^11*t^9 - q^10*t^10 + 6*q^9*t^11 - q^8*t^12 + 6*q^13*t^6 + 14*q^12*t^7 - 119*q^11*t^8 + 178*q^10*t^9 - 96*q^9*t^10 + 17*q^8*t^11 - 2*q^13*t^5 + 4*q^12*t^6 + 26*q^11*t^7 - 85*q^10*t^8 + 54*q^9*t^9 - 6*q^8*t^10 - 4*q^7*t^11 + 7*q^12*t^5 - 59*q^11*t^6 + 124*q^10*t^7 - 69*q^9*t^8 - 8*q^8*t^9 + 9*q^7*t^10 - 2*q^12*t^4 + 24*q^11*t^5 - 86*q^10*t^6 + 110*q^9*t^7 - 47*q^8*t^8 + 3*q^7*t^9 + 2*q^6*t^10 - 2*q^11*t^4 - 3*q^10*t^5 + 47*q^9*t^6 - 110*q^8*t^7 + 86*q^7*t^8 - 24*q^6*t^9 + 2*q^5*t^10 - 9*q^10*t^4 + 8*q^9*t^5 + 69*q^8*t^6 - 124*q^7*t^7 + 59*q^6*t^8 - 7*q^5*t^9 + 4*q^10*t^3 + 6*q^9*t^4 - 54*q^8*t^5 + 85*q^7*t^6 - 26*q^6*t^7 - 4*q^5*t^8 + 2*q^4*t^9 - 17*q^9*t^3 + 96*q^8*t^4 - 178*q^7*t^5 + 119*q^6*t^6 - 14*q^5*t^7 - 6*q^4*t^8 + q^9*t^2 - 6*q^8*t^3 + q^7*t^4 + 15*q^6*t^5 - 38*q^5*t^6 + 12*q^4*t^7 + 6*q^8*t^2 - 12*q^7*t^3 - 22*q^6*t^4 + 79*q^5*t^5 - 53*q^4*t^6 + 10*q^3*t^7 - q^2*t^8 + 2*q^7*t^2 - 8*q^6*t^3 + 15*q^5*t^4 - 8*q^4*t^5 + 6*q^3*t^6 - 22*q^6*t^2 + 67*q^5*t^3 - 84*q^4*t^4 + 33*q^3*t^5 - 5*q^2*t^6 - 4*q^5*t^2 + 15*q^4*t^3 - 11*q^3*t^4 - 2*q^2*t^5 + 3*q*t^6 - q^6 + 12*q^5*t - 10*q^4*t^2 - 10*q^3*t^3 + 27*q^2*t^4 - 7*q*t^5 - 8*q^3*t^2 + 6*q^2*t^3 - 5*q*t^4 - 8*q^3*t + 14*q^2*t^2 - 10*q*t^3 + t^4 + 5*q^2*t - 4*q*t^2 + 3*t^3 - q*t)/((q^3*t^2 - 1)^2*(q^2*t - 1)^2*(q*t + 1)*(q*t - 1)^3*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0123] 'F?_yo'

Zeta functions
ask[-]:	(q^5t^2 - 6q^4t^2 + 4q^4t + 6q^3t^2 - q^2t^3 - 6q^3t + 6q^2t^2 + q^3 - 6q^2t - 4qt^2 + 6qt - t)(t - 1)/((q^2t - 1)(qt - 1)^4*q^3)
ask[+]:	(q^5t^2 - 6q^4t^2 + 4q^4t + 6q^3t^2 - q^2t^3 - 6q^3t + 6q^2t^2 + q^3 - 6q^2t - 4qt^2 + 6qt - t)(t - 1)/((q^2t - 1)(qt - 1)^4*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0124] 'F?`po'

Zeta functions
ask[-]:	(q^6t^3 - 3q^5t^3 + 4q^5t^2 - 2q^4t^3 - 3q^5t - q^4t^2 + 8q^3t^3 - q^2t^4 + 3q^4t - 12q^3t^2 + 3q^2t^3 - q^4 + 8q^3t - q^2t^2 - 3qt^3 - 2q^2t + 4qt^2 - 3qt + t)/((q^2t - 1)(qt - 1)^3q^4*(t - 1))
ask[+]:	(q^6t^3 - 3q^5t^3 + 4q^5t^2 - 2q^4t^3 - 3q^5t - q^4t^2 + 8q^3t^3 - q^2t^4 + 3q^4t - 12q^3t^2 + 3q^2t^3 - q^4 + 8q^3t - q^2t^2 - 3qt^3 - 2q^2t + 4qt^2 - 3qt + t)/((q^2t - 1)(qt - 1)^3q^4*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6]]

[0125] 'F?`pw'

Zeta functions

ask[-]:

(q^5*t^2 - 3*q^4*t^3 + 2*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 - 2*q^4*t - 6*q^3*t^2 + 4*q^2*t^3 + 4*q^3*t - 6*q^2*t^2 - 2*q*t^3 - q^3 + 5*q^2*t + 2*q*t^2 - 3*q*t + t^2)/((q^2*t - 1)*(q*t - 1)^4*q^3)

ask[+]:

-(q^14*t^11 - 3*q^15*t^9 + 4*q^14*t^10 - 5*q^13*t^11 - q^15*t^8 + 10*q^14*t^9 - 12*q^13*t^10 + 8*q^12*t^11 - q^14*t^8 + 3*q^13*t^9 - 4*q^12*t^10 + q^11*t^11 + 4*q^14*t^7 - 7*q^13*t^8 - 14*q^12*t^9 + 28*q^11*t^10 - 14*q^10*t^11 + q^9*t^12 + q^13*t^7 + 10*q^12*t^8 - 17*q^11*t^9 + 6*q^10*t^10 + q^9*t^11 + q^13*t^6 - 29*q^12*t^7 + 52*q^11*t^8 - 19*q^10*t^9 - 5*q^9*t^10 + 2*q^8*t^11 - q^13*t^5 + 14*q^12*t^6 - 19*q^11*t^7 - 3*q^10*t^8 + 4*q^9*t^9 + q^8*t^10 - 3*q^12*t^5 - 9*q^11*t^6 + 42*q^10*t^7 - 51*q^9*t^8 + 26*q^8*t^9 - 6*q^7*t^10 - q^11*t^5 + 2*q^10*t^6 + 22*q^9*t^7 - 32*q^8*t^8 + 15*q^7*t^9 - q^11*t^4 + 16*q^10*t^5 - 60*q^9*t^6 + 61*q^8*t^7 - 16*q^7*t^8 - 4*q^6*t^9 - 9*q^10*t^4 + 62*q^9*t^5 - 86*q^8*t^6 + 27*q^7*t^7 + 12*q^6*t^8 - 3*q^5*t^9 + 3*q^10*t^3 - 12*q^9*t^4 - 27*q^8*t^5 + 86*q^7*t^6 - 62*q^6*t^7 + 9*q^5*t^8 + 4*q^9*t^3 + 16*q^8*t^4 - 61*q^7*t^5 + 60*q^6*t^6 - 16*q^5*t^7 + q^4*t^8 - 15*q^8*t^3 + 32*q^7*t^4 - 22*q^6*t^5 - 2*q^5*t^6 + q^4*t^7 + 6*q^8*t^2 - 26*q^7*t^3 + 51*q^6*t^4 - 42*q^5*t^5 + 9*q^4*t^6 + 3*q^3*t^7 - q^7*t^2 - 4*q^6*t^3 + 3*q^5*t^4 + 19*q^4*t^5 - 14*q^3*t^6 + q^2*t^7 - 2*q^7*t + 5*q^6*t^2 + 19*q^5*t^3 - 52*q^4*t^4 + 29*q^3*t^5 - q^2*t^6 - q^6*t - 6*q^5*t^2 + 17*q^4*t^3 - 10*q^3*t^4 - q^2*t^5 - q^6 + 14*q^5*t - 28*q^4*t^2 + 14*q^3*t^3 + 7*q^2*t^4 - 4*q*t^5 - q^4*t + 4*q^3*t^2 - 3*q^2*t^3 + q*t^4 - 8*q^3*t + 12*q^2*t^2 - 10*q*t^3 + t^4 + 5*q^2*t - 4*q*t^2 + 3*t^3 - q*t)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^3*(q - t)^2*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0126] 'F?`ro'

Zeta functions
ask[-]:	(q^7t^4 - q^8t^2 + 2q^7t^3 - 3q^6t^4 - q^7t^2 + q^7t + q^6t^2 - 2q^5t^3 + 3q^4t^4 - q^6t + 5q^5t^2 - 6q^4t^3 + 4q^3t^4 - q^2t^5 + q^6 - 4q^5t + 6q^4t^2 - 5q^3t^3 + q^2t^4 - 3q^4t + 2q^3t^2 - q^2t^3 - qt^4 + qt^3 + 3q^2t - 2qt^2 + t^3 - qt)/((q^2t - 1)(qt - 1)^3(q - t)^2*q^4)
ask[+]:	(q^7t^4 - q^8t^2 + 2q^7t^3 - 3q^6t^4 - q^7t^2 + q^7t + q^6t^2 - 2q^5t^3 + 3q^4t^4 - q^6t + 5q^5t^2 - 6q^4t^3 + 4q^3t^4 - q^2t^5 + q^6 - 4q^5t + 6q^4t^2 - 5q^3t^3 + q^2t^4 - 3q^4t + 2q^3t^2 - q^2t^3 - qt^4 + qt^3 + 3q^2t - 2qt^2 + t^3 - qt)/((q^2t - 1)(qt - 1)^3(q - t)^2*q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6]]

[0127] 'F?`rw'

Zeta functions

ask[-]:

(q^5*t^2 - q^4*t - 3*q^3*t^2 + q^2*t^3 + 2*q^3*t - 2*q^2*t^2 - q^3 + 3*q^2*t + q*t^2 - t)*(q - t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

(4*q^16*t^9 - q^15*t^10 - q^14*t^11 + 3*q^16*t^8 - 16*q^15*t^9 - q^14*t^10 + 5*q^13*t^11 - 3*q^16*t^7 - q^15*t^8 + 16*q^14*t^9 + 13*q^13*t^10 - 9*q^12*t^11 + 3*q^15*t^7 - 7*q^14*t^8 - 11*q^13*t^9 - 12*q^12*t^10 + 7*q^11*t^11 - 2*q^15*t^6 + 8*q^14*t^7 + 8*q^13*t^8 + 33*q^12*t^9 - 9*q^11*t^10 - 5*q^10*t^11 + q^15*t^5 - 3*q^14*t^6 + 4*q^13*t^7 - 42*q^12*t^8 - 17*q^11*t^9 - 7*q^10*t^10 + 13*q^9*t^11 - q^8*t^12 - 5*q^13*t^6 + 21*q^12*t^7 + 24*q^11*t^8 + 26*q^10*t^9 - 3*q^9*t^10 - 3*q^8*t^11 + 8*q^13*t^5 + 10*q^12*t^6 - 39*q^11*t^7 - 37*q^10*t^8 - 8*q^9*t^9 + 7*q^8*t^10 - q^7*t^11 + 2*q^13*t^4 - 29*q^12*t^5 + 9*q^11*t^6 + 11*q^10*t^7 + 72*q^9*t^8 - 3*q^8*t^9 - 6*q^7*t^10 + 6*q^12*t^4 + 6*q^11*t^5 + 38*q^10*t^6 - 75*q^9*t^7 - 10*q^8*t^8 - 19*q^7*t^9 + 7*q^6*t^10 - 2*q^12*t^3 - 2*q^11*t^4 - 45*q^10*t^5 + 26*q^9*t^6 + 25*q^8*t^7 + 37*q^7*t^8 - 8*q^6*t^9 - 3*q^11*t^3 + 14*q^10*t^4 + 50*q^9*t^5 - 50*q^7*t^7 - 14*q^6*t^8 + 3*q^5*t^9 + 8*q^10*t^3 - 37*q^9*t^4 - 25*q^8*t^5 - 26*q^7*t^6 + 45*q^6*t^7 + 2*q^5*t^8 + 2*q^4*t^9 - 7*q^10*t^2 + 19*q^9*t^3 + 10*q^8*t^4 + 75*q^7*t^5 - 38*q^6*t^6 - 6*q^5*t^7 - 6*q^4*t^8 + 6*q^9*t^2 + 3*q^8*t^3 - 72*q^7*t^4 - 11*q^6*t^5 - 9*q^5*t^6 + 29*q^4*t^7 - 2*q^3*t^8 + q^9*t - 7*q^8*t^2 + 8*q^7*t^3 + 37*q^6*t^4 + 39*q^5*t^5 - 10*q^4*t^6 - 8*q^3*t^7 + 3*q^8*t + 3*q^7*t^2 - 26*q^6*t^3 - 24*q^5*t^4 - 21*q^4*t^5 + 5*q^3*t^6 + q^8 - 13*q^7*t + 7*q^6*t^2 + 17*q^5*t^3 + 42*q^4*t^4 - 4*q^3*t^5 + 3*q^2*t^6 - q*t^7 + 5*q^6*t + 9*q^5*t^2 - 33*q^4*t^3 - 8*q^3*t^4 - 8*q^2*t^5 + 2*q*t^6 - 7*q^5*t + 12*q^4*t^2 + 11*q^3*t^3 + 7*q^2*t^4 - 3*q*t^5 + 9*q^4*t - 13*q^3*t^2 - 16*q^2*t^3 + q*t^4 + 3*t^5 - 5*q^3*t + q^2*t^2 + 16*q*t^3 - 3*t^4 + q^2*t + q*t^2 - 4*t^3)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q^2 - t)^2*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0128] 'F?`zo'

Zeta functions
ask[-]:	-(q^5t + q^4 - 2q^3t - 2q^2t + qt^2 + t)/((q^2t - 1)(qt - 1)^2q^4)
ask[+]:	-(q^5t + q^4 - 2q^3t - 2q^2t + qt^2 + t)/((q^2t - 1)(qt - 1)^2q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0129] 'F?`zw'

Zeta functions

ask[-]:

(q^4*t - q^3*t + q^3 - 2*q^2*t + q*t^2 - q*t + t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(4*q^15*t^11 - q^14*t^12 + 6*q^15*t^10 - 17*q^14*t^11 + 3*q^13*t^12 - 2*q^15*t^9 - 17*q^14*t^10 + 23*q^13*t^11 - 3*q^12*t^12 + 2*q^14*t^9 + 17*q^13*t^10 - 15*q^12*t^11 + 4*q^11*t^12 - 8*q^14*t^8 + 7*q^13*t^9 - 14*q^12*t^10 + 27*q^11*t^11 - 12*q^10*t^12 + q^9*t^13 + q^14*t^7 + 10*q^13*t^8 + 18*q^12*t^9 - 11*q^11*t^10 - 20*q^10*t^11 + 4*q^9*t^12 + 3*q^13*t^7 - 7*q^12*t^8 - 27*q^11*t^9 + 6*q^10*t^10 + 10*q^9*t^11 + 2*q^13*t^6 - 10*q^12*t^7 + 28*q^11*t^8 - 7*q^10*t^9 - 3*q^9*t^10 + q^8*t^11 - q^13*t^5 + 12*q^12*t^6 - 22*q^11*t^7 - 15*q^10*t^8 - 21*q^9*t^9 + 35*q^8*t^10 - 7*q^7*t^11 + 3*q^12*t^5 - 19*q^11*t^6 - 2*q^10*t^7 + 56*q^9*t^8 - 5*q^8*t^9 - 12*q^7*t^10 - 10*q^11*t^5 + 27*q^10*t^6 - 11*q^9*t^7 - 18*q^8*t^8 - q^7*t^9 + 5*q^6*t^10 - 2*q^11*t^4 + 15*q^10*t^5 - 56*q^9*t^6 + 64*q^8*t^7 - 2*q^7*t^8 - 5*q^6*t^9 - 2*q^5*t^10 - 10*q^10*t^4 + 28*q^9*t^5 + 21*q^8*t^6 - 21*q^7*t^7 - 28*q^6*t^8 + 10*q^5*t^9 + 2*q^10*t^3 + 5*q^9*t^4 + 2*q^8*t^5 - 64*q^7*t^6 + 56*q^6*t^7 - 15*q^5*t^8 + 2*q^4*t^9 - 5*q^9*t^3 + q^8*t^4 + 18*q^7*t^5 + 11*q^6*t^6 - 27*q^5*t^7 + 10*q^4*t^8 + 12*q^8*t^3 + 5*q^7*t^4 - 56*q^6*t^5 + 2*q^5*t^6 + 19*q^4*t^7 - 3*q^3*t^8 + 7*q^8*t^2 - 35*q^7*t^3 + 21*q^6*t^4 + 15*q^5*t^5 + 22*q^4*t^6 - 12*q^3*t^7 + q^2*t^8 - q^7*t^2 + 3*q^6*t^3 + 7*q^5*t^4 - 28*q^4*t^5 + 10*q^3*t^6 - 2*q^2*t^7 - 10*q^6*t^2 - 6*q^5*t^3 + 27*q^4*t^4 + 7*q^3*t^5 - 3*q^2*t^6 - 4*q^6*t + 20*q^5*t^2 + 11*q^4*t^3 - 18*q^3*t^4 - 10*q^2*t^5 - q*t^6 - q^6 + 12*q^5*t - 27*q^4*t^2 + 14*q^3*t^3 - 7*q^2*t^4 + 8*q*t^5 - 4*q^4*t + 15*q^3*t^2 - 17*q^2*t^3 - 2*q*t^4 + 3*q^3*t - 23*q^2*t^2 + 17*q*t^3 + 2*t^4 - 3*q^2*t + 17*q*t^2 - 6*t^3 + q*t - 4*t^2)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t^2 - 1)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0130] 'F?djg'

Zeta functions

ask[-]:

ask[+]:

(q^12*t^13 - 3*q^13*t^11 + 4*q^12*t^12 - 5*q^11*t^13 - q^13*t^10 + 11*q^12*t^11 - 16*q^11*t^12 + 10*q^10*t^13 + 4*q^11*t^11 + 2*q^10*t^12 - 3*q^9*t^13 + 12*q^12*t^9 - 34*q^11*t^10 - 3*q^10*t^11 + 29*q^9*t^12 - 14*q^8*t^13 + q^7*t^14 + q^12*t^8 - 17*q^11*t^9 + 80*q^10*t^10 - 66*q^9*t^11 + 10*q^8*t^12 + 4*q^7*t^13 - q^12*t^7 + q^11*t^8 - 68*q^10*t^9 + 80*q^9*t^10 - 15*q^8*t^11 - 10*q^7*t^12 + q^6*t^13 - 6*q^11*t^7 + 73*q^10*t^8 - 18*q^9*t^9 - 129*q^8*t^10 + 86*q^7*t^11 - 9*q^6*t^12 + q^11*t^6 - 39*q^10*t^7 - 56*q^9*t^8 + 213*q^8*t^9 - 107*q^7*t^10 + 5*q^6*t^11 + q^5*t^12 - 3*q^10*t^6 + 166*q^9*t^7 - 320*q^8*t^8 + 122*q^7*t^9 + 34*q^6*t^10 - 15*q^5*t^11 + 4*q^10*t^5 - 65*q^9*t^6 + 91*q^8*t^7 + 114*q^7*t^8 - 171*q^6*t^9 + 43*q^5*t^10 + 38*q^9*t^5 - 40*q^8*t^6 - 247*q^7*t^7 + 321*q^6*t^8 - 77*q^5*t^9 - 5*q^4*t^10 - 5*q^9*t^4 - 77*q^8*t^5 + 321*q^7*t^6 - 247*q^6*t^7 - 40*q^5*t^8 + 38*q^4*t^9 + 43*q^8*t^4 - 171*q^7*t^5 + 114*q^6*t^6 + 91*q^5*t^7 - 65*q^4*t^8 + 4*q^3*t^9 - 15*q^8*t^3 + 34*q^7*t^4 + 122*q^6*t^5 - 320*q^5*t^6 + 166*q^4*t^7 - 3*q^3*t^8 + q^8*t^2 + 5*q^7*t^3 - 107*q^6*t^4 + 213*q^5*t^5 - 56*q^4*t^6 - 39*q^3*t^7 + q^2*t^8 - 9*q^7*t^2 + 86*q^6*t^3 - 129*q^5*t^4 - 18*q^4*t^5 + 73*q^3*t^6 - 6*q^2*t^7 + q^7*t - 10*q^6*t^2 - 15*q^5*t^3 + 80*q^4*t^4 - 68*q^3*t^5 + q^2*t^6 - q*t^7 + 4*q^6*t + 10*q^5*t^2 - 66*q^4*t^3 + 80*q^3*t^4 - 17*q^2*t^5 + q*t^6 + q^6 - 14*q^5*t + 29*q^4*t^2 - 3*q^3*t^3 - 34*q^2*t^4 + 12*q*t^5 - 3*q^4*t + 2*q^3*t^2 + 4*q^2*t^3 + 10*q^3*t - 16*q^2*t^2 + 11*q*t^3 - t^4 - 5*q^2*t + 4*q*t^2 - 3*t^3 + q*t)/((q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^5*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0131] 'F?drw'

Zeta functions

ask[-]:

(2*q^4*t^2 - 2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 - q^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^15*t^16 - q^17*t^13 - q^16*t^14 - 4*q^15*t^15 + q^14*t^16 - q^13*t^17 - q^12*t^18 - 2*q^17*t^12 + 17*q^16*t^13 - 7*q^15*t^14 + 15*q^14*t^15 - 8*q^13*t^16 - 2*q^12*t^17 + 5*q^11*t^18 + 3*q^18*t^10 - 7*q^17*t^11 + 21*q^16*t^12 - 44*q^15*t^13 - 13*q^14*t^14 + 21*q^13*t^15 - 4*q^12*t^16 + 17*q^11*t^17 - 8*q^10*t^18 + q^18*t^9 - 20*q^17*t^10 - q^16*t^11 + 2*q^15*t^12 - 9*q^14*t^13 + 88*q^13*t^14 - 56*q^12*t^15 - 19*q^11*t^16 - 16*q^10*t^17 + 2*q^9*t^18 + 8*q^17*t^9 + 34*q^16*t^10 + 46*q^15*t^11 - 32*q^14*t^12 + 9*q^13*t^13 - 22*q^12*t^14 - 65*q^11*t^15 + 103*q^10*t^16 + 3*q^8*t^18 - 7*q^17*t^8 - q^16*t^9 - 81*q^15*t^10 - 32*q^14*t^11 - 32*q^13*t^12 + 55*q^12*t^13 + 15*q^11*t^14 + 47*q^10*t^15 - 18*q^9*t^16 - 46*q^8*t^17 + 11*q^7*t^18 - q^6*t^19 - 4*q^17*t^7 + 28*q^16*t^8 - 19*q^15*t^9 - 7*q^14*t^10 + 232*q^13*t^11 - 150*q^12*t^12 + 78*q^11*t^13 - 128*q^10*t^14 - 35*q^9*t^15 - 8*q^8*t^16 + 23*q^7*t^17 - 4*q^6*t^18 + q^17*t^6 - 10*q^16*t^7 + 56*q^15*t^8 - 57*q^14*t^9 + 200*q^13*t^10 - 218*q^12*t^11 - 151*q^11*t^12 + 267*q^10*t^13 - 109*q^9*t^14 + 179*q^8*t^15 - 21*q^7*t^16 + 5*q^6*t^17 - q^5*t^18 + 5*q^16*t^6 - 10*q^15*t^7 - 91*q^14*t^8 - 192*q^13*t^9 + 127*q^12*t^10 - 230*q^11*t^11 + 403*q^10*t^12 - 41*q^9*t^13 - 163*q^8*t^14 + 5*q^7*t^15 - 54*q^6*t^16 + 6*q^5*t^17 - 30*q^15*t^6 + 65*q^14*t^7 + 133*q^13*t^8 + 176*q^12*t^9 + 191*q^11*t^10 - 328*q^10*t^11 + 83*q^9*t^12 - 317*q^8*t^13 + 119*q^7*t^14 + 46*q^6*t^15 + 11*q^5*t^16 - q^4*t^17 + 31*q^15*t^5 - 52*q^14*t^6 + 140*q^13*t^7 - 298*q^12*t^8 - 143*q^11*t^9 + 10*q^10*t^10 - 22*q^9*t^11 + 374*q^8*t^12 - 8*q^7*t^13 + 112*q^6*t^14 - 69*q^5*t^15 + 9*q^4*t^16 - 5*q^15*t^4 - 33*q^14*t^5 - 44*q^13*t^6 + 71*q^12*t^7 - 405*q^11*t^8 + 714*q^10*t^9 - 256*q^9*t^10 - 102*q^8*t^11 - 4*q^7*t^12 - 218*q^6*t^13 + 23*q^5*t^14 - 13*q^4*t^15 + 13*q^14*t^4 - 23*q^13*t^5 + 218*q^12*t^6 + 4*q^11*t^7 + 102*q^10*t^8 + 256*q^9*t^9 - 714*q^8*t^10 + 405*q^7*t^11 - 71*q^6*t^12 + 44*q^5*t^13 + 33*q^4*t^14 + 5*q^3*t^15 - 9*q^14*t^3 + 69*q^13*t^4 - 112*q^12*t^5 + 8*q^11*t^6 - 374*q^10*t^7 + 22*q^9*t^8 - 10*q^8*t^9 + 143*q^7*t^10 + 298*q^6*t^11 - 140*q^5*t^12 + 52*q^4*t^13 - 31*q^3*t^14 + q^14*t^2 - 11*q^13*t^3 - 46*q^12*t^4 - 119*q^11*t^5 + 317*q^10*t^6 - 83*q^9*t^7 + 328*q^8*t^8 - 191*q^7*t^9 - 176*q^6*t^10 - 133*q^5*t^11 - 65*q^4*t^12 + 30*q^3*t^13 - 6*q^13*t^2 + 54*q^12*t^3 - 5*q^11*t^4 + 163*q^10*t^5 + 41*q^9*t^6 - 403*q^8*t^7 + 230*q^7*t^8 - 127*q^6*t^9 + 192*q^5*t^10 + 91*q^4*t^11 + 10*q^3*t^12 - 5*q^2*t^13 + q^13*t - 5*q^12*t^2 + 21*q^11*t^3 - 179*q^10*t^4 + 109*q^9*t^5 - 267*q^8*t^6 + 151*q^7*t^7 + 218*q^6*t^8 - 200*q^5*t^9 + 57*q^4*t^10 - 56*q^3*t^11 + 10*q^2*t^12 - q*t^13 + 4*q^12*t - 23*q^11*t^2 + 8*q^10*t^3 + 35*q^9*t^4 + 128*q^8*t^5 - 78*q^7*t^6 + 150*q^6*t^7 - 232*q^5*t^8 + 7*q^4*t^9 + 19*q^3*t^10 - 28*q^2*t^11 + 4*q*t^12 + q^12 - 11*q^11*t + 46*q^10*t^2 + 18*q^9*t^3 - 47*q^8*t^4 - 15*q^7*t^5 - 55*q^6*t^6 + 32*q^5*t^7 + 32*q^4*t^8 + 81*q^3*t^9 + q^2*t^10 + 7*q*t^11 - 3*q^10*t - 103*q^8*t^3 + 65*q^7*t^4 + 22*q^6*t^5 - 9*q^5*t^6 + 32*q^4*t^7 - 46*q^3*t^8 - 34*q^2*t^9 - 8*q*t^10 - 2*q^9*t + 16*q^8*t^2 + 19*q^7*t^3 + 56*q^6*t^4 - 88*q^5*t^5 + 9*q^4*t^6 - 2*q^3*t^7 + q^2*t^8 + 20*q*t^9 - t^10 + 8*q^8*t - 17*q^7*t^2 + 4*q^6*t^3 - 21*q^5*t^4 + 13*q^4*t^5 + 44*q^3*t^6 - 21*q^2*t^7 + 7*q*t^8 - 3*t^9 - 5*q^7*t + 2*q^6*t^2 + 8*q^5*t^3 - 15*q^4*t^4 + 7*q^3*t^5 - 17*q^2*t^6 + 2*q*t^7 + q^6*t + q^5*t^2 - q^4*t^3 + 4*q^3*t^4 + q^2*t^5 + q*t^6 - q^3*t^3)/((q*t^2 - 1)*(q^2 - t)^2*(q*t + 1)^3*(q*t - 1)^4*(t^2 - q)^2*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0132] 'F?dzw'

Zeta functions

ask[-]:

(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^15*t^13 - 2*q^15*t^12 - 3*q^14*t^13 + q^13*t^14 - 7*q^12*t^15 + q^11*t^16 - 6*q^15*t^11 + 13*q^14*t^12 - 4*q^13*t^13 - 14*q^12*t^14 + 28*q^11*t^15 - q^10*t^16 + 2*q^15*t^10 + 8*q^14*t^11 - 21*q^13*t^12 + 16*q^12*t^13 + 34*q^11*t^14 - 36*q^10*t^15 - 5*q^9*t^16 - 2*q^14*t^10 + q^13*t^11 + 19*q^12*t^12 - 25*q^11*t^13 - 43*q^10*t^14 + 18*q^9*t^15 + 8*q^8*t^16 + 19*q^14*t^9 - 38*q^13*t^10 + 31*q^12*t^11 - 31*q^11*t^12 + 9*q^10*t^13 + 75*q^9*t^14 - 28*q^8*t^15 + 6*q^7*t^16 - q^6*t^17 - 8*q^14*t^8 - 6*q^13*t^9 + 9*q^12*t^10 - 15*q^11*t^11 + 52*q^10*t^12 - 43*q^9*t^13 - 44*q^8*t^14 + 10*q^7*t^15 - 3*q^6*t^16 + 23*q^13*t^8 - 71*q^12*t^9 + 102*q^11*t^10 - 160*q^9*t^12 + 113*q^8*t^13 + 6*q^7*t^14 + 6*q^6*t^15 - q^5*t^16 + q^14*t^6 - 26*q^13*t^7 + 53*q^12*t^8 - 11*q^11*t^9 - 66*q^10*t^10 - 8*q^9*t^11 + 129*q^8*t^12 + 27*q^7*t^13 - 63*q^6*t^14 + 6*q^5*t^15 + 3*q^13*t^6 - 20*q^12*t^7 + 24*q^11*t^8 - 54*q^10*t^9 + 92*q^9*t^10 + 64*q^8*t^11 - 189*q^7*t^12 - 9*q^6*t^13 + 22*q^5*t^14 - q^4*t^15 - q^13*t^5 - 9*q^12*t^6 + 147*q^11*t^7 - 189*q^10*t^8 + 105*q^9*t^9 + 12*q^8*t^10 - 172*q^7*t^11 + 192*q^6*t^12 - 27*q^5*t^13 + 6*q^4*t^14 + 27*q^12*t^5 - 97*q^11*t^6 + 28*q^10*t^7 - 9*q^9*t^8 - 30*q^8*t^9 + 88*q^7*t^10 - 75*q^6*t^11 + 38*q^5*t^12 - 22*q^4*t^13 - 6*q^12*t^4 - 2*q^11*t^5 + 30*q^10*t^6 + 26*q^9*t^7 - 52*q^8*t^8 + 52*q^7*t^9 - 26*q^6*t^10 - 30*q^5*t^11 + 2*q^4*t^12 + 6*q^3*t^13 + 22*q^11*t^4 - 38*q^10*t^5 + 75*q^9*t^6 - 88*q^8*t^7 + 30*q^7*t^8 + 9*q^6*t^9 - 28*q^5*t^10 + 97*q^4*t^11 - 27*q^3*t^12 - 6*q^11*t^3 + 27*q^10*t^4 - 192*q^9*t^5 + 172*q^8*t^6 - 12*q^7*t^7 - 105*q^6*t^8 + 189*q^5*t^9 - 147*q^4*t^10 + 9*q^3*t^11 + q^2*t^12 + q^11*t^2 - 22*q^10*t^3 + 9*q^9*t^4 + 189*q^8*t^5 - 64*q^7*t^6 - 92*q^6*t^7 + 54*q^5*t^8 - 24*q^4*t^9 + 20*q^3*t^10 - 3*q^2*t^11 - 6*q^10*t^2 + 63*q^9*t^3 - 27*q^8*t^4 - 129*q^7*t^5 + 8*q^6*t^6 + 66*q^5*t^7 + 11*q^4*t^8 - 53*q^3*t^9 + 26*q^2*t^10 - q*t^11 + q^10*t - 6*q^9*t^2 - 6*q^8*t^3 - 113*q^7*t^4 + 160*q^6*t^5 - 102*q^4*t^7 + 71*q^3*t^8 - 23*q^2*t^9 + 3*q^9*t - 10*q^8*t^2 + 44*q^7*t^3 + 43*q^6*t^4 - 52*q^5*t^5 + 15*q^4*t^6 - 9*q^3*t^7 + 6*q^2*t^8 + 8*q*t^9 + q^9 - 6*q^8*t + 28*q^7*t^2 - 75*q^6*t^3 - 9*q^5*t^4 + 31*q^4*t^5 - 31*q^3*t^6 + 38*q^2*t^7 - 19*q*t^8 - 8*q^7*t - 18*q^6*t^2 + 43*q^5*t^3 + 25*q^4*t^4 - 19*q^3*t^5 - q^2*t^6 + 2*q*t^7 + 5*q^6*t + 36*q^5*t^2 - 34*q^4*t^3 - 16*q^3*t^4 + 21*q^2*t^5 - 8*q*t^6 - 2*t^7 + q^5*t - 28*q^4*t^2 + 14*q^3*t^3 + 4*q^2*t^4 - 13*q*t^5 + 6*t^6 - q^4*t + 7*q^3*t^2 - q^2*t^3 + 3*q*t^4 + 2*t^5 - 2*t^4)/((q*t^2 - 1)^2*(q^2 - t)*(q*t + 1)^3*(q*t - 1)^4*(q + t)*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0133] 'F?gqg'

Zeta functions

ask[-]:

(q^5*t^4 - 2*q^5*t^3 - 7*q^4*t^4 + 2*q^5*t^2 + 17*q^4*t^3 + 8*q^3*t^4 - q^2*t^5 - 19*q^4*t^2 - 17*q^3*t^3 + 7*q^2*t^4 + 4*q^4*t + 25*q^3*t^2 - 25*q^2*t^3 - 4*q*t^4 - 7*q^3*t + 17*q^2*t^2 + 19*q*t^3 + q^3 - 8*q^2*t - 17*q*t^2 - 2*t^3 + 7*q*t + 2*t^2 - t)/((q*t - 1)^6*q^3)

ask[+]:

(3*q^12*t^10 - 2*q^11*t^11 + 3*q^12*t^9 - 20*q^11*t^10 + 12*q^10*t^11 - 5*q^11*t^9 + 40*q^10*t^10 - 31*q^9*t^11 - 8*q^11*t^8 + 3*q^10*t^9 + 12*q^9*t^10 + 34*q^8*t^11 - q^7*t^12 - q^11*t^7 + 26*q^10*t^8 - 128*q^9*t^9 - 91*q^8*t^10 - 3*q^7*t^11 - 11*q^10*t^7 + 173*q^9*t^8 + 341*q^8*t^9 + 21*q^7*t^10 - 4*q^6*t^11 + 2*q^10*t^6 - 106*q^9*t^7 - 696*q^8*t^8 - 176*q^7*t^9 + 32*q^6*t^10 + 80*q^9*t^6 + 637*q^8*t^7 + 641*q^7*t^8 - 103*q^6*t^9 - 9*q^5*t^10 - 15*q^9*t^5 - 570*q^8*t^6 - 768*q^7*t^7 + 90*q^6*t^8 + 73*q^5*t^9 + 3*q^9*t^4 + 245*q^8*t^5 + 962*q^7*t^6 - 217*q^6*t^7 - 264*q^5*t^8 - 6*q^4*t^9 - 68*q^8*t^4 - 660*q^7*t^5 + 660*q^5*t^7 + 68*q^4*t^8 + 6*q^8*t^3 + 264*q^7*t^4 + 217*q^6*t^5 - 962*q^5*t^6 - 245*q^4*t^7 - 3*q^3*t^8 - 73*q^7*t^3 - 90*q^6*t^4 + 768*q^5*t^5 + 570*q^4*t^6 + 15*q^3*t^7 + 9*q^7*t^2 + 103*q^6*t^3 - 641*q^5*t^4 - 637*q^4*t^5 - 80*q^3*t^6 - 32*q^6*t^2 + 176*q^5*t^3 + 696*q^4*t^4 + 106*q^3*t^5 - 2*q^2*t^6 + 4*q^6*t - 21*q^5*t^2 - 341*q^4*t^3 - 173*q^3*t^4 + 11*q^2*t^5 + 3*q^5*t + 91*q^4*t^2 + 128*q^3*t^3 - 26*q^2*t^4 + q*t^5 + q^5 - 34*q^4*t - 12*q^3*t^2 - 3*q^2*t^3 + 8*q*t^4 + 31*q^3*t - 40*q^2*t^2 + 5*q*t^3 - 12*q^2*t + 20*q*t^2 - 3*t^3 + 2*q*t - 3*t^2)/((q*t + 1)^3*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 6], [2, 4], [2, 5], [3, 5], [3, 6], [5, 6]]

[0134] 'F?lrg'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

(4*q^12*t^8 - q^10*t^10 + 6*q^12*t^7 - 13*q^11*t^8 - 6*q^10*t^9 + 4*q^9*t^10 - q^12*t^6 - 9*q^11*t^7 - 10*q^10*t^8 + 25*q^9*t^9 - 5*q^8*t^10 - q^12*t^5 - q^11*t^6 - 3*q^10*t^7 + 46*q^9*t^8 - 14*q^8*t^9 - 3*q^7*t^10 - 7*q^11*t^5 + 19*q^10*t^6 - 3*q^9*t^7 - 8*q^8*t^8 - 33*q^7*t^9 + 8*q^6*t^10 - 2*q^11*t^4 + 3*q^10*t^5 + 15*q^9*t^6 - 24*q^8*t^7 - 6*q^7*t^8 + 7*q^6*t^9 + 8*q^5*t^10 - q^4*t^11 + 8*q^10*t^4 + 23*q^9*t^5 - 34*q^8*t^6 + 3*q^7*t^7 + 14*q^6*t^8 + 16*q^5*t^9 - 6*q^4*t^10 + 6*q^10*t^3 - 22*q^9*t^4 + 8*q^8*t^5 - 72*q^7*t^6 + 61*q^6*t^7 - 22*q^5*t^8 - 7*q^4*t^9 + 3*q^9*t^3 - 26*q^8*t^4 + 12*q^7*t^5 + 22*q^6*t^6 + 33*q^5*t^7 - 19*q^4*t^8 + 5*q^3*t^9 + 5*q^9*t^2 - 19*q^8*t^3 + 33*q^7*t^4 + 22*q^6*t^5 + 12*q^5*t^6 - 26*q^4*t^7 + 3*q^3*t^8 - 7*q^8*t^2 - 22*q^7*t^3 + 61*q^6*t^4 - 72*q^5*t^5 + 8*q^4*t^6 - 22*q^3*t^7 + 6*q^2*t^8 - 6*q^8*t + 16*q^7*t^2 + 14*q^6*t^3 + 3*q^5*t^4 - 34*q^4*t^5 + 23*q^3*t^6 + 8*q^2*t^7 - q^8 + 8*q^7*t + 7*q^6*t^2 - 6*q^5*t^3 - 24*q^4*t^4 + 15*q^3*t^5 + 3*q^2*t^6 - 2*q*t^7 + 8*q^6*t - 33*q^5*t^2 - 8*q^4*t^3 - 3*q^3*t^4 + 19*q^2*t^5 - 7*q*t^6 - 3*q^5*t - 14*q^4*t^2 + 46*q^3*t^3 - 3*q^2*t^4 - q*t^5 - t^6 - 5*q^4*t + 25*q^3*t^2 - 10*q^2*t^3 - 9*q*t^4 - t^5 + 4*q^3*t - 6*q^2*t^2 - 13*q*t^3 + 6*t^4 - q^2*t + 4*t^3)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0135] 'F?lvg'

Zeta functions

ask[-]:

-(q^6*t^2 - q^6*t + q^5*t^2 - 2*q^4*t^3 - q^6 + q^5*t - 2*q^4*t^2 + q^3*t^3 + 5*q^4*t - 6*q^3*t^2 + 5*q^2*t^3 + q^3*t - 2*q^2*t^2 + q*t^3 - t^4 - 2*q^2*t + q*t^2 - t^3 + t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

(2*q^15*t^9 + q^14*t^10 - q^16*t^7 - 3*q^15*t^8 - 6*q^14*t^9 - 16*q^13*t^10 - q^12*t^11 + 3*q^11*t^12 - q^10*t^13 - 3*q^15*t^7 + 33*q^14*t^8 + 15*q^13*t^9 + 22*q^12*t^10 + 33*q^11*t^11 - 10*q^10*t^12 + q^9*t^13 - q^8*t^14 + 5*q^16*t^5 - 9*q^15*t^6 + 3*q^14*t^7 - 36*q^13*t^8 - 89*q^12*t^9 + 4*q^11*t^10 - 47*q^10*t^11 - 28*q^9*t^12 + 9*q^8*t^13 + 6*q^7*t^14 + q^16*t^4 - 10*q^15*t^5 - 4*q^14*t^6 + 42*q^13*t^7 - 4*q^12*t^8 + 83*q^11*t^9 + 90*q^10*t^10 - 25*q^9*t^11 + 65*q^8*t^12 - q^7*t^13 - 15*q^6*t^14 - q^16*t^3 + q^15*t^4 + 10*q^14*t^5 + 2*q^13*t^6 + 14*q^12*t^7 - 55*q^11*t^8 + 21*q^10*t^9 - 100*q^9*t^10 - 43*q^8*t^11 + 17*q^7*t^12 - 26*q^6*t^13 + 14*q^5*t^14 - 3*q^15*t^3 + 21*q^14*t^4 - 41*q^13*t^5 - 7*q^12*t^6 - 16*q^11*t^7 - 94*q^10*t^8 + 79*q^9*t^9 - 17*q^8*t^10 + 43*q^7*t^11 + 11*q^6*t^12 - 7*q^5*t^13 + q^4*t^14 - 3*q^15*t^2 + 6*q^14*t^3 - 15*q^13*t^4 - 21*q^12*t^5 + 162*q^11*t^6 - 13*q^10*t^7 + 89*q^9*t^8 + 110*q^8*t^9 - 94*q^7*t^10 + 53*q^6*t^11 - 28*q^5*t^12 - 8*q^4*t^13 + 5*q^3*t^14 - q^2*t^15 + 4*q^14*t^2 + 11*q^13*t^3 - 3*q^12*t^4 - 20*q^11*t^5 - 55*q^10*t^6 - 204*q^9*t^7 - 9*q^8*t^8 - 115*q^7*t^9 - 44*q^6*t^10 + 35*q^5*t^11 - 10*q^4*t^12 + 17*q^3*t^13 - 3*q^2*t^14 + 3*q^14*t - 17*q^13*t^2 + 10*q^12*t^3 - 35*q^11*t^4 + 44*q^10*t^5 + 115*q^9*t^6 + 9*q^8*t^7 + 204*q^7*t^8 + 55*q^6*t^9 + 20*q^5*t^10 + 3*q^4*t^11 - 11*q^3*t^12 - 4*q^2*t^13 + q^14 - 5*q^13*t + 8*q^12*t^2 + 28*q^11*t^3 - 53*q^10*t^4 + 94*q^9*t^5 - 110*q^8*t^6 - 89*q^7*t^7 + 13*q^6*t^8 - 162*q^5*t^9 + 21*q^4*t^10 + 15*q^3*t^11 - 6*q^2*t^12 + 3*q*t^13 - q^12*t + 7*q^11*t^2 - 11*q^10*t^3 - 43*q^9*t^4 + 17*q^8*t^5 - 79*q^7*t^6 + 94*q^6*t^7 + 16*q^5*t^8 + 7*q^4*t^9 + 41*q^3*t^10 - 21*q^2*t^11 + 3*q*t^12 - 14*q^11*t + 26*q^10*t^2 - 17*q^9*t^3 + 43*q^8*t^4 + 100*q^7*t^5 - 21*q^6*t^6 + 55*q^5*t^7 - 14*q^4*t^8 - 2*q^3*t^9 - 10*q^2*t^10 - q*t^11 + t^12 + 15*q^10*t + q^9*t^2 - 65*q^8*t^3 + 25*q^7*t^4 - 90*q^6*t^5 - 83*q^5*t^6 + 4*q^4*t^7 - 42*q^3*t^8 + 4*q^2*t^9 + 10*q*t^10 - t^11 - 6*q^9*t - 9*q^8*t^2 + 28*q^7*t^3 + 47*q^6*t^4 - 4*q^5*t^5 + 89*q^4*t^6 + 36*q^3*t^7 - 3*q^2*t^8 + 9*q*t^9 - 5*t^10 + q^8*t - q^7*t^2 + 10*q^6*t^3 - 33*q^5*t^4 - 22*q^4*t^5 - 15*q^3*t^6 - 33*q^2*t^7 + 3*q*t^8 + q^6*t^2 - 3*q^5*t^3 + q^4*t^4 + 16*q^3*t^5 + 6*q^2*t^6 + 3*q*t^7 + t^8 - q^2*t^5 - 2*q*t^6)/((q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(t^2 - q)^2*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0136] 'F?oow'

Zeta functions

ask[-]:

-(3*q^5*t^3 - q^5*t^2 - 4*q^4*t^3 + q^3*t^4 - 2*q^4*t^2 - 4*q^3*t^3 + 6*q^3*t^2 + q^2*t^3 + q^3*t + 6*q^2*t^2 - 4*q^2*t - 2*q*t^2 + q^2 - 4*q*t - t^2 + 3*t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^4*q^2)

ask[+]:

-(q^14*t^10 + q^14*t^9 - 5*q^13*t^10 - q^13*t^9 + 12*q^12*t^10 - 3*q^13*t^8 - 16*q^12*t^9 - 10*q^11*t^10 + q^10*t^11 + q^13*t^7 + 26*q^12*t^8 + 24*q^11*t^9 - 8*q^10*t^10 - 16*q^12*t^7 - 35*q^11*t^8 + 20*q^10*t^9 + 5*q^9*t^10 + 2*q^12*t^6 + 30*q^11*t^7 - 33*q^10*t^8 - 19*q^9*t^9 - 7*q^11*t^6 + 28*q^10*t^7 + 33*q^9*t^8 - 2*q^8*t^9 + 2*q^11*t^5 - 13*q^10*t^6 - 30*q^9*t^7 + 24*q^8*t^8 + q^10*t^5 - 13*q^9*t^6 - 65*q^8*t^7 - q^7*t^8 + 21*q^9*t^5 + 108*q^8*t^6 + 2*q^7*t^7 - 6*q^6*t^8 - 5*q^9*t^4 - 98*q^8*t^5 + 11*q^7*t^6 + 33*q^6*t^7 + 33*q^8*t^4 + 11*q^7*t^5 - 98*q^6*t^6 - 5*q^5*t^7 - 6*q^8*t^3 + 2*q^7*t^4 + 108*q^6*t^5 + 21*q^5*t^6 - q^7*t^3 - 65*q^6*t^4 - 13*q^5*t^5 + q^4*t^6 + 24*q^6*t^3 - 30*q^5*t^4 - 13*q^4*t^5 + 2*q^3*t^6 - 2*q^6*t^2 + 33*q^5*t^3 + 28*q^4*t^4 - 7*q^3*t^5 - 19*q^5*t^2 - 33*q^4*t^3 + 30*q^3*t^4 + 2*q^2*t^5 + 5*q^5*t + 20*q^4*t^2 - 35*q^3*t^3 - 16*q^2*t^4 - 8*q^4*t + 24*q^3*t^2 + 26*q^2*t^3 + q*t^4 + q^4 - 10*q^3*t - 16*q^2*t^2 - 3*q*t^3 + 12*q^2*t - q*t^2 - 5*q*t + t^2 + t)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 4], [2, 5], [3, 5], [3, 6], [4, 6], [5, 6]]

[0137] 'F?opw'

Zeta functions

ask[-]:

-(q^4*t^2 - 2*q^4*t + q^3*t^2 + 2*q^3*t - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t - 2*q*t^2 - q*t + 2*t^2 - t)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

(q^12*t^9 + 2*q^12*t^8 - 4*q^11*t^9 - 2*q^12*t^7 - 4*q^11*t^8 + 5*q^10*t^9 + q^12*t^6 + 10*q^11*t^7 - 11*q^10*t^8 + 4*q^9*t^9 - 14*q^11*t^6 + 9*q^10*t^7 + 15*q^9*t^8 - 13*q^8*t^9 + q^7*t^10 + 4*q^11*t^5 + 18*q^10*t^6 - 52*q^9*t^7 + 30*q^8*t^8 - 2*q^7*t^9 - 17*q^10*t^5 + 46*q^9*t^6 - 11*q^8*t^7 - 17*q^7*t^8 + 5*q^6*t^9 + 6*q^10*t^4 - 12*q^9*t^5 - 37*q^8*t^6 + 60*q^7*t^7 - 19*q^6*t^8 - 7*q^9*t^4 + 48*q^8*t^5 - 64*q^7*t^6 + 9*q^6*t^7 + 7*q^5*t^8 + 2*q^9*t^3 - 12*q^8*t^4 + 22*q^7*t^5 + 6*q^6*t^6 - 12*q^5*t^7 + q^8*t^3 - 17*q^7*t^4 + 17*q^5*t^6 - q^4*t^7 + 12*q^7*t^3 - 6*q^6*t^4 - 22*q^5*t^5 + 12*q^4*t^6 - 2*q^3*t^7 - 7*q^7*t^2 - 9*q^6*t^3 + 64*q^5*t^4 - 48*q^4*t^5 + 7*q^3*t^6 + 19*q^6*t^2 - 60*q^5*t^3 + 37*q^4*t^4 + 12*q^3*t^5 - 6*q^2*t^6 - 5*q^6*t + 17*q^5*t^2 + 11*q^4*t^3 - 46*q^3*t^4 + 17*q^2*t^5 + 2*q^5*t - 30*q^4*t^2 + 52*q^3*t^3 - 18*q^2*t^4 - 4*q*t^5 - q^5 + 13*q^4*t - 15*q^3*t^2 - 9*q^2*t^3 + 14*q*t^4 - 4*q^3*t + 11*q^2*t^2 - 10*q*t^3 - t^4 - 5*q^2*t + 4*q*t^2 + 2*t^3 + 4*q*t - 2*t^2 - t)/((q^3*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*(q - t)*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0138] 'F?org'

Zeta functions

ask[-]:

-(q^4*t^3 - 4*q^4*t^2 + 2*q^3*t^3 + 2*q^4*t + 3*q^3*t^2 - 7*q^2*t^3 + q*t^4 - 2*q^3*t + 8*q^2*t^2 - 2*q*t^3 + q^3 - 7*q^2*t + 3*q*t^2 + 2*t^3 + 2*q*t - 4*t^2 + t)/((q*t - 1)^5*q^3)

ask[+]:

-(q^13*t^12 - 4*q^13*t^11 - 2*q^11*t^13 + 5*q^14*t^9 - 16*q^13*t^10 + 34*q^12*t^11 - 19*q^11*t^12 + 9*q^10*t^13 + q^14*t^8 - 14*q^13*t^9 + 48*q^12*t^10 - 76*q^11*t^11 + 47*q^10*t^12 - 14*q^9*t^13 - 8*q^13*t^8 + 2*q^12*t^9 + q^11*t^10 - 10*q^10*t^11 - 2*q^9*t^12 - 10*q^13*t^7 + 91*q^12*t^8 - 146*q^11*t^9 + 83*q^10*t^10 + 76*q^9*t^11 - 69*q^8*t^12 + 22*q^7*t^13 - q^6*t^14 + 3*q^13*t^6 - 23*q^12*t^7 - 56*q^11*t^8 + 230*q^10*t^9 - 313*q^9*t^10 + 122*q^8*t^11 - 11*q^7*t^12 - 5*q^6*t^13 - 2*q^12*t^6 + 110*q^11*t^7 - 369*q^10*t^8 + 456*q^9*t^9 - 206*q^8*t^10 + 12*q^7*t^11 + 17*q^6*t^12 - 2*q^5*t^13 - 55*q^11*t^6 + 195*q^10*t^7 - 20*q^9*t^8 - 337*q^8*t^9 + 410*q^7*t^10 - 150*q^6*t^11 + 15*q^5*t^12 + 66*q^11*t^5 - 206*q^10*t^6 - 62*q^9*t^7 + 502*q^8*t^8 - 544*q^7*t^9 + 132*q^6*t^10 + 8*q^5*t^11 - 4*q^4*t^12 - 15*q^11*t^4 - 91*q^10*t^5 + 617*q^9*t^6 - 1014*q^8*t^7 + 681*q^7*t^8 - 35*q^6*t^9 - 81*q^5*t^10 + 20*q^4*t^11 + 62*q^10*t^4 - 270*q^9*t^5 + 366*q^8*t^6 - 366*q^6*t^8 + 270*q^5*t^9 - 62*q^4*t^10 - 20*q^10*t^3 + 81*q^9*t^4 + 35*q^8*t^5 - 681*q^7*t^6 + 1014*q^6*t^7 - 617*q^5*t^8 + 91*q^4*t^9 + 15*q^3*t^10 + 4*q^10*t^2 - 8*q^9*t^3 - 132*q^8*t^4 + 544*q^7*t^5 - 502*q^6*t^6 + 62*q^5*t^7 + 206*q^4*t^8 - 66*q^3*t^9 - 15*q^9*t^2 + 150*q^8*t^3 - 410*q^7*t^4 + 337*q^6*t^5 + 20*q^5*t^6 - 195*q^4*t^7 + 55*q^3*t^8 + 2*q^9*t - 17*q^8*t^2 - 12*q^7*t^3 + 206*q^6*t^4 - 456*q^5*t^5 + 369*q^4*t^6 - 110*q^3*t^7 + 2*q^2*t^8 + 5*q^8*t + 11*q^7*t^2 - 122*q^6*t^3 + 313*q^5*t^4 - 230*q^4*t^5 + 56*q^3*t^6 + 23*q^2*t^7 - 3*q*t^8 + q^8 - 22*q^7*t + 69*q^6*t^2 - 76*q^5*t^3 - 83*q^4*t^4 + 146*q^3*t^5 - 91*q^2*t^6 + 10*q*t^7 + 2*q^5*t^2 + 10*q^4*t^3 - q^3*t^4 - 2*q^2*t^5 + 8*q*t^6 + 14*q^5*t - 47*q^4*t^2 + 76*q^3*t^3 - 48*q^2*t^4 + 14*q*t^5 - t^6 - 9*q^4*t + 19*q^3*t^2 - 34*q^2*t^3 + 16*q*t^4 - 5*t^5 + 2*q^3*t + 4*q*t^3 - q*t^2)/((q*t + 1)^3*(q*t - 1)^5*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 4], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [5, 6]]

[0139] 'F?svG'

Zeta functions

ask[-]:

-(q^6*t^4 - q^7*t^2 + 2*q^6*t^3 - 3*q^5*t^4 - 3*q^6*t^2 + 3*q^5*t^3 - 2*q^4*t^4 + 2*q^6*t + 3*q^5*t^2 - 6*q^4*t^3 + 7*q^3*t^4 + q^6 - 4*q^5*t + 10*q^4*t^2 - 10*q^3*t^3 + 4*q^2*t^4 - q*t^5 - 7*q^4*t + 6*q^3*t^2 - 3*q^2*t^3 - 2*q*t^4 + 2*q^3*t - 3*q^2*t^2 + 3*q*t^3 + 3*q^2*t - 2*q*t^2 + t^3 - q*t)/((q*t - 1)^3*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(q^13*t^11 - 4*q^14*t^9 + 2*q^13*t^10 - 3*q^12*t^11 - q^10*t^13 + 2*q^15*t^7 - 2*q^14*t^8 + 14*q^13*t^9 + q^12*t^10 - 7*q^11*t^11 - 2*q^10*t^12 + 6*q^9*t^13 + 2*q^15*t^6 - 4*q^14*t^7 - 16*q^13*t^8 + 22*q^12*t^9 - 39*q^11*t^10 + 29*q^10*t^11 + 18*q^9*t^12 - 15*q^8*t^13 - 3*q^15*t^5 + 8*q^14*t^6 - 25*q^13*t^7 + 55*q^12*t^8 - 49*q^11*t^9 + 3*q^10*t^10 + 28*q^9*t^11 - 57*q^8*t^12 + 18*q^7*t^13 - q^15*t^4 + 2*q^14*t^5 - 2*q^13*t^6 + 22*q^12*t^7 - 6*q^11*t^8 - 37*q^10*t^9 + 92*q^9*t^10 - 88*q^8*t^11 + 52*q^7*t^12 - 4*q^6*t^13 + 11*q^13*t^5 - 13*q^12*t^6 - 53*q^11*t^7 + 43*q^10*t^8 - 13*q^9*t^9 + 22*q^8*t^10 - 5*q^7*t^11 + 7*q^6*t^12 - 9*q^5*t^13 + 2*q^14*t^3 - 14*q^13*t^4 + 31*q^12*t^5 - 55*q^11*t^6 + 142*q^10*t^7 - 65*q^9*t^8 - 52*q^8*t^9 + 22*q^7*t^10 - 39*q^6*t^11 + 28*q^5*t^12 - 7*q^4*t^13 + q^3*t^14 + 7*q^13*t^3 - 11*q^12*t^4 + 19*q^11*t^5 - 65*q^10*t^6 + 49*q^9*t^7 - 101*q^8*t^8 + 134*q^7*t^9 - 27*q^6*t^10 + 22*q^5*t^11 - 19*q^4*t^12 + 4*q^3*t^13 + 4*q^13*t^2 - 29*q^12*t^3 + 42*q^11*t^4 - 32*q^10*t^5 - 11*q^9*t^6 + 105*q^8*t^7 - 143*q^7*t^8 + 101*q^6*t^9 - 71*q^5*t^10 + 10*q^4*t^11 + 2*q^3*t^12 - 2*q^12*t^2 - 10*q^11*t^3 + 71*q^10*t^4 - 101*q^9*t^5 + 143*q^8*t^6 - 105*q^7*t^7 + 11*q^6*t^8 + 32*q^5*t^9 - 42*q^4*t^10 + 29*q^3*t^11 - 4*q^2*t^12 - 4*q^12*t + 19*q^11*t^2 - 22*q^10*t^3 + 27*q^9*t^4 - 134*q^8*t^5 + 101*q^7*t^6 - 49*q^6*t^7 + 65*q^5*t^8 - 19*q^4*t^9 + 11*q^3*t^10 - 7*q^2*t^11 - q^12 + 7*q^11*t - 28*q^10*t^2 + 39*q^9*t^3 - 22*q^8*t^4 + 52*q^7*t^5 + 65*q^6*t^6 - 142*q^5*t^7 + 55*q^4*t^8 - 31*q^3*t^9 + 14*q^2*t^10 - 2*q*t^11 + 9*q^10*t - 7*q^9*t^2 + 5*q^8*t^3 - 22*q^7*t^4 + 13*q^6*t^5 - 43*q^5*t^6 + 53*q^4*t^7 + 13*q^3*t^8 - 11*q^2*t^9 + 4*q^9*t - 52*q^8*t^2 + 88*q^7*t^3 - 92*q^6*t^4 + 37*q^5*t^5 + 6*q^4*t^6 - 22*q^3*t^7 + 2*q^2*t^8 - 2*q*t^9 + t^10 - 18*q^8*t + 57*q^7*t^2 - 28*q^6*t^3 - 3*q^5*t^4 + 49*q^4*t^5 - 55*q^3*t^6 + 25*q^2*t^7 - 8*q*t^8 + 3*t^9 + 15*q^7*t - 18*q^6*t^2 - 29*q^5*t^3 + 39*q^4*t^4 - 22*q^3*t^5 + 16*q^2*t^6 + 4*q*t^7 - 2*t^8 - 6*q^6*t + 2*q^5*t^2 + 7*q^4*t^3 - q^3*t^4 - 14*q^2*t^5 + 2*q*t^6 - 2*t^7 + q^5*t + 3*q^3*t^3 - 2*q^2*t^4 + 4*q*t^5 - q^2*t^3)/((q*t^2 - 1)*(q^2 - t)^2*(q*t + 1)*(q*t - 1)^3*(t^2 - q)*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [0, 6], [1, 4], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [5, 6]]

[0140] 'F?s~g'

Zeta functions

ask[-]:

-(q^5*t^3 - q^5*t^2 - q^4*t^3 + q^5 - 2*q^4*t + 4*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + 4*q^2*t^2 - 2*q*t^3 + t^4 - q*t - t^2 + t)*(q - t)/((q^2 - t)*(q*t - 1)^3*q^4*(t - 1)^2)

ask[+]:

-(q^14*t^6 + q^13*t^7 + 2*q^12*t^8 - q^14*t^5 - 2*q^13*t^6 - 3*q^12*t^7 - 15*q^11*t^8 - 2*q^10*t^9 - q^9*t^10 - 2*q^14*t^4 + 3*q^13*t^5 - 4*q^12*t^6 - 3*q^11*t^7 + 42*q^10*t^8 + 8*q^9*t^9 + 7*q^8*t^10 + q^7*t^11 + 5*q^13*t^4 + 4*q^12*t^5 + 23*q^11*t^6 + 17*q^10*t^7 - 51*q^9*t^8 - 2*q^8*t^9 - 25*q^7*t^10 - 3*q^6*t^11 + 3*q^13*t^3 - 12*q^12*t^4 - q^11*t^5 - 48*q^10*t^6 - 59*q^9*t^7 + 44*q^8*t^8 - 25*q^7*t^9 + 31*q^6*t^10 + 7*q^5*t^11 + 2*q^13*t^2 - 17*q^12*t^3 + 29*q^11*t^4 - 34*q^10*t^5 + 48*q^9*t^6 + 132*q^8*t^7 - 52*q^7*t^8 + 43*q^6*t^9 - 5*q^5*t^10 - 10*q^4*t^11 + 2*q^12*t^2 + 14*q^11*t^3 - 19*q^10*t^4 + 81*q^9*t^5 - 61*q^8*t^6 - 116*q^7*t^7 + 44*q^6*t^8 - 60*q^5*t^9 + 8*q^4*t^10 - 2*q^3*t^11 + q^2*t^12 - q^12*t - q^11*t^2 - 36*q^10*t^3 + 40*q^9*t^4 - 119*q^8*t^5 + 119*q^6*t^7 - 40*q^5*t^8 + 36*q^4*t^9 + q^3*t^10 + q^2*t^11 - q^12 + 2*q^11*t - 8*q^10*t^2 + 60*q^9*t^3 - 44*q^8*t^4 + 116*q^7*t^5 + 61*q^6*t^6 - 81*q^5*t^7 + 19*q^4*t^8 - 14*q^3*t^9 - 2*q^2*t^10 + 10*q^10*t + 5*q^9*t^2 - 43*q^8*t^3 + 52*q^7*t^4 - 132*q^6*t^5 - 48*q^5*t^6 + 34*q^4*t^7 - 29*q^3*t^8 + 17*q^2*t^9 - 2*q*t^10 - 7*q^9*t - 31*q^8*t^2 + 25*q^7*t^3 - 44*q^6*t^4 + 59*q^5*t^5 + 48*q^4*t^6 + q^3*t^7 + 12*q^2*t^8 - 3*q*t^9 + 3*q^8*t + 25*q^7*t^2 + 2*q^6*t^3 + 51*q^5*t^4 - 17*q^4*t^5 - 23*q^3*t^6 - 4*q^2*t^7 - 5*q*t^8 - q^7*t - 7*q^6*t^2 - 8*q^5*t^3 - 42*q^4*t^4 + 3*q^3*t^5 + 4*q^2*t^6 - 3*q*t^7 + 2*t^8 + q^5*t^2 + 2*q^4*t^3 + 15*q^3*t^4 + 3*q^2*t^5 + 2*q*t^6 + t^7 - 2*q^2*t^4 - q*t^5 - t^6)/((q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)^2*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 4], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0141] 'F?v`w'

Zeta functions

ask[-]:

-(q^4*t^2 - 2*q^4*t + q^3*t^2 - q^4 + 3*q^3*t - 4*q^2*t^2 + 4*q^2*t - 3*q*t^2 + t^3 - q*t + 2*t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^11*t^6 + 2*q^10*t^7 + 3*q^9*t^8 - 2*q^11*t^5 - 2*q^10*t^6 - 7*q^9*t^7 - 18*q^8*t^8 - q^7*t^9 - 3*q^11*t^4 + 5*q^10*t^5 - 2*q^9*t^6 + 2*q^8*t^7 + 41*q^7*t^8 + 5*q^6*t^9 + 6*q^10*t^4 + 20*q^9*t^5 + 2*q^8*t^6 + 14*q^7*t^7 - 28*q^6*t^8 - 14*q^5*t^9 + 7*q^10*t^3 - 17*q^9*t^4 - 51*q^8*t^5 + 4*q^7*t^6 - 42*q^6*t^7 - 7*q^5*t^8 + 16*q^4*t^9 + 2*q^10*t^2 - 25*q^9*t^3 + 34*q^8*t^4 + 24*q^7*t^5 + 10*q^6*t^6 + 77*q^5*t^7 - 9*q^4*t^8 + 2*q^3*t^9 - q^2*t^10 + 3*q^9*t^2 + 9*q^8*t^3 + 28*q^7*t^4 - 10*q^6*t^5 - 47*q^5*t^6 - 29*q^4*t^7 - 2*q^2*t^9 - 2*q^9*t - 29*q^7*t^3 - 47*q^6*t^4 - 10*q^5*t^5 + 28*q^4*t^6 + 9*q^3*t^7 + 3*q^2*t^8 - q^9 + 2*q^8*t - 9*q^7*t^2 + 77*q^6*t^3 + 10*q^5*t^4 + 24*q^4*t^5 + 34*q^3*t^6 - 25*q^2*t^7 + 2*q*t^8 + 16*q^7*t - 7*q^6*t^2 - 42*q^5*t^3 + 4*q^4*t^4 - 51*q^3*t^5 - 17*q^2*t^6 + 7*q*t^7 - 14*q^6*t - 28*q^5*t^2 + 14*q^4*t^3 + 2*q^3*t^4 + 20*q^2*t^5 + 6*q*t^6 + 5*q^5*t + 41*q^4*t^2 + 2*q^3*t^3 - 2*q^2*t^4 + 5*q*t^5 - 3*t^6 - q^4*t - 18*q^3*t^2 - 7*q^2*t^3 - 2*q*t^4 - 2*t^5 + 3*q^2*t^2 + 2*q*t^3 + t^4)/((q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 4], [1, 5], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0142] 'F?~v_'

Zeta functions
ask[-]:	(q^6t + q^6 - q^4t - 2q^3t - q^2t + t^2 + t)/((qt - 1)^2(q - t)q^5)
ask[+]:	(q^6t + q^6 - q^4t - 2q^3t - q^2t + t^2 + t)/((qt - 1)^2(q - t)q^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6]]

[0143] 'F?~vg'

Zeta functions

ask[-]:

(q^6*t^2 - q^7 + q^5*t - 2*q^4*t^2 + q^4*t - q^3*t^2 + 2*q^3*t - q^2*t^2 + t^3 - q*t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^10*t^5 - 4*q^9*t^5 + 3*q^9*t^4 + 3*q^8*t^5 - 3*q^7*t^6 + 3*q^6*t^7 - 3*q^10*t^2 + 3*q^9*t^3 - 2*q^8*t^4 - 2*q^7*t^5 + 5*q^6*t^6 - 5*q^5*t^7 + 4*q^9*t^2 - 3*q^8*t^3 - 6*q^7*t^4 + 2*q^6*t^5 + 2*q^5*t^6 + q^9*t - 5*q^8*t^2 + 10*q^7*t^3 + 2*q^6*t^4 - 3*q^5*t^5 + 3*q^4*t^6 + q^9 - 3*q^8*t + q^7*t^2 - 3*q^6*t^3 - 4*q^5*t^4 - 3*q^4*t^5 + q^3*t^6 - 3*q^2*t^7 + q*t^8 + 3*q^6*t^2 - 3*q^5*t^3 + 2*q^4*t^4 + 10*q^3*t^5 - 5*q^2*t^6 + q*t^7 + 2*q^5*t^2 + 2*q^4*t^3 - 6*q^3*t^4 - 3*q^2*t^5 + 4*q*t^6 - 5*q^5*t + 5*q^4*t^2 - 2*q^3*t^3 - 2*q^2*t^4 + 3*q*t^5 - 3*t^6 + 3*q^4*t - 3*q^3*t^2 + 3*q^2*t^3 + 3*q*t^4 - 4*q*t^3 + t^3)/((q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0144] 'F?~vw'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t - q^4*t - q^3*t - q^2*t + q*t + t^2)*(q - t)/((q^3 - t)*(q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^11*t^4 + q^11*t^3 - 3*q^10*t^4 - q^9*t^5 - q^8*t^6 + 2*q^11*t^2 - 2*q^10*t^3 + q^8*t^5 + 3*q^7*t^6 - q^10*t^2 + 2*q^9*t^3 + 2*q^8*t^4 + 2*q^7*t^5 - q^6*t^6 - q^10*t - q^9*t^2 - 5*q^8*t^3 - 2*q^7*t^4 + q^6*t^5 - 3*q^5*t^6 - q^10 + 4*q^8*t^2 - q^7*t^3 + 4*q^6*t^4 + q^5*t^5 + q^4*t^6 + 3*q^8*t - q^7*t^2 + 2*q^6*t^3 - 2*q^5*t^4 + q^4*t^5 - 3*q^3*t^6 - q^7*t - q^6*t^2 - 4*q^5*t^3 + q^4*t^4 - 4*q^3*t^5 + q*t^7 + 3*q^6*t - q^5*t^2 + 2*q^4*t^3 + 5*q^3*t^4 + q^2*t^5 + q*t^6 + q^5*t - 2*q^4*t^2 - 2*q^3*t^3 - 2*q^2*t^4 + q*t^5 - 3*q^4*t - q^3*t^2 + 2*q*t^4 - 2*t^5 + q^3*t + q^2*t^2 + 3*q*t^3 - t^4 - t^3)/((q^3 - t)*(q*t + 1)*(q*t - 1)^2*(q + t)*(q - t)*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0145] 'F?~~w'

Zeta functions

ask[-]:

-(q^3 - t)*(q^2 - t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(3*q^13*t^5 - q^15*t^2 + q^14*t^3 + 3*q^13*t^4 - 9*q^12*t^5 - 3*q^14*t^2 + 2*q^13*t^3 - 11*q^12*t^4 + 9*q^11*t^5 + 5*q^13*t^2 - 2*q^12*t^3 + 13*q^11*t^4 - 4*q^10*t^5 - 3*q^8*t^7 + q^14 + 2*q^13*t - 3*q^12*t^2 + 4*q^11*t^3 - 8*q^10*t^4 - q^9*t^5 - 4*q^8*t^6 + 9*q^7*t^7 - 6*q^12*t - 2*q^11*t^2 + 8*q^10*t^3 - 4*q^9*t^4 - 2*q^8*t^5 + 18*q^7*t^6 - 9*q^6*t^7 + q^11*t + 13*q^10*t^2 - 16*q^9*t^3 + 2*q^8*t^4 + 11*q^7*t^5 - 19*q^6*t^6 + 2*q^5*t^7 + 2*q^10*t - 19*q^9*t^2 + 11*q^8*t^3 + 2*q^7*t^4 - 16*q^6*t^5 + 13*q^5*t^6 + q^4*t^7 - 9*q^9*t + 18*q^8*t^2 - 2*q^7*t^3 - 4*q^6*t^4 + 8*q^5*t^5 - 2*q^4*t^6 - 6*q^3*t^7 + 9*q^8*t - 4*q^7*t^2 - q^6*t^3 - 8*q^5*t^4 + 4*q^4*t^5 - 3*q^3*t^6 + 2*q^2*t^7 + q*t^8 - 3*q^7*t - 4*q^5*t^3 + 13*q^4*t^4 - 2*q^3*t^5 + 5*q^2*t^6 + 9*q^4*t^3 - 11*q^3*t^4 + 2*q^2*t^5 - 3*q*t^6 - 9*q^3*t^3 + 3*q^2*t^4 + q*t^5 - t^6 + 3*q^2*t^3)/((q^4 - t)*(q^2 + t)*(q^2 - t)*(q*t + 1)*(q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0146] 'F@?Mw'

Zeta functions

ask[-]:

-(q^4*t - q^3*t + q^2*t^2 - 2*q^2*t + q^2 - q*t + t)*(t - 1)/((q^3*t - 1)*(q^2*t - 1)*(q*t - 1)^2*q^2)

ask[+]:

-(q^15*t^11 + 4*q^15*t^10 - 6*q^14*t^11 + q^15*t^9 - 19*q^14*t^10 + 15*q^13*t^11 - 4*q^14*t^9 + 30*q^13*t^10 - 17*q^12*t^11 + q^11*t^12 - q^14*t^8 + 13*q^13*t^9 - 23*q^12*t^10 + 2*q^11*t^11 - 12*q^13*t^8 - 4*q^12*t^9 + 26*q^11*t^10 - 2*q^10*t^11 + 2*q^13*t^7 + 37*q^12*t^8 - 57*q^11*t^9 + 5*q^10*t^10 + q^9*t^11 - 6*q^12*t^7 + 3*q^11*t^8 + 31*q^10*t^9 - 11*q^9*t^10 + 2*q^12*t^6 - 10*q^11*t^7 - 23*q^10*t^8 + 14*q^9*t^9 - q^12*t^5 + 10*q^11*t^6 - 22*q^10*t^7 + 7*q^9*t^8 + 4*q^8*t^9 + q^11*t^5 + 82*q^9*t^7 - 65*q^8*t^8 + 2*q^7*t^9 - q^10*t^5 - 93*q^9*t^6 + 54*q^8*t^7 + 20*q^7*t^8 - 2*q^6*t^9 + 11*q^9*t^5 + 65*q^8*t^6 - 54*q^7*t^7 + 7*q^6*t^8 - 7*q^9*t^4 + 54*q^8*t^5 - 65*q^7*t^6 - 11*q^6*t^7 + 2*q^9*t^3 - 20*q^8*t^4 - 54*q^7*t^5 + 93*q^6*t^6 + q^5*t^7 - 2*q^8*t^3 + 65*q^7*t^4 - 82*q^6*t^5 - q^4*t^7 - 4*q^7*t^3 - 7*q^6*t^4 + 22*q^5*t^5 - 10*q^4*t^6 + q^3*t^7 - 14*q^6*t^3 + 23*q^5*t^4 + 10*q^4*t^5 - 2*q^3*t^6 + 11*q^6*t^2 - 31*q^5*t^3 - 3*q^4*t^4 + 6*q^3*t^5 - q^6*t - 5*q^5*t^2 + 57*q^4*t^3 - 37*q^3*t^4 - 2*q^2*t^5 + 2*q^5*t - 26*q^4*t^2 + 4*q^3*t^3 + 12*q^2*t^4 - 2*q^4*t + 23*q^3*t^2 - 13*q^2*t^3 + q*t^4 - q^4 + 17*q^3*t - 30*q^2*t^2 + 4*q*t^3 - 15*q^2*t + 19*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)/((q^3*t^2 - 1)^2*(q^3*t - 1)*(q^2*t - 1)*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 3], [3, 6], [4, 5], [4, 6], [5, 6]]

[0147] 'F@?]O'

Zeta functions
ask[-]:	(q^9t^4 - 5q^8t^4 + q^8t^3 + 3q^7t^4 - q^6t^5 + 2q^7t^3 + 7q^6t^4 - q^5t^4 - 5q^6t^2 - 13q^5t^3 + 5q^5t^2 - 5q^4t^3 + 13q^4t^2 + 5q^3t^3 + q^4t - 7q^3t - 2q^2t^2 + q^3 - 3q^2t - qt^2 + 5qt - t)(t - 1)/((q^2t - 1)^3(qt - 1)^4*q^3)
ask[+]:	(q^9t^4 - 5q^8t^4 + q^8t^3 + 3q^7t^4 - q^6t^5 + 2q^7t^3 + 7q^6t^4 - q^5t^4 - 5q^6t^2 - 13q^5t^3 + 5q^5t^2 - 5q^4t^3 + 13q^4t^2 + 5q^3t^3 + q^4t - 7q^3t - 2q^2t^2 + q^3 - 3q^2t - qt^2 + 5qt - t)(t - 1)/((q^2t - 1)^3(qt - 1)^4*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 6], [2, 3], [3, 5], [4, 5], [4, 6]]

[0148] 'F@?]W'

Zeta functions

ask[-]:

-(2*q^5*t^2 - 2*q^4*t^2 + q^3*t^3 - 4*q^3*t^2 - q^3*t + q^2*t^2 + 4*q^2*t - q^2 + 2*q*t - 2*t)*(t - 1)/((q^2*t - 1)^3*(q*t - 1)^2*q^2)

ask[+]:

-(q^16*t^11 + 4*q^16*t^10 - 6*q^15*t^11 + q^16*t^9 - 18*q^15*t^10 + 16*q^14*t^11 + 20*q^14*t^10 - 18*q^13*t^11 + q^12*t^12 - 7*q^14*t^9 + q^13*t^10 + q^12*t^11 - 10*q^14*t^8 + 38*q^13*t^9 - 5*q^12*t^10 - q^14*t^7 + 16*q^13*t^8 - 87*q^12*t^9 + 24*q^11*t^10 - 2*q^13*t^7 + 46*q^12*t^8 + 33*q^11*t^9 - 13*q^10*t^10 + q^13*t^6 + 6*q^12*t^7 - 88*q^11*t^8 + 19*q^10*t^9 - q^9*t^10 + 2*q^12*t^6 - 30*q^11*t^7 + 74*q^10*t^8 - 2*q^9*t^9 + 26*q^11*t^6 - 3*q^10*t^7 - 78*q^9*t^8 + 4*q^8*t^9 - q^11*t^5 - 97*q^10*t^6 + 171*q^9*t^7 + q^8*t^8 - q^7*t^9 + 16*q^10*t^5 + 47*q^9*t^6 - 122*q^8*t^7 + 10*q^7*t^8 - 2*q^10*t^4 - 32*q^9*t^5 + 32*q^7*t^7 + 2*q^6*t^8 - 10*q^9*t^4 + 122*q^8*t^5 - 47*q^7*t^6 - 16*q^6*t^7 + q^9*t^3 - q^8*t^4 - 171*q^7*t^5 + 97*q^6*t^6 + q^5*t^7 - 4*q^8*t^3 + 78*q^7*t^4 + 3*q^6*t^5 - 26*q^5*t^6 + 2*q^7*t^3 - 74*q^6*t^4 + 30*q^5*t^5 - 2*q^4*t^6 + q^7*t^2 - 19*q^6*t^3 + 88*q^5*t^4 - 6*q^4*t^5 - q^3*t^6 + 13*q^6*t^2 - 33*q^5*t^3 - 46*q^4*t^4 + 2*q^3*t^5 - 24*q^5*t^2 + 87*q^4*t^3 - 16*q^3*t^4 + q^2*t^5 + 5*q^4*t^2 - 38*q^3*t^3 + 10*q^2*t^4 - q^4*t - q^3*t^2 + 7*q^2*t^3 - q^4 + 18*q^3*t - 20*q^2*t^2 - 16*q^2*t + 18*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)/((q^3*t^2 - 1)^2*(q^2*t - 1)^3*(q*t + 1)*(q*t - 1)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 3], [3, 5], [4, 5], [4, 6], [5, 6]]

[0149] 'F@?^W'

Zeta functions

ask[-]:

-(q^7*t^4 - q^6*t^4 - 3*q^6*t^3 - q^5*t^4 + q^4*t^5 + q^6*t^2 + 4*q^5*t^3 - 3*q^4*t^4 - 2*q^5*t^2 + 7*q^4*t^3 - q^3*t^4 - q^4*t^2 + q^3*t^3 + q^4*t - 7*q^3*t^2 + 2*q^2*t^3 + 3*q^3*t - 4*q^2*t^2 - q*t^3 - q^3 + q^2*t + 3*q*t^2 + q*t - t)/((q^2*t - 1)^3*(q*t - 1)^2*q^3*(t - 1))

ask[+]:

-(q^11*t^8 + q^11*t^7 - 9*q^10*t^8 + 3*q^9*t^9 - q^10*t^7 + 18*q^9*t^8 - 7*q^8*t^9 + q^7*t^10 + 7*q^9*t^7 - 19*q^8*t^8 - 2*q^7*t^9 - 15*q^9*t^6 - 18*q^8*t^7 + 38*q^7*t^8 + q^9*t^5 + 65*q^8*t^6 - 27*q^7*t^7 - 18*q^6*t^8 - 15*q^8*t^5 - 68*q^7*t^6 + 40*q^6*t^7 + 3*q^5*t^8 + 7*q^8*t^4 + 8*q^7*t^5 + 35*q^6*t^6 - 22*q^5*t^7 - q^4*t^8 - 3*q^8*t^3 - 8*q^7*t^4 + 20*q^6*t^5 - 30*q^5*t^6 + 15*q^4*t^7 + 15*q^7*t^3 - 30*q^6*t^4 + 20*q^5*t^5 - 8*q^4*t^6 - 3*q^3*t^7 - q^7*t^2 - 22*q^6*t^3 + 35*q^5*t^4 + 8*q^4*t^5 + 7*q^3*t^6 + 3*q^6*t^2 + 40*q^5*t^3 - 68*q^4*t^4 - 15*q^3*t^5 - 18*q^5*t^2 - 27*q^4*t^3 + 65*q^3*t^4 + q^2*t^5 + 38*q^4*t^2 - 18*q^3*t^3 - 15*q^2*t^4 - 2*q^4*t - 19*q^3*t^2 + 7*q^2*t^3 + q^4 - 7*q^3*t + 18*q^2*t^2 - q*t^3 + 3*q^2*t - 9*q*t^2 + t^3 + t^2)/((q^2*t - 1)^3*(q*t + 1)^2*(q*t - 1)^2*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 3], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0150] 'F@?}O'

Zeta functions

ask[-]:

-(q^6*t^2 + q^5*t^2 - 4*q^4*t^2 + q^3*t^3 - q^4*t - 2*q^3*t^2 + 2*q^3*t + q^2*t^2 - q^3 + 4*q^2*t - q*t - t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^3*q^3)

ask[+]:

(4*q^14*t^12 - 2*q^13*t^13 + 2*q^14*t^11 - 23*q^13*t^12 + 9*q^12*t^13 + 51*q^12*t^12 - 20*q^11*t^13 - 11*q^13*t^10 - 28*q^12*t^11 - 27*q^11*t^12 + 20*q^10*t^13 - q^9*t^14 - 6*q^13*t^9 + 67*q^12*t^10 + 16*q^11*t^11 - 33*q^10*t^12 + 3*q^9*t^13 - 95*q^11*t^10 + 71*q^10*t^11 + q^9*t^12 - 4*q^8*t^13 + 11*q^12*t^8 + 49*q^11*t^9 - 61*q^10*t^10 - 17*q^9*t^11 + 16*q^8*t^12 + 3*q^12*t^7 - 66*q^11*t^8 + 42*q^10*t^9 + 97*q^9*t^10 - 56*q^8*t^11 + q^12*t^6 + 23*q^11*t^7 - 160*q^9*t^9 + 103*q^8*t^10 + q^7*t^11 - 12*q^11*t^6 - 62*q^10*t^7 + 252*q^9*t^8 - 93*q^8*t^9 - 42*q^7*t^10 + 5*q^6*t^11 + 47*q^10*t^6 - 85*q^9*t^7 - 88*q^8*t^8 + 95*q^7*t^9 - 16*q^6*t^10 + 2*q^5*t^11 - 19*q^10*t^5 + 25*q^9*t^6 + 81*q^8*t^7 - 94*q^7*t^8 + 29*q^6*t^9 - 4*q^5*t^10 + q^10*t^4 + 25*q^9*t^5 - 103*q^8*t^6 + 152*q^7*t^7 - 103*q^6*t^8 + 25*q^5*t^9 + q^4*t^10 - 4*q^9*t^4 + 29*q^8*t^5 - 94*q^7*t^6 + 81*q^6*t^7 + 25*q^5*t^8 - 19*q^4*t^9 + 2*q^9*t^3 - 16*q^8*t^4 + 95*q^7*t^5 - 88*q^6*t^6 - 85*q^5*t^7 + 47*q^4*t^8 + 5*q^8*t^3 - 42*q^7*t^4 - 93*q^6*t^5 + 252*q^5*t^6 - 62*q^4*t^7 - 12*q^3*t^8 + q^7*t^3 + 103*q^6*t^4 - 160*q^5*t^5 + 23*q^3*t^7 + q^2*t^8 - 56*q^6*t^3 + 97*q^5*t^4 + 42*q^4*t^5 - 66*q^3*t^6 + 3*q^2*t^7 + 16*q^6*t^2 - 17*q^5*t^3 - 61*q^4*t^4 + 49*q^3*t^5 + 11*q^2*t^6 - 4*q^6*t + q^5*t^2 + 71*q^4*t^3 - 95*q^3*t^4 + 3*q^5*t - 33*q^4*t^2 + 16*q^3*t^3 + 67*q^2*t^4 - 6*q*t^5 - q^5 + 20*q^4*t - 27*q^3*t^2 - 28*q^2*t^3 - 11*q*t^4 - 20*q^3*t + 51*q^2*t^2 + 9*q^2*t - 23*q*t^2 + 2*t^3 - 2*q*t + 4*t^2)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 3], [2, 5], [3, 5], [4, 5], [4, 6]]

[0151] 'F@?}W'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 3*q^3*t^2 + q^2*t^3 + 2*q^3*t - 2*q^2*t^2 - q^3 + 3*q^2*t + q*t^2 - t)/((q^2*t - 1)^2*(q*t - 1)^2*q^3)

ask[+]:

-(q^13*t^12 - 5*q^12*t^12 - 3*q^13*t^10 + 2*q^12*t^11 + 10*q^11*t^12 + q^14*t^8 - 2*q^13*t^9 + 19*q^12*t^10 - 17*q^11*t^11 - 7*q^10*t^12 - 5*q^13*t^8 - q^12*t^9 - 20*q^11*t^10 + 25*q^10*t^11 - 2*q^9*t^12 + q^8*t^13 + 4*q^13*t^7 + 21*q^12*t^8 - 33*q^11*t^9 + 23*q^10*t^10 + 2*q^9*t^11 - 8*q^8*t^12 - 2*q^13*t^6 - 34*q^12*t^7 + 28*q^11*t^8 + 74*q^10*t^9 - 122*q^9*t^10 + 39*q^8*t^11 + 4*q^7*t^12 + 23*q^12*t^6 + 49*q^11*t^7 - 226*q^10*t^8 + 178*q^9*t^9 + 23*q^8*t^10 - 38*q^7*t^11 - 6*q^12*t^5 - 76*q^11*t^6 + 167*q^10*t^7 + 51*q^9*t^8 - 242*q^8*t^9 + 99*q^7*t^10 + 5*q^6*t^11 + 44*q^11*t^5 - 15*q^10*t^6 - 268*q^9*t^7 + 341*q^8*t^8 - 64*q^7*t^9 - 36*q^6*t^10 - 7*q^11*t^4 - 70*q^10*t^5 + 248*q^9*t^6 - 139*q^8*t^7 - 118*q^7*t^8 + 79*q^6*t^9 + 5*q^5*t^10 + 32*q^10*t^4 - 30*q^9*t^5 - 116*q^8*t^6 + 123*q^7*t^7 + 32*q^6*t^8 - 39*q^5*t^9 - 2*q^4*t^10 - 2*q^10*t^3 - 39*q^9*t^4 + 32*q^8*t^5 + 123*q^7*t^6 - 116*q^6*t^7 - 30*q^5*t^8 + 32*q^4*t^9 + 5*q^9*t^3 + 79*q^8*t^4 - 118*q^7*t^5 - 139*q^6*t^6 + 248*q^5*t^7 - 70*q^4*t^8 - 7*q^3*t^9 - 36*q^8*t^3 - 64*q^7*t^4 + 341*q^6*t^5 - 268*q^5*t^6 - 15*q^4*t^7 + 44*q^3*t^8 + 5*q^8*t^2 + 99*q^7*t^3 - 242*q^6*t^4 + 51*q^5*t^5 + 167*q^4*t^6 - 76*q^3*t^7 - 6*q^2*t^8 - 38*q^7*t^2 + 23*q^6*t^3 + 178*q^5*t^4 - 226*q^4*t^5 + 49*q^3*t^6 + 23*q^2*t^7 + 4*q^7*t + 39*q^6*t^2 - 122*q^5*t^3 + 74*q^4*t^4 + 28*q^3*t^5 - 34*q^2*t^6 - 2*q*t^7 - 8*q^6*t + 2*q^5*t^2 + 23*q^4*t^3 - 33*q^3*t^4 + 21*q^2*t^5 + 4*q*t^6 + q^6 - 2*q^5*t + 25*q^4*t^2 - 20*q^3*t^3 - q^2*t^4 - 5*q*t^5 - 7*q^4*t - 17*q^3*t^2 + 19*q^2*t^3 - 2*q*t^4 + t^5 + 10*q^3*t + 2*q^2*t^2 - 3*q*t^3 - 5*q^2*t + q*t)/((q^3*t^2 - 1)*(q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^4*(q - t)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 3], [2, 5], [3, 5], [4, 5], [4, 6], [5, 6]]

[0152] 'F@@Kw'

Zeta functions

ask[-]:

(q^7*t^4 - 5*q^6*t^4 + 3*q^6*t^3 + 4*q^5*t^4 - q^4*t^5 - q^6*t^2 + 7*q^4*t^4 - 3*q^5*t^2 - 10*q^4*t^3 - 2*q^3*t^4 + 7*q^4*t^2 - 7*q^3*t^3 + 2*q^4*t + 10*q^3*t^2 + 3*q^2*t^3 - 7*q^3*t + q*t^3 + q^3 - 4*q^2*t - 3*q*t^2 + 5*q*t - t)/((q^2*t - 1)^2*(q*t - 1)^4*q^3)

ask[+]:

-(q^16*t^12 + 3*q^16*t^11 - 7*q^15*t^12 - 10*q^15*t^11 + 19*q^14*t^12 - 5*q^15*t^10 + q^14*t^11 - 20*q^13*t^12 + q^12*t^13 - 2*q^15*t^9 + 36*q^14*t^10 + 9*q^13*t^11 - q^12*t^12 - 10*q^14*t^9 - 37*q^13*t^10 + 17*q^12*t^11 + q^11*t^12 + 6*q^14*t^8 + 8*q^13*t^9 - 43*q^12*t^10 + 10*q^11*t^11 - 2*q^13*t^8 + 50*q^12*t^9 + q^11*t^10 - 11*q^10*t^11 + 3*q^13*t^7 - 32*q^12*t^8 + 26*q^11*t^9 + 22*q^10*t^10 - q^9*t^11 - q^13*t^6 + 2*q^12*t^7 - 69*q^11*t^8 - 61*q^10*t^9 + 17*q^9*t^10 - 2*q^12*t^6 + 54*q^11*t^7 + 132*q^10*t^8 - 58*q^9*t^9 - 5*q^8*t^10 - 17*q^11*t^6 - 89*q^10*t^7 + 92*q^9*t^8 + 12*q^8*t^9 + 2*q^11*t^5 + 25*q^10*t^6 - 94*q^9*t^7 - 31*q^8*t^8 + 8*q^7*t^9 - 8*q^10*t^5 + 119*q^9*t^6 - 36*q^8*t^7 - 27*q^7*t^8 + 2*q^6*t^9 + 2*q^10*t^4 - 27*q^9*t^5 - 36*q^8*t^6 + 119*q^7*t^7 - 8*q^6*t^8 + 8*q^9*t^4 - 31*q^8*t^5 - 94*q^7*t^6 + 25*q^6*t^7 + 2*q^5*t^8 + 12*q^8*t^4 + 92*q^7*t^5 - 89*q^6*t^6 - 17*q^5*t^7 - 5*q^8*t^3 - 58*q^7*t^4 + 132*q^6*t^5 + 54*q^5*t^6 - 2*q^4*t^7 + 17*q^7*t^3 - 61*q^6*t^4 - 69*q^5*t^5 + 2*q^4*t^6 - q^3*t^7 - q^7*t^2 + 22*q^6*t^3 + 26*q^5*t^4 - 32*q^4*t^5 + 3*q^3*t^6 - 11*q^6*t^2 + q^5*t^3 + 50*q^4*t^4 - 2*q^3*t^5 + 10*q^5*t^2 - 43*q^4*t^3 + 8*q^3*t^4 + 6*q^2*t^5 + q^5*t + 17*q^4*t^2 - 37*q^3*t^3 - 10*q^2*t^4 - q^4*t + 9*q^3*t^2 + 36*q^2*t^3 - 2*q*t^4 + q^4 - 20*q^3*t + q^2*t^2 - 5*q*t^3 + 19*q^2*t - 10*q*t^2 - 7*q*t + 3*t^2 + t)/((q^3*t^2 - 1)^2*(q^2*t - 1)^2*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 5], [2, 3], [3, 6], [4, 5], [4, 6], [5, 6]]

[0153] 'F@@Lw'

Zeta functions

ask[-]:

-(2*q^5*t^3 - q^5*t^2 - 3*q^4*t^3 + q^3*t^4 - 3*q^3*t^3 + 4*q^3*t^2 + 4*q^2*t^2 - 3*q^2*t + q^2 - 3*q*t - t^2 + 2*t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^4*q^2)

ask[+]:

-(q^14*t^15 - q^15*t^13 + q^14*t^14 - 5*q^13*t^15 + 2*q^15*t^12 - 3*q^14*t^13 + q^13*t^14 + 8*q^12*t^15 + q^15*t^11 - 10*q^14*t^12 + 26*q^13*t^13 - 19*q^12*t^14 - 3*q^14*t^11 + 11*q^13*t^12 - 31*q^12*t^13 + 27*q^11*t^14 - 12*q^10*t^15 + q^9*t^16 - 5*q^14*t^10 + 52*q^13*t^11 - 85*q^12*t^12 + 44*q^11*t^13 + 8*q^10*t^14 - q^9*t^15 + q^14*t^9 - 21*q^13*t^10 - 89*q^12*t^11 + 256*q^11*t^12 - 200*q^10*t^13 + 29*q^9*t^14 + q^8*t^15 + 2*q^13*t^9 + 121*q^12*t^10 - 155*q^11*t^11 - 72*q^10*t^12 + 151*q^9*t^13 - 26*q^8*t^14 + 3*q^13*t^8 - 78*q^12*t^9 + 18*q^11*t^10 + 178*q^10*t^11 - 100*q^9*t^12 - 25*q^8*t^13 + 4*q^7*t^14 - 3*q^13*t^7 + 63*q^12*t^8 - 26*q^11*t^9 - 124*q^10*t^10 + 94*q^9*t^11 - 29*q^8*t^12 + 16*q^7*t^13 - q^6*t^14 - 6*q^12*t^7 - 158*q^11*t^8 + 472*q^10*t^9 - 455*q^9*t^10 + 209*q^8*t^11 - 40*q^7*t^12 + q^6*t^13 + 2*q^12*t^6 + 68*q^11*t^7 - 102*q^10*t^8 - 167*q^9*t^9 + 301*q^8*t^10 - 174*q^7*t^11 + 27*q^6*t^12 - 2*q^5*t^13 - 49*q^11*t^6 + 76*q^10*t^7 + 30*q^9*t^8 - 6*q^8*t^9 - 75*q^7*t^10 + 54*q^6*t^11 + 4*q^5*t^12 + 17*q^11*t^5 + 36*q^10*t^6 - 200*q^9*t^7 + 263*q^8*t^8 - 221*q^7*t^9 + 163*q^6*t^10 - 64*q^5*t^11 - 64*q^10*t^5 + 163*q^9*t^6 - 221*q^8*t^7 + 263*q^7*t^8 - 200*q^6*t^9 + 36*q^5*t^10 + 17*q^4*t^11 + 4*q^10*t^4 + 54*q^9*t^5 - 75*q^8*t^6 - 6*q^7*t^7 + 30*q^6*t^8 + 76*q^5*t^9 - 49*q^4*t^10 - 2*q^10*t^3 + 27*q^9*t^4 - 174*q^8*t^5 + 301*q^7*t^6 - 167*q^6*t^7 - 102*q^5*t^8 + 68*q^4*t^9 + 2*q^3*t^10 + q^9*t^3 - 40*q^8*t^4 + 209*q^7*t^5 - 455*q^6*t^6 + 472*q^5*t^7 - 158*q^4*t^8 - 6*q^3*t^9 - q^9*t^2 + 16*q^8*t^3 - 29*q^7*t^4 + 94*q^6*t^5 - 124*q^5*t^6 - 26*q^4*t^7 + 63*q^3*t^8 - 3*q^2*t^9 + 4*q^8*t^2 - 25*q^7*t^3 - 100*q^6*t^4 + 178*q^5*t^5 + 18*q^4*t^6 - 78*q^3*t^7 + 3*q^2*t^8 - 26*q^7*t^2 + 151*q^6*t^3 - 72*q^5*t^4 - 155*q^4*t^5 + 121*q^3*t^6 + 2*q^2*t^7 + q^7*t + 29*q^6*t^2 - 200*q^5*t^3 + 256*q^4*t^4 - 89*q^3*t^5 - 21*q^2*t^6 + q*t^7 - q^6*t + 8*q^5*t^2 + 44*q^4*t^3 - 85*q^3*t^4 + 52*q^2*t^5 - 5*q*t^6 + q^6 - 12*q^5*t + 27*q^4*t^2 - 31*q^3*t^3 + 11*q^2*t^4 - 3*q*t^5 - 19*q^3*t^2 + 26*q^2*t^3 - 10*q*t^4 + t^5 + 8*q^3*t + q^2*t^2 - 3*q*t^3 + 2*t^4 - 5*q^2*t + q*t^2 - t^3 + q*t)/((q^2*t - 1)^2*(q*t^2 - 1)*(q*t + 1)^3*(q*t - 1)^4*(q - t)^2*q^4*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0154] 'F@@ko'

Zeta functions

ask[-]:

(q^7*t^4 - 3*q^6*t^4 + 2*q^6*t^3 - 2*q^5*t^4 - 2*q^6*t^2 + 5*q^5*t^3 + 8*q^4*t^4 - q^3*t^5 - 4*q^5*t^2 - 12*q^4*t^3 + 3*q^3*t^4 + 2*q^5*t + 11*q^4*t^2 - 11*q^3*t^3 - 2*q^2*t^4 - 3*q^4*t + 12*q^3*t^2 + 4*q^2*t^3 + q^4 - 8*q^3*t - 5*q^2*t^2 + 2*q*t^3 + 2*q^2*t - 2*q*t^2 + 3*q*t - t)/((q^2*t - 1)*(q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^10*t^8 + 3*q^10*t^7 - 5*q^9*t^8 + 2*q^10*t^6 - 19*q^9*t^7 + 12*q^8*t^8 - 7*q^9*t^6 + 45*q^8*t^7 - 22*q^7*t^8 - 3*q^9*t^5 - 2*q^8*t^6 - 22*q^7*t^7 + 23*q^6*t^8 - q^5*t^9 - 2*q^9*t^4 + 24*q^8*t^5 - 24*q^7*t^6 - 33*q^6*t^7 - 3*q^8*t^4 + 18*q^7*t^5 + 72*q^6*t^6 - 3*q^5*t^7 - 2*q^4*t^8 + 2*q^8*t^3 - 4*q^7*t^4 - 143*q^6*t^5 + 37*q^5*t^6 + 7*q^4*t^7 + 4*q^7*t^3 + 48*q^6*t^4 + 51*q^5*t^5 - 56*q^4*t^6 + 2*q^3*t^7 + 2*q^7*t^2 - 56*q^6*t^3 + 51*q^5*t^4 + 48*q^4*t^5 + 4*q^3*t^6 + 7*q^6*t^2 + 37*q^5*t^3 - 143*q^4*t^4 - 4*q^3*t^5 + 2*q^2*t^6 - 2*q^6*t - 3*q^5*t^2 + 72*q^4*t^3 + 18*q^3*t^4 - 3*q^2*t^5 - 33*q^4*t^2 - 24*q^3*t^3 + 24*q^2*t^4 - 2*q*t^5 - q^5 + 23*q^4*t - 22*q^3*t^2 - 2*q^2*t^3 - 3*q*t^4 - 22*q^3*t + 45*q^2*t^2 - 7*q*t^3 + 12*q^2*t - 19*q*t^2 + 2*t^3 - 5*q*t + 3*t^2 + t)/((q^2*t - 1)*(q*t + 1)*(q*t - 1)^4*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 5], [2, 3], [2, 5], [3, 6], [4, 5], [4, 6]]

[0155] 'F@@kw'

Zeta functions

ask[-]:

-(3*q^3*t^2 - 2*q^3*t - 5*q^2*t^2 + q*t^3 + 3*q^2*t - 3*q*t^2 - q^2 + 5*q*t + 2*t^2 - 3*t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^4*q^2)

ask[+]:

(q^7*t^6 + q^7*t^5 - 7*q^6*t^6 + 5*q^6*t^5 + 11*q^5*t^6 - q^4*t^7 - 8*q^6*t^4 - 17*q^5*t^5 + q^4*t^6 + 34*q^5*t^4 - 3*q^3*t^6 - 10*q^5*t^3 - 30*q^4*t^4 + 14*q^3*t^5 + 4*q^5*t^2 + 11*q^4*t^3 - 11*q^3*t^4 - 4*q^2*t^5 - 14*q^4*t^2 + 30*q^3*t^3 + 10*q^2*t^4 + 3*q^4*t - 34*q^2*t^3 - q^3*t + 17*q^2*t^2 + 8*q*t^3 + q^3 - 11*q^2*t - 5*q*t^2 + 7*q*t - t^2 - t)/((q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^4*q^3*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 3], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0156] 'F@AJo'

Zeta functions

ask[-]:

-(3*q^5*t^3 - 2*q^5*t^2 - 4*q^4*t^3 + q^3*t^4 + q^4*t^2 - 4*q^3*t^3 + 4*q^3*t^2 + q^2*t^3 + q^3*t + 4*q^2*t^2 - 4*q^2*t + q*t^2 + q^2 - 4*q*t - 2*t^2 + 3*t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^4*q^2)

ask[+]:

(4*q^14*t^11 - 2*q^13*t^12 + 7*q^14*t^10 - 29*q^13*t^11 + 11*q^12*t^12 + q^14*t^9 - 33*q^13*t^10 + 81*q^12*t^11 - 27*q^11*t^12 - 7*q^13*t^9 + 62*q^12*t^10 - 91*q^11*t^11 + 30*q^10*t^12 - q^9*t^13 - q^13*t^8 + 12*q^12*t^9 - 116*q^11*t^10 + 39*q^10*t^11 - 4*q^9*t^12 - 34*q^12*t^8 + 136*q^11*t^9 + 156*q^10*t^10 - 42*q^9*t^11 - q^8*t^12 + 119*q^11*t^8 - 499*q^10*t^9 + 10*q^9*t^10 + 19*q^8*t^11 + 27*q^11*t^7 - 120*q^10*t^8 + 539*q^9*t^9 - 98*q^8*t^10 - 171*q^10*t^7 + 203*q^9*t^8 - 262*q^8*t^9 + 37*q^7*t^10 + q^6*t^11 + 109*q^10*t^6 + 111*q^9*t^7 - 318*q^8*t^8 + 133*q^7*t^9 - 15*q^6*t^10 - 12*q^10*t^5 - 381*q^9*t^6 + 443*q^8*t^7 + 15*q^7*t^8 - 12*q^6*t^9 + 4*q^5*t^10 + 33*q^9*t^5 + 515*q^8*t^6 - 617*q^7*t^7 + 52*q^6*t^8 - 16*q^5*t^9 - 16*q^9*t^4 + 52*q^8*t^5 - 617*q^7*t^6 + 515*q^6*t^7 + 33*q^5*t^8 + 4*q^9*t^3 - 12*q^8*t^4 + 15*q^7*t^5 + 443*q^6*t^6 - 381*q^5*t^7 - 12*q^4*t^8 - 15*q^8*t^3 + 133*q^7*t^4 - 318*q^6*t^5 + 111*q^5*t^6 + 109*q^4*t^7 + q^8*t^2 + 37*q^7*t^3 - 262*q^6*t^4 + 203*q^5*t^5 - 171*q^4*t^6 - 98*q^6*t^3 + 539*q^5*t^4 - 120*q^4*t^5 + 27*q^3*t^6 + 19*q^6*t^2 + 10*q^5*t^3 - 499*q^4*t^4 + 119*q^3*t^5 - q^6*t - 42*q^5*t^2 + 156*q^4*t^3 + 136*q^3*t^4 - 34*q^2*t^5 - 4*q^5*t + 39*q^4*t^2 - 116*q^3*t^3 + 12*q^2*t^4 - q*t^5 - q^5 + 30*q^4*t - 91*q^3*t^2 + 62*q^2*t^3 - 7*q*t^4 - 27*q^3*t + 81*q^2*t^2 - 33*q*t^3 + t^4 + 11*q^2*t - 29*q*t^2 + 7*t^3 - 2*q*t + 4*t^2)/((q^2*t - 1)^2*(q*t + 1)^3*(q*t - 1)^4*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 6], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6]]

[0157] 'F@C]W'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 3*q^3*t^2 + q^2*t^3 + 2*q^3*t - 2*q^2*t^2 - q^3 + 3*q^2*t + q*t^2 - t)/((q^2*t - 1)^2*(q*t - 1)^2*q^3)

ask[+]:

-(q^16*t^15 + 5*q^16*t^14 - 5*q^15*t^15 + 4*q^16*t^13 - 26*q^15*t^14 + 13*q^14*t^15 - 29*q^15*t^13 + 43*q^14*t^14 - 15*q^13*t^15 + q^12*t^16 - 13*q^15*t^12 + 104*q^14*t^13 - 40*q^13*t^14 - 2*q^12*t^15 - 6*q^15*t^11 + 48*q^14*t^12 - 170*q^13*t^13 + 57*q^12*t^14 + 2*q^11*t^15 - q^15*t^10 + 43*q^14*t^11 - 74*q^13*t^12 + 83*q^12*t^13 - 26*q^11*t^14 + 16*q^14*t^10 - 152*q^13*t^11 + 161*q^12*t^12 - 12*q^11*t^13 - 3*q^10*t^14 + 3*q^14*t^9 - 25*q^13*t^10 + 188*q^12*t^11 - 216*q^11*t^12 + 39*q^10*t^13 - 25*q^13*t^9 + 50*q^12*t^10 - 85*q^11*t^11 + 46*q^10*t^12 - 7*q^9*t^13 + q^13*t^8 + 73*q^12*t^9 - 236*q^11*t^10 + 247*q^10*t^11 - 38*q^9*t^12 - 2*q^8*t^13 - 34*q^12*t^8 - 14*q^11*t^9 + 191*q^10*t^10 - 194*q^9*t^11 + 39*q^8*t^12 + 4*q^12*t^7 + 39*q^11*t^8 + 88*q^10*t^9 - 74*q^9*t^10 - 11*q^8*t^11 - 3*q^7*t^12 - q^12*t^6 - 14*q^10*t^8 - 354*q^9*t^9 + 247*q^8*t^10 + 2*q^7*t^11 + 9*q^11*t^6 - 38*q^10*t^7 + 222*q^9*t^8 - 10*q^8*t^9 - 99*q^7*t^10 + q^6*t^11 - q^11*t^5 - 5*q^10*t^6 - 95*q^9*t^7 + 95*q^7*t^9 + 5*q^6*t^10 + q^5*t^11 - q^10*t^5 + 99*q^9*t^6 + 10*q^8*t^7 - 222*q^7*t^8 + 38*q^6*t^9 - 9*q^5*t^10 - 2*q^9*t^5 - 247*q^8*t^6 + 354*q^7*t^7 + 14*q^6*t^8 + q^4*t^10 + 3*q^9*t^4 + 11*q^8*t^5 + 74*q^7*t^6 - 88*q^6*t^7 - 39*q^5*t^8 - 4*q^4*t^9 - 39*q^8*t^4 + 194*q^7*t^5 - 191*q^6*t^6 + 14*q^5*t^7 + 34*q^4*t^8 + 2*q^8*t^3 + 38*q^7*t^4 - 247*q^6*t^5 + 236*q^5*t^6 - 73*q^4*t^7 - q^3*t^8 + 7*q^7*t^3 - 46*q^6*t^4 + 85*q^5*t^5 - 50*q^4*t^6 + 25*q^3*t^7 - 39*q^6*t^3 + 216*q^5*t^4 - 188*q^4*t^5 + 25*q^3*t^6 - 3*q^2*t^7 + 3*q^6*t^2 + 12*q^5*t^3 - 161*q^4*t^4 + 152*q^3*t^5 - 16*q^2*t^6 + 26*q^5*t^2 - 83*q^4*t^3 + 74*q^3*t^4 - 43*q^2*t^5 + q*t^6 - 2*q^5*t - 57*q^4*t^2 + 170*q^3*t^3 - 48*q^2*t^4 + 6*q*t^5 + 2*q^4*t + 40*q^3*t^2 - 104*q^2*t^3 + 13*q*t^4 - q^4 + 15*q^3*t - 43*q^2*t^2 + 29*q*t^3 - 13*q^2*t + 26*q*t^2 - 4*t^3 + 5*q*t - 5*t^2 - t)/((q^3*t^2 - 1)^2*(q^2*t - 1)*(q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 3], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0158] 'F@CeW'

Zeta functions

ask[-]:

(q^9*t^5 + q^9*t^4 - 4*q^8*t^5 - q^8*t^4 + 2*q^7*t^5 - q^8*t^3 + 3*q^7*t^4 + 4*q^6*t^5 - q^5*t^6 - 6*q^7*t^3 - q^6*t^4 + 2*q^5*t^5 + q^7*t^2 + 12*q^6*t^3 - 15*q^5*t^4 + q^4*t^5 + q^6*t^2 + 5*q^5*t^3 - 4*q^4*t^4 - 4*q^5*t^2 + 5*q^4*t^3 + q^3*t^4 + q^5*t - 15*q^4*t^2 + 12*q^3*t^3 + q^2*t^4 + 2*q^4*t - q^3*t^2 - 6*q^2*t^3 - q^4 + 4*q^3*t + 3*q^2*t^2 - q*t^3 + 2*q^2*t - q*t^2 - 4*q*t + t^2 + t)/((q^2*t - 1)^3*(q*t - 1)^2*q^4*(t - 1)^2)

ask[+]:

(q^12*t^9 + 4*q^12*t^8 - 5*q^11*t^9 + 4*q^12*t^7 - 26*q^11*t^8 + 11*q^10*t^9 + q^12*t^6 - 24*q^11*t^7 + 72*q^10*t^8 - 18*q^9*t^9 - 4*q^11*t^6 + 43*q^10*t^7 - 87*q^9*t^8 + 19*q^8*t^9 - q^7*t^10 - q^11*t^5 + 4*q^10*t^6 - 48*q^9*t^7 + 49*q^8*t^8 - q^7*t^9 - 10*q^10*t^5 + 86*q^9*t^6 + 9*q^8*t^7 - 44*q^7*t^8 + q^6*t^9 + 40*q^9*t^5 - 261*q^8*t^6 + 120*q^7*t^7 + 2*q^6*t^8 + 7*q^9*t^4 - 80*q^8*t^5 + 255*q^7*t^6 - 75*q^6*t^7 + 2*q^5*t^8 - 18*q^8*t^4 + 141*q^7*t^5 - 210*q^6*t^6 + 32*q^5*t^7 + q^4*t^8 + 13*q^8*t^3 - 76*q^7*t^4 + 76*q^5*t^6 - 13*q^4*t^7 - q^8*t^2 - 32*q^7*t^3 + 210*q^6*t^4 - 141*q^5*t^5 + 18*q^4*t^6 - 2*q^7*t^2 + 75*q^6*t^3 - 255*q^5*t^4 + 80*q^4*t^5 - 7*q^3*t^6 - 2*q^6*t^2 - 120*q^5*t^3 + 261*q^4*t^4 - 40*q^3*t^5 - q^6*t + 44*q^5*t^2 - 9*q^4*t^3 - 86*q^3*t^4 + 10*q^2*t^5 + q^5*t - 49*q^4*t^2 + 48*q^3*t^3 - 4*q^2*t^4 + q*t^5 + q^5 - 19*q^4*t + 87*q^3*t^2 - 43*q^2*t^3 + 4*q*t^4 + 18*q^3*t - 72*q^2*t^2 + 24*q*t^3 - t^4 - 11*q^2*t + 26*q*t^2 - 4*t^3 + 5*q*t - 4*t^2 - t)/((q^2*t - 1)^3*(q*t + 1)*(q*t - 1)^2*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 3], [2, 5], [3, 4], [4, 6], [5, 6]]

[0159] 'F@CmW'

Zeta functions

ask[-]:

(q^6*t^4 + q^6*t^3 - 4*q^5*t^4 + q^5*t^3 + q^4*t^4 - 6*q^5*t^2 + 2*q^4*t^3 + 7*q^3*t^4 - q^2*t^5 + q^5*t + 7*q^4*t^2 - 13*q^3*t^3 + q^2*t^4 - q^4*t + 13*q^3*t^2 - 7*q^2*t^3 - q*t^4 + q^4 - 7*q^3*t - 2*q^2*t^2 + 6*q*t^3 - q^2*t - q*t^2 + 4*q*t - t^2 - t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1)^2)

ask[+]:

(q^10*t^8 + q^9*t^9 + 2*q^10*t^7 - 10*q^9*t^8 - 3*q^8*t^9 + q^10*t^6 - 12*q^9*t^7 + 39*q^8*t^8 - 3*q^7*t^9 - 2*q^9*t^6 + 4*q^8*t^7 - 45*q^7*t^8 + 13*q^6*t^9 - q^5*t^10 - q^9*t^5 + 33*q^8*t^6 - 7*q^7*t^7 - 3*q^6*t^8 - 23*q^8*t^5 - 65*q^7*t^6 + 100*q^6*t^7 - 11*q^5*t^8 - 2*q^4*t^9 + 2*q^8*t^4 + 107*q^7*t^5 - 85*q^6*t^6 - 68*q^5*t^7 + 19*q^4*t^8 - 31*q^7*t^4 - 65*q^6*t^5 + 168*q^5*t^6 - 26*q^4*t^7 - 3*q^3*t^8 + 15*q^7*t^3 - 7*q^6*t^4 - 64*q^5*t^5 - 7*q^4*t^6 + 15*q^3*t^7 - 3*q^7*t^2 - 26*q^6*t^3 + 168*q^5*t^4 - 65*q^4*t^5 - 31*q^3*t^6 + 19*q^6*t^2 - 68*q^5*t^3 - 85*q^4*t^4 + 107*q^3*t^5 + 2*q^2*t^6 - 2*q^6*t - 11*q^5*t^2 + 100*q^4*t^3 - 65*q^3*t^4 - 23*q^2*t^5 - 3*q^4*t^2 - 7*q^3*t^3 + 33*q^2*t^4 - q*t^5 - q^5 + 13*q^4*t - 45*q^3*t^2 + 4*q^2*t^3 - 2*q*t^4 - 3*q^3*t + 39*q^2*t^2 - 12*q*t^3 + t^4 - 3*q^2*t - 10*q*t^2 + 2*t^3 + q*t + t^2)/((q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 6], [2, 3], [2, 5], [3, 4], [4, 5], [4, 6], [5, 6]]

[0160] 'F@D^W'

Zeta functions

ask[-]:

ask[+]:

(q^10*t^10 - 2*q^10*t^9 - 4*q^9*t^10 + q^8*t^11 + 2*q^11*t^7 - 7*q^10*t^8 + 20*q^9*t^9 - 9*q^8*t^10 + 2*q^7*t^11 + q^11*t^6 - 8*q^10*t^7 + 20*q^9*t^8 - 33*q^8*t^9 + 31*q^7*t^10 - 12*q^6*t^11 + q^5*t^12 - 3*q^10*t^6 + 8*q^9*t^7 - 14*q^8*t^8 - 9*q^7*t^9 - q^6*t^10 + 3*q^5*t^11 - 2*q^10*t^5 + 16*q^9*t^6 - 27*q^8*t^7 + 44*q^7*t^8 - 7*q^6*t^9 - 14*q^8*t^6 + 15*q^7*t^7 - 29*q^6*t^8 + 18*q^5*t^9 - 6*q^4*t^10 - 3*q^9*t^4 + 27*q^8*t^5 - 61*q^7*t^6 + 82*q^6*t^7 - 70*q^5*t^8 + 17*q^4*t^9 - 3*q^7*t^5 + 31*q^6*t^6 - 14*q^5*t^7 + 26*q^4*t^8 - 6*q^3*t^9 + 6*q^8*t^3 - 26*q^7*t^4 + 14*q^6*t^5 - 31*q^5*t^6 + 3*q^4*t^7 - 17*q^7*t^3 + 70*q^6*t^4 - 82*q^5*t^5 + 61*q^4*t^6 - 27*q^3*t^7 + 3*q^2*t^8 + 6*q^7*t^2 - 18*q^6*t^3 + 29*q^5*t^4 - 15*q^4*t^5 + 14*q^3*t^6 + 7*q^5*t^3 - 44*q^4*t^4 + 27*q^3*t^5 - 16*q^2*t^6 + 2*q*t^7 - 3*q^6*t + q^5*t^2 + 9*q^4*t^3 + 14*q^3*t^4 - 8*q^2*t^5 + 3*q*t^6 - q^6 + 12*q^5*t - 31*q^4*t^2 + 33*q^3*t^3 - 20*q^2*t^4 + 8*q*t^5 - t^6 - 2*q^4*t + 9*q^3*t^2 - 20*q^2*t^3 + 7*q*t^4 - 2*t^5 - q^3*t + 4*q^2*t^2 + 2*q*t^3 - q*t^2)/((q*t + 1)^2*(q*t - 1)^5*(q - t)*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0161] 'F@Dmw'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^4*t^3 + q^4*t^2 + 2*q^3*t^3 - q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - q*t^4 - q^4 + 5*q^3*t - 5*q^2*t^2 - q*t^3 + 2*q^2*t + q*t^2 - 2*q*t + t^2)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^9*t^9 - 3*q^8*t^9 - 2*q^7*t^10 - q^10*t^6 - 2*q^9*t^7 + q^8*t^8 + 9*q^6*t^10 + 11*q^9*t^6 - 16*q^8*t^7 + 30*q^7*t^8 - 10*q^6*t^9 - 10*q^5*t^10 - q^10*t^4 + 4*q^9*t^5 - 21*q^8*t^6 + 41*q^7*t^7 - 75*q^6*t^8 + 33*q^5*t^9 - 5*q^4*t^10 + q^3*t^11 - q^9*t^4 - 4*q^8*t^5 - 13*q^7*t^6 + 15*q^6*t^7 + 11*q^5*t^8 + 10*q^4*t^9 + q^3*t^10 + 3*q^9*t^3 - 5*q^8*t^4 + 37*q^7*t^5 - 21*q^6*t^6 + 17*q^5*t^7 - 13*q^4*t^8 - 11*q^3*t^9 - 7*q^8*t^3 + 15*q^7*t^4 - 63*q^6*t^5 + 61*q^5*t^6 - 53*q^4*t^7 + 21*q^3*t^8 - q^2*t^9 + q^8*t^2 - 21*q^7*t^3 + 53*q^6*t^4 - 61*q^5*t^5 + 63*q^4*t^6 - 15*q^3*t^7 + 7*q^2*t^8 + 11*q^7*t^2 + 13*q^6*t^3 - 17*q^5*t^4 + 21*q^4*t^5 - 37*q^3*t^6 + 5*q^2*t^7 - 3*q*t^8 - q^7*t - 10*q^6*t^2 - 11*q^5*t^3 - 15*q^4*t^4 + 13*q^3*t^5 + 4*q^2*t^6 + q*t^7 - q^7 + 5*q^6*t - 33*q^5*t^2 + 75*q^4*t^3 - 41*q^3*t^4 + 21*q^2*t^5 - 4*q*t^6 + t^7 + 10*q^5*t + 10*q^4*t^2 - 30*q^3*t^3 + 16*q^2*t^4 - 11*q*t^5 - 9*q^4*t - q^2*t^3 + 2*q*t^4 + t^5 + 2*q^3*t + 3*q^2*t^2 - q*t^2)/((q*t + 1)*(q*t - 1)^4*(q - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0162] 'F@FJw'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^4*t^3 + q^4*t^2 + 2*q^3*t^3 - q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - q*t^4 - q^4 + 5*q^3*t - 5*q^2*t^2 - q*t^3 + 2*q^2*t + q*t^2 - 2*q*t + t^2)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^15*t^18 - 2*q^17*t^15 - 2*q^15*t^17 - 2*q^14*t^18 - q^13*t^19 - q^12*t^20 - 2*q^17*t^14 + 20*q^16*t^15 - 6*q^15*t^16 + 5*q^14*t^17 + 5*q^13*t^18 + 5*q^11*t^20 + q^18*t^12 - 4*q^17*t^13 + 19*q^16*t^14 - 52*q^15*t^15 - 27*q^14*t^16 + 36*q^13*t^17 - 24*q^12*t^18 + 8*q^11*t^19 - 8*q^10*t^20 + 2*q^18*t^11 - 4*q^17*t^12 - 8*q^16*t^13 - q^15*t^14 + 13*q^14*t^15 + 135*q^13*t^16 - 71*q^12*t^17 - 3*q^11*t^18 - q^10*t^19 + 2*q^9*t^20 - q^18*t^10 + 3*q^17*t^11 - 26*q^16*t^12 + 45*q^15*t^13 + 6*q^14*t^14 - 29*q^13*t^15 - 99*q^12*t^16 - 53*q^11*t^17 + 99*q^10*t^18 - 13*q^9*t^19 + 3*q^8*t^20 - q^18*t^9 + 2*q^17*t^10 + 10*q^16*t^11 + 2*q^15*t^12 + 65*q^14*t^13 - 169*q^13*t^14 + 89*q^12*t^15 + 58*q^11*t^16 + 62*q^10*t^17 - 40*q^9*t^18 - 37*q^8*t^19 + 11*q^7*t^20 - q^6*t^21 - 10*q^17*t^9 + 35*q^16*t^10 - 57*q^15*t^11 - 11*q^14*t^12 - q^13*t^13 + 9*q^12*t^14 + 190*q^11*t^15 - 173*q^10*t^16 - 10*q^9*t^17 + 7*q^8*t^18 + 26*q^7*t^19 - 5*q^6*t^20 + 3*q^17*t^8 + 12*q^16*t^9 + 12*q^15*t^10 - 77*q^14*t^11 + 204*q^13*t^12 - 102*q^12*t^13 - 139*q^11*t^14 + 19*q^10*t^15 - 115*q^9*t^16 + 144*q^8*t^17 - 36*q^7*t^18 - 2*q^6*t^19 + 4*q^17*t^7 - 20*q^16*t^8 - 12*q^15*t^9 - q^14*t^10 - 97*q^13*t^11 + 175*q^12*t^12 - 319*q^11*t^13 + 427*q^10*t^14 + 70*q^9*t^15 - 61*q^8*t^16 + q^7*t^17 - 30*q^6*t^18 + 6*q^5*t^19 + q^16*t^7 - 38*q^15*t^8 + 120*q^14*t^9 - 90*q^13*t^10 + 33*q^12*t^11 + 214*q^11*t^12 - 315*q^10*t^13 + 148*q^9*t^14 - 388*q^8*t^15 + 69*q^7*t^16 + 49*q^6*t^17 + 3*q^5*t^18 - q^16*t^6 + 31*q^15*t^7 - 22*q^14*t^8 + 190*q^13*t^9 - 379*q^12*t^10 + 417*q^11*t^11 - 245*q^10*t^12 - 182*q^9*t^13 + 367*q^8*t^14 - 34*q^7*t^15 + 131*q^6*t^16 - 72*q^5*t^17 + 6*q^4*t^18 - q^16*t^5 + 16*q^15*t^6 - 119*q^14*t^7 + 16*q^13*t^8 - 29*q^12*t^9 - 304*q^11*t^10 + 521*q^10*t^11 - 480*q^9*t^12 + 378*q^8*t^13 + 21*q^7*t^14 - 171*q^6*t^15 + 4*q^5*t^16 + 4*q^4*t^17 - 17*q^15*t^5 + 51*q^14*t^6 - 13*q^13*t^7 + 310*q^12*t^8 - 132*q^11*t^9 + q^10*t^10 + 334*q^9*t^11 - 514*q^8*t^12 + 208*q^7*t^13 - 246*q^6*t^14 + 41*q^5*t^15 + 25*q^4*t^16 - 2*q^3*t^17 - 2*q^15*t^4 + 25*q^14*t^5 + 41*q^13*t^6 - 246*q^12*t^7 + 208*q^11*t^8 - 514*q^10*t^9 + 334*q^9*t^10 + q^8*t^11 - 132*q^7*t^12 + 310*q^6*t^13 - 13*q^5*t^14 + 51*q^4*t^15 - 17*q^3*t^16 + 4*q^14*t^4 + 4*q^13*t^5 - 171*q^12*t^6 + 21*q^11*t^7 + 378*q^10*t^8 - 480*q^9*t^9 + 521*q^8*t^10 - 304*q^7*t^11 - 29*q^6*t^12 + 16*q^5*t^13 - 119*q^4*t^14 + 16*q^3*t^15 - q^2*t^16 + 6*q^14*t^3 - 72*q^13*t^4 + 131*q^12*t^5 - 34*q^11*t^6 + 367*q^10*t^7 - 182*q^9*t^8 - 245*q^8*t^9 + 417*q^7*t^10 - 379*q^6*t^11 + 190*q^5*t^12 - 22*q^4*t^13 + 31*q^3*t^14 - q^2*t^15 + 3*q^13*t^3 + 49*q^12*t^4 + 69*q^11*t^5 - 388*q^10*t^6 + 148*q^9*t^7 - 315*q^8*t^8 + 214*q^7*t^9 + 33*q^6*t^10 - 90*q^5*t^11 + 120*q^4*t^12 - 38*q^3*t^13 + q^2*t^14 + 6*q^13*t^2 - 30*q^12*t^3 + q^11*t^4 - 61*q^10*t^5 + 70*q^9*t^6 + 427*q^8*t^7 - 319*q^7*t^8 + 175*q^6*t^9 - 97*q^5*t^10 - q^4*t^11 - 12*q^3*t^12 - 20*q^2*t^13 + 4*q*t^14 - 2*q^12*t^2 - 36*q^11*t^3 + 144*q^10*t^4 - 115*q^9*t^5 + 19*q^8*t^6 - 139*q^7*t^7 - 102*q^6*t^8 + 204*q^5*t^9 - 77*q^4*t^10 + 12*q^3*t^11 + 12*q^2*t^12 + 3*q*t^13 - 5*q^12*t + 26*q^11*t^2 + 7*q^10*t^3 - 10*q^9*t^4 - 173*q^8*t^5 + 190*q^7*t^6 + 9*q^6*t^7 - q^5*t^8 - 11*q^4*t^9 - 57*q^3*t^10 + 35*q^2*t^11 - 10*q*t^12 - q^12 + 11*q^11*t - 37*q^10*t^2 - 40*q^9*t^3 + 62*q^8*t^4 + 58*q^7*t^5 + 89*q^6*t^6 - 169*q^5*t^7 + 65*q^4*t^8 + 2*q^3*t^9 + 10*q^2*t^10 + 2*q*t^11 - t^12 + 3*q^10*t - 13*q^9*t^2 + 99*q^8*t^3 - 53*q^7*t^4 - 99*q^6*t^5 - 29*q^5*t^6 + 6*q^4*t^7 + 45*q^3*t^8 - 26*q^2*t^9 + 3*q*t^10 - t^11 + 2*q^9*t - q^8*t^2 - 3*q^7*t^3 - 71*q^6*t^4 + 135*q^5*t^5 + 13*q^4*t^6 - q^3*t^7 - 8*q^2*t^8 - 4*q*t^9 + 2*t^10 - 8*q^8*t + 8*q^7*t^2 - 24*q^6*t^3 + 36*q^5*t^4 - 27*q^4*t^5 - 52*q^3*t^6 + 19*q^2*t^7 - 4*q*t^8 + t^9 + 5*q^7*t + 5*q^5*t^3 + 5*q^4*t^4 - 6*q^3*t^5 + 20*q^2*t^6 - 2*q*t^7 - q^6*t - q^5*t^2 - 2*q^4*t^3 - 2*q^3*t^4 - 2*q*t^6 + q^3*t^3)/((q*t^2 - 1)^2*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^4*(t^2 - q)^2*(q - t)*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0163] 'F@FNw'

Zeta functions

ask[-]:

-(q^5*t^2 - 2*q^4*t^3 + 3*q^3*t^3 - 4*q^3*t^2 + 3*q^2*t^3 - q*t^4 - q^4 + 3*q^3*t - 4*q^2*t^2 + 3*q^2*t - 2*q*t + t^2)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

(3*q^17*t^8 + q^16*t^9 - q^15*t^10 - q^14*t^11 - q^19*t^5 + q^18*t^6 - q^17*t^7 - 17*q^16*t^8 - 2*q^15*t^9 + 4*q^14*t^10 + 2*q^13*t^11 - 4*q^19*t^4 + 10*q^18*t^5 + q^17*t^6 - 15*q^16*t^7 + 37*q^15*t^8 + 10*q^14*t^9 - 5*q^13*t^10 + q^12*t^11 + q^11*t^12 + q^19*t^3 + 9*q^18*t^4 - 17*q^17*t^5 - q^16*t^6 + 44*q^15*t^7 - 34*q^14*t^8 - 20*q^13*t^9 - 9*q^12*t^10 - 3*q^11*t^11 + q^10*t^12 + q^9*t^13 + 2*q^18*t^3 - 12*q^17*t^4 + 11*q^16*t^5 - 23*q^15*t^6 - 60*q^14*t^7 + 45*q^13*t^8 + 4*q^12*t^9 + q^11*t^10 - 2*q^10*t^11 - 13*q^9*t^12 - 5*q^8*t^13 + 2*q^18*t^2 - 25*q^17*t^3 + 37*q^16*t^4 - q^15*t^5 + 16*q^14*t^6 + 97*q^13*t^7 - 84*q^12*t^8 - 9*q^11*t^9 + 62*q^10*t^10 + 16*q^9*t^11 + 21*q^8*t^12 + 8*q^7*t^13 + q^17*t^2 + 19*q^16*t^3 - 40*q^15*t^4 + q^14*t^5 - 11*q^13*t^6 - 67*q^12*t^7 + 46*q^11*t^8 + 19*q^10*t^9 - 42*q^9*t^10 - 18*q^8*t^11 - 12*q^7*t^12 - 4*q^6*t^13 - q^17*t + 5*q^16*t^2 - 18*q^15*t^3 + 72*q^14*t^4 - 75*q^13*t^5 - 24*q^12*t^6 + 142*q^11*t^7 - 68*q^10*t^8 - 28*q^9*t^9 + 9*q^8*t^10 - 70*q^7*t^11 + 12*q^6*t^12 - q^17 + 4*q^16*t - 17*q^15*t^2 + 42*q^14*t^3 - 13*q^13*t^4 + 60*q^12*t^5 + 58*q^11*t^6 - 132*q^10*t^7 - 10*q^9*t^8 + 101*q^8*t^9 + 19*q^7*t^10 + 64*q^6*t^11 + 6*q^5*t^12 - 5*q^4*t^13 + 5*q^15*t - 6*q^14*t^2 - 64*q^13*t^3 - 19*q^12*t^4 - 101*q^11*t^5 + 10*q^10*t^6 + 132*q^9*t^7 - 58*q^8*t^8 - 60*q^7*t^9 + 13*q^6*t^10 - 42*q^5*t^11 + 17*q^4*t^12 - 4*q^3*t^13 + q^2*t^14 - 12*q^13*t^2 + 70*q^12*t^3 - 9*q^11*t^4 + 28*q^10*t^5 + 68*q^9*t^6 - 142*q^8*t^7 + 24*q^7*t^8 + 75*q^6*t^9 - 72*q^5*t^10 + 18*q^4*t^11 - 5*q^3*t^12 + q^2*t^13 + 4*q^13*t + 12*q^12*t^2 + 18*q^11*t^3 + 42*q^10*t^4 - 19*q^9*t^5 - 46*q^8*t^6 + 67*q^7*t^7 + 11*q^6*t^8 - q^5*t^9 + 40*q^4*t^10 - 19*q^3*t^11 - q^2*t^12 - 8*q^12*t - 21*q^11*t^2 - 16*q^10*t^3 - 62*q^9*t^4 + 9*q^8*t^5 + 84*q^7*t^6 - 97*q^6*t^7 - 16*q^5*t^8 + q^4*t^9 - 37*q^3*t^10 + 25*q^2*t^11 - 2*q*t^12 + 5*q^11*t + 13*q^10*t^2 + 2*q^9*t^3 - q^8*t^4 - 4*q^7*t^5 - 45*q^6*t^6 + 60*q^5*t^7 + 23*q^4*t^8 - 11*q^3*t^9 + 12*q^2*t^10 - 2*q*t^11 - q^10*t - q^9*t^2 + 3*q^8*t^3 + 9*q^7*t^4 + 20*q^6*t^5 + 34*q^5*t^6 - 44*q^4*t^7 + q^3*t^8 + 17*q^2*t^9 - 9*q*t^10 - t^11 - q^8*t^2 - q^7*t^3 + 5*q^6*t^4 - 10*q^5*t^5 - 37*q^4*t^6 + 15*q^3*t^7 - q^2*t^8 - 10*q*t^9 + 4*t^10 - 2*q^6*t^3 - 4*q^5*t^4 + 2*q^4*t^5 + 17*q^3*t^6 + q^2*t^7 - q*t^8 + t^9 + q^5*t^3 + q^4*t^4 - q^3*t^5 - 3*q^2*t^6)/((q^3 - t)^2*(q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)^2*(q - t)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0164] 'F@F^O'

Zeta functions

ask[-]:

(q^9*t^4 - 3*q^9*t^3 + q^8*t^4 - q^7*t^5 - q^6*t^6 + 2*q^9*t^2 - q^8*t^3 + q^7*t^4 - 2*q^6*t^5 + 3*q^5*t^6 + 2*q^8*t^2 + 2*q^7*t^3 + 2*q^6*t^4 + 2*q^5*t^5 - q^9 + 3*q^8*t - 13*q^7*t^2 + 11*q^6*t^3 - 11*q^5*t^4 - 3*q^3*t^6 + 3*q^7*t - 13*q^6*t^2 + 20*q^5*t^3 - 20*q^4*t^4 + 13*q^3*t^5 - 3*q^2*t^6 + 3*q^6*t + 11*q^4*t^3 - 11*q^3*t^4 + 13*q^2*t^5 - 3*q*t^6 + t^7 - 2*q^4*t^2 - 2*q^3*t^3 - 2*q^2*t^4 - 2*q*t^5 - 3*q^4*t + 2*q^3*t^2 - q^2*t^3 + q*t^4 - 2*t^5 + q^3*t + q^2*t^2 - q*t^3 + 3*t^4 - t^3)/((q^2 - t)^2*(q*t - 1)^3*(q - t)*q^4*(t - 1)^2)

ask[+]:

-(q^16*t^6 + 2*q^15*t^7 + 2*q^14*t^8 - 2*q^16*t^5 - 4*q^15*t^6 - 6*q^14*t^7 - 13*q^13*t^8 - 5*q^12*t^9 - 3*q^16*t^4 + 9*q^15*t^5 + 4*q^14*t^6 - 5*q^13*t^7 + 32*q^12*t^8 + 21*q^11*t^9 + q^10*t^10 + q^9*t^11 + 7*q^15*t^4 + 4*q^14*t^5 - 2*q^13*t^6 + 36*q^12*t^7 - 15*q^11*t^8 - 35*q^10*t^9 - q^9*t^10 - 4*q^8*t^11 + 5*q^15*t^3 - 21*q^14*t^4 - 10*q^13*t^5 - 23*q^12*t^6 - 81*q^11*t^7 - 11*q^10*t^8 + 4*q^9*t^9 - 9*q^8*t^10 + 6*q^7*t^11 + 3*q^15*t^2 - 21*q^14*t^3 + 44*q^13*t^4 - 23*q^12*t^5 + 7*q^11*t^6 + 155*q^10*t^7 + 2*q^9*t^8 + q^8*t^9 + 47*q^7*t^10 - 5*q^6*t^11 - q^14*t^2 + 11*q^13*t^3 - 16*q^12*t^4 + 28*q^11*t^5 + 102*q^10*t^6 - 152*q^9*t^7 - 53*q^8*t^8 + 88*q^7*t^9 - 66*q^6*t^10 - q^5*t^11 - 2*q^14*t + 5*q^13*t^2 - 51*q^12*t^3 + 88*q^11*t^4 - 95*q^10*t^5 - 205*q^9*t^6 + 119*q^8*t^7 + 31*q^7*t^8 - 75*q^6*t^9 + 6*q^5*t^10 + 9*q^4*t^11 - q^14 + 4*q^13*t - 11*q^12*t^2 + 97*q^11*t^3 - 89*q^10*t^4 - 27*q^9*t^5 + 324*q^8*t^6 - 27*q^7*t^7 - 89*q^6*t^8 + 97*q^5*t^9 - 11*q^4*t^10 + 4*q^3*t^11 - q^2*t^12 + 9*q^12*t + 6*q^11*t^2 - 75*q^10*t^3 + 31*q^9*t^4 + 119*q^8*t^5 - 205*q^7*t^6 - 95*q^6*t^7 + 88*q^5*t^8 - 51*q^4*t^9 + 5*q^3*t^10 - 2*q^2*t^11 - q^11*t - 66*q^10*t^2 + 88*q^9*t^3 - 53*q^8*t^4 - 152*q^7*t^5 + 102*q^6*t^6 + 28*q^5*t^7 - 16*q^4*t^8 + 11*q^3*t^9 - q^2*t^10 - 5*q^10*t + 47*q^9*t^2 + q^8*t^3 + 2*q^7*t^4 + 155*q^6*t^5 + 7*q^5*t^6 - 23*q^4*t^7 + 44*q^3*t^8 - 21*q^2*t^9 + 3*q*t^10 + 6*q^9*t - 9*q^8*t^2 + 4*q^7*t^3 - 11*q^6*t^4 - 81*q^5*t^5 - 23*q^4*t^6 - 10*q^3*t^7 - 21*q^2*t^8 + 5*q*t^9 - 4*q^8*t - q^7*t^2 - 35*q^6*t^3 - 15*q^5*t^4 + 36*q^4*t^5 - 2*q^3*t^6 + 4*q^2*t^7 + 7*q*t^8 + q^7*t + q^6*t^2 + 21*q^5*t^3 + 32*q^4*t^4 - 5*q^3*t^5 + 4*q^2*t^6 + 9*q*t^7 - 3*t^8 - 5*q^4*t^3 - 13*q^3*t^4 - 6*q^2*t^5 - 4*q*t^6 - 2*t^7 + 2*q^2*t^4 + 2*q*t^5 + t^6)/((q^2 - t)^3*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6]]

[0165] 'F@F^W'

Zeta functions
ask[-]:	-(q^4t^2 - q^4t - q^4 + 2q^3t - 3q^2t^2 + 3q^2t - 2qt^2 + t^3 + t^2 - t)/((qt - 1)^3q^4*(t - 1))
ask[+]:	-(q^7t^5 - q^8t^3 + 2q^7t^4 - 3q^6t^5 - q^5t^5 - q^7t^2 + 5q^6t^3 - 7q^5t^4 + 7q^4t^5 - 3q^6t^2 + 4q^5t^3 - 4q^4t^4 + 2q^3t^5 - q^2t^6 + 2q^6t - 2q^2t^5 + q^6 - 2q^5t + 4q^4t^2 - 4q^3t^3 + 3q^2t^4 - 7q^4t + 7q^3t^2 - 5q^2t^3 + qt^4 + q^3t + 3q^2t - 2qt^2 + t^3 - qt)/((qt + 1)(qt - 1)^3(q - t)q^5(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0166] 'F@G]G'

Zeta functions
ask[-]:	(q^6t^3 - 3q^5t^3 + 4q^5t^2 - 2q^4t^3 - 3q^5t - q^4t^2 + 8q^3t^3 - q^2t^4 + 3q^4t - 12q^3t^2 + 3q^2t^3 - q^4 + 8q^3t - q^2t^2 - 3qt^3 - 2q^2t + 4qt^2 - 3qt + t)/((q^2t - 1)(qt - 1)^3q^4*(t - 1))
ask[+]:	(q^6t^3 - 3q^5t^3 + 4q^5t^2 - 2q^4t^3 - 3q^5t - q^4t^2 + 8q^3t^3 - q^2t^4 + 3q^4t - 12q^3t^2 + 3q^2t^3 - q^4 + 8q^3t - q^2t^2 - 3qt^3 - 2q^2t + 4qt^2 - 3qt + t)/((q^2t - 1)(qt - 1)^3q^4*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [3, 5], [4, 5], [5, 6]]

[0167] 'F@G}w'

Zeta functions

ask[-]:

(q^5*t^3 - q^4*t^3 - 2*q^4*t^2 - q^3*t^3 - q^4*t + 5*q^3*t^2 - 2*q^2*t^3 + q*t^4 + q^4 - 2*q^3*t + 5*q^2*t^2 - q*t^3 - q^2*t - 2*q*t^2 - q*t + t)/((q^2*t - 1)*(q*t - 1)^3*(q - t)*q^3)

ask[+]:

(q^9*t^5 + q^9*t^4 - 3*q^8*t^5 + q^7*t^6 - q^8*t^4 - 2*q^7*t^5 - 4*q^7*t^4 + 12*q^6*t^5 - 6*q^5*t^6 + q^4*t^7 + 3*q^7*t^3 - 2*q^6*t^4 + 2*q^5*t^5 - q^7*t^2 + 2*q^5*t^4 - 7*q^4*t^5 + 2*q^3*t^6 + 3*q^6*t^2 - 12*q^5*t^3 + 12*q^4*t^4 - 3*q^3*t^5 - 2*q^6*t + 7*q^5*t^2 - 2*q^4*t^3 + q^2*t^5 - 2*q^4*t^2 + 2*q^3*t^3 - 3*q^2*t^4 - q^5 + 6*q^4*t - 12*q^3*t^2 + 4*q^2*t^3 + 2*q^2*t^2 + q*t^3 - q^2*t + 3*q*t^2 - t^3 - t^2)/((q^3*t^2 - 1)*(q*t^2 - 1)*(q*t - 1)^3*(q - t)*q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0168] 'F@HSO'

Zeta functions
ask[-]:	(q^7t^3 + 3q^6t^4 - 12q^6t^3 - 12q^5t^4 + 7q^6t^2 + 41q^5t^3 + 9q^4t^4 - q^3t^5 - 40q^5t^2 - 28q^4t^3 + 12q^3t^4 + 7q^5t + 45q^4t^2 - 45q^3t^3 - 7q^2t^4 - 12q^4t + 28q^3t^2 + 40q^2t^3 + q^4 - 9q^3t - 41q^2t^2 - 7qt^3 + 12q^2t + 12qt^2 - 3qt - t^2)/((qt - 1)^6q^4)
ask[+]:	(q^7t^3 + 3q^6t^4 - 12q^6t^3 - 12q^5t^4 + 7q^6t^2 + 41q^5t^3 + 9q^4t^4 - q^3t^5 - 40q^5t^2 - 28q^4t^3 + 12q^3t^4 + 7q^5t + 45q^4t^2 - 45q^3t^3 - 7q^2t^4 - 12q^4t + 28q^3t^2 + 40q^2t^3 + q^4 - 9q^3t - 41q^2t^2 - 7qt^3 + 12q^2t + 12qt^2 - 3qt - t^2)/((qt - 1)^6q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 5], [4, 6]]

[0169] 'F@HSW'

Zeta functions

ask[-]:

(q^7*t^5 - 2*q^6*t^5 - 3*q^6*t^4 - 5*q^5*t^5 + 2*q^6*t^3 + 24*q^5*t^4 + 10*q^4*t^5 - q^3*t^6 - 2*q^6*t^2 - 30*q^5*t^3 - 25*q^4*t^4 + 5*q^3*t^5 + 23*q^5*t^2 + 38*q^4*t^3 - 32*q^3*t^4 - 3*q^2*t^5 - 3*q^5*t - 32*q^4*t^2 + 38*q^3*t^3 + 23*q^2*t^4 + 5*q^4*t - 25*q^3*t^2 - 30*q^2*t^3 - 2*q*t^4 - q^4 + 10*q^3*t + 24*q^2*t^2 + 2*q*t^3 - 5*q^2*t - 3*q*t^2 - 2*q*t + t)/((q*t - 1)^6*q^4*(t - 1))

ask[+]:

(q^10*t^9 + 2*q^10*t^8 - 5*q^9*t^9 + q^10*t^7 - 13*q^9*t^8 + 13*q^8*t^9 - 7*q^9*t^7 + 22*q^8*t^8 - 25*q^7*t^9 - 7*q^9*t^6 + 43*q^8*t^7 + 27*q^7*t^8 + 25*q^6*t^9 - q^5*t^10 + 16*q^8*t^6 - 206*q^7*t^7 - 70*q^6*t^8 + 2*q^5*t^9 + 14*q^8*t^5 + 153*q^7*t^6 + 307*q^6*t^7 - 22*q^5*t^8 - 3*q^4*t^9 - 201*q^7*t^5 - 348*q^6*t^6 - 11*q^5*t^7 + 30*q^4*t^8 + 81*q^7*t^4 + 430*q^6*t^5 - 27*q^5*t^6 - 103*q^4*t^7 - 3*q^3*t^8 - 24*q^7*t^3 - 252*q^6*t^4 + 252*q^4*t^6 + 24*q^3*t^7 + 3*q^7*t^2 + 103*q^6*t^3 + 27*q^5*t^4 - 430*q^4*t^5 - 81*q^3*t^6 - 30*q^6*t^2 + 11*q^5*t^3 + 348*q^4*t^4 + 201*q^3*t^5 + 3*q^6*t + 22*q^5*t^2 - 307*q^4*t^3 - 153*q^3*t^4 - 14*q^2*t^5 - 2*q^5*t + 70*q^4*t^2 + 206*q^3*t^3 - 16*q^2*t^4 + q^5 - 25*q^4*t - 27*q^3*t^2 - 43*q^2*t^3 + 7*q*t^4 + 25*q^3*t - 22*q^2*t^2 + 7*q*t^3 - 13*q^2*t + 13*q*t^2 - t^3 + 5*q*t - 2*t^2 - t)/((q*t + 1)*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 5], [4, 6], [5, 6]]

[0170] 'F@H[o'

Zeta functions
ask[-]:	(q^6t^4 + q^6t^3 - 4q^5t^4 + 2q^5t^3 - 7q^5t^2 + q^4t^3 + 9q^3t^4 - q^2t^5 + q^5t + 8q^4t^2 - 13q^3t^3 + 13q^3t^2 - 8q^2t^3 - qt^4 + q^4 - 9q^3t - q^2t^2 + 7qt^3 - 2qt^2 + 4qt - t^2 - t)/((qt - 1)^5q^4(t - 1))
ask[+]:	(q^6t^4 + q^6t^3 - 4q^5t^4 + 2q^5t^3 - 7q^5t^2 + q^4t^3 + 9q^3t^4 - q^2t^5 + q^5t + 8q^4t^2 - 13q^3t^3 + 13q^3t^2 - 8q^2t^3 - qt^4 + q^4 - 9q^3t - q^2t^2 + 7qt^3 - 2qt^2 + 4qt - t^2 - t)/((qt - 1)^5q^4(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0171] 'F@H[w'

Zeta functions

ask[-]:

(q^7*t^6 + q^7*t^5 - 4*q^6*t^6 + 2*q^6*t^5 + q^5*t^6 - 10*q^6*t^4 + 8*q^4*t^6 - q^3*t^7 + 3*q^6*t^3 + 17*q^5*t^4 - 17*q^4*t^5 - q^6*t^2 - 8*q^5*t^3 + 19*q^4*t^4 - 3*q^3*t^5 - q^2*t^6 + 9*q^5*t^2 - 16*q^4*t^3 - 16*q^3*t^4 + 9*q^2*t^5 - q^5*t - 3*q^4*t^2 + 19*q^3*t^3 - 8*q^2*t^4 - q*t^5 - 17*q^3*t^2 + 17*q^2*t^3 + 3*q*t^4 - q^4 + 8*q^3*t - 10*q*t^3 + q^2*t + 2*q*t^2 - 4*q*t + t^2 + t)/((q*t + 1)*(q*t - 1)^5*q^4*(t - 1)^2)

ask[+]:

(2*q^8*t^7 + 2*q^8*t^6 - 7*q^7*t^7 + 3*q^6*t^7 - 11*q^7*t^5 - 2*q^6*t^6 + 10*q^5*t^7 - q^4*t^8 + 2*q^7*t^4 + 26*q^6*t^5 - 14*q^5*t^6 - 3*q^4*t^7 - 16*q^6*t^4 + 12*q^5*t^5 + 2*q^4*t^6 - q^3*t^7 + 7*q^6*t^3 + 2*q^5*t^4 - 35*q^4*t^5 + 10*q^3*t^6 - 2*q^6*t^2 - 3*q^5*t^3 + 34*q^4*t^4 - 3*q^3*t^5 - 2*q^2*t^6 + 10*q^5*t^2 - 35*q^4*t^3 + 2*q^3*t^4 + 7*q^2*t^5 - q^5*t + 2*q^4*t^2 + 12*q^3*t^3 - 16*q^2*t^4 - 3*q^4*t - 14*q^3*t^2 + 26*q^2*t^3 + 2*q*t^4 - q^4 + 10*q^3*t - 2*q^2*t^2 - 11*q*t^3 + 3*q^2*t - 7*q*t + 2*t^2 + 2*t)/((q*t + 1)^2*(q*t - 1)^5*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0172] 'F@H\w'

Zeta functions

ask[-]:

-(q^4*t^3 - 2*q^4*t^2 + 3*q^3*t^2 - 5*q^2*t^3 + q*t^4 + 4*q^2*t^2 + q^3 - 5*q^2*t + 3*q*t^2 - 2*t^2 + t)/((q*t - 1)^5*q^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0173] 'F@H]w'

Zeta functions

ask[-]:

(2*q^4*t^2 - 2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 - q^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^12*t^11 - 3*q^11*t^12 + 2*q^12*t^10 - 3*q^11*t^11 + 9*q^10*t^12 + 2*q^9*t^13 - 3*q^12*t^9 + 4*q^11*t^10 - 12*q^10*t^11 + 4*q^9*t^12 - 9*q^8*t^13 + 2*q^12*t^8 - 7*q^11*t^9 + 8*q^10*t^10 + 8*q^9*t^11 - 19*q^8*t^12 + 10*q^7*t^13 - 12*q^11*t^8 + 42*q^10*t^9 - 56*q^9*t^10 + 53*q^8*t^11 - 10*q^7*t^12 + 6*q^6*t^13 - q^5*t^14 + 9*q^11*t^7 - 21*q^10*t^8 + 34*q^9*t^9 - 54*q^8*t^10 + 11*q^7*t^11 - 9*q^6*t^12 - 2*q^5*t^13 - 3*q^11*t^6 + 16*q^10*t^7 - 5*q^9*t^8 - 33*q^8*t^9 + 83*q^7*t^10 - 38*q^6*t^11 + 13*q^5*t^12 - q^4*t^13 - q^11*t^5 + 12*q^10*t^6 - 84*q^9*t^7 + 139*q^8*t^8 - 153*q^7*t^9 + 104*q^6*t^10 - 38*q^5*t^11 + 5*q^4*t^12 - 6*q^10*t^5 + 54*q^9*t^6 - 110*q^8*t^7 + 141*q^7*t^8 - 90*q^6*t^9 - 16*q^5*t^10 + 8*q^4*t^11 - q^3*t^12 + 4*q^10*t^4 - 24*q^9*t^5 - 5*q^8*t^6 + 107*q^7*t^7 - 155*q^6*t^8 + 125*q^5*t^9 - 22*q^4*t^10 + 6*q^3*t^11 - 18*q^9*t^4 + 78*q^8*t^5 - 174*q^7*t^6 + 196*q^6*t^7 - 174*q^5*t^8 + 78*q^4*t^9 - 18*q^3*t^10 + 6*q^9*t^3 - 22*q^8*t^4 + 125*q^7*t^5 - 155*q^6*t^6 + 107*q^5*t^7 - 5*q^4*t^8 - 24*q^3*t^9 + 4*q^2*t^10 - q^9*t^2 + 8*q^8*t^3 - 16*q^7*t^4 - 90*q^6*t^5 + 141*q^5*t^6 - 110*q^4*t^7 + 54*q^3*t^8 - 6*q^2*t^9 + 5*q^8*t^2 - 38*q^7*t^3 + 104*q^6*t^4 - 153*q^5*t^5 + 139*q^4*t^6 - 84*q^3*t^7 + 12*q^2*t^8 - q*t^9 - q^8*t + 13*q^7*t^2 - 38*q^6*t^3 + 83*q^5*t^4 - 33*q^4*t^5 - 5*q^3*t^6 + 16*q^2*t^7 - 3*q*t^8 - 2*q^7*t - 9*q^6*t^2 + 11*q^5*t^3 - 54*q^4*t^4 + 34*q^3*t^5 - 21*q^2*t^6 + 9*q*t^7 - q^7 + 6*q^6*t - 10*q^5*t^2 + 53*q^4*t^3 - 56*q^3*t^4 + 42*q^2*t^5 - 12*q*t^6 + 10*q^5*t - 19*q^4*t^2 + 8*q^3*t^3 + 8*q^2*t^4 - 7*q*t^5 + 2*t^6 - 9*q^4*t + 4*q^3*t^2 - 12*q^2*t^3 + 4*q*t^4 - 3*t^5 + 2*q^3*t + 9*q^2*t^2 - 3*q*t^3 + 2*t^4 - 3*q*t^2 + t^3)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^4*(q - t)^3*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0174] 'F@H^o'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 2*q^3*t^2 - q^4 + 3*q^3*t - 3*q^2*t^2 + q*t^3 + 2*q^2*t + q*t^2 - t)/((q*t - 1)^4*q^4)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0175] 'F@H^w'

Zeta functions

ask[-]:

(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0176] 'F@H}o'

Zeta functions

ask[-]:

(q^7*t^3 - 2*q^5*t^4 - 3*q^6*t^2 - q^5*t^3 + 2*q^4*t^4 + 2*q^5*t^2 + 2*q^4*t^3 + 2*q^3*t^4 + q^6 - 3*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 + 3*q^2*t^4 - q*t^5 - 2*q^4*t - 2*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + q^2*t^2 + 3*q*t^3 + 2*q^2*t - t^2)/((q*t - 1)^4*(q - t)^2*q^4)

ask[+]:

-(2*q^12*t^13 - q^14*t^10 - 5*q^13*t^11 + 4*q^12*t^12 - 9*q^11*t^13 - q^10*t^14 + 4*q^14*t^9 - 2*q^13*t^10 + 24*q^12*t^11 - 17*q^11*t^12 + 14*q^10*t^13 + 3*q^9*t^14 + 3*q^14*t^8 - 18*q^13*t^9 + 15*q^12*t^10 - 24*q^11*t^11 - 2*q^10*t^12 + 14*q^9*t^13 - 6*q^8*t^14 - 8*q^13*t^8 + 20*q^12*t^9 - 19*q^11*t^10 - 6*q^10*t^11 + 29*q^9*t^12 - 40*q^8*t^13 + 4*q^7*t^14 - 11*q^13*t^7 + 38*q^12*t^8 - 32*q^11*t^9 + 34*q^10*t^10 + q^9*t^11 + 23*q^8*t^12 - 9*q^7*t^13 + 11*q^6*t^14 - q^5*t^15 - 4*q^13*t^6 + 36*q^12*t^7 - 75*q^11*t^8 + q^10*t^9 + 44*q^9*t^10 - 92*q^8*t^11 + 23*q^7*t^12 + 7*q^6*t^13 - 4*q^5*t^14 + 16*q^11*t^7 - 35*q^10*t^8 + 133*q^9*t^9 - 110*q^8*t^10 + 70*q^7*t^11 - 23*q^6*t^12 - 3*q^5*t^13 + 8*q^12*t^5 - 25*q^11*t^6 - 15*q^10*t^7 + 45*q^9*t^8 - 30*q^8*t^9 - 62*q^7*t^10 + 110*q^6*t^11 - 34*q^5*t^12 + 7*q^4*t^13 + 3*q^12*t^4 - 7*q^11*t^5 + 18*q^10*t^6 + 17*q^9*t^7 - 91*q^8*t^8 + 67*q^7*t^9 - 46*q^6*t^10 - 17*q^5*t^11 + 4*q^11*t^4 - 78*q^10*t^5 + 176*q^9*t^6 - 158*q^8*t^7 + 107*q^7*t^8 + 31*q^6*t^9 - 7*q^5*t^10 - 11*q^4*t^11 + 4*q^3*t^12 - 4*q^11*t^3 + 11*q^10*t^4 + 7*q^9*t^5 - 31*q^8*t^6 - 107*q^7*t^7 + 158*q^6*t^8 - 176*q^5*t^9 + 78*q^4*t^10 - 4*q^3*t^11 + 17*q^9*t^4 + 46*q^8*t^5 - 67*q^7*t^6 + 91*q^6*t^7 - 17*q^5*t^8 - 18*q^4*t^9 + 7*q^3*t^10 - 3*q^2*t^11 - 7*q^10*t^2 + 34*q^9*t^3 - 110*q^8*t^4 + 62*q^7*t^5 + 30*q^6*t^6 - 45*q^5*t^7 + 15*q^4*t^8 + 25*q^3*t^9 - 8*q^2*t^10 + 3*q^9*t^2 + 23*q^8*t^3 - 70*q^7*t^4 + 110*q^6*t^5 - 133*q^5*t^6 + 35*q^4*t^7 - 16*q^3*t^8 + 4*q^9*t - 7*q^8*t^2 - 23*q^7*t^3 + 92*q^6*t^4 - 44*q^5*t^5 - q^4*t^6 + 75*q^3*t^7 - 36*q^2*t^8 + 4*q*t^9 + q^9 - 11*q^8*t + 9*q^7*t^2 - 23*q^6*t^3 - q^5*t^4 - 34*q^4*t^5 + 32*q^3*t^6 - 38*q^2*t^7 + 11*q*t^8 - 4*q^7*t + 40*q^6*t^2 - 29*q^5*t^3 + 6*q^4*t^4 + 19*q^3*t^5 - 20*q^2*t^6 + 8*q*t^7 + 6*q^6*t - 14*q^5*t^2 + 2*q^4*t^3 + 24*q^3*t^4 - 15*q^2*t^5 + 18*q*t^6 - 3*t^7 - 3*q^5*t - 14*q^4*t^2 + 17*q^3*t^3 - 24*q^2*t^4 + 2*q*t^5 - 4*t^6 + q^4*t + 9*q^3*t^2 - 4*q^2*t^3 + 5*q*t^4 + t^5 - 2*q^2*t^2)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^4*(t^2 - q)*(q - t)^3*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0177] 'F@H}w'

Zeta functions

ask[-]:

(q^4*t^3 - q^4*t^2 - q^3*t^3 - q^2*t^3 + q^4 - 3*q^3*t + 8*q^2*t^2 - 3*q*t^3 + t^4 - q^2*t - q*t - t^2 + t)/((q*t - 1)^4*(q - t)*q^3)

ask[+]:

-(q^9*t^9 - q^9*t^8 - 3*q^8*t^9 + 2*q^10*t^6 - 5*q^9*t^7 + 8*q^8*t^8 + q^7*t^9 + q^10*t^5 - 8*q^9*t^6 + 12*q^8*t^7 - 10*q^7*t^8 + q^6*t^9 + 2*q^8*t^6 + 2*q^7*t^7 - 13*q^6*t^8 + 8*q^5*t^9 - q^4*t^10 + q^9*t^4 - 2*q^8*t^5 + 4*q^7*t^6 + 2*q^6*t^7 + 11*q^5*t^8 - 4*q^4*t^9 - 4*q^8*t^4 + q^7*t^5 - 13*q^5*t^7 - 2*q^4*t^8 - 4*q^8*t^3 + 26*q^7*t^4 - 27*q^6*t^5 + 19*q^5*t^6 - 6*q^4*t^7 + 4*q^3*t^8 + 4*q^7*t^3 - 18*q^6*t^4 + 18*q^4*t^6 - 4*q^3*t^7 - 4*q^7*t^2 + 6*q^6*t^3 - 19*q^5*t^4 + 27*q^4*t^5 - 26*q^3*t^6 + 4*q^2*t^7 + 2*q^6*t^2 + 13*q^5*t^3 - q^3*t^5 + 4*q^2*t^6 + 4*q^6*t - 11*q^5*t^2 - 2*q^4*t^3 - 4*q^3*t^4 + 2*q^2*t^5 - q*t^6 + q^6 - 8*q^5*t + 13*q^4*t^2 - 2*q^3*t^3 - 2*q^2*t^4 - q^4*t + 10*q^3*t^2 - 12*q^2*t^3 + 8*q*t^4 - t^5 - q^3*t - 8*q^2*t^2 + 5*q*t^3 - 2*t^4 + 3*q^2*t + q*t^2 - q*t)/((q*t + 1)^2*(q*t - 1)^4*(q - t)*q^5*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0178] 'F@IAw'

Zeta functions

ask[-]:

(q^8*t^5 - 3*q^7*t^5 + 2*q^7*t^4 - q^6*t^5 - 4*q^7*t^3 + 4*q^6*t^4 + 6*q^5*t^5 - q^4*t^6 + q^7*t^2 - q^6*t^3 - 9*q^5*t^4 + 4*q^4*t^5 + 2*q^6*t^2 + 10*q^5*t^3 - 13*q^4*t^4 - q^3*t^5 - 2*q^5*t^2 + 10*q^4*t^3 - 2*q^3*t^4 - q^5*t - 13*q^4*t^2 + 10*q^3*t^3 + 2*q^2*t^4 + 4*q^4*t - 9*q^3*t^2 - q^2*t^3 + q*t^4 - q^4 + 6*q^3*t + 4*q^2*t^2 - 4*q*t^3 - q^2*t + 2*q*t^2 - 3*q*t + t)/((q^2*t - 1)^2*(q*t - 1)^3*q^4*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 6], [2, 3], [2, 4], [3, 6], [4, 6], [5, 6]]

[0179] 'F@IZo'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0180] 'F@J]o'

Zeta functions
ask[-]:	-(q^7t^2 + q^6t^2 - 2q^5t^3 - q^6t - 3q^5t^2 + q^4t^3 - q^6 + 2q^5t - 2q^4t^2 + 4q^3t^3 + 4q^4t - 2q^3t^2 + 2q^2t^3 - qt^4 + q^3t - 3q^2t^2 - qt^3 - 2q^2t + qt^2 + t^2)/((qt - 1)^3(q - t)q^5(t - 1))
ask[+]:	-(q^7t^2 + q^6t^2 - 2q^5t^3 - q^6t - 3q^5t^2 + q^4t^3 - q^6 + 2q^5t - 2q^4t^2 + 4q^3t^3 + 4q^4t - 2q^3t^2 + 2q^2t^3 - qt^4 + q^3t - 3q^2t^2 - qt^3 - 2q^2t + qt^2 + t^2)/((qt - 1)^3(q - t)q^5(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0181] 'F@J]w'

Zeta functions

ask[-]:

(q^5*t^2 - 3*q^3*t^2 - q^4 + q^3*t - q^2*t^2 + q*t^3 + 3*q^2*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

(4*q^11*t^11 + 2*q^13*t^8 - 8*q^12*t^9 + 5*q^11*t^10 - 14*q^10*t^11 - q^9*t^12 - 8*q^12*t^8 + 13*q^11*t^9 - 3*q^10*t^10 + 7*q^9*t^11 + 3*q^8*t^12 + 8*q^12*t^7 + 6*q^11*t^8 + 8*q^10*t^9 - q^9*t^10 + 10*q^8*t^11 + q^7*t^12 - 3*q^12*t^6 + 4*q^11*t^7 - 36*q^10*t^8 + 13*q^9*t^9 - 39*q^8*t^10 + 5*q^7*t^11 - 8*q^6*t^12 - 3*q^12*t^5 + 7*q^11*t^6 - 29*q^10*t^7 + 36*q^9*t^8 + 7*q^8*t^9 + 8*q^7*t^10 + 8*q^6*t^11 - 3*q^5*t^12 + q^4*t^13 + 2*q^12*t^4 - 8*q^11*t^5 + 43*q^10*t^6 - 29*q^9*t^7 + 49*q^8*t^8 - 46*q^7*t^9 + 26*q^6*t^10 - 7*q^5*t^11 + 2*q^4*t^12 - 6*q^11*t^4 - q^10*t^5 - 21*q^9*t^6 - 47*q^8*t^7 + 31*q^7*t^8 - 54*q^6*t^9 + 5*q^5*t^10 - 4*q^4*t^11 + q^3*t^12 + 2*q^11*t^3 - 3*q^10*t^4 + 33*q^9*t^5 - 28*q^8*t^6 + 55*q^7*t^7 + 22*q^6*t^8 + 2*q^5*t^9 + 25*q^4*t^10 - 4*q^3*t^11 - q^11*t^2 + 14*q^10*t^3 - 29*q^9*t^4 + 72*q^8*t^5 - 72*q^7*t^6 + 72*q^6*t^7 - 72*q^5*t^8 + 29*q^4*t^9 - 14*q^3*t^10 + q^2*t^11 + 4*q^10*t^2 - 25*q^9*t^3 - 2*q^8*t^4 - 22*q^7*t^5 - 55*q^6*t^6 + 28*q^5*t^7 - 33*q^4*t^8 + 3*q^3*t^9 - 2*q^2*t^10 - q^10*t + 4*q^9*t^2 - 5*q^8*t^3 + 54*q^7*t^4 - 31*q^6*t^5 + 47*q^5*t^6 + 21*q^4*t^7 + q^3*t^8 + 6*q^2*t^9 - 2*q^9*t + 7*q^8*t^2 - 26*q^7*t^3 + 46*q^6*t^4 - 49*q^5*t^5 + 29*q^4*t^6 - 43*q^3*t^7 + 8*q^2*t^8 - 2*q*t^9 - q^9 + 3*q^8*t - 8*q^7*t^2 - 8*q^6*t^3 - 7*q^5*t^4 - 36*q^4*t^5 + 29*q^3*t^6 - 7*q^2*t^7 + 3*q*t^8 + 8*q^7*t - 5*q^6*t^2 + 39*q^5*t^3 - 13*q^4*t^4 + 36*q^3*t^5 - 4*q^2*t^6 + 3*q*t^7 - q^6*t - 10*q^5*t^2 + q^4*t^3 - 8*q^3*t^4 - 6*q^2*t^5 - 8*q*t^6 - 3*q^5*t - 7*q^4*t^2 + 3*q^3*t^3 - 13*q^2*t^4 + 8*q*t^5 + q^4*t + 14*q^3*t^2 - 5*q^2*t^3 + 8*q*t^4 - 2*t^5 - 4*q^2*t^2)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^3*(q - t)^2*q^5*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0182] 'F@J^o'

Zeta functions

ask[-]:

(q^5*t^3 - q^5*t^2 - q^4*t^2 - 2*q^3*t^3 + q^5 - 2*q^4*t + 5*q^3*t^2 - q^2*t^3 - q^3*t + 5*q^2*t^2 - 2*q*t^3 + t^4 - 2*q^2*t - q*t^2 - t^2 + t)/((q*t - 1)^3*(q - t)*q^4*(t - 1))

ask[+]:

-(q^12*t^6 + q^11*t^7 + q^10*t^8 - q^12*t^5 - 4*q^11*t^6 - 3*q^10*t^7 - 4*q^9*t^8 - 2*q^12*t^4 + 5*q^11*t^5 + 3*q^10*t^6 - 3*q^9*t^7 + 7*q^8*t^8 - q^7*t^9 + 4*q^11*t^4 + 3*q^10*t^5 + 2*q^9*t^6 + 12*q^8*t^7 + 2*q^7*t^8 + q^6*t^9 + q^11*t^3 - 6*q^10*t^4 - 15*q^9*t^5 - 5*q^8*t^6 - 10*q^7*t^7 - 9*q^6*t^8 - q^5*t^9 + 3*q^11*t^2 - 11*q^10*t^3 + 17*q^9*t^4 + q^8*t^5 - 3*q^7*t^6 + 10*q^6*t^7 - 9*q^5*t^8 + 4*q^4*t^9 - q^10*t^2 + q^9*t^3 + 10*q^8*t^4 + 5*q^6*t^6 + 18*q^5*t^7 - 3*q^4*t^8 + 4*q^3*t^9 - q^2*t^10 - q^10*t - 8*q^8*t^3 - 8*q^7*t^4 - 14*q^6*t^5 - 8*q^5*t^6 - 8*q^4*t^7 - q^2*t^9 - q^10 + 4*q^9*t - 3*q^8*t^2 + 18*q^7*t^3 + 5*q^6*t^4 + 10*q^4*t^6 + q^3*t^7 - q^2*t^8 + 4*q^8*t - 9*q^7*t^2 + 10*q^6*t^3 - 3*q^5*t^4 + q^4*t^5 + 17*q^3*t^6 - 11*q^2*t^7 + 3*q*t^8 - q^7*t - 9*q^6*t^2 - 10*q^5*t^3 - 5*q^4*t^4 - 15*q^3*t^5 - 6*q^2*t^6 + q*t^7 + q^6*t + 2*q^5*t^2 + 12*q^4*t^3 + 2*q^3*t^4 + 3*q^2*t^5 + 4*q*t^6 - q^5*t + 7*q^4*t^2 - 3*q^3*t^3 + 3*q^2*t^4 + 5*q*t^5 - 2*t^6 - 4*q^3*t^2 - 3*q^2*t^3 - 4*q*t^4 - t^5 + q^2*t^2 + q*t^3 + t^4)/((q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0183] 'F@J^w'

Zeta functions

ask[-]:

-(q^4*t + q^4 - q^3*t - 2*q^2*t - q*t + t^2 + t)/((q*t - 1)^3*q^4)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0184] 'F@KuW'

Zeta functions

ask[-]:

-(q^6*t^3 - 2*q^5*t^2 - 2*q^4*t^3 + q^4*t^2 - 2*q^3*t^3 + q^2*t^4 - q^4*t + 8*q^3*t^2 - q^2*t^3 + q^4 - 2*q^3*t + q^2*t^2 - 2*q^2*t - 2*q*t^2 + t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^11*t^9 + 2*q^11*t^8 - 3*q^10*t^9 - q^11*t^7 - 6*q^10*t^8 + 4*q^9*t^9 + q^11*t^6 + 4*q^10*t^7 - 6*q^9*t^8 + q^8*t^9 - 10*q^10*t^6 + 14*q^9*t^7 + 17*q^8*t^8 - 9*q^7*t^9 + q^6*t^10 + 3*q^10*t^5 + 8*q^9*t^6 - 47*q^8*t^7 + 19*q^7*t^8 - 2*q^6*t^9 - 10*q^9*t^5 + 54*q^8*t^6 - 20*q^7*t^7 - 13*q^6*t^8 + 4*q^5*t^9 + 2*q^9*t^4 - 28*q^8*t^5 - 28*q^7*t^6 + 71*q^6*t^7 - 16*q^5*t^8 + 14*q^8*t^4 + 57*q^7*t^5 - 107*q^6*t^6 + 9*q^5*t^7 + 6*q^4*t^8 - 2*q^8*t^3 - 55*q^7*t^4 + 76*q^6*t^5 + 29*q^5*t^6 - 24*q^4*t^7 + 24*q^7*t^3 - 29*q^6*t^4 - 76*q^5*t^5 + 55*q^4*t^6 + 2*q^3*t^7 - 6*q^7*t^2 - 9*q^6*t^3 + 107*q^5*t^4 - 57*q^4*t^5 - 14*q^3*t^6 + 16*q^6*t^2 - 71*q^5*t^3 + 28*q^4*t^4 + 28*q^3*t^5 - 2*q^2*t^6 - 4*q^6*t + 13*q^5*t^2 + 20*q^4*t^3 - 54*q^3*t^4 + 10*q^2*t^5 + 2*q^5*t - 19*q^4*t^2 + 47*q^3*t^3 - 8*q^2*t^4 - 3*q*t^5 - q^5 + 9*q^4*t - 17*q^3*t^2 - 14*q^2*t^3 + 10*q*t^4 - q^3*t + 6*q^2*t^2 - 4*q*t^3 - t^4 - 4*q^2*t + 6*q*t^2 + t^3 + 3*q*t - 2*t^2 - t)/((q^3*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0185] 'F@K}W'

Zeta functions

ask[-]:

-(q^5*t^2 - 3*q^3*t^2 - q^4 + q^3*t - q^2*t^2 + q*t^3 + 3*q^2*t - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

-(2*q^9*t^13 + 2*q^11*t^10 - 7*q^10*t^11 + 4*q^9*t^12 - 9*q^8*t^13 - q^11*t^9 - 5*q^10*t^10 + 21*q^9*t^11 - 15*q^8*t^12 + 16*q^7*t^13 + 16*q^10*t^9 - 26*q^9*t^10 + 16*q^8*t^11 - 2*q^7*t^12 - 8*q^6*t^13 + q^11*t^7 - 15*q^10*t^8 - 5*q^9*t^9 + 50*q^8*t^10 - 75*q^7*t^11 + 46*q^6*t^12 - 13*q^5*t^13 + q^4*t^14 - 13*q^10*t^7 + 84*q^9*t^8 - 143*q^8*t^9 + 105*q^7*t^10 - 28*q^6*t^11 - 5*q^5*t^12 + 6*q^4*t^13 + 8*q^10*t^6 - 16*q^9*t^7 - 42*q^8*t^8 + 119*q^7*t^9 - 135*q^6*t^10 + 71*q^5*t^11 - 19*q^4*t^12 - 23*q^9*t^6 + 108*q^8*t^7 - 191*q^7*t^8 + 222*q^6*t^9 - 106*q^5*t^10 + 22*q^4*t^11 + 2*q^3*t^12 - 2*q^10*t^4 + 27*q^9*t^5 - 80*q^8*t^6 + 103*q^7*t^7 - 34*q^6*t^8 - 81*q^5*t^9 + 60*q^4*t^10 - 15*q^3*t^11 + 3*q^9*t^4 - 37*q^8*t^5 + 114*q^7*t^6 - 219*q^6*t^7 + 206*q^5*t^8 - 79*q^4*t^9 + 15*q^3*t^10 - q^2*t^11 - q^9*t^3 + 15*q^8*t^4 - 79*q^7*t^5 + 206*q^6*t^6 - 219*q^5*t^7 + 114*q^4*t^8 - 37*q^3*t^9 + 3*q^2*t^10 - 15*q^8*t^3 + 60*q^7*t^4 - 81*q^6*t^5 - 34*q^5*t^6 + 103*q^4*t^7 - 80*q^3*t^8 + 27*q^2*t^9 - 2*q*t^10 + 2*q^8*t^2 + 22*q^7*t^3 - 106*q^6*t^4 + 222*q^5*t^5 - 191*q^4*t^6 + 108*q^3*t^7 - 23*q^2*t^8 - 19*q^7*t^2 + 71*q^6*t^3 - 135*q^5*t^4 + 119*q^4*t^5 - 42*q^3*t^6 - 16*q^2*t^7 + 8*q*t^8 + 6*q^7*t - 5*q^6*t^2 - 28*q^5*t^3 + 105*q^4*t^4 - 143*q^3*t^5 + 84*q^2*t^6 - 13*q*t^7 + q^7 - 13*q^6*t + 46*q^5*t^2 - 75*q^4*t^3 + 50*q^3*t^4 - 5*q^2*t^5 - 15*q*t^6 + t^7 - 8*q^5*t - 2*q^4*t^2 + 16*q^3*t^3 - 26*q^2*t^4 + 16*q*t^5 + 16*q^4*t - 15*q^3*t^2 + 21*q^2*t^3 - 5*q*t^4 - t^5 - 9*q^3*t + 4*q^2*t^2 - 7*q*t^3 + 2*t^4 + 2*q^2*t)/((q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*(q - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0186] 'F@K}w'

Zeta functions

ask[-]:

(q^4*t + q^4 - q^3*t - 2*q^2*t - q*t + t^2 + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^2*(q - t)*q^3)

ask[+]:

(2*q^8*t^9 - q^7*t^10 - 5*q^8*t^8 - 2*q^7*t^9 + 3*q^6*t^10 - 7*q^8*t^7 + 30*q^7*t^8 - 20*q^6*t^9 + q^5*t^10 + 5*q^8*t^6 + 15*q^7*t^7 - 54*q^6*t^8 + 49*q^5*t^9 - 13*q^4*t^10 + q^3*t^11 - 12*q^7*t^6 + 7*q^6*t^7 + 4*q^5*t^8 - 11*q^4*t^9 + 5*q^3*t^10 - q^8*t^4 + 19*q^7*t^5 - 53*q^6*t^6 + 46*q^5*t^7 + 5*q^4*t^8 - 12*q^3*t^9 - q^7*t^4 - 51*q^6*t^5 + 150*q^5*t^6 - 144*q^4*t^7 + 41*q^3*t^8 + q^2*t^9 + 15*q^6*t^4 + 3*q^5*t^5 - 47*q^4*t^6 + 48*q^3*t^7 - 16*q^2*t^8 - 16*q^6*t^3 + 48*q^5*t^4 - 47*q^4*t^5 + 3*q^3*t^6 + 15*q^2*t^7 + q^6*t^2 + 41*q^5*t^3 - 144*q^4*t^4 + 150*q^3*t^5 - 51*q^2*t^6 - q*t^7 - 12*q^5*t^2 + 5*q^4*t^3 + 46*q^3*t^4 - 53*q^2*t^5 + 19*q*t^6 - t^7 + 5*q^5*t - 11*q^4*t^2 + 4*q^3*t^3 + 7*q^2*t^4 - 12*q*t^5 + q^5 - 13*q^4*t + 49*q^3*t^2 - 54*q^2*t^3 + 15*q*t^4 + 5*t^5 + q^3*t - 20*q^2*t^2 + 30*q*t^3 - 7*t^4 + 3*q^2*t - 2*q*t^2 - 5*t^3 - q*t + 2*t^2)/((q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0187] 'F@K~w'

Zeta functions

ask[-]:

-(q^2 - t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^3)

ask[+]:

(q^8*t^7 - q^8*t^6 - 2*q^7*t^7 + 3*q^6*t^8 - 6*q^9*t^4 + 2*q^8*t^5 + 7*q^7*t^6 - 5*q^6*t^7 - 10*q^5*t^8 - 8*q^9*t^3 + 24*q^8*t^4 + 7*q^7*t^5 - 28*q^6*t^6 + 7*q^5*t^7 + 14*q^4*t^8 + 2*q^9*t^2 + 32*q^8*t^3 - 31*q^7*t^4 - 44*q^6*t^5 + 53*q^5*t^6 + 22*q^4*t^7 - 13*q^3*t^8 - 4*q^8*t^2 - 33*q^7*t^3 - 16*q^6*t^4 + 75*q^5*t^5 - 24*q^4*t^6 - 61*q^3*t^7 + 16*q^2*t^8 - q*t^9 + 5*q^8*t - 28*q^7*t^2 + 16*q^6*t^3 + 55*q^5*t^4 - 55*q^4*t^5 - 16*q^3*t^6 + 28*q^2*t^7 - 5*q*t^8 + q^8 - 16*q^7*t + 61*q^6*t^2 + 24*q^5*t^3 - 75*q^4*t^4 + 16*q^3*t^5 + 33*q^2*t^6 + 4*q*t^7 + 13*q^6*t - 22*q^5*t^2 - 53*q^4*t^3 + 44*q^3*t^4 + 31*q^2*t^5 - 32*q*t^6 - 2*t^7 - 14*q^5*t - 7*q^4*t^2 + 28*q^3*t^3 - 7*q^2*t^4 - 24*q*t^5 + 8*t^6 + 10*q^4*t + 5*q^3*t^2 - 7*q^2*t^3 - 2*q*t^4 + 6*t^5 - 3*q^3*t + 2*q^2*t^2 + q*t^3 - q*t^2)/((q^2 - t)*(q*t + 1)*(q*t - 1)^3*(q + t)*(q - t)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0188] 'F@LSW'

Zeta functions

ask[-]:

ask[+]:

(q^9*t^10 + 15*q^9*t^9 - 7*q^8*t^10 + 23*q^9*t^8 - 96*q^8*t^9 + 22*q^7*t^10 + 4*q^9*t^7 - 106*q^8*t^8 + 252*q^7*t^9 - 44*q^6*t^10 - 24*q^8*t^7 + 133*q^7*t^8 - 303*q^6*t^9 + 50*q^5*t^10 - q^4*t^11 - 58*q^8*t^6 + 150*q^7*t^7 + 2*q^6*t^8 + 133*q^5*t^9 - 17*q^4*t^10 - 10*q^8*t^5 + 261*q^7*t^6 - 451*q^6*t^7 - 39*q^5*t^8 - 6*q^4*t^9 - 2*q^7*t^5 - 292*q^6*t^6 + 482*q^5*t^7 - 28*q^4*t^8 - 2*q^3*t^9 + 34*q^7*t^4 + 8*q^6*t^5 - 63*q^5*t^6 - 51*q^4*t^7 + 10*q^7*t^3 - 122*q^6*t^4 + 142*q^5*t^5 + 142*q^4*t^6 - 122*q^3*t^7 + 10*q^2*t^8 - 51*q^5*t^4 - 63*q^4*t^5 + 8*q^3*t^6 + 34*q^2*t^7 - 2*q^6*t^2 - 28*q^5*t^3 + 482*q^4*t^4 - 292*q^3*t^5 - 2*q^2*t^6 - 6*q^5*t^2 - 39*q^4*t^3 - 451*q^3*t^4 + 261*q^2*t^5 - 10*q*t^6 - 17*q^5*t + 133*q^4*t^2 + 2*q^3*t^3 + 150*q^2*t^4 - 58*q*t^5 - q^5 + 50*q^4*t - 303*q^3*t^2 + 133*q^2*t^3 - 24*q*t^4 - 44*q^3*t + 252*q^2*t^2 - 106*q*t^3 + 4*t^4 + 22*q^2*t - 96*q*t^2 + 23*t^3 - 7*q*t + 15*t^2 + t)/((q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 4], [3, 5], [4, 6], [5, 6]]

[0189] 'F@L[w'

Zeta functions

ask[-]:

(q^7*t^6 + 2*q^7*t^5 - 4*q^6*t^6 - q^7*t^4 - 2*q^6*t^5 + 2*q^5*t^6 - 4*q^6*t^4 + 7*q^4*t^6 - q^3*t^7 + 14*q^5*t^4 - 10*q^4*t^5 - q^3*t^6 - 4*q^5*t^3 + 9*q^4*t^4 - 5*q^3*t^5 + 6*q^5*t^2 - 9*q^4*t^3 - 9*q^3*t^4 + 6*q^2*t^5 - 5*q^4*t^2 + 9*q^3*t^3 - 4*q^2*t^4 - q^4*t - 10*q^3*t^2 + 14*q^2*t^3 - q^4 + 7*q^3*t - 4*q*t^3 + 2*q^2*t - 2*q*t^2 - t^3 - 4*q*t + 2*t^2 + t)/((q*t + 1)*(q*t - 1)^5*q^4*(t - 1)^2)

ask[+]:

(4*q^10*t^12 + 2*q^9*t^13 + 16*q^10*t^11 - 39*q^9*t^12 - 4*q^8*t^13 + 3*q^10*t^10 - 90*q^9*t^11 + 140*q^8*t^12 - 8*q^7*t^13 - q^10*t^9 + 24*q^9*t^10 + 126*q^8*t^11 - 217*q^7*t^12 + 27*q^6*t^13 - q^5*t^14 - 57*q^9*t^9 - 68*q^8*t^10 + 60*q^7*t^11 + 117*q^6*t^12 - 13*q^5*t^13 - 25*q^9*t^8 + 400*q^8*t^9 - 199*q^7*t^10 - 176*q^6*t^11 - q^5*t^12 + 9*q^9*t^7 - 47*q^8*t^8 - 730*q^7*t^9 + 634*q^6*t^10 + 21*q^5*t^11 - 5*q^4*t^12 + 2*q^8*t^7 + 429*q^7*t^8 + 172*q^6*t^9 - 410*q^5*t^10 + 26*q^4*t^11 + 54*q^8*t^6 - 381*q^7*t^7 - 306*q^6*t^8 + 400*q^5*t^9 + 13*q^4*t^10 + q^3*t^11 - 7*q^8*t^5 - 41*q^7*t^6 + 818*q^6*t^7 - 530*q^5*t^8 - 119*q^4*t^9 + 20*q^3*t^10 - 2*q^8*t^4 + 52*q^7*t^5 - 447*q^6*t^6 + 447*q^4*t^8 - 52*q^3*t^9 + 2*q^2*t^10 - 20*q^7*t^4 + 119*q^6*t^5 + 530*q^5*t^6 - 818*q^4*t^7 + 41*q^3*t^8 + 7*q^2*t^9 - q^7*t^3 - 13*q^6*t^4 - 400*q^5*t^5 + 306*q^4*t^6 + 381*q^3*t^7 - 54*q^2*t^8 - 26*q^6*t^3 + 410*q^5*t^4 - 172*q^4*t^5 - 429*q^3*t^6 - 2*q^2*t^7 + 5*q^6*t^2 - 21*q^5*t^3 - 634*q^4*t^4 + 730*q^3*t^5 + 47*q^2*t^6 - 9*q*t^7 + q^5*t^2 + 176*q^4*t^3 + 199*q^3*t^4 - 400*q^2*t^5 + 25*q*t^6 + 13*q^5*t - 117*q^4*t^2 - 60*q^3*t^3 + 68*q^2*t^4 + 57*q*t^5 + q^5 - 27*q^4*t + 217*q^3*t^2 - 126*q^2*t^3 - 24*q*t^4 + t^5 + 8*q^3*t - 140*q^2*t^2 + 90*q*t^3 - 3*t^4 + 4*q^2*t + 39*q*t^2 - 16*t^3 - 2*q*t - 4*t^2)/((q*t^2 - 1)^3*(q*t + 1)^2*(q*t - 1)^2*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0190] 'F@L^G'

Zeta functions

ask[-]:

-(q^4*t^2 - 2*q^4*t + q^3*t^2 - q^4 + 3*q^3*t - 4*q^2*t^2 + 4*q^2*t - 3*q*t^2 + t^3 - q*t + 2*t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^11*t^21 - 5*q^12*t^19 - 4*q^11*t^20 - 7*q^10*t^21 - 2*q^9*t^22 + q^14*t^16 + 2*q^13*t^17 + 11*q^12*t^18 + 9*q^11*t^19 + 35*q^10*t^20 + 3*q^9*t^21 + 9*q^8*t^22 - 2*q^14*t^15 - 8*q^13*t^16 - 11*q^12*t^17 - 4*q^11*t^18 - 64*q^10*t^19 - 72*q^9*t^20 + 19*q^8*t^21 - 18*q^7*t^22 - 10*q^14*t^14 + 71*q^13*t^15 - 190*q^12*t^16 + 398*q^11*t^17 - 472*q^10*t^18 + 598*q^9*t^19 - 166*q^8*t^20 + 29*q^7*t^21 + 12*q^6*t^22 + 6*q^15*t^12 - 49*q^14*t^13 + 263*q^13*t^14 - 780*q^12*t^15 + 1466*q^11*t^16 - 2024*q^10*t^17 + 1799*q^9*t^18 - 1632*q^8*t^19 + 672*q^7*t^20 - 168*q^6*t^21 + 14*q^5*t^22 - q^4*t^23 + 10*q^15*t^11 - 106*q^14*t^12 + 424*q^13*t^13 - 1192*q^12*t^14 + 2357*q^11*t^15 - 3204*q^10*t^16 + 3333*q^9*t^17 - 1928*q^8*t^18 + 1425*q^7*t^19 - 548*q^6*t^20 + 123*q^5*t^21 - 8*q^4*t^22 + 4*q^15*t^10 - 45*q^14*t^11 + 323*q^13*t^12 - 943*q^12*t^13 + 1927*q^11*t^14 - 2837*q^10*t^15 + 2881*q^9*t^16 - 2433*q^8*t^17 + 273*q^7*t^18 - 60*q^6*t^19 + 24*q^5*t^20 - 14*q^4*t^21 - 14*q^14*t^10 + 90*q^13*t^11 - 868*q^12*t^12 + 2423*q^11*t^13 - 4451*q^10*t^14 + 5596*q^9*t^15 - 4900*q^8*t^16 + 4044*q^7*t^17 - 1026*q^6*t^18 + 49*q^5*t^19 + 27*q^4*t^20 - 49*q^14*t^9 + 447*q^13*t^10 - 1525*q^12*t^11 + 4759*q^11*t^12 - 9330*q^10*t^13 + 12905*q^9*t^14 - 12840*q^8*t^15 + 8730*q^7*t^16 - 5754*q^6*t^17 + 1898*q^5*t^18 - 282*q^4*t^19 + 11*q^3*t^20 - 25*q^14*t^8 + 342*q^13*t^9 - 1938*q^12*t^10 + 4739*q^11*t^11 - 9426*q^10*t^12 + 13317*q^9*t^13 - 13499*q^8*t^14 + 9908*q^7*t^15 - 3806*q^6*t^16 + 1989*q^5*t^17 - 606*q^4*t^18 + 67*q^3*t^19 - q^14*t^7 + 5*q^13*t^8 - 226*q^12*t^9 + 2299*q^11*t^10 - 4737*q^10*t^11 + 7419*q^9*t^12 - 8110*q^8*t^13 + 6289*q^7*t^14 - 3944*q^6*t^15 + 74*q^5*t^16 + 148*q^4*t^17 - 4*q^3*t^18 + 73*q^13*t^7 - 409*q^12*t^8 + 1131*q^11*t^9 - 5553*q^10*t^10 + 10802*q^9*t^11 - 14743*q^8*t^12 + 14245*q^7*t^13 - 9845*q^6*t^14 + 5898*q^5*t^15 - 1388*q^4*t^16 + 113*q^3*t^17 - 4*q^2*t^18 + 64*q^13*t^6 - 837*q^12*t^7 + 3674*q^11*t^8 - 7921*q^10*t^9 + 16382*q^9*t^10 - 22880*q^8*t^11 + 22880*q^7*t^12 - 16382*q^6*t^13 + 7921*q^5*t^14 - 3674*q^4*t^15 + 837*q^3*t^16 - 64*q^2*t^17 + 4*q^13*t^5 - 113*q^12*t^6 + 1388*q^11*t^7 - 5898*q^10*t^8 + 9845*q^9*t^9 - 14245*q^8*t^10 + 14743*q^7*t^11 - 10802*q^6*t^12 + 5553*q^5*t^13 - 1131*q^4*t^14 + 409*q^3*t^15 - 73*q^2*t^16 + 4*q^12*t^5 - 148*q^11*t^6 - 74*q^10*t^7 + 3944*q^9*t^8 - 6289*q^8*t^9 + 8110*q^7*t^10 - 7419*q^6*t^11 + 4737*q^5*t^12 - 2299*q^4*t^13 + 226*q^3*t^14 - 5*q^2*t^15 + q*t^16 - 67*q^12*t^4 + 606*q^11*t^5 - 1989*q^10*t^6 + 3806*q^9*t^7 - 9908*q^8*t^8 + 13499*q^7*t^9 - 13317*q^6*t^10 + 9426*q^5*t^11 - 4739*q^4*t^12 + 1938*q^3*t^13 - 342*q^2*t^14 + 25*q*t^15 - 11*q^12*t^3 + 282*q^11*t^4 - 1898*q^10*t^5 + 5754*q^9*t^6 - 8730*q^8*t^7 + 12840*q^7*t^8 - 12905*q^6*t^9 + 9330*q^5*t^10 - 4759*q^4*t^11 + 1525*q^3*t^12 - 447*q^2*t^13 + 49*q*t^14 - 27*q^11*t^3 - 49*q^10*t^4 + 1026*q^9*t^5 - 4044*q^8*t^6 + 4900*q^7*t^7 - 5596*q^6*t^8 + 4451*q^5*t^9 - 2423*q^4*t^10 + 868*q^3*t^11 - 90*q^2*t^12 + 14*q*t^13 + 14*q^11*t^2 - 24*q^10*t^3 + 60*q^9*t^4 - 273*q^8*t^5 + 2433*q^7*t^6 - 2881*q^6*t^7 + 2837*q^5*t^8 - 1927*q^4*t^9 + 943*q^3*t^10 - 323*q^2*t^11 + 45*q*t^12 - 4*t^13 + 8*q^11*t - 123*q^10*t^2 + 548*q^9*t^3 - 1425*q^8*t^4 + 1928*q^7*t^5 - 3333*q^6*t^6 + 3204*q^5*t^7 - 2357*q^4*t^8 + 1192*q^3*t^9 - 424*q^2*t^10 + 106*q*t^11 - 10*t^12 + q^11 - 14*q^10*t + 168*q^9*t^2 - 672*q^8*t^3 + 1632*q^7*t^4 - 1799*q^6*t^5 + 2024*q^5*t^6 - 1466*q^4*t^7 + 780*q^3*t^8 - 263*q^2*t^9 + 49*q*t^10 - 6*t^11 - 12*q^9*t - 29*q^8*t^2 + 166*q^7*t^3 - 598*q^6*t^4 + 472*q^5*t^5 - 398*q^4*t^6 + 190*q^3*t^7 - 71*q^2*t^8 + 10*q*t^9 + 18*q^8*t - 19*q^7*t^2 + 72*q^6*t^3 + 64*q^5*t^4 + 4*q^4*t^5 + 11*q^3*t^6 + 8*q^2*t^7 + 2*q*t^8 - 9*q^7*t - 3*q^6*t^2 - 35*q^5*t^3 - 9*q^4*t^4 - 11*q^3*t^5 - 2*q^2*t^6 - q*t^7 + 2*q^6*t + 7*q^5*t^2 + 4*q^4*t^3 + 5*q^3*t^4 - 2*q^4*t^2)/((q*t^2 - 1)^5*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0191] 'F@L^w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^16*t^15 - q^16*t^14 - 2*q^15*t^15 + 2*q^14*t^16 + 10*q^18*t^11 - 6*q^17*t^12 - q^16*t^13 + 3*q^15*t^14 - q^14*t^15 - 7*q^13*t^16 - 3*q^12*t^17 - q^11*t^18 + 24*q^18*t^10 - 84*q^17*t^11 + 20*q^16*t^12 - 16*q^15*t^13 + 3*q^14*t^14 + 3*q^13*t^15 + 9*q^12*t^16 + 7*q^11*t^17 + 2*q^10*t^18 + 22*q^18*t^9 - 133*q^17*t^10 + 207*q^16*t^11 + 24*q^15*t^12 + 129*q^14*t^13 - 24*q^13*t^14 + 4*q^12*t^15 - 4*q^11*t^16 + q^10*t^17 + 3*q^9*t^18 + 3*q^8*t^19 + 6*q^18*t^8 - 87*q^17*t^9 + 198*q^16*t^10 - 88*q^15*t^11 - 132*q^14*t^12 - 311*q^13*t^13 - 98*q^12*t^14 + 13*q^11*t^15 + 5*q^10*t^16 - 9*q^9*t^17 - 15*q^8*t^18 - 10*q^7*t^19 - 66*q^17*t^8 + 176*q^16*t^9 + 4*q^15*t^10 - 162*q^14*t^11 + 98*q^13*t^12 + 161*q^12*t^13 + 519*q^11*t^14 - 27*q^10*t^15 + 36*q^9*t^16 - 39*q^8*t^17 + 22*q^7*t^18 + 12*q^6*t^19 - 86*q^17*t^7 + 395*q^16*t^8 - 384*q^15*t^9 - 134*q^14*t^10 - 182*q^13*t^11 - 114*q^12*t^12 + 308*q^11*t^13 - 617*q^10*t^14 - 137*q^9*t^15 - 182*q^8*t^16 + 85*q^7*t^17 + 3*q^6*t^18 - 8*q^5*t^19 - 33*q^17*t^6 + 379*q^16*t^7 - 761*q^15*t^8 + 203*q^14*t^9 + 27*q^13*t^10 + 805*q^12*t^11 + 417*q^11*t^12 - 39*q^10*t^13 + 66*q^9*t^14 + 206*q^8*t^15 + 271*q^7*t^16 + 85*q^6*t^17 - 90*q^5*t^18 + 16*q^4*t^19 - q^3*t^20 - q^17*t^5 + 90*q^16*t^6 - 426*q^15*t^7 + 127*q^14*t^8 + 575*q^13*t^9 + 315*q^12*t^10 - 367*q^11*t^11 - 1125*q^10*t^12 - 383*q^9*t^13 - 40*q^8*t^14 - 87*q^7*t^15 - 13*q^6*t^16 - 288*q^5*t^17 + 102*q^4*t^18 - 9*q^3*t^19 + 82*q^16*t^5 - 245*q^15*t^6 + 200*q^14*t^7 + 504*q^13*t^8 - 303*q^12*t^9 - 45*q^11*t^10 - 1558*q^10*t^11 + 1420*q^9*t^12 + 379*q^8*t^13 + 535*q^7*t^14 + 3*q^6*t^15 - 91*q^5*t^16 + 143*q^4*t^17 - 24*q^3*t^18 + 58*q^16*t^4 - 491*q^15*t^5 + 613*q^14*t^6 - 183*q^13*t^7 - 78*q^12*t^8 - 484*q^11*t^9 - 799*q^10*t^10 + 1343*q^9*t^11 + 21*q^8*t^12 - 47*q^7*t^13 - 798*q^6*t^14 - 194*q^5*t^15 + 105*q^4*t^16 - 18*q^3*t^17 + 8*q^16*t^3 - 170*q^15*t^4 + 708*q^14*t^5 - 77*q^13*t^6 - 176*q^12*t^7 - 512*q^11*t^8 + 414*q^10*t^9 + 778*q^9*t^10 + 414*q^8*t^11 - 512*q^7*t^12 - 176*q^6*t^13 - 77*q^5*t^14 + 708*q^4*t^15 - 170*q^3*t^16 + 8*q^2*t^17 - 18*q^15*t^3 + 105*q^14*t^4 - 194*q^13*t^5 - 798*q^12*t^6 - 47*q^11*t^7 + 21*q^10*t^8 + 1343*q^9*t^9 - 799*q^8*t^10 - 484*q^7*t^11 - 78*q^6*t^12 - 183*q^5*t^13 + 613*q^4*t^14 - 491*q^3*t^15 + 58*q^2*t^16 - 24*q^15*t^2 + 143*q^14*t^3 - 91*q^13*t^4 + 3*q^12*t^5 + 535*q^11*t^6 + 379*q^10*t^7 + 1420*q^9*t^8 - 1558*q^8*t^9 - 45*q^7*t^10 - 303*q^6*t^11 + 504*q^5*t^12 + 200*q^4*t^13 - 245*q^3*t^14 + 82*q^2*t^15 - 9*q^15*t + 102*q^14*t^2 - 288*q^13*t^3 - 13*q^12*t^4 - 87*q^11*t^5 - 40*q^10*t^6 - 383*q^9*t^7 - 1125*q^8*t^8 - 367*q^7*t^9 + 315*q^6*t^10 + 575*q^5*t^11 + 127*q^4*t^12 - 426*q^3*t^13 + 90*q^2*t^14 - q*t^15 - q^15 + 16*q^14*t - 90*q^13*t^2 + 85*q^12*t^3 + 271*q^11*t^4 + 206*q^10*t^5 + 66*q^9*t^6 - 39*q^8*t^7 + 417*q^7*t^8 + 805*q^6*t^9 + 27*q^5*t^10 + 203*q^4*t^11 - 761*q^3*t^12 + 379*q^2*t^13 - 33*q*t^14 - 8*q^13*t + 3*q^12*t^2 + 85*q^11*t^3 - 182*q^10*t^4 - 137*q^9*t^5 - 617*q^8*t^6 + 308*q^7*t^7 - 114*q^6*t^8 - 182*q^5*t^9 - 134*q^4*t^10 - 384*q^3*t^11 + 395*q^2*t^12 - 86*q*t^13 + 12*q^12*t + 22*q^11*t^2 - 39*q^10*t^3 + 36*q^9*t^4 - 27*q^8*t^5 + 519*q^7*t^6 + 161*q^6*t^7 + 98*q^5*t^8 - 162*q^4*t^9 + 4*q^3*t^10 + 176*q^2*t^11 - 66*q*t^12 - 10*q^11*t - 15*q^10*t^2 - 9*q^9*t^3 + 5*q^8*t^4 + 13*q^7*t^5 - 98*q^6*t^6 - 311*q^5*t^7 - 132*q^4*t^8 - 88*q^3*t^9 + 198*q^2*t^10 - 87*q*t^11 + 6*t^12 + 3*q^10*t + 3*q^9*t^2 + q^8*t^3 - 4*q^7*t^4 + 4*q^6*t^5 - 24*q^5*t^6 + 129*q^4*t^7 + 24*q^3*t^8 + 207*q^2*t^9 - 133*q*t^10 + 22*t^11 + 2*q^8*t^2 + 7*q^7*t^3 + 9*q^6*t^4 + 3*q^5*t^5 + 3*q^4*t^6 - 16*q^3*t^7 + 20*q^2*t^8 - 84*q*t^9 + 24*t^10 - q^7*t^2 - 3*q^6*t^3 - 7*q^5*t^4 - q^4*t^5 + 3*q^3*t^6 - q^2*t^7 - 6*q*t^8 + 10*t^9 + 2*q^4*t^4 - 2*q^3*t^5 - q^2*t^6 + q^2*t^5)/((q^3 - t^2)^2*(q*t^2 - 1)^5*(q^2 - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0192] 'F@Lew'

Zeta functions

ask[-]:

(q^5*t^4 + q^6*t^2 - 4*q^5*t^3 + 3*q^4*t^3 - 2*q^3*t^4 - 2*q^4*t^2 + 10*q^3*t^3 - 4*q^2*t^4 + q*t^5 - q^5 + 4*q^4*t - 10*q^3*t^2 + 2*q^2*t^3 + 2*q^3*t - 3*q^2*t^2 + 4*q*t^2 - t^3 - q*t)/((q*t - 1)^4*(q - t)*q^4*(t - 1))

ask[+]:

-(q^10*t^15 - q^9*t^16 - 5*q^9*t^15 + 4*q^8*t^16 + 4*q^11*t^12 - 17*q^10*t^13 + 25*q^9*t^14 + q^8*t^15 - 7*q^7*t^16 + 8*q^11*t^11 - 53*q^10*t^12 + 128*q^9*t^13 - 155*q^8*t^14 + 58*q^7*t^15 + 6*q^11*t^10 - 43*q^10*t^11 + 160*q^9*t^12 - 301*q^8*t^13 + 321*q^7*t^14 - 141*q^6*t^15 + 17*q^5*t^16 - q^4*t^17 + q^11*t^9 - 24*q^10*t^10 + 79*q^9*t^11 - 133*q^8*t^12 + 176*q^7*t^13 - 206*q^6*t^14 + 91*q^5*t^15 - 8*q^4*t^16 - 35*q^10*t^9 + 208*q^9*t^10 - 384*q^8*t^11 + 244*q^7*t^12 + 39*q^6*t^13 - 21*q^5*t^14 - 9*q^4*t^15 - 32*q^10*t^8 + 233*q^9*t^9 - 863*q^8*t^10 + 1392*q^7*t^11 - 1019*q^6*t^12 + 240*q^5*t^13 + q^4*t^14 - 6*q^10*t^7 + 81*q^9*t^8 - 309*q^8*t^9 + 1002*q^7*t^10 - 1586*q^6*t^11 + 1118*q^5*t^12 - 285*q^4*t^13 + 15*q^3*t^14 + 58*q^9*t^7 - 188*q^8*t^8 + 43*q^7*t^9 + 4*q^6*t^10 + 303*q^5*t^11 - 307*q^4*t^12 + 60*q^3*t^13 + 67*q^9*t^6 - 508*q^8*t^7 + 1313*q^7*t^8 - 1204*q^6*t^9 + 362*q^5*t^10 - 12*q^4*t^11 + 14*q^3*t^12 + 12*q^9*t^5 - 210*q^8*t^6 + 1107*q^7*t^7 - 2555*q^6*t^8 + 2555*q^5*t^9 - 1107*q^4*t^10 + 210*q^3*t^11 - 12*q^2*t^12 - 14*q^8*t^5 + 12*q^7*t^6 - 362*q^6*t^7 + 1204*q^5*t^8 - 1313*q^4*t^9 + 508*q^3*t^10 - 67*q^2*t^11 - 60*q^8*t^4 + 307*q^7*t^5 - 303*q^6*t^6 - 4*q^5*t^7 - 43*q^4*t^8 + 188*q^3*t^9 - 58*q^2*t^10 - 15*q^8*t^3 + 285*q^7*t^4 - 1118*q^6*t^5 + 1586*q^5*t^6 - 1002*q^4*t^7 + 309*q^3*t^8 - 81*q^2*t^9 + 6*q*t^10 - q^7*t^3 - 240*q^6*t^4 + 1019*q^5*t^5 - 1392*q^4*t^6 + 863*q^3*t^7 - 233*q^2*t^8 + 32*q*t^9 + 9*q^7*t^2 + 21*q^6*t^3 - 39*q^5*t^4 - 244*q^4*t^5 + 384*q^3*t^6 - 208*q^2*t^7 + 35*q*t^8 + 8*q^7*t - 91*q^6*t^2 + 206*q^5*t^3 - 176*q^4*t^4 + 133*q^3*t^5 - 79*q^2*t^6 + 24*q*t^7 - t^8 + q^7 - 17*q^6*t + 141*q^5*t^2 - 321*q^4*t^3 + 301*q^3*t^4 - 160*q^2*t^5 + 43*q*t^6 - 6*t^7 - 58*q^4*t^2 + 155*q^3*t^3 - 128*q^2*t^4 + 53*q*t^5 - 8*t^6 + 7*q^4*t - q^3*t^2 - 25*q^2*t^3 + 17*q*t^4 - 4*t^5 - 4*q^3*t + 5*q^2*t^2 + q^2*t - q*t^2)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0193] 'F@Lkw'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^4*t^3 + q^4*t^2 + 2*q^3*t^3 - q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - q*t^4 - q^4 + 5*q^3*t - 5*q^2*t^2 - q*t^3 + 2*q^2*t + q*t^2 - 2*q*t + t^2)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(3*q^8*t^10 + 17*q^8*t^9 - 32*q^7*t^10 + 2*q^6*t^11 - 93*q^7*t^9 + 124*q^6*t^10 - 14*q^5*t^11 - 9*q^8*t^7 + 65*q^7*t^8 + 128*q^6*t^9 - 202*q^5*t^10 + 29*q^4*t^11 - q^3*t^12 - q^8*t^6 - 14*q^7*t^7 - 258*q^6*t^8 + 86*q^5*t^9 + 112*q^4*t^10 - 13*q^3*t^11 - 36*q^7*t^6 + 359*q^6*t^7 + 194*q^5*t^8 - 261*q^4*t^9 + 27*q^7*t^5 + q^6*t^6 - 936*q^5*t^7 + 278*q^4*t^8 + 116*q^3*t^9 - 7*q^2*t^10 + 3*q^7*t^4 - 148*q^6*t^5 + 550*q^5*t^6 + 720*q^4*t^7 - 349*q^3*t^8 - 5*q^2*t^9 + 84*q^6*t^4 + 9*q^5*t^5 - 1056*q^4*t^6 + 9*q^3*t^7 + 84*q^2*t^8 - 5*q^6*t^3 - 349*q^5*t^4 + 720*q^4*t^5 + 550*q^3*t^6 - 148*q^2*t^7 + 3*q*t^8 - 7*q^6*t^2 + 116*q^5*t^3 + 278*q^4*t^4 - 936*q^3*t^5 + q^2*t^6 + 27*q*t^7 - 261*q^4*t^3 + 194*q^3*t^4 + 359*q^2*t^5 - 36*q*t^6 - 13*q^5*t + 112*q^4*t^2 + 86*q^3*t^3 - 258*q^2*t^4 - 14*q*t^5 - t^6 - q^5 + 29*q^4*t - 202*q^3*t^2 + 128*q^2*t^3 + 65*q*t^4 - 9*t^5 - 14*q^3*t + 124*q^2*t^2 - 93*q*t^3 + 2*q^2*t - 32*q*t^2 + 17*t^3 + 3*t^2)/((q*t^2 - 1)^3*(q*t + 1)*(q*t - 1)*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0194] 'F@Lmw'

Zeta functions

ask[-]:

(q^4*t^3 + q^5*t - 4*q^4*t^2 + q^5 - 3*q^4*t + 7*q^3*t^2 - 3*q^2*t^3 - 3*q^3*t + 7*q^2*t^2 - 3*q*t^3 + t^4 - 4*q*t^2 + t^3 + q*t)/((q*t - 1)^3*(q - t)*q^4*(t - 1))

ask[+]:

-(q^10*t^15 - 3*q^9*t^16 + q^8*t^17 + 2*q^11*t^13 - 10*q^10*t^14 + 11*q^9*t^15 + 8*q^8*t^16 - 5*q^7*t^17 + 5*q^11*t^12 - 43*q^10*t^13 + 115*q^9*t^14 - 124*q^8*t^15 + 29*q^7*t^16 + 3*q^6*t^17 + 5*q^11*t^11 - 30*q^10*t^12 + 160*q^9*t^13 - 358*q^8*t^14 + 352*q^7*t^15 - 116*q^6*t^16 + 13*q^5*t^17 - q^4*t^18 + q^11*t^10 + 2*q^10*t^11 - 44*q^9*t^12 - 53*q^8*t^13 + 291*q^7*t^14 - 333*q^6*t^15 + 99*q^5*t^16 - 8*q^4*t^17 - 15*q^10*t^10 + 45*q^9*t^11 + 147*q^8*t^12 - 293*q^7*t^13 + 172*q^6*t^14 + 41*q^5*t^15 - 16*q^4*t^16 - 37*q^10*t^9 + 241*q^9*t^10 - 754*q^8*t^11 + 782*q^7*t^12 - 280*q^6*t^13 - 83*q^5*t^14 + 20*q^4*t^15 - 11*q^10*t^8 + 87*q^9*t^9 - 452*q^8*t^10 + 1528*q^7*t^11 - 1881*q^6*t^12 + 1020*q^5*t^13 - 164*q^4*t^14 + 8*q^3*t^15 - 20*q^9*t^8 + 285*q^8*t^9 - 696*q^7*t^10 - 77*q^6*t^11 + 754*q^5*t^12 - 483*q^4*t^13 + 57*q^3*t^14 + 81*q^9*t^7 - 287*q^8*t^8 + 27*q^7*t^9 + 1103*q^6*t^10 - 969*q^5*t^11 + 233*q^4*t^12 + 27*q^3*t^13 + 41*q^9*t^6 - 475*q^8*t^7 + 1626*q^7*t^8 - 2442*q^6*t^9 + 1280*q^5*t^10 - 230*q^4*t^11 - 9*q^3*t^12 - q^2*t^13 + q^9*t^5 + 9*q^8*t^6 + 230*q^7*t^7 - 1280*q^6*t^8 + 2442*q^5*t^9 - 1626*q^4*t^10 + 475*q^3*t^11 - 41*q^2*t^12 - 27*q^8*t^5 - 233*q^7*t^6 + 969*q^6*t^7 - 1103*q^5*t^8 - 27*q^4*t^9 + 287*q^3*t^10 - 81*q^2*t^11 - 57*q^8*t^4 + 483*q^7*t^5 - 754*q^6*t^6 + 77*q^5*t^7 + 696*q^4*t^8 - 285*q^3*t^9 + 20*q^2*t^10 - 8*q^8*t^3 + 164*q^7*t^4 - 1020*q^6*t^5 + 1881*q^5*t^6 - 1528*q^4*t^7 + 452*q^3*t^8 - 87*q^2*t^9 + 11*q*t^10 - 20*q^7*t^3 + 83*q^6*t^4 + 280*q^5*t^5 - 782*q^4*t^6 + 754*q^3*t^7 - 241*q^2*t^8 + 37*q*t^9 + 16*q^7*t^2 - 41*q^6*t^3 - 172*q^5*t^4 + 293*q^4*t^5 - 147*q^3*t^6 - 45*q^2*t^7 + 15*q*t^8 + 8*q^7*t - 99*q^6*t^2 + 333*q^5*t^3 - 291*q^4*t^4 + 53*q^3*t^5 + 44*q^2*t^6 - 2*q*t^7 - t^8 + q^7 - 13*q^6*t + 116*q^5*t^2 - 352*q^4*t^3 + 358*q^3*t^4 - 160*q^2*t^5 + 30*q*t^6 - 5*t^7 - 3*q^5*t - 29*q^4*t^2 + 124*q^3*t^3 - 115*q^2*t^4 + 43*q*t^5 - 5*t^6 + 5*q^4*t - 8*q^3*t^2 - 11*q^2*t^3 + 10*q*t^4 - 2*t^5 - q^3*t + 3*q^2*t^2 - q*t^3)/((q*t^2 - 1)^5*(q - t)*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0195] 'F@LuO'

Zeta functions

ask[-]:

ask[+]:

-(q^12*t^19 - 6*q^11*t^20 - 2*q^10*t^21 + 4*q^13*t^17 + 7*q^12*t^18 - 3*q^11*t^19 + 28*q^10*t^20 + 13*q^9*t^21 - 11*q^13*t^16 - 22*q^12*t^17 - 24*q^10*t^19 - 40*q^9*t^20 - 36*q^8*t^21 - 3*q^13*t^15 + 20*q^12*t^16 + 53*q^11*t^17 - 47*q^10*t^18 + 103*q^9*t^19 + q^8*t^20 + 55*q^7*t^21 + 15*q^13*t^14 + 41*q^12*t^15 - 138*q^11*t^16 + 165*q^10*t^17 - 237*q^9*t^18 + 11*q^8*t^19 - 21*q^7*t^20 - 39*q^6*t^21 + 7*q^14*t^12 - 46*q^13*t^13 + 178*q^12*t^14 - 529*q^11*t^15 + 959*q^10*t^16 - 1049*q^9*t^17 + 1094*q^8*t^18 - 393*q^7*t^19 + 154*q^6*t^20 - 5*q^5*t^21 + q^4*t^22 + 8*q^14*t^11 - 118*q^13*t^12 + 415*q^12*t^13 - 942*q^11*t^14 + 1497*q^10*t^15 - 1729*q^9*t^16 + 1273*q^8*t^17 - 1124*q^7*t^18 + 328*q^6*t^19 - 127*q^5*t^20 + 8*q^4*t^21 + 5*q^14*t^10 - 38*q^13*t^11 + 234*q^12*t^12 - 822*q^11*t^13 + 1209*q^10*t^14 - 1481*q^9*t^15 + 1092*q^8*t^16 - 123*q^7*t^17 + 70*q^6*t^18 + 74*q^5*t^19 + 18*q^4*t^20 - 15*q^13*t^10 + 44*q^12*t^11 - 397*q^11*t^12 + 1815*q^10*t^13 - 2500*q^9*t^14 + 2881*q^8*t^15 - 2382*q^7*t^16 + 663*q^6*t^17 - 58*q^5*t^18 - 58*q^4*t^19 - 36*q^13*t^9 + 475*q^12*t^10 - 1357*q^11*t^11 + 3279*q^10*t^12 - 6378*q^9*t^13 + 7033*q^8*t^14 - 5943*q^7*t^15 + 4321*q^6*t^16 - 1477*q^5*t^17 + 297*q^4*t^18 - 11*q^3*t^19 - 31*q^13*t^8 + 303*q^12*t^9 - 1746*q^11*t^10 + 3937*q^10*t^11 - 5981*q^9*t^12 + 7919*q^8*t^13 - 5886*q^7*t^14 + 2907*q^6*t^15 - 1696*q^5*t^16 + 444*q^4*t^17 - 79*q^3*t^18 - q^13*t^7 + 5*q^12*t^8 - 98*q^11*t^9 + 1397*q^10*t^10 - 3599*q^9*t^11 + 3586*q^8*t^12 - 4156*q^7*t^13 + 2058*q^6*t^14 + 33*q^5*t^15 - 144*q^4*t^16 + 51*q^3*t^17 + 38*q^12*t^7 - 408*q^11*t^8 + 878*q^10*t^9 - 3352*q^9*t^10 + 7505*q^8*t^11 - 7483*q^7*t^12 + 6948*q^6*t^13 - 4344*q^5*t^14 + 1108*q^4*t^15 - 124*q^3*t^16 + 4*q^2*t^17 + 77*q^12*t^6 - 724*q^11*t^7 + 3255*q^10*t^8 - 6210*q^9*t^9 + 10291*q^8*t^10 - 13728*q^7*t^11 + 10291*q^6*t^12 - 6210*q^5*t^13 + 3255*q^4*t^14 - 724*q^3*t^15 + 77*q^2*t^16 + 4*q^12*t^5 - 124*q^11*t^6 + 1108*q^10*t^7 - 4344*q^9*t^8 + 6948*q^8*t^9 - 7483*q^7*t^10 + 7505*q^6*t^11 - 3352*q^5*t^12 + 878*q^4*t^13 - 408*q^3*t^14 + 38*q^2*t^15 + 51*q^11*t^5 - 144*q^10*t^6 + 33*q^9*t^7 + 2058*q^8*t^8 - 4156*q^7*t^9 + 3586*q^6*t^10 - 3599*q^5*t^11 + 1397*q^4*t^12 - 98*q^3*t^13 + 5*q^2*t^14 - q*t^15 - 79*q^11*t^4 + 444*q^10*t^5 - 1696*q^9*t^6 + 2907*q^8*t^7 - 5886*q^7*t^8 + 7919*q^6*t^9 - 5981*q^5*t^10 + 3937*q^4*t^11 - 1746*q^3*t^12 + 303*q^2*t^13 - 31*q*t^14 - 11*q^11*t^3 + 297*q^10*t^4 - 1477*q^9*t^5 + 4321*q^8*t^6 - 5943*q^7*t^7 + 7033*q^6*t^8 - 6378*q^5*t^9 + 3279*q^4*t^10 - 1357*q^3*t^11 + 475*q^2*t^12 - 36*q*t^13 - 58*q^10*t^3 - 58*q^9*t^4 + 663*q^8*t^5 - 2382*q^7*t^6 + 2881*q^6*t^7 - 2500*q^5*t^8 + 1815*q^4*t^9 - 397*q^3*t^10 + 44*q^2*t^11 - 15*q*t^12 + 18*q^10*t^2 + 74*q^9*t^3 + 70*q^8*t^4 - 123*q^7*t^5 + 1092*q^6*t^6 - 1481*q^5*t^7 + 1209*q^4*t^8 - 822*q^3*t^9 + 234*q^2*t^10 - 38*q*t^11 + 5*t^12 + 8*q^10*t - 127*q^9*t^2 + 328*q^8*t^3 - 1124*q^7*t^4 + 1273*q^6*t^5 - 1729*q^5*t^6 + 1497*q^4*t^7 - 942*q^3*t^8 + 415*q^2*t^9 - 118*q*t^10 + 8*t^11 + q^10 - 5*q^9*t + 154*q^8*t^2 - 393*q^7*t^3 + 1094*q^6*t^4 - 1049*q^5*t^5 + 959*q^4*t^6 - 529*q^3*t^7 + 178*q^2*t^8 - 46*q*t^9 + 7*t^10 - 39*q^8*t - 21*q^7*t^2 + 11*q^6*t^3 - 237*q^5*t^4 + 165*q^4*t^5 - 138*q^3*t^6 + 41*q^2*t^7 + 15*q*t^8 + 55*q^7*t + q^6*t^2 + 103*q^5*t^3 - 47*q^4*t^4 + 53*q^3*t^5 + 20*q^2*t^6 - 3*q*t^7 - 36*q^6*t - 40*q^5*t^2 - 24*q^4*t^3 - 22*q^2*t^5 - 11*q*t^6 + 13*q^5*t + 28*q^4*t^2 - 3*q^3*t^3 + 7*q^2*t^4 + 4*q*t^5 - 2*q^4*t - 6*q^3*t^2 + q^2*t^3)/((q*t^2 - 1)^5*(t^2 - q)^2*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6]]

[0196] 'F@L|o'

Zeta functions

ask[-]:

(q^5*t^4 + q^6*t^2 - 3*q^5*t^3 - q^4*t^4 - 2*q^5*t^2 + 4*q^4*t^3 - q^3*t^4 + q^5*t - q^4*t^2 + 7*q^3*t^3 - 3*q^2*t^4 + q*t^5 - q^5 + 3*q^4*t - 7*q^3*t^2 + q^2*t^3 - q*t^4 + q^3*t - 4*q^2*t^2 + 2*q*t^3 + q^2*t + 3*q*t^2 - t^3 - q*t)/((q*t - 1)^4*(q - t)*q^4*(t - 1))

ask[+]:

(q^8*t^10 - 5*q^7*t^11 - 2*q^6*t^12 + q^9*t^8 + 11*q^8*t^9 + 3*q^7*t^10 + 15*q^6*t^11 + 12*q^5*t^12 - 8*q^9*t^7 - 11*q^8*t^8 - 58*q^7*t^9 - 6*q^6*t^10 - 16*q^5*t^11 - 27*q^4*t^12 - 4*q^9*t^6 + 76*q^8*t^7 - 66*q^7*t^8 + 265*q^6*t^9 - 127*q^5*t^10 + 49*q^4*t^11 + 23*q^3*t^12 - 19*q^9*t^5 + 114*q^8*t^6 - 431*q^7*t^7 + 522*q^6*t^8 - 744*q^5*t^9 + 446*q^4*t^10 - 139*q^3*t^11 + 6*q^2*t^12 - q*t^13 - 12*q^9*t^4 + 141*q^8*t^5 - 456*q^7*t^6 + 1014*q^6*t^7 - 1008*q^5*t^8 + 898*q^4*t^9 - 471*q^3*t^10 + 111*q^2*t^11 - 7*q*t^12 - q^9*t^3 + 15*q^8*t^4 - 250*q^7*t^5 + 589*q^6*t^6 - 922*q^5*t^7 + 643*q^4*t^8 - 326*q^3*t^9 + 146*q^2*t^10 - 20*q*t^11 + q^9*t^2 + 3*q^8*t^3 + 14*q^7*t^4 + 218*q^6*t^5 - 478*q^5*t^6 + 478*q^4*t^7 - 218*q^3*t^8 - 14*q^2*t^9 - 3*q*t^10 - t^11 + 20*q^8*t^2 - 146*q^7*t^3 + 326*q^6*t^4 - 643*q^5*t^5 + 922*q^4*t^6 - 589*q^3*t^7 + 250*q^2*t^8 - 15*q*t^9 + t^10 + 7*q^8*t - 111*q^7*t^2 + 471*q^6*t^3 - 898*q^5*t^4 + 1008*q^4*t^5 - 1014*q^3*t^6 + 456*q^2*t^7 - 141*q*t^8 + 12*t^9 + q^8 - 6*q^7*t + 139*q^6*t^2 - 446*q^5*t^3 + 744*q^4*t^4 - 522*q^3*t^5 + 431*q^2*t^6 - 114*q*t^7 + 19*t^8 - 23*q^6*t - 49*q^5*t^2 + 127*q^4*t^3 - 265*q^3*t^4 + 66*q^2*t^5 - 76*q*t^6 + 4*t^7 + 27*q^5*t + 16*q^4*t^2 + 6*q^3*t^3 + 58*q^2*t^4 + 11*q*t^5 + 8*t^6 - 12*q^4*t - 15*q^3*t^2 - 3*q^2*t^3 - 11*q*t^4 - t^5 + 2*q^3*t + 5*q^2*t^2 - q*t^3)/((q*t^2 - 1)*(q*t + 1)*(q*t - 1)*(t^2 - q)*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0197] 'F@L|w'

Zeta functions

ask[-]:

(q^3*t^2 - 3*q^2*t^2 + q*t^3 + q^2*t - q*t^2 - q^2 + 3*q*t - t)*(q^2 - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(2*q^10*t^10 + 10*q^9*t^11 + 4*q^8*t^12 - 5*q^7*t^13 + q^6*t^14 - 12*q^10*t^9 - 14*q^9*t^10 - 59*q^8*t^11 - 16*q^7*t^12 + 10*q^6*t^13 + q^5*t^14 + 2*q^11*t^7 - 16*q^10*t^8 + 96*q^9*t^9 - 27*q^8*t^10 + 215*q^7*t^11 + 22*q^6*t^12 - 10*q^4*t^14 + 10*q^11*t^6 - 55*q^10*t^7 + 211*q^9*t^8 - 414*q^8*t^9 + 213*q^7*t^10 - 385*q^6*t^11 - 85*q^5*t^12 + 14*q^4*t^13 + 11*q^3*t^14 + 21*q^11*t^5 - 124*q^10*t^6 + 336*q^9*t^7 - 672*q^8*t^8 + 708*q^7*t^9 - 101*q^6*t^10 + 113*q^5*t^11 + 331*q^4*t^12 - 98*q^3*t^13 + 9*q^2*t^14 - q*t^15 + 9*q^11*t^4 - 132*q^10*t^5 + 347*q^9*t^6 - 607*q^8*t^7 + 571*q^7*t^8 - 107*q^6*t^9 - 674*q^5*t^10 + 391*q^4*t^11 - 417*q^3*t^12 + 92*q^2*t^13 - 7*q*t^14 + q^11*t^3 - 6*q^10*t^4 + 240*q^9*t^5 - 262*q^8*t^6 + 296*q^7*t^7 + 251*q^6*t^8 - 538*q^5*t^9 + 841*q^4*t^10 - 241*q^3*t^11 + 155*q^2*t^12 - 17*q*t^13 - q^11*t^2 - 10*q^10*t^3 - 12*q^9*t^4 - 368*q^8*t^5 + 231*q^7*t^6 - 272*q^6*t^7 - 272*q^5*t^8 + 231*q^4*t^9 - 368*q^3*t^10 - 12*q^2*t^11 - 10*q*t^12 - t^13 - 17*q^10*t^2 + 155*q^9*t^3 - 241*q^8*t^4 + 841*q^7*t^5 - 538*q^6*t^6 + 251*q^5*t^7 + 296*q^4*t^8 - 262*q^3*t^9 + 240*q^2*t^10 - 6*q*t^11 + t^12 - 7*q^10*t + 92*q^9*t^2 - 417*q^8*t^3 + 391*q^7*t^4 - 674*q^6*t^5 - 107*q^5*t^6 + 571*q^4*t^7 - 607*q^3*t^8 + 347*q^2*t^9 - 132*q*t^10 + 9*t^11 - q^10 + 9*q^9*t - 98*q^8*t^2 + 331*q^7*t^3 + 113*q^6*t^4 - 101*q^5*t^5 + 708*q^4*t^6 - 672*q^3*t^7 + 336*q^2*t^8 - 124*q*t^9 + 21*t^10 + 11*q^8*t + 14*q^7*t^2 - 85*q^6*t^3 - 385*q^5*t^4 + 213*q^4*t^5 - 414*q^3*t^6 + 211*q^2*t^7 - 55*q*t^8 + 10*t^9 - 10*q^7*t + 22*q^5*t^3 + 215*q^4*t^4 - 27*q^3*t^5 + 96*q^2*t^6 - 16*q*t^7 + 2*t^8 + q^6*t + 10*q^5*t^2 - 16*q^4*t^3 - 59*q^3*t^4 - 14*q^2*t^5 - 12*q*t^6 + q^5*t - 5*q^4*t^2 + 4*q^3*t^3 + 10*q^2*t^4 + 2*q*t^5)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)*(q*t - 1)*(t^2 - q)^2*(q - t)*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0198] 'F@L}o'

Zeta functions

ask[-]:

(q^6*t^3 - q^6*t^2 - 2*q^4*t^4 - 2*q^5*t^2 + q^4*t^3 + 2*q^3*t^4 + q^6 - 2*q^5*t + 9*q^4*t^2 - 6*q^3*t^3 + 3*q^2*t^4 - 3*q^4*t + 6*q^3*t^2 - 9*q^2*t^3 + 2*q*t^4 - t^5 - 2*q^3*t - q^2*t^2 + 2*q*t^3 + 2*q^2*t + t^3 - t^2)/((q*t - 1)^3*(q - t)^2*q^4*(t - 1))

ask[+]:

-(2*q^9*t^20 + 4*q^12*t^16 - 9*q^11*t^17 - 10*q^10*t^18 + 11*q^9*t^19 - 12*q^8*t^20 - 2*q^7*t^21 + 3*q^13*t^14 + 3*q^12*t^15 - 13*q^11*t^16 + 38*q^10*t^17 + 49*q^9*t^18 - 45*q^8*t^19 + 23*q^7*t^20 + 10*q^6*t^21 - 8*q^13*t^13 - 40*q^12*t^14 + 41*q^11*t^15 + 26*q^10*t^16 - 130*q^9*t^17 - 66*q^8*t^18 + 60*q^7*t^19 + 2*q^6*t^20 - 23*q^5*t^21 - 2*q^13*t^12 + 26*q^12*t^13 + 146*q^11*t^14 - 223*q^10*t^15 + 3*q^9*t^16 + 203*q^8*t^17 + 142*q^7*t^18 - 137*q^6*t^19 - 17*q^5*t^20 + 23*q^4*t^21 + 26*q^13*t^11 + 15*q^12*t^12 - 33*q^11*t^13 - 564*q^10*t^14 + 1146*q^9*t^15 - 980*q^8*t^16 + 621*q^7*t^17 - 753*q^6*t^18 + 453*q^5*t^19 - 71*q^4*t^20 + 3*q^3*t^21 - q^2*t^22 - 2*q^14*t^9 + 10*q^13*t^10 - 199*q^12*t^11 + 402*q^11*t^12 - 902*q^10*t^13 + 2611*q^9*t^14 - 3858*q^8*t^15 + 3270*q^7*t^16 - 1983*q^6*t^17 + 1237*q^5*t^18 - 521*q^4*t^19 + 78*q^3*t^20 - 5*q^2*t^21 - 3*q^14*t^8 + 34*q^13*t^9 - 245*q^12*t^10 + 1116*q^11*t^11 - 2243*q^10*t^12 + 3143*q^9*t^13 - 4447*q^8*t^14 + 4530*q^7*t^15 - 2816*q^6*t^16 + 1111*q^5*t^17 - 434*q^4*t^18 + 146*q^3*t^19 - 12*q^2*t^20 - 4*q^14*t^7 + 49*q^13*t^8 - 243*q^12*t^9 + 625*q^11*t^10 - 1583*q^10*t^11 + 2263*q^9*t^12 - 1595*q^8*t^13 + 778*q^7*t^14 - 390*q^6*t^15 - 52*q^5*t^16 + 186*q^4*t^17 - 97*q^3*t^18 + 3*q^2*t^19 - q^14*t^6 + 10*q^13*t^7 + q^12*t^8 + 34*q^11*t^9 + 658*q^10*t^10 - 1036*q^9*t^11 + 399*q^8*t^12 - 175*q^7*t^13 + 447*q^6*t^14 + 92*q^5*t^15 - 282*q^4*t^16 + 137*q^3*t^17 - 2*q^2*t^18 + 2*q*t^19 - 11*q^13*t^6 + 93*q^12*t^7 - 160*q^11*t^8 - 395*q^10*t^9 + 391*q^9*t^10 - 1374*q^8*t^11 + 4499*q^7*t^12 - 5681*q^6*t^13 + 3501*q^5*t^14 - 1749*q^4*t^15 + 739*q^3*t^16 - 176*q^2*t^17 + 11*q*t^18 + 16*q^13*t^5 - 132*q^12*t^6 + 485*q^11*t^7 - 1964*q^10*t^8 + 5265*q^9*t^9 - 6954*q^8*t^10 + 6828*q^7*t^11 - 6954*q^6*t^12 + 5265*q^5*t^13 - 1964*q^4*t^14 + 485*q^3*t^15 - 132*q^2*t^16 + 16*q*t^17 + 11*q^13*t^4 - 176*q^12*t^5 + 739*q^11*t^6 - 1749*q^10*t^7 + 3501*q^9*t^8 - 5681*q^8*t^9 + 4499*q^7*t^10 - 1374*q^6*t^11 + 391*q^5*t^12 - 395*q^4*t^13 - 160*q^3*t^14 + 93*q^2*t^15 - 11*q*t^16 + 2*q^13*t^3 - 2*q^12*t^4 + 137*q^11*t^5 - 282*q^10*t^6 + 92*q^9*t^7 + 447*q^8*t^8 - 175*q^7*t^9 + 399*q^6*t^10 - 1036*q^5*t^11 + 658*q^4*t^12 + 34*q^3*t^13 + q^2*t^14 + 10*q*t^15 - t^16 + 3*q^12*t^3 - 97*q^11*t^4 + 186*q^10*t^5 - 52*q^9*t^6 - 390*q^8*t^7 + 778*q^7*t^8 - 1595*q^6*t^9 + 2263*q^5*t^10 - 1583*q^4*t^11 + 625*q^3*t^12 - 243*q^2*t^13 + 49*q*t^14 - 4*t^15 - 12*q^12*t^2 + 146*q^11*t^3 - 434*q^10*t^4 + 1111*q^9*t^5 - 2816*q^8*t^6 + 4530*q^7*t^7 - 4447*q^6*t^8 + 3143*q^5*t^9 - 2243*q^4*t^10 + 1116*q^3*t^11 - 245*q^2*t^12 + 34*q*t^13 - 3*t^14 - 5*q^12*t + 78*q^11*t^2 - 521*q^10*t^3 + 1237*q^9*t^4 - 1983*q^8*t^5 + 3270*q^7*t^6 - 3858*q^6*t^7 + 2611*q^5*t^8 - 902*q^4*t^9 + 402*q^3*t^10 - 199*q^2*t^11 + 10*q*t^12 - 2*t^13 - q^12 + 3*q^11*t - 71*q^10*t^2 + 453*q^9*t^3 - 753*q^8*t^4 + 621*q^7*t^5 - 980*q^6*t^6 + 1146*q^5*t^7 - 564*q^4*t^8 - 33*q^3*t^9 + 15*q^2*t^10 + 26*q*t^11 + 23*q^10*t - 17*q^9*t^2 - 137*q^8*t^3 + 142*q^7*t^4 + 203*q^6*t^5 + 3*q^5*t^6 - 223*q^4*t^7 + 146*q^3*t^8 + 26*q^2*t^9 - 2*q*t^10 - 23*q^9*t + 2*q^8*t^2 + 60*q^7*t^3 - 66*q^6*t^4 - 130*q^5*t^5 + 26*q^4*t^6 + 41*q^3*t^7 - 40*q^2*t^8 - 8*q*t^9 + 10*q^8*t + 23*q^7*t^2 - 45*q^6*t^3 + 49*q^5*t^4 + 38*q^4*t^5 - 13*q^3*t^6 + 3*q^2*t^7 + 3*q*t^8 - 2*q^7*t - 12*q^6*t^2 + 11*q^5*t^3 - 10*q^4*t^4 - 9*q^3*t^5 + 4*q^2*t^6 + 2*q^5*t^2)/((q*t^2 - 1)^3*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0199] 'F@L}w'

Zeta functions

ask[-]:

(q^4*t^3 - 2*q^4*t^2 - q^3*t^3 + q^5 - 2*q^4*t + 5*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + 5*q^2*t^2 - 2*q*t^3 + t^4 - q^2*t - 2*q*t^2 + q*t)/((q*t - 1)^3*(q - t)*q^4*(t - 1))

ask[+]:

-(q^9*t^14 + q^8*t^15 - q^7*t^16 - 4*q^9*t^13 - 7*q^8*t^14 + 4*q^7*t^15 + q^6*t^16 + 2*q^10*t^11 - 2*q^9*t^12 + 17*q^8*t^13 + 15*q^7*t^14 - 26*q^6*t^15 + 6*q^5*t^16 - 2*q^11*t^9 + 8*q^10*t^10 - 34*q^9*t^11 + 87*q^8*t^12 - 141*q^7*t^13 + 69*q^6*t^14 + 19*q^5*t^15 - 10*q^4*t^16 - 3*q^11*t^8 + 42*q^10*t^9 - 139*q^9*t^10 + 294*q^8*t^11 - 484*q^7*t^12 + 546*q^6*t^13 - 331*q^5*t^14 + 65*q^4*t^15 - 6*q^3*t^16 + q^2*t^17 - 4*q^11*t^7 + 35*q^10*t^8 - 214*q^9*t^9 + 477*q^8*t^10 - 684*q^7*t^11 + 801*q^6*t^12 - 725*q^5*t^13 + 392*q^4*t^14 - 71*q^3*t^15 + 5*q^2*t^16 - q^11*t^6 + q^10*t^7 + 15*q^9*t^8 + 163*q^8*t^9 - 283*q^7*t^10 + 163*q^6*t^11 - 112*q^5*t^12 + 166*q^4*t^13 - 119*q^3*t^14 + 12*q^2*t^15 - 8*q^10*t^6 + 84*q^9*t^7 - 344*q^8*t^8 + 340*q^7*t^9 - 245*q^6*t^10 + 413*q^5*t^11 - 339*q^4*t^12 + 109*q^3*t^13 + 2*q^2*t^14 + 17*q^10*t^5 - 99*q^9*t^6 + 215*q^8*t^7 - 163*q^7*t^8 + 450*q^6*t^9 - 782*q^5*t^10 + 413*q^4*t^11 - 85*q^3*t^12 + 3*q^2*t^13 - 2*q*t^14 + 11*q^10*t^4 - 135*q^9*t^5 + 575*q^8*t^6 - 1216*q^7*t^7 + 1349*q^6*t^8 - 1349*q^5*t^9 + 1216*q^4*t^10 - 575*q^3*t^11 + 135*q^2*t^12 - 11*q*t^13 + 2*q^10*t^3 - 3*q^9*t^4 + 85*q^8*t^5 - 413*q^7*t^6 + 782*q^6*t^7 - 450*q^5*t^8 + 163*q^4*t^9 - 215*q^3*t^10 + 99*q^2*t^11 - 17*q*t^12 - 2*q^9*t^3 - 109*q^8*t^4 + 339*q^7*t^5 - 413*q^6*t^6 + 245*q^5*t^7 - 340*q^4*t^8 + 344*q^3*t^9 - 84*q^2*t^10 + 8*q*t^11 - 12*q^9*t^2 + 119*q^8*t^3 - 166*q^7*t^4 + 112*q^6*t^5 - 163*q^5*t^6 + 283*q^4*t^7 - 163*q^3*t^8 - 15*q^2*t^9 - q*t^10 + t^11 - 5*q^9*t + 71*q^8*t^2 - 392*q^7*t^3 + 725*q^6*t^4 - 801*q^5*t^5 + 684*q^4*t^6 - 477*q^3*t^7 + 214*q^2*t^8 - 35*q*t^9 + 4*t^10 - q^9 + 6*q^8*t - 65*q^7*t^2 + 331*q^6*t^3 - 546*q^5*t^4 + 484*q^4*t^5 - 294*q^3*t^6 + 139*q^2*t^7 - 42*q*t^8 + 3*t^9 + 10*q^7*t - 19*q^6*t^2 - 69*q^5*t^3 + 141*q^4*t^4 - 87*q^3*t^5 + 34*q^2*t^6 - 8*q*t^7 + 2*t^8 - 6*q^6*t + 26*q^5*t^2 - 15*q^4*t^3 - 17*q^3*t^4 + 2*q^2*t^5 - 2*q*t^6 - q^5*t - 4*q^4*t^2 + 7*q^3*t^3 + 4*q^2*t^4 + q^4*t - q^3*t^2 - q^2*t^3)/((q*t^2 - 1)^3*(t^2 - q)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0200] 'F@L~o'

Zeta functions

ask[-]:

(q^5*t^3 - q^5*t^2 - q^4*t^3 + q^6 - 2*q^5*t + q^4*t^2 - q^3*t^3 - q^4*t + 6*q^3*t^2 - q^2*t^3 - q^3*t + q^2*t^2 - 2*q*t^3 + t^4 - q^2*t - q*t^2 + q*t)/((q^2 - t)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^11*t^12 - q^10*t^13 - 3*q^9*t^14 + 2*q^12*t^10 + 7*q^11*t^11 + q^10*t^12 - 4*q^9*t^13 + 11*q^8*t^14 + 6*q^7*t^15 + q^6*t^16 - 6*q^12*t^9 - 26*q^11*t^10 - 28*q^10*t^11 - 6*q^9*t^12 + 25*q^8*t^13 - 12*q^7*t^14 - 26*q^6*t^15 - 5*q^5*t^16 + 4*q^12*t^8 + 27*q^11*t^9 + 94*q^10*t^10 + 47*q^9*t^11 + 26*q^8*t^12 - 82*q^7*t^13 + 13*q^6*t^14 + 36*q^5*t^15 + 12*q^4*t^16 + 2*q^12*t^7 - 22*q^11*t^8 - 38*q^10*t^9 - 281*q^9*t^10 + 94*q^8*t^11 - 183*q^7*t^12 + 197*q^6*t^13 - 11*q^5*t^14 - 27*q^4*t^15 - 13*q^3*t^16 + q^12*t^6 - 27*q^11*t^7 + 207*q^10*t^8 - 200*q^9*t^9 + 762*q^8*t^10 - 421*q^7*t^11 + 243*q^6*t^12 - 73*q^5*t^13 - 136*q^4*t^14 + 68*q^3*t^15 - 5*q^2*t^16 + q*t^17 + 11*q^12*t^5 - 69*q^11*t^6 + 224*q^10*t^7 - 772*q^9*t^8 + 552*q^8*t^9 - 776*q^7*t^10 - 4*q^6*t^11 + 388*q^5*t^12 - 341*q^4*t^13 + 250*q^3*t^14 - 65*q^2*t^15 + 5*q*t^16 + 8*q^12*t^4 - 90*q^11*t^5 + 247*q^10*t^6 - 402*q^9*t^7 + 866*q^8*t^8 + 129*q^7*t^9 - 277*q^6*t^10 + 746*q^5*t^11 - 667*q^4*t^12 + 250*q^3*t^13 - 96*q^2*t^14 + 12*q*t^15 + 2*q^12*t^3 - 17*q^11*t^4 + 164*q^10*t^5 - 198*q^9*t^6 + 105*q^8*t^7 - 388*q^7*t^8 - 679*q^6*t^9 + 360*q^5*t^10 - 360*q^4*t^11 + 266*q^3*t^12 - 20*q^2*t^13 + 6*q*t^14 - 6*q^11*t^3 + 20*q^10*t^4 - 266*q^9*t^5 + 360*q^8*t^6 - 360*q^7*t^7 + 679*q^6*t^8 + 388*q^5*t^9 - 105*q^4*t^10 + 198*q^3*t^11 - 164*q^2*t^12 + 17*q*t^13 - 2*t^14 - 12*q^11*t^2 + 96*q^10*t^3 - 250*q^9*t^4 + 667*q^8*t^5 - 746*q^7*t^6 + 277*q^6*t^7 - 129*q^5*t^8 - 866*q^4*t^9 + 402*q^3*t^10 - 247*q^2*t^11 + 90*q*t^12 - 8*t^13 - 5*q^11*t + 65*q^10*t^2 - 250*q^9*t^3 + 341*q^8*t^4 - 388*q^7*t^5 + 4*q^6*t^6 + 776*q^5*t^7 - 552*q^4*t^8 + 772*q^3*t^9 - 224*q^2*t^10 + 69*q*t^11 - 11*t^12 - q^11 + 5*q^10*t - 68*q^9*t^2 + 136*q^8*t^3 + 73*q^7*t^4 - 243*q^6*t^5 + 421*q^5*t^6 - 762*q^4*t^7 + 200*q^3*t^8 - 207*q^2*t^9 + 27*q*t^10 - t^11 + 13*q^9*t + 27*q^8*t^2 + 11*q^7*t^3 - 197*q^6*t^4 + 183*q^5*t^5 - 94*q^4*t^6 + 281*q^3*t^7 + 38*q^2*t^8 + 22*q*t^9 - 2*t^10 - 12*q^8*t - 36*q^7*t^2 - 13*q^6*t^3 + 82*q^5*t^4 - 26*q^4*t^5 - 47*q^3*t^6 - 94*q^2*t^7 - 27*q*t^8 - 4*t^9 + 5*q^7*t + 26*q^6*t^2 + 12*q^5*t^3 - 25*q^4*t^4 + 6*q^3*t^5 + 28*q^2*t^6 + 26*q*t^7 + 6*t^8 - q^6*t - 6*q^5*t^2 - 11*q^4*t^3 + 4*q^3*t^4 - q^2*t^5 - 7*q*t^6 - 2*t^7 + 3*q^3*t^3 + q^2*t^4 - q*t^5)/((q*t^2 - 1)^3*(q^2 - t)*(t^2 - q)^3*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0201] 'F@L~w'

Zeta functions

ask[-]:

(q^2 - t)*(q - t)^2/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^18*t^10 + 2*q^17*t^11 - q^16*t^12 + q^15*t^13 + q^14*t^14 - q^13*t^15 - 4*q^18*t^9 - 9*q^17*t^10 - 4*q^16*t^11 - 12*q^14*t^13 + 3*q^13*t^14 + 5*q^12*t^15 - 3*q^11*t^16 + q^18*t^8 + 21*q^17*t^9 + 26*q^16*t^10 + 2*q^15*t^11 + 18*q^14*t^12 + 19*q^13*t^13 - 22*q^12*t^14 + 5*q^11*t^15 + 10*q^10*t^16 - 2*q^9*t^17 + 3*q^19*t^6 - 13*q^18*t^7 + 29*q^17*t^8 - 70*q^16*t^9 - 54*q^15*t^10 + 28*q^14*t^11 - 62*q^13*t^12 + 23*q^12*t^13 + 30*q^11*t^14 - 40*q^10*t^15 - 8*q^9*t^16 + 7*q^8*t^17 + q^7*t^18 + 11*q^19*t^5 - 56*q^18*t^6 + 105*q^17*t^7 - 129*q^16*t^8 + 136*q^15*t^9 + 70*q^14*t^10 - 76*q^13*t^11 + 145*q^12*t^12 - 172*q^11*t^13 + 44*q^10*t^14 + 46*q^9*t^15 - 19*q^8*t^16 - 11*q^7*t^17 - q^6*t^18 + 8*q^19*t^4 - 77*q^18*t^5 + 208*q^17*t^6 - 251*q^16*t^7 + 190*q^15*t^8 - 220*q^14*t^9 + 52*q^13*t^10 + 71*q^12*t^11 - 274*q^11*t^12 + 400*q^10*t^13 - 228*q^9*t^14 + 70*q^8*t^15 + 34*q^7*t^16 + 7*q^6*t^17 - 2*q^5*t^18 + 2*q^19*t^3 - 17*q^18*t^4 + 142*q^17*t^5 - 278*q^16*t^6 + 318*q^15*t^7 - 332*q^14*t^8 + 484*q^13*t^9 - 199*q^12*t^10 - 188*q^11*t^11 + 380*q^10*t^12 - 476*q^9*t^13 + 405*q^8*t^14 - 283*q^7*t^15 + 32*q^6*t^16 - q^5*t^17 + 2*q^4*t^18 - 9*q^18*t^3 - 8*q^17*t^4 - 120*q^16*t^5 + 315*q^15*t^6 - 486*q^14*t^7 + 525*q^13*t^8 - 389*q^12*t^9 + 60*q^11*t^10 + 137*q^10*t^11 - 174*q^9*t^12 + 438*q^8*t^13 - 573*q^7*t^14 + 443*q^6*t^15 - 138*q^5*t^16 + 7*q^4*t^17 + 2*q^3*t^18 - 12*q^18*t^2 + 89*q^17*t^3 - 98*q^16*t^4 + 176*q^15*t^5 - 335*q^14*t^6 + 387*q^13*t^7 - 383*q^12*t^8 + 225*q^11*t^9 - 208*q^10*t^10 - 69*q^9*t^11 + 306*q^8*t^12 - 497*q^7*t^13 + 429*q^6*t^14 - 350*q^5*t^15 + 227*q^4*t^16 - 59*q^3*t^17 + 8*q^2*t^18 - q*t^19 - 5*q^18*t + 61*q^17*t^2 - 242*q^16*t^3 + 264*q^15*t^4 - 185*q^14*t^5 + 279*q^13*t^6 - 370*q^12*t^7 + 406*q^11*t^8 - 76*q^10*t^9 - 76*q^9*t^10 + 406*q^8*t^11 - 370*q^7*t^12 + 279*q^6*t^13 - 185*q^5*t^14 + 264*q^4*t^15 - 242*q^3*t^16 + 61*q^2*t^17 - 5*q*t^18 - q^18 + 8*q^17*t - 59*q^16*t^2 + 227*q^15*t^3 - 350*q^14*t^4 + 429*q^13*t^5 - 497*q^12*t^6 + 306*q^11*t^7 - 69*q^10*t^8 - 208*q^9*t^9 + 225*q^8*t^10 - 383*q^7*t^11 + 387*q^6*t^12 - 335*q^5*t^13 + 176*q^4*t^14 - 98*q^3*t^15 + 89*q^2*t^16 - 12*q*t^17 + 2*q^16*t + 7*q^15*t^2 - 138*q^14*t^3 + 443*q^13*t^4 - 573*q^12*t^5 + 438*q^11*t^6 - 174*q^10*t^7 + 137*q^9*t^8 + 60*q^8*t^9 - 389*q^7*t^10 + 525*q^6*t^11 - 486*q^5*t^12 + 315*q^4*t^13 - 120*q^3*t^14 - 8*q^2*t^15 - 9*q*t^16 + 2*q^15*t - q^14*t^2 + 32*q^13*t^3 - 283*q^12*t^4 + 405*q^11*t^5 - 476*q^10*t^6 + 380*q^9*t^7 - 188*q^8*t^8 - 199*q^7*t^9 + 484*q^6*t^10 - 332*q^5*t^11 + 318*q^4*t^12 - 278*q^3*t^13 + 142*q^2*t^14 - 17*q*t^15 + 2*t^16 - 2*q^14*t + 7*q^13*t^2 + 34*q^12*t^3 + 70*q^11*t^4 - 228*q^10*t^5 + 400*q^9*t^6 - 274*q^8*t^7 + 71*q^7*t^8 + 52*q^6*t^9 - 220*q^5*t^10 + 190*q^4*t^11 - 251*q^3*t^12 + 208*q^2*t^13 - 77*q*t^14 + 8*t^15 - q^13*t - 11*q^12*t^2 - 19*q^11*t^3 + 46*q^10*t^4 + 44*q^9*t^5 - 172*q^8*t^6 + 145*q^7*t^7 - 76*q^6*t^8 + 70*q^5*t^9 + 136*q^4*t^10 - 129*q^3*t^11 + 105*q^2*t^12 - 56*q*t^13 + 11*t^14 + q^12*t + 7*q^11*t^2 - 8*q^10*t^3 - 40*q^9*t^4 + 30*q^8*t^5 + 23*q^7*t^6 - 62*q^6*t^7 + 28*q^5*t^8 - 54*q^4*t^9 - 70*q^3*t^10 + 29*q^2*t^11 - 13*q*t^12 + 3*t^13 - 2*q^10*t^2 + 10*q^9*t^3 + 5*q^8*t^4 - 22*q^7*t^5 + 19*q^6*t^6 + 18*q^5*t^7 + 2*q^4*t^8 + 26*q^3*t^9 + 21*q^2*t^10 + q*t^11 - 3*q^8*t^3 + 5*q^7*t^4 + 3*q^6*t^5 - 12*q^5*t^6 - 4*q^3*t^8 - 9*q^2*t^9 - 4*q*t^10 - q^6*t^4 + q^5*t^5 + q^4*t^6 - q^3*t^7 + 2*q^2*t^8 + q*t^9)/((q^3 - t^2)^2*(q^3 - t)*(q*t^2 - 1)^3*(t^2 - q)*(q + t)*(q - t)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0202] 'F@MZw'

Zeta functions

ask[-]:

(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^9*t^17 - q^11*t^14 - 6*q^10*t^15 + 3*q^9*t^16 - 3*q^7*t^18 + 8*q^11*t^13 - 10*q^10*t^14 + 56*q^9*t^15 - 52*q^8*t^16 + 8*q^7*t^17 + 9*q^6*t^18 - 2*q^12*t^11 + 29*q^11*t^12 - 125*q^10*t^13 + 210*q^9*t^14 - 332*q^8*t^15 + 281*q^7*t^16 - 81*q^6*t^17 - 3*q^5*t^18 - 14*q^12*t^10 + 80*q^11*t^11 - 323*q^10*t^12 + 718*q^9*t^13 - 886*q^8*t^14 + 866*q^7*t^15 - 606*q^6*t^16 + 189*q^5*t^17 - 18*q^4*t^18 + q^3*t^19 - 19*q^12*t^9 + 146*q^11*t^10 - 451*q^10*t^11 + 1022*q^9*t^12 - 1585*q^8*t^13 + 1409*q^7*t^14 - 871*q^6*t^15 + 481*q^5*t^16 - 131*q^4*t^17 + 10*q^3*t^18 - 3*q^12*t^8 + 79*q^11*t^9 - 390*q^10*t^10 + 882*q^9*t^11 - 1349*q^8*t^12 + 1595*q^7*t^13 - 962*q^6*t^14 + 151*q^5*t^15 - 35*q^4*t^16 + 14*q^3*t^17 + 3*q^12*t^7 - 5*q^11*t^8 - 168*q^10*t^9 + 838*q^9*t^10 - 1625*q^8*t^11 + 1870*q^7*t^12 - 1785*q^6*t^13 + 1004*q^5*t^14 - 57*q^4*t^15 - 44*q^3*t^16 + 3*q^2*t^17 + q^12*t^6 + 54*q^11*t^7 - 305*q^10*t^8 + 1118*q^9*t^9 - 2837*q^8*t^10 + 4132*q^7*t^11 - 3672*q^6*t^12 + 2534*q^5*t^13 - 1287*q^4*t^14 + 213*q^3*t^15 - 3*q^2*t^16 + 27*q^11*t^6 - 410*q^10*t^7 + 1371*q^9*t^8 - 2889*q^8*t^9 + 4619*q^7*t^10 - 4843*q^6*t^11 + 2945*q^5*t^12 - 1215*q^4*t^13 + 497*q^3*t^14 - 62*q^2*t^15 - 7*q^11*t^5 + 9*q^10*t^6 + 612*q^9*t^7 - 1723*q^8*t^8 + 2568*q^7*t^9 - 2897*q^6*t^10 + 2282*q^5*t^11 - 809*q^4*t^12 - 42*q^3*t^13 - 3*q^2*t^14 - 2*q*t^15 - 2*q^11*t^4 - 3*q^10*t^5 - 42*q^9*t^6 - 809*q^8*t^7 + 2282*q^7*t^8 - 2897*q^6*t^9 + 2568*q^5*t^10 - 1723*q^4*t^11 + 612*q^3*t^12 + 9*q^2*t^13 - 7*q*t^14 - 62*q^10*t^4 + 497*q^9*t^5 - 1215*q^8*t^6 + 2945*q^7*t^7 - 4843*q^6*t^8 + 4619*q^5*t^9 - 2889*q^4*t^10 + 1371*q^3*t^11 - 410*q^2*t^12 + 27*q*t^13 - 3*q^10*t^3 + 213*q^9*t^4 - 1287*q^8*t^5 + 2534*q^7*t^6 - 3672*q^6*t^7 + 4132*q^5*t^8 - 2837*q^4*t^9 + 1118*q^3*t^10 - 305*q^2*t^11 + 54*q*t^12 + t^13 + 3*q^10*t^2 - 44*q^9*t^3 - 57*q^8*t^4 + 1004*q^7*t^5 - 1785*q^6*t^6 + 1870*q^5*t^7 - 1625*q^4*t^8 + 838*q^3*t^9 - 168*q^2*t^10 - 5*q*t^11 + 3*t^12 + 14*q^9*t^2 - 35*q^8*t^3 + 151*q^7*t^4 - 962*q^6*t^5 + 1595*q^5*t^6 - 1349*q^4*t^7 + 882*q^3*t^8 - 390*q^2*t^9 + 79*q*t^10 - 3*t^11 + 10*q^9*t - 131*q^8*t^2 + 481*q^7*t^3 - 871*q^6*t^4 + 1409*q^5*t^5 - 1585*q^4*t^6 + 1022*q^3*t^7 - 451*q^2*t^8 + 146*q*t^9 - 19*t^10 + q^9 - 18*q^8*t + 189*q^7*t^2 - 606*q^6*t^3 + 866*q^5*t^4 - 886*q^4*t^5 + 718*q^3*t^6 - 323*q^2*t^7 + 80*q*t^8 - 14*t^9 - 3*q^7*t - 81*q^6*t^2 + 281*q^5*t^3 - 332*q^4*t^4 + 210*q^3*t^5 - 125*q^2*t^6 + 29*q*t^7 - 2*t^8 + 9*q^6*t + 8*q^5*t^2 - 52*q^4*t^3 + 56*q^3*t^4 - 10*q^2*t^5 + 8*q*t^6 - 3*q^5*t + 3*q^3*t^3 - 6*q^2*t^4 - q*t^5 + q^3*t^2)/((q*t^2 - 1)^3*(q*t + 1)*(q*t - 1)*(t^2 - q)^2*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0203] 'F@Maw'

Zeta functions

ask[-]:

ask[+]:

(8*q^9*t^10 - 2*q^8*t^11 + 25*q^9*t^9 - 59*q^8*t^10 + 10*q^7*t^11 + 13*q^9*t^8 - 133*q^8*t^9 + 181*q^7*t^10 - 27*q^6*t^11 + q^9*t^7 - 37*q^8*t^8 + 226*q^7*t^9 - 256*q^6*t^10 + 38*q^5*t^11 - q^4*t^12 - 56*q^8*t^7 + 51*q^7*t^8 - 85*q^6*t^9 + 138*q^5*t^10 - 15*q^4*t^11 - 39*q^8*t^6 + 328*q^7*t^7 - 212*q^6*t^8 - 74*q^5*t^9 - 10*q^4*t^10 - 3*q^8*t^5 + 89*q^7*t^6 - 581*q^6*t^7 + 417*q^5*t^8 + 21*q^4*t^9 - 4*q^3*t^10 + 19*q^7*t^5 + 66*q^6*t^6 + 180*q^5*t^7 - 196*q^4*t^8 + 3*q^3*t^9 + 31*q^7*t^4 - 170*q^6*t^5 - 130*q^5*t^6 + 290*q^4*t^7 - 50*q^3*t^8 + 5*q^2*t^9 + 5*q^7*t^3 - 50*q^6*t^4 + 290*q^5*t^5 - 130*q^4*t^6 - 170*q^3*t^7 + 31*q^2*t^8 + 3*q^6*t^3 - 196*q^5*t^4 + 180*q^4*t^5 + 66*q^3*t^6 + 19*q^2*t^7 - 4*q^6*t^2 + 21*q^5*t^3 + 417*q^4*t^4 - 581*q^3*t^5 + 89*q^2*t^6 - 3*q*t^7 - 10*q^5*t^2 - 74*q^4*t^3 - 212*q^3*t^4 + 328*q^2*t^5 - 39*q*t^6 - 15*q^5*t + 138*q^4*t^2 - 85*q^3*t^3 + 51*q^2*t^4 - 56*q*t^5 - q^5 + 38*q^4*t - 256*q^3*t^2 + 226*q^2*t^3 - 37*q*t^4 + t^5 - 27*q^3*t + 181*q^2*t^2 - 133*q*t^3 + 13*t^4 + 10*q^2*t - 59*q*t^2 + 25*t^3 - 2*q*t + 8*t^2)/((q*t^2 - 1)^3*(q*t + 1)*(q*t - 1)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0204] 'F@N@w'

Zeta functions

ask[-]:

-(q^5*t + q^4 - 2*q^3*t - 2*q^2*t + q*t^2 + t)/((q^2*t - 1)*(q*t - 1)^2*q^4)

ask[+]:

(3*q^9*t^13 + q^11*t^10 - 5*q^10*t^11 + q^9*t^12 - 12*q^8*t^13 + 2*q^11*t^9 + 4*q^10*t^10 - 3*q^9*t^11 + 4*q^8*t^12 + 17*q^7*t^13 - 11*q^11*t^8 + 13*q^10*t^9 - 49*q^9*t^10 + 90*q^8*t^11 - 48*q^7*t^12 - q^6*t^13 + 60*q^10*t^8 - 75*q^9*t^9 + 102*q^8*t^10 - 167*q^7*t^11 + 86*q^6*t^12 - 22*q^5*t^13 + q^4*t^14 - q^11*t^6 - 20*q^10*t^7 - 91*q^9*t^8 + 129*q^8*t^9 - 67*q^7*t^10 + 64*q^6*t^11 - 14*q^5*t^12 + 9*q^4*t^13 + 23*q^10*t^6 + 3*q^9*t^7 + 94*q^8*t^8 - 230*q^7*t^9 + 130*q^6*t^10 - 21*q^5*t^11 - 20*q^4*t^12 + 8*q^10*t^5 - 111*q^9*t^6 + 209*q^8*t^7 - 189*q^7*t^8 + 315*q^6*t^9 - 249*q^5*t^10 + 66*q^4*t^11 + 2*q^3*t^12 - 2*q^10*t^4 + 9*q^9*t^5 + 83*q^8*t^6 - 271*q^7*t^7 + 105*q^6*t^8 - 2*q^5*t^9 + 60*q^4*t^10 - 15*q^3*t^11 + 3*q^9*t^4 - 39*q^8*t^5 + 121*q^7*t^6 + 43*q^6*t^7 - 56*q^5*t^8 - 92*q^4*t^9 + 28*q^3*t^10 - 5*q^2*t^11 - 5*q^9*t^3 + 28*q^8*t^4 - 92*q^7*t^5 - 56*q^6*t^6 + 43*q^5*t^7 + 121*q^4*t^8 - 39*q^3*t^9 + 3*q^2*t^10 - 15*q^8*t^3 + 60*q^7*t^4 - 2*q^6*t^5 + 105*q^5*t^6 - 271*q^4*t^7 + 83*q^3*t^8 + 9*q^2*t^9 - 2*q*t^10 + 2*q^8*t^2 + 66*q^7*t^3 - 249*q^6*t^4 + 315*q^5*t^5 - 189*q^4*t^6 + 209*q^3*t^7 - 111*q^2*t^8 + 8*q*t^9 - 20*q^7*t^2 - 21*q^6*t^3 + 130*q^5*t^4 - 230*q^4*t^5 + 94*q^3*t^6 + 3*q^2*t^7 + 23*q*t^8 + 9*q^7*t - 14*q^6*t^2 + 64*q^5*t^3 - 67*q^4*t^4 + 129*q^3*t^5 - 91*q^2*t^6 - 20*q*t^7 - t^8 + q^7 - 22*q^6*t + 86*q^5*t^2 - 167*q^4*t^3 + 102*q^3*t^4 - 75*q^2*t^5 + 60*q*t^6 - q^5*t - 48*q^4*t^2 + 90*q^3*t^3 - 49*q^2*t^4 + 13*q*t^5 - 11*t^6 + 17*q^4*t + 4*q^3*t^2 - 3*q^2*t^3 + 4*q*t^4 + 2*t^5 - 12*q^3*t + q^2*t^2 - 5*q*t^3 + t^4 + 3*q^2*t)/((q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^3*(t^2 - q)*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 5], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0205] 'F@NBw'

Zeta functions

ask[-]:

-(q^5*t^3 - 2*q^5*t^2 + 2*q^4*t^2 - 2*q^3*t^3 + 3*q^3*t^2 - 3*q^2*t^3 + q*t^4 + q^4 - 3*q^3*t + 3*q^2*t^2 - 2*q^2*t + 2*q*t^2 - 2*t^2 + t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^13*t^14 + q^12*t^15 + q^11*t^16 - q^10*t^17 - q^14*t^12 - 3*q^13*t^13 - 13*q^12*t^14 - 4*q^11*t^15 - 4*q^10*t^16 + 3*q^9*t^17 - 2*q^8*t^18 - 3*q^15*t^10 + 30*q^14*t^11 - 55*q^13*t^12 + 59*q^12*t^13 + 18*q^11*t^14 + 16*q^10*t^15 + 10*q^9*t^16 + q^8*t^17 + 8*q^7*t^18 - 27*q^15*t^9 + 129*q^14*t^10 - 357*q^13*t^11 + 463*q^12*t^12 - 329*q^11*t^13 + 62*q^10*t^14 - 85*q^9*t^15 - 6*q^8*t^16 - 20*q^7*t^17 - 10*q^6*t^18 - 48*q^15*t^8 + 338*q^14*t^9 - 853*q^13*t^10 + 1415*q^12*t^11 - 1300*q^11*t^12 + 752*q^10*t^13 - 288*q^9*t^14 + 260*q^8*t^15 - 10*q^7*t^16 + 40*q^6*t^17 - 39*q^15*t^7 + 354*q^14*t^8 - 1298*q^13*t^9 + 2037*q^12*t^10 - 2275*q^11*t^11 + 1478*q^10*t^12 - 827*q^9*t^13 + 432*q^8*t^14 - 195*q^7*t^15 - 199*q^6*t^16 + 25*q^5*t^17 + 3*q^4*t^18 - 12*q^15*t^6 + 183*q^14*t^7 - 889*q^13*t^8 + 2181*q^12*t^9 - 2018*q^11*t^10 + 1428*q^10*t^11 - 515*q^9*t^12 + 239*q^8*t^13 + 301*q^7*t^14 - 734*q^6*t^15 + 778*q^5*t^16 - 183*q^4*t^17 + 16*q^3*t^18 - q^2*t^19 + 97*q^14*t^6 - 580*q^13*t^7 + 1615*q^12*t^8 - 2679*q^11*t^9 + 1291*q^10*t^10 - 497*q^9*t^11 - 374*q^8*t^12 + 1088*q^7*t^13 - 1876*q^6*t^14 + 1712*q^5*t^15 - 968*q^4*t^16 + 173*q^3*t^17 - 10*q^2*t^18 + 102*q^14*t^5 - 764*q^13*t^6 + 2176*q^12*t^7 - 3441*q^11*t^8 + 3839*q^10*t^9 - 1442*q^9*t^10 + 618*q^8*t^11 + 862*q^7*t^12 - 2062*q^6*t^13 + 2090*q^5*t^14 - 1187*q^4*t^15 + 429*q^3*t^16 - 41*q^2*t^17 + 51*q^14*t^4 - 596*q^13*t^5 + 2311*q^12*t^6 - 4156*q^11*t^7 + 4070*q^10*t^8 - 3238*q^9*t^9 + 799*q^8*t^10 - 534*q^7*t^11 - 1191*q^6*t^12 + 2091*q^5*t^13 - 1277*q^4*t^14 + 377*q^3*t^15 - 63*q^2*t^16 + 7*q^14*t^3 - 168*q^13*t^4 + 1079*q^12*t^5 - 2780*q^11*t^6 + 3077*q^10*t^7 - 1279*q^9*t^8 + 790*q^8*t^9 + 790*q^7*t^10 - 1279*q^6*t^11 + 3077*q^5*t^12 - 2780*q^4*t^13 + 1079*q^3*t^14 - 168*q^2*t^15 + 7*q*t^16 - 63*q^13*t^3 + 377*q^12*t^4 - 1277*q^11*t^5 + 2091*q^10*t^6 - 1191*q^9*t^7 - 534*q^8*t^8 + 799*q^7*t^9 - 3238*q^6*t^10 + 4070*q^5*t^11 - 4156*q^4*t^12 + 2311*q^3*t^13 - 596*q^2*t^14 + 51*q*t^15 - 41*q^13*t^2 + 429*q^12*t^3 - 1187*q^11*t^4 + 2090*q^10*t^5 - 2062*q^9*t^6 + 862*q^8*t^7 + 618*q^7*t^8 - 1442*q^6*t^9 + 3839*q^5*t^10 - 3441*q^4*t^11 + 2176*q^3*t^12 - 764*q^2*t^13 + 102*q*t^14 - 10*q^13*t + 173*q^12*t^2 - 968*q^11*t^3 + 1712*q^10*t^4 - 1876*q^9*t^5 + 1088*q^8*t^6 - 374*q^7*t^7 - 497*q^6*t^8 + 1291*q^5*t^9 - 2679*q^4*t^10 + 1615*q^3*t^11 - 580*q^2*t^12 + 97*q*t^13 - q^13 + 16*q^12*t - 183*q^11*t^2 + 778*q^10*t^3 - 734*q^9*t^4 + 301*q^8*t^5 + 239*q^7*t^6 - 515*q^6*t^7 + 1428*q^5*t^8 - 2018*q^4*t^9 + 2181*q^3*t^10 - 889*q^2*t^11 + 183*q*t^12 - 12*t^13 + 3*q^11*t + 25*q^10*t^2 - 199*q^9*t^3 - 195*q^8*t^4 + 432*q^7*t^5 - 827*q^6*t^6 + 1478*q^5*t^7 - 2275*q^4*t^8 + 2037*q^3*t^9 - 1298*q^2*t^10 + 354*q*t^11 - 39*t^12 + 40*q^9*t^2 - 10*q^8*t^3 + 260*q^7*t^4 - 288*q^6*t^5 + 752*q^5*t^6 - 1300*q^4*t^7 + 1415*q^3*t^8 - 853*q^2*t^9 + 338*q*t^10 - 48*t^11 - 10*q^9*t - 20*q^8*t^2 - 6*q^7*t^3 - 85*q^6*t^4 + 62*q^5*t^5 - 329*q^4*t^6 + 463*q^3*t^7 - 357*q^2*t^8 + 129*q*t^9 - 27*t^10 + 8*q^8*t + q^7*t^2 + 10*q^6*t^3 + 16*q^5*t^4 + 18*q^4*t^5 + 59*q^3*t^6 - 55*q^2*t^7 + 30*q*t^8 - 3*t^9 - 2*q^7*t + 3*q^6*t^2 - 4*q^5*t^3 - 4*q^4*t^4 - 13*q^3*t^5 - 3*q^2*t^6 - q*t^7 - q^5*t^2 + q^4*t^3 + q^3*t^4 + 2*q^2*t^5)/((q^3 - t^2)*(q*t^2 - 1)^3*(q^2 - t)*(t^2 - q)*(q - t)*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0206] 'F@NFw'

Zeta functions

ask[-]:

(q^5*t^2 - 3*q^3*t^2 - q^4 + q^3*t - q^2*t^2 + q*t^3 + 3*q^2*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(q^22*t^5 - 2*q^21*t^6 + 3*q^20*t^7 + 2*q^19*t^8 - 2*q^18*t^9 + q^16*t^11 + 4*q^22*t^4 - 20*q^21*t^5 + 5*q^20*t^6 + 4*q^19*t^7 - 11*q^18*t^8 - q^17*t^9 - 6*q^16*t^10 - q^15*t^11 + 2*q^14*t^12 + 16*q^22*t^3 - 44*q^21*t^4 + 70*q^20*t^5 + 39*q^19*t^6 - 49*q^18*t^7 + 23*q^17*t^8 + 14*q^16*t^9 + 23*q^15*t^10 - 7*q^14*t^11 - 5*q^13*t^12 + q^12*t^13 + 19*q^22*t^2 - 95*q^21*t^3 + 92*q^20*t^4 - 21*q^19*t^5 - 143*q^18*t^6 + 29*q^17*t^7 - 26*q^16*t^8 + 20*q^15*t^9 - 21*q^14*t^10 + 7*q^13*t^11 - 4*q^12*t^12 - 6*q^11*t^13 - q^10*t^14 + 7*q^22*t - 65*q^21*t^2 + 135*q^20*t^3 + 37*q^19*t^4 - 118*q^18*t^5 + 27*q^17*t^6 + 94*q^16*t^7 + 110*q^15*t^8 - 96*q^14*t^9 - 46*q^13*t^10 + 43*q^12*t^11 + 31*q^11*t^12 + 13*q^10*t^13 + 2*q^9*t^14 + q^22 - 14*q^21*t + 28*q^20*t^2 + 33*q^19*t^3 - 118*q^18*t^4 - 40*q^17*t^5 + 203*q^16*t^6 + 35*q^15*t^7 - 206*q^14*t^8 - 2*q^13*t^9 + 73*q^12*t^10 - 89*q^11*t^11 - 53*q^10*t^12 - 11*q^9*t^13 - 2*q^7*t^15 + 3*q^20*t + 52*q^19*t^2 - 122*q^18*t^3 - 129*q^17*t^4 + 117*q^16*t^5 + 77*q^15*t^6 - 170*q^14*t^7 - 33*q^13*t^8 + 201*q^12*t^9 + 89*q^11*t^10 + 34*q^10*t^11 + 20*q^9*t^12 + 9*q^8*t^13 + 8*q^7*t^14 + 9*q^6*t^15 - 2*q^19*t - 6*q^18*t^2 + 74*q^17*t^3 + 124*q^16*t^4 + 117*q^15*t^5 - 217*q^14*t^6 - 104*q^13*t^7 + 162*q^12*t^8 - 53*q^11*t^9 - 204*q^10*t^10 - 17*q^9*t^11 + 87*q^8*t^12 - 43*q^7*t^13 - 36*q^6*t^14 - 14*q^5*t^15 - 7*q^18*t - 45*q^17*t^2 - 68*q^16*t^3 + 62*q^15*t^4 - 101*q^14*t^5 - 15*q^13*t^6 + 129*q^12*t^7 - 129*q^10*t^9 + 15*q^9*t^10 + 101*q^8*t^11 - 62*q^7*t^12 + 68*q^6*t^13 + 45*q^5*t^14 + 7*q^4*t^15 + 14*q^17*t + 36*q^16*t^2 + 43*q^15*t^3 - 87*q^14*t^4 + 17*q^13*t^5 + 204*q^12*t^6 + 53*q^11*t^7 - 162*q^10*t^8 + 104*q^9*t^9 + 217*q^8*t^10 - 117*q^7*t^11 - 124*q^6*t^12 - 74*q^5*t^13 + 6*q^4*t^14 + 2*q^3*t^15 - 9*q^16*t - 8*q^15*t^2 - 9*q^14*t^3 - 20*q^13*t^4 - 34*q^12*t^5 - 89*q^11*t^6 - 201*q^10*t^7 + 33*q^9*t^8 + 170*q^8*t^9 - 77*q^7*t^10 - 117*q^6*t^11 + 129*q^5*t^12 + 122*q^4*t^13 - 52*q^3*t^14 - 3*q^2*t^15 + 2*q^15*t + 11*q^13*t^3 + 53*q^12*t^4 + 89*q^11*t^5 - 73*q^10*t^6 + 2*q^9*t^7 + 206*q^8*t^8 - 35*q^7*t^9 - 203*q^6*t^10 + 40*q^5*t^11 + 118*q^4*t^12 - 33*q^3*t^13 - 28*q^2*t^14 + 14*q*t^15 - t^16 - 2*q^13*t^2 - 13*q^12*t^3 - 31*q^11*t^4 - 43*q^10*t^5 + 46*q^9*t^6 + 96*q^8*t^7 - 110*q^7*t^8 - 94*q^6*t^9 - 27*q^5*t^10 + 118*q^4*t^11 - 37*q^3*t^12 - 135*q^2*t^13 + 65*q*t^14 - 7*t^15 + q^12*t^2 + 6*q^11*t^3 + 4*q^10*t^4 - 7*q^9*t^5 + 21*q^8*t^6 - 20*q^7*t^7 + 26*q^6*t^8 - 29*q^5*t^9 + 143*q^4*t^10 + 21*q^3*t^11 - 92*q^2*t^12 + 95*q*t^13 - 19*t^14 - q^10*t^3 + 5*q^9*t^4 + 7*q^8*t^5 - 23*q^7*t^6 - 14*q^6*t^7 - 23*q^5*t^8 + 49*q^4*t^9 - 39*q^3*t^10 - 70*q^2*t^11 + 44*q*t^12 - 16*t^13 - 2*q^8*t^4 + q^7*t^5 + 6*q^6*t^6 + q^5*t^7 + 11*q^4*t^8 - 4*q^3*t^9 - 5*q^2*t^10 + 20*q*t^11 - 4*t^12 - q^6*t^5 + 2*q^4*t^7 - 2*q^3*t^8 - 3*q^2*t^9 + 2*q*t^10 - t^11)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)*(t^2 - q)*(q + t)*(q - t)*q^6*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0207] 'F@NJw'

Zeta functions

ask[-]:

-(q^4*t^2 - q^4*t - q^4 + 2*q^3*t - 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + t^3 + t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^15*t^15 - q^13*t^17 + q^12*t^18 - q^11*t^19 + q^16*t^13 - q^15*t^14 - 15*q^14*t^15 - 11*q^13*t^16 + 12*q^12*t^17 + 5*q^11*t^18 - q^10*t^19 + q^8*t^21 - q^16*t^12 - 4*q^15*t^13 + 9*q^14*t^14 + 45*q^13*t^15 + 50*q^12*t^16 - 24*q^11*t^17 - 44*q^10*t^18 + q^9*t^19 + 5*q^8*t^20 - 4*q^7*t^21 - 14*q^16*t^11 + 35*q^15*t^12 - 39*q^14*t^13 + 44*q^13*t^14 - 101*q^12*t^15 - 167*q^11*t^16 + 75*q^10*t^17 + 80*q^9*t^18 + 40*q^8*t^19 - 15*q^7*t^20 + 3*q^6*t^21 + 6*q^17*t^9 - 32*q^16*t^10 + 188*q^15*t^11 - 330*q^14*t^12 + 246*q^13*t^13 - 13*q^12*t^14 - 216*q^11*t^15 + 569*q^10*t^16 - 146*q^9*t^17 - 182*q^8*t^18 - 55*q^7*t^19 - 5*q^6*t^20 + 9*q^5*t^21 + 12*q^17*t^8 - 106*q^16*t^9 + 308*q^15*t^10 - 739*q^14*t^11 + 569*q^13*t^12 + 358*q^12*t^13 - 1027*q^11*t^14 + 972*q^10*t^15 - 447*q^9*t^16 - 446*q^8*t^17 + 565*q^7*t^18 - q^6*t^19 + 31*q^5*t^20 - 16*q^4*t^21 + 12*q^17*t^7 - 109*q^16*t^8 + 429*q^15*t^9 - 547*q^14*t^10 + 434*q^13*t^11 + 957*q^12*t^12 - 2199*q^11*t^13 + 1368*q^10*t^14 + 285*q^9*t^15 - 1276*q^8*t^16 + 1216*q^7*t^17 - 470*q^6*t^18 - 226*q^5*t^19 + 58*q^4*t^20 - 5*q^3*t^21 + q^2*t^22 + 4*q^17*t^6 - 41*q^16*t^7 + 178*q^15*t^8 - 469*q^14*t^9 - 282*q^13*t^10 + 1094*q^12*t^11 - 1946*q^11*t^12 + 1195*q^10*t^13 + 1329*q^9*t^14 - 2174*q^8*t^15 + 1245*q^7*t^16 - 41*q^6*t^17 - 409*q^5*t^18 + 444*q^4*t^19 - 85*q^3*t^20 + 6*q^2*t^21 - 14*q^16*t^6 + 70*q^15*t^7 - 267*q^14*t^8 + 810*q^13*t^9 + 301*q^12*t^10 - 719*q^11*t^11 + 361*q^10*t^12 + 226*q^9*t^13 - 1395*q^8*t^14 + 538*q^7*t^15 + 586*q^6*t^16 - 757*q^5*t^17 + 358*q^4*t^18 - 182*q^3*t^19 + 18*q^2*t^20 - 35*q^16*t^5 + 257*q^15*t^6 - 696*q^14*t^7 + 1262*q^13*t^8 - 1704*q^12*t^9 - 1121*q^11*t^10 + 2402*q^10*t^11 - 1358*q^9*t^12 + 603*q^8*t^13 + 1163*q^7*t^14 - 663*q^6*t^15 - 170*q^5*t^16 + 171*q^4*t^17 + 7*q^3*t^18 + 12*q^2*t^19 - 20*q^16*t^4 + 237*q^15*t^5 - 855*q^14*t^6 + 1107*q^13*t^7 - 132*q^12*t^8 - 1591*q^11*t^9 + 5128*q^10*t^10 - 3010*q^9*t^11 - 1860*q^8*t^12 + 2770*q^7*t^13 - 2779*q^6*t^14 + 699*q^5*t^15 + 474*q^4*t^16 - 275*q^3*t^17 + 32*q^2*t^18 - 3*q*t^19 - 3*q^16*t^3 + 32*q^15*t^4 - 275*q^14*t^5 + 474*q^13*t^6 + 699*q^12*t^7 - 2779*q^11*t^8 + 2770*q^10*t^9 - 1860*q^9*t^10 - 3010*q^8*t^11 + 5128*q^7*t^12 - 1591*q^6*t^13 - 132*q^5*t^14 + 1107*q^4*t^15 - 855*q^3*t^16 + 237*q^2*t^17 - 20*q*t^18 + 12*q^15*t^3 + 7*q^14*t^4 + 171*q^13*t^5 - 170*q^12*t^6 - 663*q^11*t^7 + 1163*q^10*t^8 + 603*q^9*t^9 - 1358*q^8*t^10 + 2402*q^7*t^11 - 1121*q^6*t^12 - 1704*q^5*t^13 + 1262*q^4*t^14 - 696*q^3*t^15 + 257*q^2*t^16 - 35*q*t^17 + 18*q^15*t^2 - 182*q^14*t^3 + 358*q^13*t^4 - 757*q^12*t^5 + 586*q^11*t^6 + 538*q^10*t^7 - 1395*q^9*t^8 + 226*q^8*t^9 + 361*q^7*t^10 - 719*q^6*t^11 + 301*q^5*t^12 + 810*q^4*t^13 - 267*q^3*t^14 + 70*q^2*t^15 - 14*q*t^16 + 6*q^15*t - 85*q^14*t^2 + 444*q^13*t^3 - 409*q^12*t^4 - 41*q^11*t^5 + 1245*q^10*t^6 - 2174*q^9*t^7 + 1329*q^8*t^8 + 1195*q^7*t^9 - 1946*q^6*t^10 + 1094*q^5*t^11 - 282*q^4*t^12 - 469*q^3*t^13 + 178*q^2*t^14 - 41*q*t^15 + 4*t^16 + q^15 - 5*q^14*t + 58*q^13*t^2 - 226*q^12*t^3 - 470*q^11*t^4 + 1216*q^10*t^5 - 1276*q^9*t^6 + 285*q^8*t^7 + 1368*q^7*t^8 - 2199*q^6*t^9 + 957*q^5*t^10 + 434*q^4*t^11 - 547*q^3*t^12 + 429*q^2*t^13 - 109*q*t^14 + 12*t^15 - 16*q^13*t + 31*q^12*t^2 - q^11*t^3 + 565*q^10*t^4 - 446*q^9*t^5 - 447*q^8*t^6 + 972*q^7*t^7 - 1027*q^6*t^8 + 358*q^5*t^9 + 569*q^4*t^10 - 739*q^3*t^11 + 308*q^2*t^12 - 106*q*t^13 + 12*t^14 + 9*q^12*t - 5*q^11*t^2 - 55*q^10*t^3 - 182*q^9*t^4 - 146*q^8*t^5 + 569*q^7*t^6 - 216*q^6*t^7 - 13*q^5*t^8 + 246*q^4*t^9 - 330*q^3*t^10 + 188*q^2*t^11 - 32*q*t^12 + 6*t^13 + 3*q^11*t - 15*q^10*t^2 + 40*q^9*t^3 + 80*q^8*t^4 + 75*q^7*t^5 - 167*q^6*t^6 - 101*q^5*t^7 + 44*q^4*t^8 - 39*q^3*t^9 + 35*q^2*t^10 - 14*q*t^11 - 4*q^10*t + 5*q^9*t^2 + q^8*t^3 - 44*q^7*t^4 - 24*q^6*t^5 + 50*q^5*t^6 + 45*q^4*t^7 + 9*q^3*t^8 - 4*q^2*t^9 - q*t^10 + q^9*t - q^7*t^3 + 5*q^6*t^4 + 12*q^5*t^5 - 11*q^4*t^6 - 15*q^3*t^7 - q^2*t^8 + q*t^9 - q^6*t^3 + q^5*t^4 - q^4*t^5 + 2*q^2*t^7)/((q*t^2 - 1)^3*(q^2 - t)^2*(t^2 - q)^2*(q + t)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0208] 'F@NMg'

Zeta functions

ask[-]:

(q^4*t^2 - 2*q^4*t + 2*q^3*t^2 - q^4 + 2*q^3*t - 6*q^2*t^2 + 6*q^2*t - 2*q*t^2 + t^3 - 2*q*t + 2*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^14*t^12 + 2*q^13*t^13 - 2*q^16*t^9 - 5*q^15*t^10 + q^14*t^11 - 2*q^13*t^12 - 18*q^12*t^13 - 7*q^11*t^14 + q^10*t^15 - 5*q^16*t^8 + 18*q^15*t^9 + 18*q^14*t^10 + q^13*t^11 - 7*q^12*t^12 + 41*q^11*t^13 + 37*q^10*t^14 + q^8*t^16 + 8*q^17*t^6 - 22*q^16*t^7 + 63*q^15*t^8 - 50*q^14*t^9 - 95*q^13*t^10 + 33*q^12*t^11 + 15*q^11*t^12 - 41*q^10*t^13 - 62*q^9*t^14 - 10*q^8*t^15 - 7*q^7*t^16 + 15*q^17*t^5 - 83*q^16*t^6 + 107*q^15*t^7 - 56*q^14*t^8 - 190*q^13*t^9 + 352*q^12*t^10 + 36*q^11*t^11 - 180*q^10*t^12 + 74*q^9*t^13 + 24*q^8*t^14 + 8*q^7*t^15 + 17*q^6*t^16 + 10*q^17*t^4 - 79*q^16*t^5 + 144*q^15*t^6 + 113*q^14*t^7 - 476*q^13*t^8 + 550*q^12*t^9 - 2*q^11*t^10 - 687*q^10*t^11 + 363*q^9*t^12 + 67*q^8*t^13 - 44*q^7*t^14 + 40*q^6*t^15 - 15*q^5*t^16 + q^17*t^3 - 21*q^16*t^4 + 42*q^15*t^5 + 170*q^14*t^6 - 637*q^13*t^7 + 478*q^12*t^8 + 474*q^11*t^9 - 1126*q^10*t^10 + 665*q^9*t^11 + 417*q^8*t^12 - 493*q^7*t^13 + 73*q^6*t^14 - 46*q^5*t^15 - 9*q^4*t^16 - 4*q^16*t^3 + 32*q^15*t^4 + 67*q^14*t^5 - 255*q^13*t^6 + 116*q^12*t^7 + 753*q^11*t^8 - 1195*q^10*t^9 + 217*q^9*t^10 + 965*q^8*t^11 - 960*q^7*t^12 + 113*q^6*t^13 + 205*q^5*t^14 - 40*q^4*t^15 + 26*q^3*t^16 - 16*q^16*t^2 + 84*q^15*t^3 - 163*q^14*t^4 - 49*q^13*t^5 + 54*q^12*t^6 + 232*q^11*t^7 - 462*q^10*t^8 - 236*q^9*t^9 + 1029*q^8*t^10 - 714*q^7*t^11 - 327*q^6*t^12 + 555*q^5*t^13 - 192*q^4*t^14 - 13*q^3*t^15 - q^2*t^16 - q*t^17 - 5*q^16*t + 60*q^15*t^2 - 115*q^14*t^3 - 98*q^13*t^4 + 599*q^12*t^5 - 370*q^11*t^6 - 121*q^10*t^7 + 226*q^9*t^8 + 226*q^8*t^9 - 121*q^7*t^10 - 370*q^6*t^11 + 599*q^5*t^12 - 98*q^4*t^13 - 115*q^3*t^14 + 60*q^2*t^15 - 5*q*t^16 - q^16 - q^15*t - 13*q^14*t^2 - 192*q^13*t^3 + 555*q^12*t^4 - 327*q^11*t^5 - 714*q^10*t^6 + 1029*q^9*t^7 - 236*q^8*t^8 - 462*q^7*t^9 + 232*q^6*t^10 + 54*q^5*t^11 - 49*q^4*t^12 - 163*q^3*t^13 + 84*q^2*t^14 - 16*q*t^15 + 26*q^14*t - 40*q^13*t^2 + 205*q^12*t^3 + 113*q^11*t^4 - 960*q^10*t^5 + 965*q^9*t^6 + 217*q^8*t^7 - 1195*q^7*t^8 + 753*q^6*t^9 + 116*q^5*t^10 - 255*q^4*t^11 + 67*q^3*t^12 + 32*q^2*t^13 - 4*q*t^14 - 9*q^13*t - 46*q^12*t^2 + 73*q^11*t^3 - 493*q^10*t^4 + 417*q^9*t^5 + 665*q^8*t^6 - 1126*q^7*t^7 + 474*q^6*t^8 + 478*q^5*t^9 - 637*q^4*t^10 + 170*q^3*t^11 + 42*q^2*t^12 - 21*q*t^13 + t^14 - 15*q^12*t + 40*q^11*t^2 - 44*q^10*t^3 + 67*q^9*t^4 + 363*q^8*t^5 - 687*q^7*t^6 - 2*q^6*t^7 + 550*q^5*t^8 - 476*q^4*t^9 + 113*q^3*t^10 + 144*q^2*t^11 - 79*q*t^12 + 10*t^13 + 17*q^11*t + 8*q^10*t^2 + 24*q^9*t^3 + 74*q^8*t^4 - 180*q^7*t^5 + 36*q^6*t^6 + 352*q^5*t^7 - 190*q^4*t^8 - 56*q^3*t^9 + 107*q^2*t^10 - 83*q*t^11 + 15*t^12 - 7*q^10*t - 10*q^9*t^2 - 62*q^8*t^3 - 41*q^7*t^4 + 15*q^6*t^5 + 33*q^5*t^6 - 95*q^4*t^7 - 50*q^3*t^8 + 63*q^2*t^9 - 22*q*t^10 + 8*t^11 + q^9*t + 37*q^7*t^3 + 41*q^6*t^4 - 7*q^5*t^5 + q^4*t^6 + 18*q^3*t^7 + 18*q^2*t^8 - 5*q*t^9 + q^7*t^2 - 7*q^6*t^3 - 18*q^5*t^4 - 2*q^4*t^5 + q^3*t^6 - 5*q^2*t^7 - 2*q*t^8 + 2*q^4*t^4 + 2*q^3*t^5)/((q*t^2 - 1)^2*(q^2 - t)^3*(t^2 - q)*(q + t)*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 6], [4, 5], [5, 6]]

[0209] 'F@NNg'

Zeta functions

ask[-]:

(q^5*t - 2*q^4*t^2 + q^5 + q^3*t^2 - 5*q^3*t + 5*q^2*t^2 - q^2*t - t^3 + 2*q*t - t^2)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^6*t^9 - q^8*t^6 - 3*q^7*t^7 + 2*q^6*t^8 - 4*q^5*t^9 + q^8*t^5 + 12*q^7*t^6 - 4*q^5*t^8 + 5*q^4*t^9 + 3*q^9*t^3 - 19*q^8*t^4 + 40*q^7*t^5 - 91*q^6*t^6 + 72*q^5*t^7 - 25*q^4*t^8 + 5*q^3*t^9 + 9*q^9*t^2 - 49*q^8*t^3 + 132*q^7*t^4 - 186*q^6*t^5 + 205*q^5*t^6 - 140*q^4*t^7 + 49*q^3*t^8 - 14*q^2*t^9 + 3*q^9*t - 42*q^8*t^2 + 129*q^7*t^3 - 208*q^6*t^4 + 159*q^5*t^5 - 44*q^4*t^6 - 20*q^3*t^7 + 24*q^2*t^8 - 2*q*t^9 + t^10 + q^9 - 2*q^8*t + 24*q^7*t^2 - 20*q^6*t^3 - 44*q^5*t^4 + 159*q^4*t^5 - 208*q^3*t^6 + 129*q^2*t^7 - 42*q*t^8 + 3*t^9 - 14*q^7*t + 49*q^6*t^2 - 140*q^5*t^3 + 205*q^4*t^4 - 186*q^3*t^5 + 132*q^2*t^6 - 49*q*t^7 + 9*t^8 + 5*q^6*t - 25*q^5*t^2 + 72*q^4*t^3 - 91*q^3*t^4 + 40*q^2*t^5 - 19*q*t^6 + 3*t^7 + 5*q^5*t - 4*q^4*t^2 + 12*q^2*t^4 + q*t^5 - 4*q^4*t + 2*q^3*t^2 - 3*q^2*t^3 - q*t^4 + q^3*t)/((q*t^2 - 1)*(t^2 - q)*(q - t)^2*q^6*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0210] 'F@N]w'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(2*q^10*t^11 - 4*q^8*t^13 - 2*q^11*t^9 + 6*q^10*t^10 - 8*q^9*t^11 + q^8*t^12 + 12*q^7*t^13 + q^6*t^14 + 2*q^12*t^7 - 17*q^11*t^8 + 37*q^10*t^9 - 65*q^9*t^10 + 50*q^8*t^11 - 9*q^7*t^12 - 5*q^6*t^13 - q^5*t^14 + 11*q^12*t^6 - 54*q^11*t^7 + 154*q^10*t^8 - 206*q^9*t^9 + 178*q^8*t^10 - 80*q^7*t^11 - 41*q^6*t^12 - 2*q^5*t^13 - 8*q^4*t^14 + 13*q^12*t^5 - 101*q^11*t^6 + 257*q^10*t^7 - 357*q^9*t^8 + 217*q^8*t^9 + 70*q^7*t^10 - 158*q^6*t^11 + 197*q^5*t^12 - 15*q^4*t^13 + 17*q^3*t^14 + 9*q^12*t^4 - 60*q^11*t^5 + 231*q^10*t^6 - 253*q^9*t^7 - 41*q^8*t^8 + 437*q^7*t^9 - 599*q^6*t^10 + 286*q^5*t^11 - 124*q^4*t^12 - 33*q^3*t^13 - q*t^15 + q^12*t^3 - 28*q^11*t^4 + 33*q^10*t^5 - 106*q^9*t^6 - 229*q^8*t^7 + 593*q^7*t^8 - 543*q^6*t^9 + 238*q^5*t^10 + 155*q^4*t^11 - 115*q^3*t^12 + 55*q^2*t^13 - 4*q*t^14 - 8*q^11*t^3 + 78*q^10*t^4 - 43*q^9*t^5 + 130*q^8*t^6 + 157*q^7*t^7 - 167*q^6*t^8 - 170*q^5*t^9 + 230*q^4*t^10 - 271*q^3*t^11 + 83*q^2*t^12 - 13*q*t^13 - 13*q^11*t^2 + 83*q^10*t^3 - 271*q^9*t^4 + 230*q^8*t^5 - 170*q^7*t^6 - 167*q^6*t^7 + 157*q^5*t^8 + 130*q^4*t^9 - 43*q^3*t^10 + 78*q^2*t^11 - 8*q*t^12 - 4*q^11*t + 55*q^10*t^2 - 115*q^9*t^3 + 155*q^8*t^4 + 238*q^7*t^5 - 543*q^6*t^6 + 593*q^5*t^7 - 229*q^4*t^8 - 106*q^3*t^9 + 33*q^2*t^10 - 28*q*t^11 + t^12 - q^11 - 33*q^9*t^2 - 124*q^8*t^3 + 286*q^7*t^4 - 599*q^6*t^5 + 437*q^5*t^6 - 41*q^4*t^7 - 253*q^3*t^8 + 231*q^2*t^9 - 60*q*t^10 + 9*t^11 + 17*q^9*t - 15*q^8*t^2 + 197*q^7*t^3 - 158*q^6*t^4 + 70*q^5*t^5 + 217*q^4*t^6 - 357*q^3*t^7 + 257*q^2*t^8 - 101*q*t^9 + 13*t^10 - 8*q^8*t - 2*q^7*t^2 - 41*q^6*t^3 - 80*q^5*t^4 + 178*q^4*t^5 - 206*q^3*t^6 + 154*q^2*t^7 - 54*q*t^8 + 11*t^9 - q^7*t - 5*q^6*t^2 - 9*q^5*t^3 + 50*q^4*t^4 - 65*q^3*t^5 + 37*q^2*t^6 - 17*q*t^7 + 2*t^8 + q^6*t + 12*q^5*t^2 + q^4*t^3 - 8*q^3*t^4 + 6*q^2*t^5 - 2*q*t^6 - 4*q^4*t^2 + 2*q^2*t^4)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0211] 'F@N^O'

Zeta functions

ask[-]:

(2*q^9*t^3 - 4*q^9*t^2 - q^8*t^3 - 2*q^7*t^4 - q^6*t^5 + q^10 + 2*q^8*t^2 + 3*q^7*t^3 - q^6*t^4 + 3*q^5*t^5 - 4*q^8*t + 12*q^7*t^2 - 3*q^6*t^3 + 2*q^5*t^4 + q^4*t^5 - 5*q^7*t + 6*q^6*t^2 - 22*q^5*t^3 + 6*q^4*t^4 - 5*q^3*t^5 + q^6*t + 2*q^5*t^2 - 3*q^4*t^3 + 12*q^3*t^4 - 4*q^2*t^5 + 3*q^5*t - q^4*t^2 + 3*q^3*t^3 + 2*q^2*t^4 + t^6 - q^4*t - 2*q^3*t^2 - q^2*t^3 - 4*q*t^4 + 2*q*t^3)/((q^2 - t)^2*(q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

(q^17*t^10 - 4*q^16*t^11 - 11*q^15*t^12 - 2*q^14*t^13 + 4*q^13*t^14 + 4*q^12*t^15 + 3*q^18*t^8 + 10*q^17*t^9 + 13*q^16*t^10 + 21*q^15*t^11 + 49*q^14*t^12 + 29*q^13*t^13 - q^12*t^14 - 26*q^11*t^15 - 10*q^10*t^16 - 6*q^18*t^7 - 35*q^17*t^8 - 59*q^16*t^9 - 64*q^15*t^10 - 69*q^14*t^11 - 118*q^13*t^12 - 121*q^12*t^13 - 57*q^11*t^14 + 47*q^10*t^15 + 45*q^9*t^16 + 4*q^8*t^17 + q^7*t^18 - 4*q^18*t^6 + 27*q^17*t^7 + 95*q^16*t^8 + 186*q^15*t^9 + 156*q^14*t^10 + 122*q^13*t^11 + 239*q^12*t^12 + 285*q^11*t^13 + 187*q^10*t^14 + 33*q^9*t^15 - 67*q^8*t^16 - 15*q^7*t^17 - 4*q^6*t^18 + q^19*t^4 - 6*q^18*t^5 + 88*q^17*t^6 - 62*q^16*t^7 - 155*q^15*t^8 - 182*q^14*t^9 - 426*q^13*t^10 - 221*q^12*t^11 - 179*q^11*t^12 - 554*q^10*t^13 - 400*q^9*t^14 - 180*q^8*t^15 - 30*q^7*t^16 + 13*q^6*t^17 + 5*q^5*t^18 + 7*q^19*t^3 - 41*q^18*t^4 + 75*q^17*t^5 - 250*q^16*t^6 - 332*q^15*t^7 + 539*q^14*t^8 + 52*q^13*t^9 + 115*q^12*t^10 + 917*q^11*t^11 + 93*q^10*t^12 + 344*q^9*t^13 + 791*q^8*t^14 + 303*q^7*t^15 + 151*q^6*t^16 + 44*q^5*t^17 + 9*q^19*t^2 - 58*q^18*t^3 + 116*q^17*t^4 + 78*q^16*t^5 - 188*q^15*t^6 + 1228*q^14*t^7 + 107*q^13*t^8 - 1361*q^12*t^9 + 764*q^11*t^10 - 536*q^10*t^11 - 1327*q^9*t^12 + 245*q^8*t^13 - 541*q^7*t^14 - 598*q^6*t^15 - 124*q^5*t^16 - 90*q^4*t^17 - 12*q^3*t^18 + 3*q^19*t - 37*q^18*t^2 + 39*q^17*t^3 + 139*q^16*t^4 - 675*q^15*t^5 + 244*q^14*t^6 - 61*q^13*t^7 - 2465*q^12*t^8 + 1201*q^11*t^9 + 1553*q^10*t^10 - 1370*q^9*t^11 + 1323*q^8*t^12 + 946*q^7*t^13 - 411*q^6*t^14 + 458*q^5*t^15 + 218*q^4*t^16 + 17*q^3*t^17 + 22*q^2*t^18 + q^19 + 2*q^18*t + 16*q^17*t^2 + 202*q^16*t^3 - 250*q^15*t^4 + 184*q^14*t^5 + 1374*q^13*t^6 - 985*q^12*t^7 + 849*q^11*t^8 + 2551*q^10*t^9 - 2551*q^9*t^10 - 849*q^8*t^11 + 985*q^7*t^12 - 1374*q^6*t^13 - 184*q^5*t^14 + 250*q^4*t^15 - 202*q^3*t^16 - 16*q^2*t^17 - 2*q*t^18 - t^19 - 22*q^17*t - 17*q^16*t^2 - 218*q^15*t^3 - 458*q^14*t^4 + 411*q^13*t^5 - 946*q^12*t^6 - 1323*q^11*t^7 + 1370*q^10*t^8 - 1553*q^9*t^9 - 1201*q^8*t^10 + 2465*q^7*t^11 + 61*q^6*t^12 - 244*q^5*t^13 + 675*q^4*t^14 - 139*q^3*t^15 - 39*q^2*t^16 + 37*q*t^17 - 3*t^18 + 12*q^16*t + 90*q^15*t^2 + 124*q^14*t^3 + 598*q^13*t^4 + 541*q^12*t^5 - 245*q^11*t^6 + 1327*q^10*t^7 + 536*q^9*t^8 - 764*q^8*t^9 + 1361*q^7*t^10 - 107*q^6*t^11 - 1228*q^5*t^12 + 188*q^4*t^13 - 78*q^3*t^14 - 116*q^2*t^15 + 58*q*t^16 - 9*t^17 - 44*q^14*t^2 - 151*q^13*t^3 - 303*q^12*t^4 - 791*q^11*t^5 - 344*q^10*t^6 - 93*q^9*t^7 - 917*q^8*t^8 - 115*q^7*t^9 - 52*q^6*t^10 - 539*q^5*t^11 + 332*q^4*t^12 + 250*q^3*t^13 - 75*q^2*t^14 + 41*q*t^15 - 7*t^16 - 5*q^14*t - 13*q^13*t^2 + 30*q^12*t^3 + 180*q^11*t^4 + 400*q^10*t^5 + 554*q^9*t^6 + 179*q^8*t^7 + 221*q^7*t^8 + 426*q^6*t^9 + 182*q^5*t^10 + 155*q^4*t^11 + 62*q^3*t^12 - 88*q^2*t^13 + 6*q*t^14 - t^15 + 4*q^13*t + 15*q^12*t^2 + 67*q^11*t^3 - 33*q^10*t^4 - 187*q^9*t^5 - 285*q^8*t^6 - 239*q^7*t^7 - 122*q^6*t^8 - 156*q^5*t^9 - 186*q^4*t^10 - 95*q^3*t^11 - 27*q^2*t^12 + 4*q*t^13 - q^12*t - 4*q^11*t^2 - 45*q^10*t^3 - 47*q^9*t^4 + 57*q^8*t^5 + 121*q^7*t^6 + 118*q^6*t^7 + 69*q^5*t^8 + 64*q^4*t^9 + 59*q^3*t^10 + 35*q^2*t^11 + 6*q*t^12 + 10*q^9*t^3 + 26*q^8*t^4 + q^7*t^5 - 29*q^6*t^6 - 49*q^5*t^7 - 21*q^4*t^8 - 13*q^3*t^9 - 10*q^2*t^10 - 3*q*t^11 - 4*q^7*t^4 - 4*q^6*t^5 + 2*q^5*t^6 + 11*q^4*t^7 + 4*q^3*t^8 - q^2*t^9)/((q*t^2 - 1)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6]]

[0212] 'F@N^W'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(q^5*t^6 + q^6*t^4 - q^5*t^5 - 3*q^4*t^6 + 7*q^6*t^3 - 17*q^5*t^4 + 12*q^4*t^5 - 2*q^3*t^6 + 9*q^6*t^2 - 38*q^5*t^3 + 54*q^4*t^4 - 23*q^3*t^5 + 10*q^2*t^6 + 3*q^6*t - 29*q^5*t^2 + 43*q^4*t^3 - 31*q^3*t^4 - 9*q^2*t^5 - t^7 + q^6 + 9*q^4*t^2 + 31*q^3*t^3 - 43*q^2*t^4 + 29*q*t^5 - 3*t^6 - 10*q^4*t + 23*q^3*t^2 - 54*q^2*t^3 + 38*q*t^4 - 9*t^5 + 2*q^3*t - 12*q^2*t^2 + 17*q*t^3 - 7*t^4 + 3*q^2*t + q*t^2 - t^3 - q*t)/((q*t^2 - 1)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0213] 'F@N^o'

Zeta functions

ask[-]:

(q^5*t^3 - 2*q^5*t^2 + q^6 - q^5*t + q^4*t^2 - 2*q^3*t^3 - 2*q^4*t + 8*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + q^2*t^2 - q*t^3 + t^4 - 2*q*t^2 + q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(3*q^11*t^11 + 2*q^10*t^12 - q^8*t^14 - 2*q^13*t^8 - 5*q^12*t^9 - 3*q^11*t^10 - 14*q^10*t^11 - 12*q^9*t^12 - 4*q^8*t^13 + 4*q^7*t^14 + 4*q^13*t^7 + 14*q^12*t^8 + 19*q^11*t^9 + 16*q^10*t^10 + 31*q^9*t^11 + 37*q^8*t^12 + 22*q^7*t^13 - 4*q^6*t^14 + q^5*t^15 + 4*q^13*t^6 - 20*q^12*t^7 - 18*q^11*t^8 - 51*q^10*t^9 - 34*q^9*t^10 - 38*q^8*t^11 - 94*q^7*t^12 - 36*q^6*t^13 - 14*q^5*t^14 - 3*q^4*t^15 - q^14*t^4 + 6*q^13*t^5 - 73*q^12*t^6 + 114*q^11*t^7 - 59*q^10*t^8 + 48*q^9*t^9 + 169*q^8*t^10 - 53*q^7*t^11 + 157*q^6*t^12 + 58*q^5*t^13 + 22*q^4*t^14 + 8*q^3*t^15 - 5*q^14*t^3 + 40*q^13*t^4 - 101*q^12*t^5 + 299*q^11*t^6 - 172*q^10*t^7 - 132*q^9*t^8 + 302*q^8*t^9 - 392*q^7*t^10 - 9*q^6*t^11 + 14*q^5*t^12 - 149*q^4*t^13 + 10*q^3*t^14 - 13*q^2*t^15 - 8*q^14*t^2 + 52*q^13*t^3 - 172*q^12*t^4 + 179*q^11*t^5 - 138*q^10*t^6 - 437*q^9*t^7 + 662*q^8*t^8 - 279*q^7*t^9 - 108*q^6*t^10 + 479*q^5*t^11 - 203*q^4*t^12 + 83*q^3*t^13 + 23*q^2*t^14 - 2*q*t^15 + t^16 - 3*q^14*t + 38*q^13*t^2 - 83*q^12*t^3 + 84*q^11*t^4 + 281*q^10*t^5 - 510*q^9*t^6 + 655*q^8*t^7 - 655*q^6*t^9 + 510*q^5*t^10 - 281*q^4*t^11 - 84*q^3*t^12 + 83*q^2*t^13 - 38*q*t^14 + 3*t^15 - q^14 + 2*q^13*t - 23*q^12*t^2 - 83*q^11*t^3 + 203*q^10*t^4 - 479*q^9*t^5 + 108*q^8*t^6 + 279*q^7*t^7 - 662*q^6*t^8 + 437*q^5*t^9 + 138*q^4*t^10 - 179*q^3*t^11 + 172*q^2*t^12 - 52*q*t^13 + 8*t^14 + 13*q^12*t - 10*q^11*t^2 + 149*q^10*t^3 - 14*q^9*t^4 + 9*q^8*t^5 + 392*q^7*t^6 - 302*q^6*t^7 + 132*q^5*t^8 + 172*q^4*t^9 - 299*q^3*t^10 + 101*q^2*t^11 - 40*q*t^12 + 5*t^13 - 8*q^11*t - 22*q^10*t^2 - 58*q^9*t^3 - 157*q^8*t^4 + 53*q^7*t^5 - 169*q^6*t^6 - 48*q^5*t^7 + 59*q^4*t^8 - 114*q^3*t^9 + 73*q^2*t^10 - 6*q*t^11 + t^12 + 3*q^10*t + 14*q^9*t^2 + 36*q^8*t^3 + 94*q^7*t^4 + 38*q^6*t^5 + 34*q^5*t^6 + 51*q^4*t^7 + 18*q^3*t^8 + 20*q^2*t^9 - 4*q*t^10 - q^9*t + 4*q^8*t^2 - 22*q^7*t^3 - 37*q^6*t^4 - 31*q^5*t^5 - 16*q^4*t^6 - 19*q^3*t^7 - 14*q^2*t^8 - 4*q*t^9 - 4*q^7*t^2 + 4*q^6*t^3 + 12*q^5*t^4 + 14*q^4*t^5 + 3*q^3*t^6 + 5*q^2*t^7 + 2*q*t^8 + q^6*t^2 - 2*q^4*t^4 - 3*q^3*t^5)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0214] 'F@N^w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(q^10*t^8 + q^13*t^4 - q^12*t^5 - 2*q^10*t^7 - 2*q^9*t^8 + q^8*t^9 + 5*q^13*t^3 - 14*q^12*t^4 + 6*q^11*t^5 - 2*q^10*t^6 + 6*q^9*t^7 - q^8*t^8 - 3*q^7*t^9 - q^6*t^10 + 8*q^13*t^2 - 28*q^12*t^3 + 35*q^11*t^4 + 8*q^10*t^5 + 2*q^9*t^6 - 8*q^8*t^7 + 4*q^7*t^8 + 3*q^6*t^9 + q^5*t^10 + 3*q^13*t - 26*q^12*t^2 + 20*q^11*t^3 + 25*q^10*t^4 - 62*q^9*t^5 + 2*q^8*t^6 - 3*q^7*t^7 + 13*q^6*t^8 - q^5*t^9 + 4*q^4*t^10 + q^13 - 3*q^12*t - 3*q^11*t^2 + 63*q^10*t^3 - 82*q^9*t^4 + 10*q^8*t^5 - 3*q^7*t^6 + 44*q^6*t^7 - 34*q^5*t^8 - 10*q^4*t^9 - 5*q^3*t^10 - 4*q^11*t + 38*q^10*t^2 - 36*q^9*t^3 - 24*q^8*t^4 + 54*q^7*t^5 + 54*q^6*t^6 - 24*q^5*t^7 - 36*q^4*t^8 + 38*q^3*t^9 - 4*q^2*t^10 - 5*q^10*t - 10*q^9*t^2 - 34*q^8*t^3 + 44*q^7*t^4 - 3*q^6*t^5 + 10*q^5*t^6 - 82*q^4*t^7 + 63*q^3*t^8 - 3*q^2*t^9 - 3*q*t^10 + t^11 + 4*q^9*t - q^8*t^2 + 13*q^7*t^3 - 3*q^6*t^4 + 2*q^5*t^5 - 62*q^4*t^6 + 25*q^3*t^7 + 20*q^2*t^8 - 26*q*t^9 + 3*t^10 + q^8*t + 3*q^7*t^2 + 4*q^6*t^3 - 8*q^5*t^4 + 2*q^4*t^5 + 8*q^3*t^6 + 35*q^2*t^7 - 28*q*t^8 + 8*t^9 - q^7*t - 3*q^6*t^2 - q^5*t^3 + 6*q^4*t^4 - 2*q^3*t^5 + 6*q^2*t^6 - 14*q*t^7 + 5*t^8 + q^5*t^2 - 2*q^4*t^3 - 2*q^3*t^4 - q*t^6 + t^7 + q^3*t^3)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0215] 'F@Neo'

Zeta functions

ask[-]:

-(q^8*t^2 - q^7*t^3 - q^6*t^4 - q^8*t + 3*q^7*t^2 - q^6*t^3 + 2*q^5*t^4 - q^8 - 2*q^6*t^2 - q^5*t^3 + 3*q^4*t^4 + 6*q^6*t - 11*q^5*t^2 + 4*q^4*t^3 - 4*q^3*t^4 + 4*q^5*t - 4*q^4*t^2 + 11*q^3*t^3 - 6*q^2*t^4 - 3*q^4*t + q^3*t^2 + 2*q^2*t^3 + t^5 - 2*q^3*t + q^2*t^2 - 3*q*t^3 + t^4 + q^2*t + q*t^2 - t^3)/((q^2 - t)*(q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

(2*q^19*t^9 - 6*q^17*t^11 - 3*q^16*t^12 - q^19*t^8 + 7*q^18*t^9 + 12*q^17*t^10 + 16*q^16*t^11 + 14*q^15*t^12 + 19*q^14*t^13 + 12*q^13*t^14 - q^12*t^15 - q^11*t^16 - 2*q^20*t^6 - 16*q^19*t^7 - 27*q^18*t^8 - 48*q^17*t^9 - 37*q^16*t^10 - 33*q^15*t^11 - 58*q^14*t^12 - 87*q^13*t^13 - 58*q^12*t^14 - 9*q^11*t^15 - 4*q^10*t^16 + q^9*t^17 + q^21*t^4 + 44*q^19*t^6 + 54*q^18*t^7 + 152*q^17*t^8 + 112*q^16*t^9 + 32*q^15*t^10 + 130*q^14*t^11 + 161*q^13*t^12 + 186*q^12*t^13 + 121*q^11*t^14 + 57*q^10*t^15 + 34*q^9*t^16 - q^8*t^17 + 2*q^7*t^18 + q^21*t^3 - 26*q^20*t^4 + 55*q^19*t^5 - 214*q^18*t^6 - 151*q^17*t^7 - 175*q^16*t^8 - 246*q^15*t^9 - 136*q^14*t^10 - 230*q^13*t^11 - 244*q^12*t^12 - 289*q^11*t^13 - 139*q^10*t^14 - 120*q^9*t^15 - 69*q^8*t^16 - 9*q^7*t^17 - 10*q^6*t^18 + 10*q^21*t^2 - 40*q^20*t^3 + 122*q^19*t^4 - 66*q^18*t^5 + 165*q^17*t^6 + 435*q^16*t^7 + 152*q^15*t^8 + 161*q^14*t^9 + 356*q^13*t^10 + 417*q^12*t^11 + 210*q^11*t^12 + 186*q^10*t^13 + 160*q^9*t^14 + 114*q^8*t^15 + 35*q^7*t^16 + 20*q^6*t^17 + 20*q^5*t^18 + 3*q^21*t - 46*q^20*t^2 + 63*q^19*t^3 - 47*q^18*t^4 - 322*q^17*t^5 + 91*q^16*t^6 - 204*q^15*t^7 - 332*q^14*t^8 - 274*q^13*t^9 - 190*q^12*t^10 - 363*q^11*t^11 - 399*q^10*t^12 + 55*q^9*t^13 - 69*q^8*t^14 + 21*q^7*t^15 + 22*q^6*t^16 + 7*q^5*t^17 - 18*q^4*t^18 + q^21 + 2*q^20*t + 25*q^19*t^2 + 121*q^18*t^3 - 113*q^17*t^4 + 389*q^16*t^5 + 204*q^15*t^6 - 145*q^14*t^7 - 272*q^13*t^8 + 553*q^12*t^9 + 477*q^11*t^10 - 270*q^10*t^11 + 359*q^9*t^12 + 106*q^8*t^13 - 110*q^7*t^14 - 232*q^6*t^15 - 70*q^5*t^16 - 20*q^4*t^17 - 4*q^3*t^18 - 22*q^19*t + 24*q^18*t^2 - 191*q^17*t^3 - 183*q^16*t^4 - 55*q^15*t^5 - 20*q^14*t^6 - 193*q^13*t^7 + 242*q^12*t^8 + 533*q^11*t^9 - 533*q^10*t^10 - 242*q^9*t^11 + 193*q^8*t^12 + 20*q^7*t^13 + 55*q^6*t^14 + 183*q^5*t^15 + 191*q^4*t^16 - 24*q^3*t^17 + 22*q^2*t^18 + 4*q^18*t + 20*q^17*t^2 + 70*q^16*t^3 + 232*q^15*t^4 + 110*q^14*t^5 - 106*q^13*t^6 - 359*q^12*t^7 + 270*q^11*t^8 - 477*q^10*t^9 - 553*q^9*t^10 + 272*q^8*t^11 + 145*q^7*t^12 - 204*q^6*t^13 - 389*q^5*t^14 + 113*q^4*t^15 - 121*q^3*t^16 - 25*q^2*t^17 - 2*q*t^18 - t^19 + 18*q^17*t - 7*q^16*t^2 - 22*q^15*t^3 - 21*q^14*t^4 + 69*q^13*t^5 - 55*q^12*t^6 + 399*q^11*t^7 + 363*q^10*t^8 + 190*q^9*t^9 + 274*q^8*t^10 + 332*q^7*t^11 + 204*q^6*t^12 - 91*q^5*t^13 + 322*q^4*t^14 + 47*q^3*t^15 - 63*q^2*t^16 + 46*q*t^17 - 3*t^18 - 20*q^16*t - 20*q^15*t^2 - 35*q^14*t^3 - 114*q^13*t^4 - 160*q^12*t^5 - 186*q^11*t^6 - 210*q^10*t^7 - 417*q^9*t^8 - 356*q^8*t^9 - 161*q^7*t^10 - 152*q^6*t^11 - 435*q^5*t^12 - 165*q^4*t^13 + 66*q^3*t^14 - 122*q^2*t^15 + 40*q*t^16 - 10*t^17 + 10*q^15*t + 9*q^14*t^2 + 69*q^13*t^3 + 120*q^12*t^4 + 139*q^11*t^5 + 289*q^10*t^6 + 244*q^9*t^7 + 230*q^8*t^8 + 136*q^7*t^9 + 246*q^6*t^10 + 175*q^5*t^11 + 151*q^4*t^12 + 214*q^3*t^13 - 55*q^2*t^14 + 26*q*t^15 - t^16 - 2*q^14*t + q^13*t^2 - 34*q^12*t^3 - 57*q^11*t^4 - 121*q^10*t^5 - 186*q^9*t^6 - 161*q^8*t^7 - 130*q^7*t^8 - 32*q^6*t^9 - 112*q^5*t^10 - 152*q^4*t^11 - 54*q^3*t^12 - 44*q^2*t^13 - t^15 - q^12*t^2 + 4*q^11*t^3 + 9*q^10*t^4 + 58*q^9*t^5 + 87*q^8*t^6 + 58*q^7*t^7 + 33*q^6*t^8 + 37*q^5*t^9 + 48*q^4*t^10 + 27*q^3*t^11 + 16*q^2*t^12 + 2*q*t^13 + q^10*t^3 + q^9*t^4 - 12*q^8*t^5 - 19*q^7*t^6 - 14*q^6*t^7 - 16*q^5*t^8 - 12*q^4*t^9 - 7*q^3*t^10 + q^2*t^11 + 3*q^5*t^7 + 6*q^4*t^8 - 2*q^2*t^10)/((q^3 - t^2)^2*(q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)*(q - t)^2*q^6*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 6]]

[0216] 'F@N~o'

Zeta functions

ask[-]:

(q^6*t^3 + q^8 - q^7*t - q^6*t^2 - q^5*t^3 - 2*q^6*t + 2*q^5*t^2 - q^4*t^3 + 4*q^4*t^2 - q^4*t + 2*q^3*t^2 - 2*q^2*t^3 - q^3*t - q^2*t^2 - q*t^3 + t^4 + q^2*t)/((q^3 - t)*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^12*t^8 + 2*q^11*t^9 - 2*q^12*t^7 - 5*q^11*t^8 - 5*q^10*t^9 - q^9*t^10 - 2*q^8*t^11 - 2*q^12*t^6 + 4*q^11*t^7 + 8*q^10*t^8 + 6*q^8*t^10 + 6*q^7*t^11 - q^6*t^12 + q^13*t^4 - 2*q^12*t^5 + 20*q^11*t^6 - 5*q^10*t^7 - 9*q^9*t^8 + 17*q^8*t^9 - 14*q^7*t^10 + q^6*t^11 + 3*q^5*t^12 + 3*q^13*t^3 - 21*q^12*t^4 + 31*q^11*t^5 - 53*q^10*t^6 + 3*q^9*t^7 + 41*q^8*t^8 - 48*q^7*t^9 + 13*q^6*t^10 - 16*q^5*t^11 - 4*q^4*t^12 + 7*q^13*t^2 - 28*q^12*t^3 + 79*q^11*t^4 - 61*q^10*t^5 - 22*q^9*t^6 + 52*q^8*t^7 - 64*q^7*t^8 + 30*q^6*t^9 + 15*q^5*t^10 + 11*q^4*t^11 + 2*q^3*t^12 + 3*q^13*t - 32*q^12*t^2 + 45*q^11*t^3 - 41*q^10*t^4 - 30*q^9*t^5 + 115*q^8*t^6 + q^7*t^7 - 41*q^6*t^8 + 4*q^5*t^9 + 7*q^4*t^10 - 8*q^3*t^11 + 4*q^2*t^12 + q^13 - 4*q^12*t + 23*q^11*t^2 + 16*q^10*t^3 - 47*q^9*t^4 + 2*q^8*t^5 + 31*q^7*t^6 - 31*q^6*t^7 - 2*q^5*t^8 + 47*q^4*t^9 - 16*q^3*t^10 - 23*q^2*t^11 + 4*q*t^12 - t^13 - 4*q^11*t + 8*q^10*t^2 - 7*q^9*t^3 - 4*q^8*t^4 + 41*q^7*t^5 - q^6*t^6 - 115*q^5*t^7 + 30*q^4*t^8 + 41*q^3*t^9 - 45*q^2*t^10 + 32*q*t^11 - 3*t^12 - 2*q^10*t - 11*q^9*t^2 - 15*q^8*t^3 - 30*q^7*t^4 + 64*q^6*t^5 - 52*q^5*t^6 + 22*q^4*t^7 + 61*q^3*t^8 - 79*q^2*t^9 + 28*q*t^10 - 7*t^11 + 4*q^9*t + 16*q^8*t^2 - 13*q^7*t^3 + 48*q^6*t^4 - 41*q^5*t^5 - 3*q^4*t^6 + 53*q^3*t^7 - 31*q^2*t^8 + 21*q*t^9 - 3*t^10 - 3*q^8*t - q^7*t^2 + 14*q^6*t^3 - 17*q^5*t^4 + 9*q^4*t^5 + 5*q^3*t^6 - 20*q^2*t^7 + 2*q*t^8 - t^9 + q^7*t - 6*q^6*t^2 - 6*q^5*t^3 - 8*q^3*t^5 - 4*q^2*t^6 + 2*q*t^7 + 2*q^5*t^2 + q^4*t^3 + 5*q^3*t^4 + 5*q^2*t^5 + 2*q*t^6 - 2*q^2*t^4 - q*t^5)/((q^3 - t)*(q*t^2 - 1)*(t^2 - q)*(q + t)*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0217] 'F@N~w'

Zeta functions

ask[-]:

(q^2 - t)^2*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^16*t^8 + q^19*t^4 - 2*q^18*t^5 - 3*q^16*t^7 - 4*q^15*t^8 + 4*q^14*t^9 + 3*q^19*t^3 - 10*q^18*t^4 + 8*q^17*t^5 - 2*q^16*t^6 + 9*q^15*t^7 - 7*q^14*t^8 - 13*q^13*t^9 + 7*q^19*t^2 - 19*q^18*t^3 + 25*q^17*t^4 - 9*q^16*t^5 + 3*q^15*t^6 - 14*q^14*t^7 + 24*q^13*t^8 + 12*q^12*t^9 - 3*q^11*t^10 + 3*q^19*t - 23*q^18*t^2 + 28*q^17*t^3 + 17*q^16*t^4 - 12*q^15*t^5 + 33*q^14*t^6 + 13*q^13*t^7 - 13*q^12*t^8 + q^11*t^9 + 2*q^10*t^10 - 5*q^9*t^11 + q^19 - 6*q^18*t - 7*q^17*t^2 + 2*q^16*t^3 - 85*q^15*t^4 + 4*q^14*t^5 - 105*q^13*t^6 + 24*q^12*t^7 - 22*q^11*t^8 + 13*q^10*t^9 + 25*q^9*t^10 + 17*q^8*t^11 + q^7*t^12 + 6*q^17*t + 55*q^16*t^2 + q^15*t^3 + 80*q^14*t^4 - 5*q^13*t^5 + 90*q^12*t^6 - 33*q^11*t^7 - 2*q^10*t^8 - 42*q^9*t^9 - 61*q^8*t^10 - 18*q^7*t^11 - 3*q^6*t^12 - 17*q^16*t - 46*q^15*t^2 + 10*q^14*t^3 - 39*q^13*t^4 - 50*q^12*t^5 + 86*q^11*t^6 - 19*q^10*t^7 + 44*q^9*t^8 + 20*q^8*t^9 + 57*q^7*t^10 + 3*q^6*t^11 + 7*q^5*t^12 + 14*q^15*t + 17*q^14*t^2 + 5*q^13*t^3 - 23*q^12*t^4 + 97*q^11*t^5 - 92*q^10*t^6 + 92*q^9*t^7 - 97*q^8*t^8 + 23*q^7*t^9 - 5*q^6*t^10 - 17*q^5*t^11 - 14*q^4*t^12 - 7*q^14*t - 3*q^13*t^2 - 57*q^12*t^3 - 20*q^11*t^4 - 44*q^10*t^5 + 19*q^9*t^6 - 86*q^8*t^7 + 50*q^7*t^8 + 39*q^6*t^9 - 10*q^5*t^10 + 46*q^4*t^11 + 17*q^3*t^12 + 3*q^13*t + 18*q^12*t^2 + 61*q^11*t^3 + 42*q^10*t^4 + 2*q^9*t^5 + 33*q^8*t^6 - 90*q^7*t^7 + 5*q^6*t^8 - 80*q^5*t^9 - q^4*t^10 - 55*q^3*t^11 - 6*q^2*t^12 - q^12*t - 17*q^11*t^2 - 25*q^10*t^3 - 13*q^9*t^4 + 22*q^8*t^5 - 24*q^7*t^6 + 105*q^6*t^7 - 4*q^5*t^8 + 85*q^4*t^9 - 2*q^3*t^10 + 7*q^2*t^11 + 6*q*t^12 - t^13 + 5*q^10*t^2 - 2*q^9*t^3 - q^8*t^4 + 13*q^7*t^5 - 13*q^6*t^6 - 33*q^5*t^7 + 12*q^4*t^8 - 17*q^3*t^9 - 28*q^2*t^10 + 23*q*t^11 - 3*t^12 + 3*q^8*t^3 - 12*q^7*t^4 - 24*q^6*t^5 + 14*q^5*t^6 - 3*q^4*t^7 + 9*q^3*t^8 - 25*q^2*t^9 + 19*q*t^10 - 7*t^11 + 13*q^6*t^4 + 7*q^5*t^5 - 9*q^4*t^6 + 2*q^3*t^7 - 8*q^2*t^8 + 10*q*t^9 - 3*t^10 - 4*q^5*t^4 + 4*q^4*t^5 + 3*q^3*t^6 + 2*q*t^8 - t^9 - 2*q^3*t^5)/((q^4 - t)*(q^3 - t^2)*(q*t^2 - 1)*(q^2 + t)*(q^2 - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0218] 'F@OKg'

Zeta functions
ask[-]:	(2q^7t^3 - 8q^6t^3 + 3q^6t^2 + 5q^5t^3 - q^4t^4 - 2q^5t^2 + 9q^4t^3 - 4q^4t^2 - 4q^3t^3 - 4q^4t - 4q^3t^2 + 9q^3t - 2q^2t^2 - q^3 + 5q^2t + 3qt^2 - 8qt + 2t)(t - 1)/((q^2t - 1)^2(qt - 1)^4*q^3)
ask[+]:	(2q^7t^3 - 8q^6t^3 + 3q^6t^2 + 5q^5t^3 - q^4t^4 - 2q^5t^2 + 9q^4t^3 - 4q^4t^2 - 4q^3t^3 - 4q^4t - 4q^3t^2 + 9q^3t - 2q^2t^2 - q^3 + 5q^2t + 3qt^2 - 8qt + 2t)(t - 1)/((q^2t - 1)^2(qt - 1)^4*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 6], [1, 4], [2, 3], [3, 6], [4, 5], [5, 6]]

[0219] 'F@O[W'

Zeta functions

ask[-]:

(2*q^9*t^6 - 3*q^9*t^5 - 9*q^8*t^6 + 21*q^8*t^5 + 8*q^7*t^6 - q^6*t^7 - 10*q^8*t^4 - 29*q^7*t^5 + 9*q^6*t^6 + 27*q^7*t^4 - 15*q^6*t^5 - 7*q^5*t^6 - 4*q^7*t^3 - 2*q^6*t^4 + 34*q^5*t^5 + q^6*t^3 - 25*q^5*t^4 - 9*q^4*t^5 - 2*q^5*t^3 + 2*q^4*t^4 + 9*q^5*t^2 + 25*q^4*t^3 - q^3*t^4 - 34*q^4*t^2 + 2*q^3*t^3 + 4*q^2*t^4 + 7*q^4*t + 15*q^3*t^2 - 27*q^2*t^3 - 9*q^3*t + 29*q^2*t^2 + 10*q*t^3 + q^3 - 8*q^2*t - 21*q*t^2 + 9*q*t + 3*t^2 - 2*t)/((q^3*t^2 - 1)^2*(q*t - 1)^4*q^3)

ask[+]:

-(q^12*t^9 + 3*q^12*t^8 - 8*q^11*t^9 - 4*q^11*t^8 + 23*q^10*t^9 - 4*q^11*t^7 - 32*q^10*t^8 - 24*q^9*t^9 + q^8*t^10 + 56*q^10*t^7 + 68*q^9*t^8 - 2*q^8*t^9 - 33*q^10*t^6 - 131*q^9*t^7 - 5*q^8*t^8 + 6*q^7*t^9 + 6*q^10*t^5 + 114*q^9*t^6 + 45*q^8*t^7 - 38*q^7*t^8 - 45*q^9*t^5 - 49*q^8*t^6 + 76*q^7*t^7 + 11*q^6*t^8 + 10*q^9*t^4 + 37*q^8*t^5 - 126*q^7*t^6 - 30*q^6*t^7 - 18*q^8*t^4 + 65*q^7*t^5 + 64*q^6*t^6 - q^5*t^7 + 3*q^8*t^3 - 8*q^7*t^4 + 8*q^5*t^6 - 3*q^4*t^7 + q^7*t^3 - 64*q^6*t^4 - 65*q^5*t^5 + 18*q^4*t^6 + 30*q^6*t^3 + 126*q^5*t^4 - 37*q^4*t^5 - 10*q^3*t^6 - 11*q^6*t^2 - 76*q^5*t^3 + 49*q^4*t^4 + 45*q^3*t^5 + 38*q^5*t^2 - 45*q^4*t^3 - 114*q^3*t^4 - 6*q^2*t^5 - 6*q^5*t + 5*q^4*t^2 + 131*q^3*t^3 + 33*q^2*t^4 + 2*q^4*t - 68*q^3*t^2 - 56*q^2*t^3 - q^4 + 24*q^3*t + 32*q^2*t^2 + 4*q*t^3 - 23*q^2*t + 4*q*t^2 + 8*q*t - 3*t^2 - t)/((q^3*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^4*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 4], [2, 3], [3, 5], [4, 5], [4, 6], [5, 6]]

[0220] 'F@O[w'

Zeta functions

ask[-]:

(q^6*t^4 - q^6*t^3 - 6*q^5*t^4 + 12*q^5*t^3 + 7*q^4*t^4 - q^3*t^5 - 7*q^5*t^2 - 21*q^4*t^3 + 6*q^3*t^4 + 23*q^4*t^2 - 8*q^3*t^3 - 5*q^2*t^4 - 5*q^4*t - 8*q^3*t^2 + 23*q^2*t^3 + 6*q^3*t - 21*q^2*t^2 - 7*q*t^3 - q^3 + 7*q^2*t + 12*q*t^2 - 6*q*t - t^2 + t)/((q^3*t^2 - 1)*(q*t - 1)^4*q^3)

ask[+]:

-(q^10*t^9 + 6*q^10*t^8 - 8*q^9*t^9 + q^10*t^7 - 21*q^9*t^8 + 24*q^8*t^9 - 6*q^9*t^7 + q^8*t^8 - 29*q^7*t^9 + q^6*t^10 - 5*q^9*t^6 + 70*q^8*t^7 + 52*q^7*t^8 + 4*q^6*t^9 - 37*q^8*t^6 - 204*q^7*t^7 - 17*q^6*t^8 + 4*q^5*t^9 + 16*q^8*t^5 + 228*q^7*t^6 + 154*q^6*t^7 - 29*q^5*t^8 - 2*q^8*t^4 - 147*q^7*t^5 - 283*q^6*t^6 + 44*q^5*t^7 + 11*q^4*t^8 + 60*q^7*t^4 + 275*q^6*t^5 - 41*q^5*t^6 - 59*q^4*t^7 - 8*q^7*t^3 - 182*q^6*t^4 + 182*q^4*t^6 + 8*q^3*t^7 + 59*q^6*t^3 + 41*q^5*t^4 - 275*q^4*t^5 - 60*q^3*t^6 - 11*q^6*t^2 - 44*q^5*t^3 + 283*q^4*t^4 + 147*q^3*t^5 + 2*q^2*t^6 + 29*q^5*t^2 - 154*q^4*t^3 - 228*q^3*t^4 - 16*q^2*t^5 - 4*q^5*t + 17*q^4*t^2 + 204*q^3*t^3 + 37*q^2*t^4 - 4*q^4*t - 52*q^3*t^2 - 70*q^2*t^3 + 5*q*t^4 - q^4 + 29*q^3*t - q^2*t^2 + 6*q*t^3 - 24*q^2*t + 21*q*t^2 - t^3 + 8*q*t - 6*t^2 - t)/((q^3*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^4*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [2, 3], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0221] 'F@O^G'

Zeta functions
ask[-]:	(q^6t^4 + q^6t^3 - 4q^5t^4 + 2q^5t^3 - 7q^5t^2 + q^4t^3 + 9q^3t^4 - q^2t^5 + q^5t + 8q^4t^2 - 13q^3t^3 + 13q^3t^2 - 8q^2t^3 - qt^4 + q^4 - 9q^3t - q^2t^2 + 7qt^3 - 2qt^2 + 4qt - t^2 - t)/((qt - 1)^5q^4(t - 1))
ask[+]:	(q^6t^4 + q^6t^3 - 4q^5t^4 + 2q^5t^3 - 7q^5t^2 + q^4t^3 + 9q^3t^4 - q^2t^5 + q^5t + 8q^4t^2 - 13q^3t^3 + 13q^3t^2 - 8q^2t^3 - qt^4 + q^4 - 9q^3t - q^2t^2 + 7qt^3 - 2qt^2 + 4qt - t^2 - t)/((qt - 1)^5q^4(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [4, 5], [5, 6]]

[0222] 'F@Okw'

Zeta functions

ask[-]:

(q^8*t^7 - 3*q^7*t^7 + q^7*t^6 - 2*q^6*t^7 - 5*q^7*t^5 + 14*q^6*t^6 + 9*q^5*t^7 - q^4*t^8 + q^7*t^4 - 15*q^6*t^5 - 28*q^5*t^6 + 3*q^4*t^7 + 24*q^6*t^4 + 51*q^5*t^5 - 18*q^4*t^6 - 2*q^3*t^7 - 9*q^6*t^3 - 71*q^5*t^4 + 16*q^4*t^5 + 19*q^3*t^6 + 2*q^6*t^2 + 42*q^5*t^3 - 42*q^3*t^5 - 2*q^2*t^6 - 19*q^5*t^2 - 16*q^4*t^3 + 71*q^3*t^4 + 9*q^2*t^5 + 2*q^5*t + 18*q^4*t^2 - 51*q^3*t^3 - 24*q^2*t^4 - 3*q^4*t + 28*q^3*t^2 + 15*q^2*t^3 - q*t^4 + q^4 - 9*q^3*t - 14*q^2*t^2 + 5*q*t^3 + 2*q^2*t - q*t^2 + 3*q*t - t)/((q*t + 1)*(q*t - 1)^6*q^4*(t - 1)^2)

ask[+]:

(q^9*t^8 - 2*q^8*t^8 + q^8*t^7 - 6*q^7*t^8 - 6*q^8*t^6 + 16*q^7*t^7 + 15*q^6*t^8 - q^5*t^9 + 2*q^8*t^5 - 13*q^7*t^6 - 40*q^6*t^7 - q^5*t^8 + 16*q^7*t^5 + 73*q^6*t^6 + q^5*t^7 - 2*q^4*t^8 - 5*q^7*t^4 - 87*q^6*t^5 - 34*q^5*t^6 + 17*q^4*t^7 + 53*q^6*t^4 + 65*q^5*t^5 - 37*q^4*t^6 - 3*q^3*t^7 - 17*q^6*t^3 - 66*q^5*t^4 + 66*q^4*t^5 + 17*q^3*t^6 + 3*q^6*t^2 + 37*q^5*t^3 - 65*q^4*t^4 - 53*q^3*t^5 - 17*q^5*t^2 + 34*q^4*t^3 + 87*q^3*t^4 + 5*q^2*t^5 + 2*q^5*t - q^4*t^2 - 73*q^3*t^3 - 16*q^2*t^4 + q^4*t + 40*q^3*t^2 + 13*q^2*t^3 - 2*q*t^4 + q^4 - 15*q^3*t - 16*q^2*t^2 + 6*q*t^3 + 6*q^2*t - q*t^2 + 2*q*t - t)/((q*t + 1)^2*(q*t - 1)^6*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [2, 3], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0223] 'F@O~w'

Zeta functions

ask[-]:

(q^4*t^2 - q^3*t^2 - 3*q^2*t^2 + q*t^3 - q^3 + 3*q^2*t + q*t - t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^16*t^14 + 2*q^18*t^11 - q^17*t^12 - q^16*t^13 - 2*q^15*t^14 + 3*q^14*t^15 + 19*q^18*t^10 - 18*q^17*t^11 - q^16*t^12 - 11*q^13*t^15 - 2*q^12*t^16 - 2*q^11*t^17 + 24*q^18*t^9 - 121*q^17*t^10 + 31*q^16*t^11 - 14*q^15*t^12 + 21*q^14*t^13 + 3*q^13*t^14 + 12*q^12*t^15 + 3*q^11*t^16 + 6*q^10*t^17 - q^9*t^18 + 15*q^18*t^8 - 119*q^17*t^9 + 241*q^16*t^10 + 72*q^15*t^11 + 152*q^14*t^12 - 38*q^13*t^13 - 16*q^12*t^14 + 7*q^10*t^16 + 7*q^8*t^18 + 2*q^18*t^7 - 93*q^17*t^8 + 187*q^16*t^9 - 66*q^15*t^10 - 221*q^14*t^11 - 352*q^13*t^12 - 175*q^12*t^13 + 55*q^11*t^14 + 3*q^10*t^15 - q^9*t^16 - 20*q^8*t^17 - 17*q^7*t^18 - 80*q^17*t^7 + 351*q^16*t^8 - 69*q^15*t^9 - 176*q^14*t^10 + 46*q^13*t^11 + 145*q^12*t^12 + 617*q^11*t^13 - 25*q^10*t^14 + 23*q^9*t^15 - 79*q^8*t^16 + 19*q^7*t^17 + 20*q^6*t^18 - 57*q^17*t^6 + 420*q^16*t^7 - 693*q^15*t^8 - 225*q^14*t^9 - 312*q^13*t^10 + 134*q^12*t^11 + 393*q^11*t^12 - 500*q^10*t^13 - 168*q^9*t^14 - 134*q^8*t^15 + 116*q^7*t^16 + 46*q^6*t^17 - 16*q^5*t^18 - 7*q^17*t^5 + 226*q^16*t^6 - 675*q^15*t^7 + 226*q^14*t^8 + 523*q^13*t^9 + 1136*q^12*t^10 + 549*q^11*t^11 - 298*q^10*t^12 - 137*q^9*t^13 + 117*q^8*t^14 + 173*q^7*t^15 + 86*q^6*t^16 - 148*q^5*t^17 + 21*q^4*t^18 - q^3*t^19 + 72*q^16*t^5 - 380*q^15*t^6 + 232*q^14*t^7 + 735*q^13*t^8 - 40*q^12*t^9 - 564*q^11*t^10 - 1994*q^10*t^11 - 197*q^9*t^12 + 14*q^8*t^13 + 174*q^7*t^14 + 62*q^6*t^15 - 244*q^5*t^16 + 118*q^4*t^17 - 9*q^3*t^18 + 72*q^16*t^4 - 418*q^15*t^5 + 540*q^14*t^6 + 203*q^13*t^7 - 350*q^12*t^8 - 478*q^11*t^9 - 1408*q^10*t^10 + 1807*q^9*t^11 + 678*q^8*t^12 + 650*q^7*t^13 - 245*q^6*t^14 - 217*q^5*t^15 + 105*q^4*t^16 - 22*q^3*t^17 + 13*q^16*t^3 - 298*q^15*t^4 + 770*q^14*t^5 - 145*q^13*t^6 - 224*q^12*t^7 - 713*q^11*t^8 - 108*q^10*t^9 + 1402*q^9*t^10 + 324*q^8*t^11 - 355*q^7*t^12 - 775*q^6*t^13 - 275*q^5*t^14 + 356*q^4*t^15 - 29*q^3*t^16 - 29*q^15*t^3 + 356*q^14*t^4 - 275*q^13*t^5 - 775*q^12*t^6 - 355*q^11*t^7 + 324*q^10*t^8 + 1402*q^9*t^9 - 108*q^8*t^10 - 713*q^7*t^11 - 224*q^6*t^12 - 145*q^5*t^13 + 770*q^4*t^14 - 298*q^3*t^15 + 13*q^2*t^16 - 22*q^15*t^2 + 105*q^14*t^3 - 217*q^13*t^4 - 245*q^12*t^5 + 650*q^11*t^6 + 678*q^10*t^7 + 1807*q^9*t^8 - 1408*q^8*t^9 - 478*q^7*t^10 - 350*q^6*t^11 + 203*q^5*t^12 + 540*q^4*t^13 - 418*q^3*t^14 + 72*q^2*t^15 - 9*q^15*t + 118*q^14*t^2 - 244*q^13*t^3 + 62*q^12*t^4 + 174*q^11*t^5 + 14*q^10*t^6 - 197*q^9*t^7 - 1994*q^8*t^8 - 564*q^7*t^9 - 40*q^6*t^10 + 735*q^5*t^11 + 232*q^4*t^12 - 380*q^3*t^13 + 72*q^2*t^14 - q^15 + 21*q^14*t - 148*q^13*t^2 + 86*q^12*t^3 + 173*q^11*t^4 + 117*q^10*t^5 - 137*q^9*t^6 - 298*q^8*t^7 + 549*q^7*t^8 + 1136*q^6*t^9 + 523*q^5*t^10 + 226*q^4*t^11 - 675*q^3*t^12 + 226*q^2*t^13 - 7*q*t^14 - 16*q^13*t + 46*q^12*t^2 + 116*q^11*t^3 - 134*q^10*t^4 - 168*q^9*t^5 - 500*q^8*t^6 + 393*q^7*t^7 + 134*q^6*t^8 - 312*q^5*t^9 - 225*q^4*t^10 - 693*q^3*t^11 + 420*q^2*t^12 - 57*q*t^13 + 20*q^12*t + 19*q^11*t^2 - 79*q^10*t^3 + 23*q^9*t^4 - 25*q^8*t^5 + 617*q^7*t^6 + 145*q^6*t^7 + 46*q^5*t^8 - 176*q^4*t^9 - 69*q^3*t^10 + 351*q^2*t^11 - 80*q*t^12 - 17*q^11*t - 20*q^10*t^2 - q^9*t^3 + 3*q^8*t^4 + 55*q^7*t^5 - 175*q^6*t^6 - 352*q^5*t^7 - 221*q^4*t^8 - 66*q^3*t^9 + 187*q^2*t^10 - 93*q*t^11 + 2*t^12 + 7*q^10*t + 7*q^8*t^3 - 16*q^6*t^5 - 38*q^5*t^6 + 152*q^4*t^7 + 72*q^3*t^8 + 241*q^2*t^9 - 119*q*t^10 + 15*t^11 - q^9*t + 6*q^8*t^2 + 3*q^7*t^3 + 12*q^6*t^4 + 3*q^5*t^5 + 21*q^4*t^6 - 14*q^3*t^7 + 31*q^2*t^8 - 121*q*t^9 + 24*t^10 - 2*q^7*t^2 - 2*q^6*t^3 - 11*q^5*t^4 - q^2*t^7 - 18*q*t^8 + 19*t^9 + 3*q^4*t^4 - 2*q^3*t^5 - q^2*t^6 - q*t^7 + 2*t^8 + q^2*t^5)/((q^3 - t^2)^2*(q*t^2 - 1)^4*(q^2 - t)^2*(q*t - 1)*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0224] 'F@PDw'

Zeta functions

ask[-]:

-(q^6*t^2 - 3*q^4*t^2 + q^3*t^3 - q^3*t^2 + q^3*t - q^3 + 3*q^2*t - t)*(t - 1)/((q^2*t - 1)^2*(q*t - 1)^3*q^3)

ask[+]:

(q^13*t^12 + q^12*t^13 + q^14*t^10 - 5*q^13*t^11 - 3*q^12*t^12 - 5*q^11*t^13 + q^14*t^9 - 6*q^13*t^10 + 23*q^12*t^11 + 10*q^10*t^13 - q^13*t^9 - q^12*t^10 - 17*q^11*t^11 - 7*q^10*t^12 - 6*q^9*t^13 - 7*q^13*t^8 + 35*q^12*t^9 - 30*q^11*t^10 + 6*q^10*t^11 + 22*q^9*t^12 - 7*q^8*t^13 + q^7*t^14 + 2*q^13*t^7 + q^12*t^8 - 63*q^11*t^9 + 99*q^10*t^10 - 55*q^9*t^11 + 14*q^8*t^12 - 2*q^7*t^13 - 12*q^12*t^7 + 62*q^11*t^8 - 92*q^10*t^9 + 51*q^9*t^10 - 46*q^8*t^11 + 10*q^7*t^12 + q^6*t^13 + 12*q^12*t^6 - 33*q^11*t^7 + 25*q^10*t^8 + 68*q^9*t^9 - 56*q^8*t^10 + 61*q^7*t^11 - 13*q^6*t^12 - 6*q^12*t^5 + 4*q^11*t^6 + 11*q^10*t^7 - 90*q^9*t^8 + 60*q^8*t^9 - 50*q^7*t^10 - 7*q^6*t^11 + 2*q^5*t^12 + 20*q^11*t^5 - 68*q^10*t^6 + 190*q^9*t^7 - 161*q^8*t^8 + 92*q^7*t^9 - 6*q^6*t^10 + 6*q^5*t^11 - q^4*t^12 - 4*q^11*t^4 + 10*q^10*t^5 - 39*q^9*t^6 - 23*q^8*t^7 + q^7*t^8 + 25*q^6*t^9 - 30*q^5*t^10 + 4*q^4*t^11 + 2*q^11*t^3 - 13*q^10*t^4 + 13*q^9*t^5 + 21*q^8*t^6 - 21*q^6*t^8 - 13*q^5*t^9 + 13*q^4*t^10 - 2*q^3*t^11 - 4*q^10*t^3 + 30*q^9*t^4 - 25*q^8*t^5 - q^7*t^6 + 23*q^6*t^7 + 39*q^5*t^8 - 10*q^4*t^9 + 4*q^3*t^10 + q^10*t^2 - 6*q^9*t^3 + 6*q^8*t^4 - 92*q^7*t^5 + 161*q^6*t^6 - 190*q^5*t^7 + 68*q^4*t^8 - 20*q^3*t^9 - 2*q^9*t^2 + 7*q^8*t^3 + 50*q^7*t^4 - 60*q^6*t^5 + 90*q^5*t^6 - 11*q^4*t^7 - 4*q^3*t^8 + 6*q^2*t^9 + 13*q^8*t^2 - 61*q^7*t^3 + 56*q^6*t^4 - 68*q^5*t^5 - 25*q^4*t^6 + 33*q^3*t^7 - 12*q^2*t^8 - q^8*t - 10*q^7*t^2 + 46*q^6*t^3 - 51*q^5*t^4 + 92*q^4*t^5 - 62*q^3*t^6 + 12*q^2*t^7 + 2*q^7*t - 14*q^6*t^2 + 55*q^5*t^3 - 99*q^4*t^4 + 63*q^3*t^5 - q^2*t^6 - 2*q*t^7 - q^7 + 7*q^6*t - 22*q^5*t^2 - 6*q^4*t^3 + 30*q^3*t^4 - 35*q^2*t^5 + 7*q*t^6 + 6*q^5*t + 7*q^4*t^2 + 17*q^3*t^3 + q^2*t^4 + q*t^5 - 10*q^4*t - 23*q^2*t^3 + 6*q*t^4 - t^5 + 5*q^3*t + 3*q^2*t^2 + 5*q*t^3 - t^4 - q^2*t - q*t^2)/((q^2*t - 1)^2*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^3*(q - t)^3*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0225] 'F@P|o'

Zeta functions

ask[-]:

-(q^4*t^2 - 2*q^4*t + q^3*t^2 - q^4 + 3*q^3*t - 4*q^2*t^2 + 4*q^2*t - 3*q*t^2 + t^3 - q*t + 2*t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(4*q^9*t^15 + 9*q^8*t^16 + q^7*t^17 + 2*q^11*t^12 - 18*q^10*t^13 - 24*q^9*t^14 - 11*q^8*t^15 - 52*q^7*t^16 - 9*q^6*t^17 + 3*q^12*t^10 + 14*q^11*t^11 + 3*q^10*t^12 + 66*q^9*t^13 + 119*q^8*t^14 + 14*q^7*t^15 + 115*q^6*t^16 + 30*q^5*t^17 - 5*q^12*t^9 - 29*q^11*t^10 - 11*q^10*t^11 + 10*q^9*t^12 - 147*q^8*t^13 - 193*q^7*t^14 - 56*q^6*t^15 - 104*q^5*t^16 - 53*q^4*t^17 - 4*q^12*t^8 - 13*q^11*t^9 + 62*q^10*t^10 - 27*q^9*t^11 - 214*q^8*t^12 + 294*q^7*t^13 + 185*q^6*t^14 + 60*q^5*t^15 + 44*q^4*t^16 + 47*q^3*t^17 + 8*q^12*t^7 + 41*q^11*t^8 + 44*q^10*t^9 - 67*q^9*t^10 + 210*q^8*t^11 + 122*q^7*t^12 + 27*q^6*t^13 - 518*q^5*t^14 + 158*q^4*t^15 - 73*q^3*t^16 - 7*q^2*t^17 - q*t^18 - 7*q^11*t^7 - 13*q^10*t^8 - 438*q^9*t^9 + 881*q^8*t^10 - 1381*q^7*t^11 + 1092*q^6*t^12 - 893*q^5*t^13 + 903*q^4*t^14 - 243*q^3*t^15 + 60*q^2*t^16 - 3*q*t^17 + 2*q^12*t^5 - 57*q^11*t^6 + 239*q^10*t^7 - 711*q^9*t^8 + 1920*q^8*t^9 - 2424*q^7*t^10 + 2376*q^6*t^11 - 1459*q^5*t^12 + 683*q^4*t^13 - 465*q^3*t^14 + 44*q^2*t^15 - 8*q*t^16 + 9*q^12*t^4 - 80*q^11*t^5 + 292*q^10*t^6 - 806*q^9*t^7 + 1395*q^8*t^8 - 2556*q^7*t^9 + 1800*q^6*t^10 - 1161*q^5*t^11 + 343*q^4*t^12 - 103*q^3*t^13 + 84*q^2*t^14 + 13*q*t^15 + q^12*t^3 - 40*q^11*t^4 + 145*q^10*t^5 - 250*q^9*t^6 + 690*q^8*t^7 - 868*q^7*t^8 + 1876*q^6*t^9 - 868*q^5*t^10 + 690*q^4*t^11 - 250*q^3*t^12 + 145*q^2*t^13 - 40*q*t^14 + t^15 + 13*q^11*t^3 + 84*q^10*t^4 - 103*q^9*t^5 + 343*q^8*t^6 - 1161*q^7*t^7 + 1800*q^6*t^8 - 2556*q^5*t^9 + 1395*q^4*t^10 - 806*q^3*t^11 + 292*q^2*t^12 - 80*q*t^13 + 9*t^14 - 8*q^11*t^2 + 44*q^10*t^3 - 465*q^9*t^4 + 683*q^8*t^5 - 1459*q^7*t^6 + 2376*q^6*t^7 - 2424*q^5*t^8 + 1920*q^4*t^9 - 711*q^3*t^10 + 239*q^2*t^11 - 57*q*t^12 + 2*t^13 - 3*q^11*t + 60*q^10*t^2 - 243*q^9*t^3 + 903*q^8*t^4 - 893*q^7*t^5 + 1092*q^6*t^6 - 1381*q^5*t^7 + 881*q^4*t^8 - 438*q^3*t^9 - 13*q^2*t^10 - 7*q*t^11 - q^11 - 7*q^10*t - 73*q^9*t^2 + 158*q^8*t^3 - 518*q^7*t^4 + 27*q^6*t^5 + 122*q^5*t^6 + 210*q^4*t^7 - 67*q^3*t^8 + 44*q^2*t^9 + 41*q*t^10 + 8*t^11 + 47*q^9*t + 44*q^8*t^2 + 60*q^7*t^3 + 185*q^6*t^4 + 294*q^5*t^5 - 214*q^4*t^6 - 27*q^3*t^7 + 62*q^2*t^8 - 13*q*t^9 - 4*t^10 - 53*q^8*t - 104*q^7*t^2 - 56*q^6*t^3 - 193*q^5*t^4 - 147*q^4*t^5 + 10*q^3*t^6 - 11*q^2*t^7 - 29*q*t^8 - 5*t^9 + 30*q^7*t + 115*q^6*t^2 + 14*q^5*t^3 + 119*q^4*t^4 + 66*q^3*t^5 + 3*q^2*t^6 + 14*q*t^7 + 3*t^8 - 9*q^6*t - 52*q^5*t^2 - 11*q^4*t^3 - 24*q^3*t^4 - 18*q^2*t^5 + 2*q*t^6 + q^5*t + 9*q^4*t^2 + 4*q^3*t^3)/((q*t^2 - 1)^2*(q*t - 1)*(t^2 - q)^3*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0226] 'F@P|w'

Zeta functions

ask[-]:

(2*q^3*t + q^3 - 3*q^2*t - 3*q*t + t^2 + 2*t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^13*t^12 + 2*q^12*t^13 + 2*q^11*t^14 - 2*q^14*t^10 - 7*q^13*t^11 - 7*q^12*t^12 - 4*q^11*t^13 - 12*q^10*t^14 - 6*q^9*t^15 - 2*q^8*t^16 + 18*q^13*t^10 + 29*q^12*t^11 + 8*q^11*t^12 + q^10*t^13 + 24*q^9*t^14 + 25*q^8*t^15 + 19*q^7*t^16 + q^6*t^17 + 4*q^15*t^7 - 2*q^14*t^8 + 14*q^13*t^9 - 53*q^12*t^10 - 79*q^11*t^11 + 57*q^10*t^12 + 35*q^9*t^13 - 34*q^8*t^14 - 43*q^7*t^15 - 55*q^6*t^16 - 9*q^5*t^17 - 3*q^15*t^6 - 23*q^14*t^7 - 15*q^13*t^8 + 28*q^12*t^9 + 41*q^11*t^10 + 43*q^10*t^11 - 94*q^9*t^12 - 164*q^8*t^13 - 7*q^7*t^14 + 87*q^6*t^15 + 66*q^5*t^16 + 26*q^4*t^17 - 3*q^15*t^5 + 60*q^14*t^6 - 57*q^13*t^7 + 83*q^12*t^8 - 72*q^11*t^9 - 179*q^10*t^10 + 314*q^9*t^11 + 88*q^8*t^12 + 135*q^7*t^13 + 170*q^6*t^14 - 140*q^5*t^15 - 54*q^4*t^16 - 30*q^3*t^17 - 11*q^15*t^4 + 42*q^14*t^5 - 237*q^13*t^6 + 225*q^12*t^7 + 239*q^11*t^8 - 304*q^10*t^9 + 352*q^9*t^10 - 317*q^8*t^11 - 491*q^7*t^12 + 191*q^6*t^13 - 128*q^5*t^14 + 2*q^4*t^15 + 98*q^3*t^16 + 3*q^2*t^17 + q*t^18 - q^15*t^3 + 42*q^14*t^4 - 24*q^13*t^5 + 230*q^12*t^6 - 76*q^11*t^7 - 898*q^10*t^8 + 320*q^9*t^9 + 449*q^8*t^10 - 264*q^7*t^11 + 534*q^6*t^12 - 65*q^5*t^13 - 246*q^4*t^14 + 127*q^3*t^15 - 76*q^2*t^16 + 3*q*t^17 - 8*q^14*t^3 - 55*q^13*t^4 - 129*q^12*t^5 - 88*q^11*t^6 + 124*q^10*t^7 + 805*q^9*t^8 + 124*q^8*t^9 - 904*q^7*t^10 - 60*q^6*t^11 + 58*q^5*t^12 + 7*q^4*t^13 + 195*q^3*t^14 - 27*q^2*t^15 + 13*q*t^16 + 13*q^14*t^2 - 27*q^13*t^3 + 195*q^12*t^4 + 7*q^11*t^5 + 58*q^10*t^6 - 60*q^9*t^7 - 904*q^8*t^8 + 124*q^7*t^9 + 805*q^6*t^10 + 124*q^5*t^11 - 88*q^4*t^12 - 129*q^3*t^13 - 55*q^2*t^14 - 8*q*t^15 + 3*q^14*t - 76*q^13*t^2 + 127*q^12*t^3 - 246*q^11*t^4 - 65*q^10*t^5 + 534*q^9*t^6 - 264*q^8*t^7 + 449*q^7*t^8 + 320*q^6*t^9 - 898*q^5*t^10 - 76*q^4*t^11 + 230*q^3*t^12 - 24*q^2*t^13 + 42*q*t^14 - t^15 + q^14 + 3*q^13*t + 98*q^12*t^2 + 2*q^11*t^3 - 128*q^10*t^4 + 191*q^9*t^5 - 491*q^8*t^6 - 317*q^7*t^7 + 352*q^6*t^8 - 304*q^5*t^9 + 239*q^4*t^10 + 225*q^3*t^11 - 237*q^2*t^12 + 42*q*t^13 - 11*t^14 - 30*q^12*t - 54*q^11*t^2 - 140*q^10*t^3 + 170*q^9*t^4 + 135*q^8*t^5 + 88*q^7*t^6 + 314*q^6*t^7 - 179*q^5*t^8 - 72*q^4*t^9 + 83*q^3*t^10 - 57*q^2*t^11 + 60*q*t^12 - 3*t^13 + 26*q^11*t + 66*q^10*t^2 + 87*q^9*t^3 - 7*q^8*t^4 - 164*q^7*t^5 - 94*q^6*t^6 + 43*q^5*t^7 + 41*q^4*t^8 + 28*q^3*t^9 - 15*q^2*t^10 - 23*q*t^11 - 3*t^12 - 9*q^10*t - 55*q^9*t^2 - 43*q^8*t^3 - 34*q^7*t^4 + 35*q^6*t^5 + 57*q^5*t^6 - 79*q^4*t^7 - 53*q^3*t^8 + 14*q^2*t^9 - 2*q*t^10 + 4*t^11 + q^9*t + 19*q^8*t^2 + 25*q^7*t^3 + 24*q^6*t^4 + q^5*t^5 + 8*q^4*t^6 + 29*q^3*t^7 + 18*q^2*t^8 - 2*q^7*t^2 - 6*q^6*t^3 - 12*q^5*t^4 - 4*q^4*t^5 - 7*q^3*t^6 - 7*q^2*t^7 - 2*q*t^8 + 2*q^4*t^4 + 2*q^3*t^5 + q^2*t^6)/((q*t^2 - 1)^2*(q^2 - t)*(q*t - 1)*(t^2 - q)*(q + t)^2*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0227] 'F@P~o'

Zeta functions

ask[-]:

(q^5*t^3 + q^6*t - 2*q^5*t^2 - q^4*t^3 + q^6 - 3*q^5*t + q^4*t^2 - 2*q^4*t + 8*q^3*t^2 - 2*q^2*t^3 + q^2*t^2 - 3*q*t^3 + t^4 - q^2*t - 2*q*t^2 + t^3 + q*t)/((q^2 - t)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^11*t^9 + 5*q^10*t^10 + 4*q^9*t^11 - 2*q^12*t^7 - 10*q^11*t^8 - 16*q^10*t^9 - 27*q^9*t^10 - 29*q^8*t^11 - 6*q^7*t^12 + 6*q^12*t^6 + 22*q^11*t^7 + 45*q^10*t^8 + 76*q^9*t^9 + 85*q^8*t^10 + 80*q^7*t^11 + 33*q^6*t^12 + 3*q^5*t^13 - 4*q^12*t^5 - 17*q^11*t^6 - 67*q^10*t^7 - 129*q^9*t^8 - 148*q^8*t^9 - 191*q^7*t^10 - 112*q^6*t^11 - 79*q^5*t^12 - 13*q^4*t^13 - 2*q^12*t^4 - 4*q^11*t^5 + 27*q^10*t^6 + 91*q^9*t^7 + 216*q^8*t^8 + 223*q^7*t^9 + 177*q^6*t^10 + 153*q^5*t^11 + 83*q^4*t^12 + 26*q^3*t^13 + 4*q^12*t^3 + 11*q^11*t^4 + 4*q^10*t^5 + 121*q^9*t^6 - 323*q^8*t^7 + 67*q^7*t^8 - 444*q^6*t^9 + 37*q^5*t^10 - 178*q^4*t^11 - 43*q^3*t^12 - 26*q^2*t^13 - 7*q^12*t^2 + 25*q^11*t^3 - 147*q^10*t^4 + 271*q^9*t^5 - 645*q^8*t^6 + 717*q^7*t^7 - 284*q^6*t^8 + 232*q^5*t^9 + 153*q^4*t^10 - 68*q^3*t^11 + 82*q^2*t^12 + t^14 - 2*q^12*t + 52*q^11*t^2 - 147*q^10*t^3 + 388*q^9*t^4 - 431*q^8*t^5 + 512*q^7*t^6 - 512*q^5*t^8 + 431*q^4*t^9 - 388*q^3*t^10 + 147*q^2*t^11 - 52*q*t^12 + 2*t^13 - q^12 - 82*q^10*t^2 + 68*q^9*t^3 - 153*q^8*t^4 - 232*q^7*t^5 + 284*q^6*t^6 - 717*q^5*t^7 + 645*q^4*t^8 - 271*q^3*t^9 + 147*q^2*t^10 - 25*q*t^11 + 7*t^12 + 26*q^10*t + 43*q^9*t^2 + 178*q^8*t^3 - 37*q^7*t^4 + 444*q^6*t^5 - 67*q^5*t^6 + 323*q^4*t^7 - 121*q^3*t^8 - 4*q^2*t^9 - 11*q*t^10 - 4*t^11 - 26*q^9*t - 83*q^8*t^2 - 153*q^7*t^3 - 177*q^6*t^4 - 223*q^5*t^5 - 216*q^4*t^6 - 91*q^3*t^7 - 27*q^2*t^8 + 4*q*t^9 + 2*t^10 + 13*q^8*t + 79*q^7*t^2 + 112*q^6*t^3 + 191*q^5*t^4 + 148*q^4*t^5 + 129*q^3*t^6 + 67*q^2*t^7 + 17*q*t^8 + 4*t^9 - 3*q^7*t - 33*q^6*t^2 - 80*q^5*t^3 - 85*q^4*t^4 - 76*q^3*t^5 - 45*q^2*t^6 - 22*q*t^7 - 6*t^8 + 6*q^5*t^2 + 29*q^4*t^3 + 27*q^3*t^4 + 16*q^2*t^5 + 10*q*t^6 + 2*t^7 - 4*q^3*t^3 - 5*q^2*t^4 - q*t^5)/((q*t^2 - 1)*(q^2 - t)*(q*t - 1)*(t^2 - q)^2*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0228] 'F@P~w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^19*t^8 + q^18*t^9 - 3*q^19*t^7 - 4*q^18*t^8 - 9*q^17*t^9 - 3*q^14*t^12 + q^13*t^13 - 4*q^20*t^5 + 11*q^19*t^6 + 2*q^18*t^7 + 11*q^17*t^8 + 33*q^16*t^9 - 10*q^15*t^10 + 14*q^14*t^11 + 12*q^13*t^12 - 7*q^12*t^13 + 2*q^11*t^14 + 2*q^20*t^4 + 26*q^19*t^5 - 58*q^18*t^6 + 22*q^17*t^7 + 4*q^16*t^8 - 66*q^15*t^9 + 31*q^14*t^10 - 48*q^13*t^11 - 16*q^12*t^12 + 19*q^11*t^13 - 13*q^10*t^14 + q^9*t^15 + q^20*t^3 - 37*q^19*t^4 + 8*q^18*t^5 + 39*q^17*t^6 - 51*q^16*t^7 + 7*q^15*t^8 - 29*q^14*t^9 - 30*q^13*t^10 + 87*q^12*t^11 - 17*q^11*t^12 - 41*q^10*t^13 + 48*q^9*t^14 - 9*q^8*t^15 + 13*q^20*t^2 - 59*q^19*t^3 + 211*q^18*t^4 - 209*q^17*t^5 + 24*q^16*t^6 + 211*q^15*t^7 - 139*q^14*t^8 + 207*q^13*t^9 + 67*q^12*t^10 - 74*q^11*t^11 + 50*q^10*t^12 + 71*q^9*t^13 - 84*q^8*t^14 + 23*q^7*t^15 + 3*q^20*t - 63*q^19*t^2 + 193*q^18*t^3 - 305*q^17*t^4 + 76*q^16*t^5 + 344*q^15*t^6 - 359*q^14*t^7 - 40*q^13*t^8 - 53*q^12*t^9 - 126*q^11*t^10 + 16*q^10*t^11 - 106*q^9*t^12 - 28*q^8*t^13 + 64*q^7*t^14 - 34*q^6*t^15 + 2*q^5*t^16 + q^20 - 4*q^19*t + 59*q^18*t^2 - 110*q^17*t^3 - 39*q^16*t^4 + 248*q^15*t^5 - 325*q^14*t^6 - 136*q^13*t^7 + 130*q^12*t^8 + 215*q^11*t^9 - 49*q^10*t^10 - 217*q^9*t^11 + 294*q^8*t^12 - 64*q^7*t^13 - 37*q^6*t^14 + 38*q^5*t^15 - 4*q^4*t^16 - 12*q^18*t + 15*q^17*t^2 + 2*q^16*t^3 + 9*q^15*t^4 + 97*q^14*t^5 + 153*q^13*t^6 - 249*q^12*t^7 + 580*q^11*t^8 - 35*q^10*t^9 - 446*q^9*t^10 + 618*q^8*t^11 - 128*q^7*t^12 - 98*q^6*t^13 + 95*q^5*t^14 - 27*q^4*t^15 - 2*q^3*t^16 + 2*q^17*t + 27*q^16*t^2 - 95*q^15*t^3 + 98*q^14*t^4 + 128*q^13*t^5 - 618*q^12*t^6 + 446*q^11*t^7 + 35*q^10*t^8 - 580*q^9*t^9 + 249*q^8*t^10 - 153*q^7*t^11 - 97*q^6*t^12 - 9*q^5*t^13 - 2*q^4*t^14 - 15*q^3*t^15 + 12*q^2*t^16 + 4*q^16*t - 38*q^15*t^2 + 37*q^14*t^3 + 64*q^13*t^4 - 294*q^12*t^5 + 217*q^11*t^6 + 49*q^10*t^7 - 215*q^9*t^8 - 130*q^8*t^9 + 136*q^7*t^10 + 325*q^6*t^11 - 248*q^5*t^12 + 39*q^4*t^13 + 110*q^3*t^14 - 59*q^2*t^15 + 4*q*t^16 - t^17 - 2*q^15*t + 34*q^14*t^2 - 64*q^13*t^3 + 28*q^12*t^4 + 106*q^11*t^5 - 16*q^10*t^6 + 126*q^9*t^7 + 53*q^8*t^8 + 40*q^7*t^9 + 359*q^6*t^10 - 344*q^5*t^11 - 76*q^4*t^12 + 305*q^3*t^13 - 193*q^2*t^14 + 63*q*t^15 - 3*t^16 - 23*q^13*t^2 + 84*q^12*t^3 - 71*q^11*t^4 - 50*q^10*t^5 + 74*q^9*t^6 - 67*q^8*t^7 - 207*q^7*t^8 + 139*q^6*t^9 - 211*q^5*t^10 - 24*q^4*t^11 + 209*q^3*t^12 - 211*q^2*t^13 + 59*q*t^14 - 13*t^15 + 9*q^12*t^2 - 48*q^11*t^3 + 41*q^10*t^4 + 17*q^9*t^5 - 87*q^8*t^6 + 30*q^7*t^7 + 29*q^6*t^8 - 7*q^5*t^9 + 51*q^4*t^10 - 39*q^3*t^11 - 8*q^2*t^12 + 37*q*t^13 - t^14 - q^11*t^2 + 13*q^10*t^3 - 19*q^9*t^4 + 16*q^8*t^5 + 48*q^7*t^6 - 31*q^6*t^7 + 66*q^5*t^8 - 4*q^4*t^9 - 22*q^3*t^10 + 58*q^2*t^11 - 26*q*t^12 - 2*t^13 - 2*q^9*t^3 + 7*q^8*t^4 - 12*q^7*t^5 - 14*q^6*t^6 + 10*q^5*t^7 - 33*q^4*t^8 - 11*q^3*t^9 - 2*q^2*t^10 - 11*q*t^11 + 4*t^12 - q^7*t^4 + 3*q^6*t^5 + 9*q^3*t^8 + 4*q^2*t^9 + 3*q*t^10 - q^2*t^8 - q*t^9)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)^2*(q*t - 1)*(q + t)*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0229] 'F@Q?w'

Zeta functions
ask[-]:	(3q^5t^3 - 4q^5t^2 - 11q^4t^3 + 21q^4t^2 + 7q^3t^3 - q^2t^4 - 7q^4t - 20q^3t^2 + 12q^2t^3 + 12q^3t - 20q^2t^2 - 7qt^3 - q^3 + 7q^2t + 21qt^2 - 11qt - 4t^2 + 3t)/((q^2t - 1)(qt - 1)^4*q^3)
ask[+]:	(3q^5t^3 - 4q^5t^2 - 11q^4t^3 + 21q^4t^2 + 7q^3t^3 - q^2t^4 - 7q^4t - 20q^3t^2 + 12q^2t^3 + 12q^3t - 20q^2t^2 - 7qt^3 - q^3 + 7q^2t + 21qt^2 - 11qt - 4t^2 + 3t)/((q^2t - 1)(qt - 1)^4*q^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
6 edges:	[[0, 5], [1, 4], [2, 3], [3, 6], [4, 6], [5, 6]]

[0230] 'F@Q@w'

Zeta functions

ask[-]:

(q^7*t^4 - 2*q^6*t^4 + q^6*t^3 - 4*q^5*t^4 - 2*q^6*t^2 + 7*q^5*t^3 + 8*q^4*t^4 - q^3*t^5 - 5*q^5*t^2 - 12*q^4*t^3 + 5*q^3*t^4 + 3*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 - 3*q^2*t^4 - 5*q^4*t + 12*q^3*t^2 + 5*q^2*t^3 + q^4 - 8*q^3*t - 7*q^2*t^2 + 2*q*t^3 + 4*q^2*t - q*t^2 + 2*q*t - t)/((q^2*t - 1)*(q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^14*t^15 + 12*q^14*t^14 - 7*q^13*t^15 + 12*q^14*t^13 - 77*q^13*t^14 + 24*q^12*t^15 - q^14*t^12 - 45*q^13*t^13 + 187*q^12*t^14 - 48*q^11*t^15 - 33*q^13*t^12 + 43*q^12*t^13 - 184*q^11*t^14 + 49*q^10*t^15 - q^9*t^16 - 38*q^13*t^11 + 242*q^12*t^12 - 68*q^11*t^13 + 38*q^10*t^14 - 11*q^9*t^15 + 8*q^13*t^10 + 78*q^12*t^11 - 449*q^11*t^12 + 220*q^10*t^13 + 2*q^9*t^14 - 2*q^8*t^15 - 9*q^12*t^10 + 92*q^11*t^11 + 44*q^10*t^12 - 159*q^9*t^13 + 13*q^8*t^14 + 42*q^12*t^9 - 112*q^11*t^10 - 87*q^10*t^11 + 411*q^9*t^12 - 45*q^8*t^13 - q^7*t^14 - 5*q^12*t^8 + 4*q^11*t^9 - 205*q^10*t^10 - 203*q^9*t^11 - 80*q^8*t^12 + 26*q^7*t^13 - 2*q^12*t^7 + q^11*t^8 - 278*q^10*t^9 + 1451*q^9*t^10 - 266*q^8*t^11 - 95*q^7*t^12 + 6*q^6*t^13 - 4*q^11*t^7 + 57*q^10*t^8 - 81*q^9*t^9 - 1412*q^8*t^10 + 526*q^7*t^11 + 11*q^6*t^12 - 121*q^10*t^7 + 489*q^9*t^8 + 487*q^8*t^9 - 21*q^7*t^10 - 115*q^6*t^11 + 13*q^10*t^6 + 245*q^9*t^7 - 1326*q^8*t^8 + 412*q^7*t^9 + 201*q^6*t^10 - 15*q^5*t^11 + 6*q^10*t^5 - 46*q^9*t^6 + 358*q^8*t^7 - 358*q^6*t^9 + 46*q^5*t^10 - 6*q^4*t^11 + 15*q^9*t^5 - 201*q^8*t^6 - 412*q^7*t^7 + 1326*q^6*t^8 - 245*q^5*t^9 - 13*q^4*t^10 + 115*q^8*t^5 + 21*q^7*t^6 - 487*q^6*t^7 - 489*q^5*t^8 + 121*q^4*t^9 - 11*q^8*t^4 - 526*q^7*t^5 + 1412*q^6*t^6 + 81*q^5*t^7 - 57*q^4*t^8 + 4*q^3*t^9 - 6*q^8*t^3 + 95*q^7*t^4 + 266*q^6*t^5 - 1451*q^5*t^6 + 278*q^4*t^7 - q^3*t^8 + 2*q^2*t^9 - 26*q^7*t^3 + 80*q^6*t^4 + 203*q^5*t^5 + 205*q^4*t^6 - 4*q^3*t^7 + 5*q^2*t^8 + q^7*t^2 + 45*q^6*t^3 - 411*q^5*t^4 + 87*q^4*t^5 + 112*q^3*t^6 - 42*q^2*t^7 - 13*q^6*t^2 + 159*q^5*t^3 - 44*q^4*t^4 - 92*q^3*t^5 + 9*q^2*t^6 + 2*q^6*t - 2*q^5*t^2 - 220*q^4*t^3 + 449*q^3*t^4 - 78*q^2*t^5 - 8*q*t^6 + 11*q^5*t - 38*q^4*t^2 + 68*q^3*t^3 - 242*q^2*t^4 + 38*q*t^5 + q^5 - 49*q^4*t + 184*q^3*t^2 - 43*q^2*t^3 + 33*q*t^4 + 48*q^3*t - 187*q^2*t^2 + 45*q*t^3 + t^4 - 24*q^2*t + 77*q*t^2 - 12*t^3 + 7*q*t - 12*t^2 - t)/((q^2*t - 1)*(q*t^2 - 1)^2*(q*t + 1)^3*(q*t - 1)^4*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 4], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0231] 'F@QBw'

Zeta functions

ask[-]:

(q^6*t^3 + q^6*t^2 - 3*q^5*t^3 + q^5*t^2 - q^4*t^3 - 2*q^5*t - 2*q^4*t^2 + 7*q^3*t^3 - q^2*t^4 + 2*q^4*t - 6*q^3*t^2 + 2*q^2*t^3 - q^4 + 7*q^3*t - 2*q^2*t^2 - 2*q*t^3 - q^2*t + q*t^2 - 3*q*t + t^2 + t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^12*t^13 + 4*q^11*t^14 + q^10*t^15 - 3*q^12*t^12 - 6*q^11*t^13 - 19*q^10*t^14 - 8*q^9*t^15 - q^13*t^10 + 4*q^12*t^11 - 7*q^11*t^12 + 24*q^10*t^13 + 26*q^9*t^14 + 26*q^8*t^15 + 3*q^13*t^9 - 4*q^12*t^10 + 10*q^11*t^11 + 24*q^10*t^12 - 18*q^9*t^13 - 4*q^8*t^14 - 41*q^7*t^15 + q^13*t^8 - 27*q^12*t^9 + 94*q^11*t^10 - 158*q^10*t^11 + 122*q^9*t^12 - 123*q^8*t^13 + 11*q^7*t^14 + 26*q^6*t^15 + q^13*t^7 + 27*q^11*t^9 - 140*q^10*t^10 + 164*q^9*t^11 - 190*q^8*t^12 + 167*q^7*t^13 - 35*q^6*t^14 + 7*q^5*t^15 - q^4*t^16 - 7*q^12*t^7 - 16*q^11*t^8 + 43*q^10*t^9 - 110*q^9*t^10 + 250*q^8*t^11 - 260*q^7*t^12 + 215*q^6*t^13 - 60*q^5*t^14 - q^4*t^15 - 5*q^12*t^6 + 84*q^11*t^7 - 248*q^10*t^8 + 527*q^9*t^9 - 470*q^8*t^10 + 374*q^7*t^11 + 122*q^6*t^12 - 283*q^5*t^13 + 63*q^4*t^14 - 2*q^3*t^15 - 3*q^12*t^5 + 10*q^11*t^6 - 85*q^10*t^7 + 423*q^9*t^8 - 963*q^8*t^9 + 1345*q^7*t^10 - 1512*q^6*t^11 + 490*q^5*t^12 + 35*q^4*t^13 - 10*q^3*t^14 + 5*q^11*t^5 + 93*q^10*t^6 - 522*q^9*t^7 + 1051*q^8*t^8 - 1353*q^7*t^9 + 407*q^6*t^10 + 542*q^5*t^11 - 261*q^4*t^12 + 8*q^3*t^13 + 7*q^11*t^4 - 139*q^10*t^5 + 318*q^9*t^6 - 12*q^8*t^7 - 1310*q^7*t^8 + 2372*q^6*t^9 - 1449*q^5*t^10 + 343*q^4*t^11 - 8*q^3*t^12 + 4*q^2*t^13 + 4*q^11*t^3 - 8*q^10*t^4 + 343*q^9*t^5 - 1449*q^8*t^6 + 2372*q^7*t^7 - 1310*q^6*t^8 - 12*q^5*t^9 + 318*q^4*t^10 - 139*q^3*t^11 + 7*q^2*t^12 + 8*q^10*t^3 - 261*q^9*t^4 + 542*q^8*t^5 + 407*q^7*t^6 - 1353*q^6*t^7 + 1051*q^5*t^8 - 522*q^4*t^9 + 93*q^3*t^10 + 5*q^2*t^11 - 10*q^10*t^2 + 35*q^9*t^3 + 490*q^8*t^4 - 1512*q^7*t^5 + 1345*q^6*t^6 - 963*q^5*t^7 + 423*q^4*t^8 - 85*q^3*t^9 + 10*q^2*t^10 - 3*q*t^11 - 2*q^10*t + 63*q^9*t^2 - 283*q^8*t^3 + 122*q^7*t^4 + 374*q^6*t^5 - 470*q^5*t^6 + 527*q^4*t^7 - 248*q^3*t^8 + 84*q^2*t^9 - 5*q*t^10 - q^9*t - 60*q^8*t^2 + 215*q^7*t^3 - 260*q^6*t^4 + 250*q^5*t^5 - 110*q^4*t^6 + 43*q^3*t^7 - 16*q^2*t^8 - 7*q*t^9 - q^9 + 7*q^8*t - 35*q^7*t^2 + 167*q^6*t^3 - 190*q^5*t^4 + 164*q^4*t^5 - 140*q^3*t^6 + 27*q^2*t^7 + t^9 + 26*q^7*t + 11*q^6*t^2 - 123*q^5*t^3 + 122*q^4*t^4 - 158*q^3*t^5 + 94*q^2*t^6 - 27*q*t^7 + t^8 - 41*q^6*t - 4*q^5*t^2 - 18*q^4*t^3 + 24*q^3*t^4 + 10*q^2*t^5 - 4*q*t^6 + 3*t^7 + 26*q^5*t + 26*q^4*t^2 + 24*q^3*t^3 - 7*q^2*t^4 + 4*q*t^5 - t^6 - 8*q^4*t - 19*q^3*t^2 - 6*q^2*t^3 - 3*q*t^4 + q^3*t + 4*q^2*t^2 + q*t^3)/((q^2*t - 1)*(q*t^2 - 1)^3*(q*t - 1)*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0232] 'F@QFw'

Zeta functions

ask[-]:

(q^5*t^2 + 2*q^5*t - 3*q^4*t^2 - q^4*t + q^4 - 6*q^3*t + 6*q^2*t^2 - q*t^3 + q*t^2 + 3*q*t - 2*t^2 - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(q^12*t^8 - q^14*t^5 + q^13*t^6 - 2*q^11*t^8 + 4*q^10*t^9 + 3*q^14*t^4 + 6*q^13*t^5 - 3*q^12*t^6 - 4*q^11*t^7 + q^10*t^8 - 20*q^9*t^9 + q^8*t^10 + 5*q^14*t^3 - 13*q^13*t^4 - 16*q^12*t^5 - 10*q^11*t^6 - 3*q^10*t^7 - 2*q^9*t^8 + 34*q^8*t^9 - 8*q^7*t^10 + 3*q^14*t^2 - 30*q^13*t^3 - 36*q^12*t^4 + 42*q^11*t^5 + 12*q^10*t^6 + 65*q^9*t^7 + 2*q^8*t^8 - 24*q^7*t^9 + 25*q^6*t^10 + 2*q^14*t + 11*q^13*t^2 + 29*q^12*t^3 + 296*q^11*t^4 + 110*q^10*t^5 + 26*q^9*t^6 - 63*q^8*t^7 + 32*q^7*t^8 + 22*q^6*t^9 - 37*q^5*t^10 - 100*q^12*t^2 - 18*q^11*t^3 - 492*q^10*t^4 - 897*q^9*t^5 - 194*q^8*t^6 - 100*q^7*t^7 - 178*q^6*t^8 - 64*q^5*t^9 + 25*q^4*t^10 + q^13 - 7*q^12*t + 172*q^11*t^2 + 232*q^10*t^3 + 224*q^9*t^4 + 1586*q^8*t^5 + 956*q^7*t^6 + 93*q^6*t^7 + 385*q^5*t^8 + 115*q^4*t^9 - 4*q^3*t^10 + 4*q^11*t - 115*q^10*t^2 - 385*q^9*t^3 - 93*q^8*t^4 - 956*q^7*t^5 - 1586*q^6*t^6 - 224*q^5*t^7 - 232*q^4*t^8 - 172*q^3*t^9 + 7*q^2*t^10 - q*t^11 - 25*q^10*t + 64*q^9*t^2 + 178*q^8*t^3 + 100*q^7*t^4 + 194*q^6*t^5 + 897*q^5*t^6 + 492*q^4*t^7 + 18*q^3*t^8 + 100*q^2*t^9 + 37*q^9*t - 22*q^8*t^2 - 32*q^7*t^3 + 63*q^6*t^4 - 26*q^5*t^5 - 110*q^4*t^6 - 296*q^3*t^7 - 29*q^2*t^8 - 11*q*t^9 - 2*t^10 - 25*q^8*t + 24*q^7*t^2 - 2*q^6*t^3 - 65*q^5*t^4 - 12*q^4*t^5 - 42*q^3*t^6 + 36*q^2*t^7 + 30*q*t^8 - 3*t^9 + 8*q^7*t - 34*q^6*t^2 + 2*q^5*t^3 + 3*q^4*t^4 + 10*q^3*t^5 + 16*q^2*t^6 + 13*q*t^7 - 5*t^8 - q^6*t + 20*q^5*t^2 - q^4*t^3 + 4*q^3*t^4 + 3*q^2*t^5 - 6*q*t^6 - 3*t^7 - 4*q^4*t^2 + 2*q^3*t^3 - q*t^5 + t^6 - q^2*t^3)/((q^2*t - 1)*(q^2 - t)^4*(q*t - 1)*q^5*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0233] 'F@QHw'

Zeta functions

ask[-]:

(q^8*t^5 - 3*q^7*t^5 + 4*q^7*t^4 - 2*q^6*t^5 - 4*q^7*t^3 + 9*q^5*t^5 - q^4*t^6 + 3*q^6*t^3 - 16*q^5*t^4 + 2*q^4*t^5 + q^6*t^2 + 15*q^5*t^3 - 2*q^4*t^4 - 3*q^3*t^5 - 10*q^5*t^2 + 10*q^3*t^4 + 3*q^5*t + 2*q^4*t^2 - 15*q^3*t^3 - q^2*t^4 - 2*q^4*t + 16*q^3*t^2 - 3*q^2*t^3 + q^4 - 9*q^3*t + 4*q*t^3 + 2*q^2*t - 4*q*t^2 + 3*q*t - t)/((q^3*t^2 - 1)*(q*t - 1)^4*q^4*(t - 1))

ask[+]:

(9*q^14*t^15 - q^13*t^16 + 10*q^14*t^14 - 62*q^13*t^15 + 9*q^12*t^16 - q^14*t^13 - 43*q^13*t^14 + 163*q^12*t^15 - 30*q^11*t^16 - 45*q^13*t^13 + 71*q^12*t^14 - 175*q^11*t^15 + 41*q^10*t^16 - q^9*t^17 - 42*q^13*t^12 + 331*q^12*t^13 - 190*q^11*t^14 + 52*q^10*t^15 - 12*q^9*t^16 + 13*q^13*t^11 + 146*q^12*t^12 - 669*q^11*t^13 + 435*q^10*t^14 - 25*q^9*t^15 + 29*q^12*t^11 - 341*q^11*t^12 + 316*q^10*t^13 - 308*q^9*t^14 + 24*q^8*t^15 + 38*q^12*t^10 - 358*q^11*t^11 + 1133*q^10*t^12 + 116*q^9*t^13 - 2*q^7*t^15 - 9*q^12*t^9 + 18*q^11*t^10 + 131*q^10*t^11 - 1758*q^9*t^12 + 152*q^8*t^13 + 25*q^7*t^14 - 4*q^12*t^8 - 75*q^11*t^9 - 7*q^10*t^10 + 1253*q^9*t^11 + 587*q^8*t^12 - 151*q^7*t^13 + 11*q^11*t^8 + 229*q^10*t^9 - 860*q^9*t^10 - 918*q^8*t^11 + 277*q^7*t^12 + 12*q^6*t^13 + 9*q^11*t^7 - 156*q^10*t^8 + 974*q^9*t^9 + 373*q^8*t^10 - 533*q^7*t^11 - 68*q^6*t^12 - q^5*t^13 - 4*q^10*t^7 - 44*q^9*t^8 - 2576*q^8*t^9 + 2038*q^7*t^10 + 354*q^6*t^11 - 18*q^5*t^12 + 8*q^10*t^6 + 299*q^9*t^7 + 818*q^8*t^8 + 722*q^7*t^9 - 1728*q^6*t^10 - 11*q^5*t^11 - 11*q^9*t^6 - 1728*q^8*t^7 + 722*q^7*t^8 + 818*q^6*t^9 + 299*q^5*t^10 + 8*q^4*t^11 - 18*q^9*t^5 + 354*q^8*t^6 + 2038*q^7*t^7 - 2576*q^6*t^8 - 44*q^5*t^9 - 4*q^4*t^10 - q^9*t^4 - 68*q^8*t^5 - 533*q^7*t^6 + 373*q^6*t^7 + 974*q^5*t^8 - 156*q^4*t^9 + 9*q^3*t^10 + 12*q^8*t^4 + 277*q^7*t^5 - 918*q^6*t^6 - 860*q^5*t^7 + 229*q^4*t^8 + 11*q^3*t^9 - 151*q^7*t^4 + 587*q^6*t^5 + 1253*q^5*t^6 - 7*q^4*t^7 - 75*q^3*t^8 - 4*q^2*t^9 + 25*q^7*t^3 + 152*q^6*t^4 - 1758*q^5*t^5 + 131*q^4*t^6 + 18*q^3*t^7 - 9*q^2*t^8 - 2*q^7*t^2 + 116*q^5*t^4 + 1133*q^4*t^5 - 358*q^3*t^6 + 38*q^2*t^7 + 24*q^6*t^2 - 308*q^5*t^3 + 316*q^4*t^4 - 341*q^3*t^5 + 29*q^2*t^6 - 25*q^5*t^2 + 435*q^4*t^3 - 669*q^3*t^4 + 146*q^2*t^5 + 13*q*t^6 - 12*q^5*t + 52*q^4*t^2 - 190*q^3*t^3 + 331*q^2*t^4 - 42*q*t^5 - q^5 + 41*q^4*t - 175*q^3*t^2 + 71*q^2*t^3 - 45*q*t^4 - 30*q^3*t + 163*q^2*t^2 - 43*q*t^3 - t^4 + 9*q^2*t - 62*q*t^2 + 10*t^3 - q*t + 9*t^2)/((q*t^2 - 1)^2*(q*t + 1)^3*(q*t - 1)^6*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 4], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0234] 'F@QZo'

Zeta functions

ask[-]:

-(q^5*t^3 + q^5*t^2 - 6*q^4*t^3 + 4*q^4*t^2 + 5*q^3*t^3 - 3*q^4*t - 8*q^3*t^2 + 7*q^2*t^3 - q*t^4 - q^4 + 7*q^3*t - 8*q^2*t^2 - 3*q*t^3 + 5*q^2*t + 4*q*t^2 - 6*q*t + t^2 + t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^10*t^11 + 4*q^9*t^12 + q^8*t^13 - q^10*t^10 - 6*q^9*t^11 - 15*q^8*t^12 - 8*q^7*t^13 + 3*q^10*t^9 - 25*q^9*t^10 + 43*q^8*t^11 + q^7*t^12 + 26*q^6*t^13 + 2*q^10*t^8 - 18*q^9*t^9 + 111*q^8*t^10 - 136*q^7*t^11 + 67*q^6*t^12 - 44*q^5*t^13 - 11*q^10*t^7 + 80*q^9*t^8 - 150*q^8*t^9 + 67*q^7*t^10 + 47*q^6*t^11 - 59*q^5*t^12 + 32*q^4*t^13 - 9*q^10*t^6 + 85*q^9*t^7 - 355*q^8*t^8 + 680*q^7*t^9 - 705*q^6*t^10 + 328*q^5*t^11 - 90*q^4*t^12 + 7*q^3*t^13 - q^2*t^14 + q^10*t^5 - 16*q^9*t^6 - 3*q^8*t^7 + 130*q^7*t^8 - 547*q^6*t^9 + 685*q^5*t^10 - 321*q^4*t^11 + 97*q^3*t^12 - 8*q^2*t^13 + 32*q^8*t^6 - 225*q^7*t^7 + 622*q^6*t^8 - 378*q^5*t^9 + 77*q^4*t^10 + q^3*t^11 - 15*q^2*t^12 + 34*q^9*t^4 - 221*q^8*t^5 + 672*q^7*t^6 - 800*q^6*t^7 + 242*q^5*t^8 + 79*q^4*t^9 - 119*q^3*t^10 + 36*q^2*t^11 - q*t^12 + 3*q^9*t^3 - 85*q^8*t^4 + 513*q^7*t^5 - 1427*q^6*t^6 + 1980*q^5*t^7 - 1427*q^4*t^8 + 513*q^3*t^9 - 85*q^2*t^10 + 3*q*t^11 - q^9*t^2 + 36*q^8*t^3 - 119*q^7*t^4 + 79*q^6*t^5 + 242*q^5*t^6 - 800*q^4*t^7 + 672*q^3*t^8 - 221*q^2*t^9 + 34*q*t^10 - 15*q^8*t^2 + q^7*t^3 + 77*q^6*t^4 - 378*q^5*t^5 + 622*q^4*t^6 - 225*q^3*t^7 + 32*q^2*t^8 - 8*q^8*t + 97*q^7*t^2 - 321*q^6*t^3 + 685*q^5*t^4 - 547*q^4*t^5 + 130*q^3*t^6 - 3*q^2*t^7 - 16*q*t^8 + t^9 - q^8 + 7*q^7*t - 90*q^6*t^2 + 328*q^5*t^3 - 705*q^4*t^4 + 680*q^3*t^5 - 355*q^2*t^6 + 85*q*t^7 - 9*t^8 + 32*q^6*t - 59*q^5*t^2 + 47*q^4*t^3 + 67*q^3*t^4 - 150*q^2*t^5 + 80*q*t^6 - 11*t^7 - 44*q^5*t + 67*q^4*t^2 - 136*q^3*t^3 + 111*q^2*t^4 - 18*q*t^5 + 2*t^6 + 26*q^4*t + q^3*t^2 + 43*q^2*t^3 - 25*q*t^4 + 3*t^5 - 8*q^3*t - 15*q^2*t^2 - 6*q*t^3 - t^4 + q^2*t + 4*q*t^2 + t^3)/((q*t^2 - 1)^3*(q*t - 1)*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0235] 'F@QZw'

Zeta functions

ask[-]:

(q^4*t^2 + 4*q^4*t - 5*q^3*t^2 + q^4 - 7*q^3*t + 4*q^2*t^2 - 4*q^2*t + 7*q*t^2 - t^3 + 5*q*t - 4*t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^11*t^14 + q^10*t^15 - 3*q^11*t^13 - 3*q^10*t^14 - 5*q^9*t^15 - q^8*t^16 - q^12*t^11 + 4*q^11*t^12 - q^10*t^13 + 16*q^9*t^14 - 2*q^8*t^15 + 8*q^7*t^16 + 8*q^12*t^10 - 23*q^11*t^11 + 30*q^10*t^12 - 10*q^9*t^13 - 24*q^8*t^14 + 30*q^7*t^15 - 21*q^6*t^16 + 9*q^12*t^9 - 107*q^11*t^10 + 344*q^10*t^11 - 525*q^9*t^12 + 435*q^8*t^13 - 205*q^7*t^14 + 13*q^6*t^15 + 18*q^5*t^16 + 6*q^12*t^8 - 59*q^11*t^9 + 373*q^10*t^10 - 1086*q^9*t^11 + 1567*q^8*t^12 - 1308*q^7*t^13 + 648*q^6*t^14 - 150*q^5*t^15 + 10*q^4*t^16 - q^3*t^17 - 15*q^11*t^8 + 10*q^10*t^9 - 166*q^9*t^10 + 764*q^8*t^11 - 1270*q^7*t^12 + 1076*q^6*t^13 - 483*q^5*t^14 + 109*q^4*t^15 - 7*q^3*t^16 - 30*q^11*t^7 + 239*q^10*t^8 - 415*q^9*t^9 + 194*q^8*t^10 + 166*q^7*t^11 - 65*q^6*t^12 - 37*q^5*t^13 + 13*q^4*t^14 - 11*q^3*t^15 - 33*q^11*t^6 + 344*q^10*t^7 - 1541*q^9*t^8 + 3249*q^8*t^9 - 3539*q^7*t^10 + 2007*q^6*t^11 - 687*q^5*t^12 + 80*q^4*t^13 + 31*q^3*t^14 - q^2*t^15 + q^11*t^5 + 70*q^10*t^6 - 559*q^9*t^7 + 2287*q^8*t^8 - 4901*q^7*t^9 + 5494*q^6*t^10 - 3420*q^5*t^11 + 1238*q^4*t^12 - 226*q^3*t^13 + 6*q^2*t^14 - 14*q^10*t^5 + 28*q^9*t^6 - 181*q^8*t^7 + 9*q^7*t^8 + 1012*q^6*t^9 - 1655*q^5*t^10 + 1152*q^4*t^11 - 363*q^3*t^12 + 54*q^2*t^13 + 54*q^10*t^4 - 363*q^9*t^5 + 1152*q^8*t^6 - 1655*q^7*t^7 + 1012*q^6*t^8 + 9*q^5*t^9 - 181*q^4*t^10 + 28*q^3*t^11 - 14*q^2*t^12 + 6*q^10*t^3 - 226*q^9*t^4 + 1238*q^8*t^5 - 3420*q^7*t^6 + 5494*q^6*t^7 - 4901*q^5*t^8 + 2287*q^4*t^9 - 559*q^3*t^10 + 70*q^2*t^11 + q*t^12 - q^10*t^2 + 31*q^9*t^3 + 80*q^8*t^4 - 687*q^7*t^5 + 2007*q^6*t^6 - 3539*q^5*t^7 + 3249*q^4*t^8 - 1541*q^3*t^9 + 344*q^2*t^10 - 33*q*t^11 - 11*q^9*t^2 + 13*q^8*t^3 - 37*q^7*t^4 - 65*q^6*t^5 + 166*q^5*t^6 + 194*q^4*t^7 - 415*q^3*t^8 + 239*q^2*t^9 - 30*q*t^10 - 7*q^9*t + 109*q^8*t^2 - 483*q^7*t^3 + 1076*q^6*t^4 - 1270*q^5*t^5 + 764*q^4*t^6 - 166*q^3*t^7 + 10*q^2*t^8 - 15*q*t^9 - q^9 + 10*q^8*t - 150*q^7*t^2 + 648*q^6*t^3 - 1308*q^5*t^4 + 1567*q^4*t^5 - 1086*q^3*t^6 + 373*q^2*t^7 - 59*q*t^8 + 6*t^9 + 18*q^7*t + 13*q^6*t^2 - 205*q^5*t^3 + 435*q^4*t^4 - 525*q^3*t^5 + 344*q^2*t^6 - 107*q*t^7 + 9*t^8 - 21*q^6*t + 30*q^5*t^2 - 24*q^4*t^3 - 10*q^3*t^4 + 30*q^2*t^5 - 23*q*t^6 + 8*t^7 + 8*q^5*t - 2*q^4*t^2 + 16*q^3*t^3 - q^2*t^4 + 4*q*t^5 - t^6 - q^4*t - 5*q^3*t^2 - 3*q^2*t^3 - 3*q*t^4 + q^2*t^2 + q*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0236] 'F@Q^w'

Zeta functions

ask[-]:

(q^4*t^3 - 3*q^5*t + 5*q^4*t^2 - 5*q^3*t^3 - q^5 + 6*q^4*t - 8*q^3*t^2 + 5*q^2*t^3 + 5*q^3*t - 8*q^2*t^2 + 6*q*t^3 - t^4 - 5*q^2*t + 5*q*t^2 - 3*t^3 + q*t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^11*t^10 - 3*q^14*t^6 - q^13*t^7 + q^12*t^8 - q^11*t^9 - 2*q^10*t^10 + q^9*t^11 - 7*q^14*t^5 + 26*q^13*t^6 + 24*q^12*t^7 - 5*q^11*t^8 - 2*q^10*t^9 - 7*q^8*t^11 - 25*q^14*t^4 + 57*q^13*t^5 - 86*q^12*t^6 - 123*q^11*t^7 - 52*q^10*t^8 + 9*q^9*t^9 + 8*q^8*t^10 + 12*q^7*t^11 - q^6*t^12 - 20*q^14*t^3 + 188*q^13*t^4 - 130*q^12*t^5 + 45*q^11*t^6 + 402*q^10*t^7 + 247*q^9*t^8 + 92*q^8*t^9 - 22*q^7*t^10 - 4*q^6*t^11 + 7*q^5*t^12 - 19*q^14*t^2 + 129*q^13*t^3 - 433*q^12*t^4 - 301*q^11*t^5 + 486*q^10*t^6 - 690*q^9*t^7 - 635*q^8*t^8 - 302*q^7*t^9 - 24*q^6*t^10 + 3*q^5*t^11 - 15*q^4*t^12 - 5*q^14*t + 74*q^13*t^2 - 202*q^12*t^3 + 65*q^11*t^4 + 1489*q^10*t^5 - 667*q^9*t^6 - 259*q^8*t^7 + 1238*q^7*t^8 + 391*q^6*t^9 + 101*q^5*t^10 - 10*q^4*t^11 + 10*q^3*t^12 - q^14 + 7*q^13*t - 58*q^12*t^2 - q^11*t^3 + 778*q^10*t^4 - 1316*q^9*t^5 - 1072*q^8*t^6 + 1954*q^7*t^7 - 649*q^6*t^8 - 735*q^5*t^9 + 46*q^4*t^10 - 10*q^3*t^11 + 4*q^2*t^12 + 4*q^12*t - 10*q^11*t^2 + 46*q^10*t^3 - 735*q^9*t^4 - 649*q^8*t^5 + 1954*q^7*t^6 - 1072*q^6*t^7 - 1316*q^5*t^8 + 778*q^4*t^9 - q^3*t^10 - 58*q^2*t^11 + 7*q*t^12 - t^13 + 10*q^11*t - 10*q^10*t^2 + 101*q^9*t^3 + 391*q^8*t^4 + 1238*q^7*t^5 - 259*q^6*t^6 - 667*q^5*t^7 + 1489*q^4*t^8 + 65*q^3*t^9 - 202*q^2*t^10 + 74*q*t^11 - 5*t^12 - 15*q^10*t + 3*q^9*t^2 - 24*q^8*t^3 - 302*q^7*t^4 - 635*q^6*t^5 - 690*q^5*t^6 + 486*q^4*t^7 - 301*q^3*t^8 - 433*q^2*t^9 + 129*q*t^10 - 19*t^11 + 7*q^9*t - 4*q^8*t^2 - 22*q^7*t^3 + 92*q^6*t^4 + 247*q^5*t^5 + 402*q^4*t^6 + 45*q^3*t^7 - 130*q^2*t^8 + 188*q*t^9 - 20*t^10 - q^8*t + 12*q^7*t^2 + 8*q^6*t^3 + 9*q^5*t^4 - 52*q^4*t^5 - 123*q^3*t^6 - 86*q^2*t^7 + 57*q*t^8 - 25*t^9 - 7*q^6*t^2 - 2*q^4*t^4 - 5*q^3*t^5 + 24*q^2*t^6 + 26*q*t^7 - 7*t^8 + q^5*t^2 - 2*q^4*t^3 - q^3*t^4 + q^2*t^5 - q*t^6 - 3*t^7 + q^3*t^3)/((q^2 - t)^4*(q*t - 1)*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0237] 'F@R@o'

Zeta functions

ask[-]:

(q^6*t^4 - q^6*t^3 - 3*q^5*t^4 + q^6*t^2 + 7*q^5*t^3 - 3*q^4*t^4 - 11*q^5*t^2 + 3*q^4*t^3 + 10*q^3*t^4 - q^2*t^5 + 3*q^5*t + 7*q^4*t^2 - 22*q^3*t^3 + 3*q^2*t^4 - 3*q^4*t + 22*q^3*t^2 - 7*q^2*t^3 - 3*q*t^4 + q^4 - 10*q^3*t - 3*q^2*t^2 + 11*q*t^3 + 3*q^2*t - 7*q*t^2 - t^3 + 3*q*t + t^2 - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

-(4*q^12*t^14 - q^11*t^15 + 21*q^12*t^13 - 46*q^11*t^14 + 8*q^10*t^15 + 14*q^12*t^12 - 136*q^11*t^13 + 196*q^10*t^14 - 28*q^9*t^15 + q^12*t^11 - 89*q^11*t^12 + 322*q^10*t^13 - 411*q^9*t^14 + 57*q^8*t^15 - 149*q^11*t^11 + 431*q^10*t^12 - 310*q^9*t^13 + 406*q^8*t^14 - 61*q^7*t^15 + q^6*t^16 - 55*q^11*t^10 + 945*q^10*t^11 - 1550*q^9*t^12 + 225*q^8*t^13 - 138*q^7*t^14 + 17*q^6*t^15 - 4*q^11*t^9 + 240*q^10*t^10 - 2222*q^9*t^11 + 2892*q^8*t^12 - 426*q^7*t^13 + 26*q^6*t^14 + 376*q^10*t^9 - 966*q^9*t^10 + 2579*q^8*t^11 - 2440*q^7*t^12 + 343*q^6*t^13 - 13*q^5*t^14 + 143*q^10*t^8 - 2207*q^9*t^9 + 3630*q^8*t^10 - 2538*q^7*t^11 + 823*q^6*t^12 - 54*q^5*t^13 - 27*q^10*t^7 - 712*q^9*t^8 + 4539*q^8*t^9 - 6485*q^7*t^10 + 2886*q^6*t^11 - 158*q^5*t^12 - 9*q^4*t^13 + 6*q^10*t^6 - 246*q^9*t^7 + 2666*q^8*t^8 - 4402*q^7*t^9 + 4836*q^6*t^10 - 1720*q^5*t^11 + 36*q^4*t^12 - 148*q^9*t^6 + 1956*q^8*t^7 - 7696*q^7*t^8 + 3850*q^6*t^9 - 1626*q^5*t^10 + 343*q^4*t^11 + 5*q^3*t^12 - 5*q^9*t^5 + 480*q^8*t^6 - 3923*q^7*t^7 + 11396*q^6*t^8 - 3923*q^5*t^9 + 480*q^4*t^10 - 5*q^3*t^11 + 5*q^9*t^4 + 343*q^8*t^5 - 1626*q^7*t^6 + 3850*q^6*t^7 - 7696*q^5*t^8 + 1956*q^4*t^9 - 148*q^3*t^10 + 36*q^8*t^4 - 1720*q^7*t^5 + 4836*q^6*t^6 - 4402*q^5*t^7 + 2666*q^4*t^8 - 246*q^3*t^9 + 6*q^2*t^10 - 9*q^8*t^3 - 158*q^7*t^4 + 2886*q^6*t^5 - 6485*q^5*t^6 + 4539*q^4*t^7 - 712*q^3*t^8 - 27*q^2*t^9 - 54*q^7*t^3 + 823*q^6*t^4 - 2538*q^5*t^5 + 3630*q^4*t^6 - 2207*q^3*t^7 + 143*q^2*t^8 - 13*q^7*t^2 + 343*q^6*t^3 - 2440*q^5*t^4 + 2579*q^4*t^5 - 966*q^3*t^6 + 376*q^2*t^7 + 26*q^6*t^2 - 426*q^5*t^3 + 2892*q^4*t^4 - 2222*q^3*t^5 + 240*q^2*t^6 - 4*q*t^7 + 17*q^6*t - 138*q^5*t^2 + 225*q^4*t^3 - 1550*q^3*t^4 + 945*q^2*t^5 - 55*q*t^6 + q^6 - 61*q^5*t + 406*q^4*t^2 - 310*q^3*t^3 + 431*q^2*t^4 - 149*q*t^5 + 57*q^4*t - 411*q^3*t^2 + 322*q^2*t^3 - 89*q*t^4 + t^5 - 28*q^3*t + 196*q^2*t^2 - 136*q*t^3 + 14*t^4 + 8*q^2*t - 46*q*t^2 + 21*t^3 - q*t + 4*t^2)/((q*t^2 - 1)^4*(q*t - 1)^3*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 4], [1, 5], [2, 3], [2, 6], [3, 6], [4, 6]]

[0238] 'F@R\o'

Zeta functions

ask[-]:

(q^4*t^2 - 2*q^4*t + 2*q^3*t^2 - q^4 + 2*q^3*t - 6*q^2*t^2 + 6*q^2*t - 2*q*t^2 + t^3 - 2*q*t + 2*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(3*q^12*t^10 + 14*q^11*t^11 + 24*q^10*t^12 + 14*q^9*t^13 + 3*q^8*t^14 - 3*q^12*t^9 - 17*q^11*t^10 - 81*q^10*t^11 - 158*q^9*t^12 - 113*q^8*t^13 - 33*q^7*t^14 - q^6*t^15 - 11*q^12*t^8 - 57*q^11*t^9 - 68*q^10*t^10 + 159*q^9*t^11 + 441*q^8*t^12 + 375*q^7*t^13 + 138*q^6*t^14 + 9*q^5*t^15 + 13*q^12*t^7 + 60*q^11*t^8 + 373*q^10*t^9 + 685*q^9*t^10 + 127*q^8*t^11 - 648*q^7*t^12 - 691*q^6*t^13 - 295*q^5*t^14 - 30*q^4*t^15 - q^13*t^5 + 10*q^12*t^6 + 116*q^11*t^7 + 2*q^10*t^8 - 927*q^9*t^9 - 2021*q^8*t^10 - 1313*q^7*t^11 + 410*q^6*t^12 + 846*q^5*t^13 + 329*q^4*t^14 + 55*q^3*t^15 - q^13*t^4 - 10*q^12*t^5 - 54*q^11*t^6 - 824*q^10*t^7 - 1039*q^9*t^8 + 1025*q^8*t^9 + 3290*q^7*t^10 + 2795*q^6*t^11 + 254*q^5*t^12 - 719*q^4*t^13 - 198*q^3*t^14 - 53*q^2*t^15 + 2*q^13*t^3 + 11*q^12*t^4 - 224*q^11*t^5 + 232*q^10*t^6 + 2120*q^9*t^7 + 3383*q^8*t^8 + 651*q^7*t^9 - 3509*q^6*t^10 - 3179*q^5*t^11 - 545*q^4*t^12 + 291*q^3*t^13 + 115*q^2*t^14 + 13*q*t^15 + t^16 - 8*q^13*t^2 + 33*q^12*t^3 - 74*q^11*t^4 + 1258*q^10*t^5 + 166*q^9*t^6 - 3483*q^8*t^7 - 5090*q^7*t^8 - 3230*q^6*t^9 + 2057*q^5*t^10 + 2535*q^4*t^11 + 108*q^3*t^12 + 42*q^2*t^13 - 57*q*t^14 + t^15 - q^13*t + 57*q^12*t^2 - 42*q^11*t^3 - 108*q^10*t^4 - 2535*q^9*t^5 - 2057*q^8*t^6 + 3230*q^7*t^7 + 5090*q^6*t^8 + 3483*q^5*t^9 - 166*q^4*t^10 - 1258*q^3*t^11 + 74*q^2*t^12 - 33*q*t^13 + 8*t^14 - q^13 - 13*q^12*t - 115*q^11*t^2 - 291*q^10*t^3 + 545*q^9*t^4 + 3179*q^8*t^5 + 3509*q^7*t^6 - 651*q^6*t^7 - 3383*q^5*t^8 - 2120*q^4*t^9 - 232*q^3*t^10 + 224*q^2*t^11 - 11*q*t^12 - 2*t^13 + 53*q^11*t + 198*q^10*t^2 + 719*q^9*t^3 - 254*q^8*t^4 - 2795*q^7*t^5 - 3290*q^6*t^6 - 1025*q^5*t^7 + 1039*q^4*t^8 + 824*q^3*t^9 + 54*q^2*t^10 + 10*q*t^11 + t^12 - 55*q^10*t - 329*q^9*t^2 - 846*q^8*t^3 - 410*q^7*t^4 + 1313*q^6*t^5 + 2021*q^5*t^6 + 927*q^4*t^7 - 2*q^3*t^8 - 116*q^2*t^9 - 10*q*t^10 + t^11 + 30*q^9*t + 295*q^8*t^2 + 691*q^7*t^3 + 648*q^6*t^4 - 127*q^5*t^5 - 685*q^4*t^6 - 373*q^3*t^7 - 60*q^2*t^8 - 13*q*t^9 - 9*q^8*t - 138*q^7*t^2 - 375*q^6*t^3 - 441*q^5*t^4 - 159*q^4*t^5 + 68*q^3*t^6 + 57*q^2*t^7 + 11*q*t^8 + q^7*t + 33*q^6*t^2 + 113*q^5*t^3 + 158*q^4*t^4 + 81*q^3*t^5 + 17*q^2*t^6 + 3*q*t^7 - 3*q^5*t^2 - 14*q^4*t^3 - 24*q^3*t^4 - 14*q^2*t^5 - 3*q*t^6)/((q*t - 1)*(q + t)^2*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0239] 'F@R\w'

Zeta functions

ask[-]:

-(2*q^4*t - 3*q^3*t^2 + q^4 - 3*q^3*t + 5*q^2*t^2 - 5*q^2*t + 3*q*t^2 - t^3 + 3*q*t - 2*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(2*q^12*t^10 + 4*q^11*t^11 + 4*q^10*t^12 - 2*q^12*t^9 - 6*q^11*t^10 - 20*q^10*t^11 - 38*q^9*t^12 - 12*q^8*t^13 - 2*q^7*t^14 - 4*q^12*t^8 - 23*q^11*t^9 - 30*q^10*t^10 + 65*q^9*t^11 + 148*q^8*t^12 + 69*q^7*t^13 + 24*q^6*t^14 + q^5*t^15 + 8*q^14*t^5 - 17*q^13*t^6 + 3*q^12*t^7 + 28*q^11*t^8 + 148*q^10*t^9 + 286*q^9*t^10 - 124*q^8*t^11 - 380*q^7*t^12 - 178*q^6*t^13 - 85*q^5*t^14 - 9*q^4*t^15 - 10*q^14*t^4 - 47*q^13*t^5 + 128*q^12*t^6 + 149*q^11*t^7 - 180*q^10*t^8 - 523*q^9*t^9 - 780*q^8*t^10 + q^7*t^11 + 646*q^6*t^12 + 352*q^5*t^13 + 126*q^4*t^14 + 28*q^3*t^15 + 7*q^14*t^3 + 102*q^13*t^4 - 25*q^12*t^5 - 390*q^11*t^6 - 628*q^10*t^7 + 192*q^9*t^8 + 1418*q^8*t^9 + 1298*q^7*t^10 + 207*q^6*t^11 - 628*q^5*t^12 - 537*q^4*t^13 - 100*q^3*t^14 - 36*q^2*t^15 - 13*q^14*t^2 - 18*q^13*t^3 - 395*q^12*t^4 + 321*q^11*t^5 + 1147*q^10*t^6 + 899*q^9*t^7 + 235*q^8*t^8 - 1976*q^7*t^9 - 2075*q^6*t^10 - 118*q^5*t^11 + 475*q^4*t^12 + 415*q^3*t^13 + 103*q^2*t^14 + 9*q*t^15 + t^16 - q^14*t + 69*q^13*t^2 + 110*q^12*t^3 + 580*q^11*t^4 - 276*q^10*t^5 - 2239*q^9*t^6 - 1271*q^8*t^7 + 1271*q^6*t^9 + 2239*q^5*t^10 + 276*q^4*t^11 - 580*q^3*t^12 - 110*q^2*t^13 - 69*q*t^14 + t^15 - q^14 - 9*q^13*t - 103*q^12*t^2 - 415*q^11*t^3 - 475*q^10*t^4 + 118*q^9*t^5 + 2075*q^8*t^6 + 1976*q^7*t^7 - 235*q^6*t^8 - 899*q^5*t^9 - 1147*q^4*t^10 - 321*q^3*t^11 + 395*q^2*t^12 + 18*q*t^13 + 13*t^14 + 36*q^12*t + 100*q^11*t^2 + 537*q^10*t^3 + 628*q^9*t^4 - 207*q^8*t^5 - 1298*q^7*t^6 - 1418*q^6*t^7 - 192*q^5*t^8 + 628*q^4*t^9 + 390*q^3*t^10 + 25*q^2*t^11 - 102*q*t^12 - 7*t^13 - 28*q^11*t - 126*q^10*t^2 - 352*q^9*t^3 - 646*q^8*t^4 - q^7*t^5 + 780*q^6*t^6 + 523*q^5*t^7 + 180*q^4*t^8 - 149*q^3*t^9 - 128*q^2*t^10 + 47*q*t^11 + 10*t^12 + 9*q^10*t + 85*q^9*t^2 + 178*q^8*t^3 + 380*q^7*t^4 + 124*q^6*t^5 - 286*q^5*t^6 - 148*q^4*t^7 - 28*q^3*t^8 - 3*q^2*t^9 + 17*q*t^10 - 8*t^11 - q^9*t - 24*q^8*t^2 - 69*q^7*t^3 - 148*q^6*t^4 - 65*q^5*t^5 + 30*q^4*t^6 + 23*q^3*t^7 + 4*q^2*t^8 + 2*q^7*t^2 + 12*q^6*t^3 + 38*q^5*t^4 + 20*q^4*t^5 + 6*q^3*t^6 + 2*q^2*t^7 - 4*q^4*t^4 - 4*q^3*t^5 - 2*q^2*t^6)/((q^2 - t)*(q*t - 1)*(q + t)^2*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0240] 'F@R~o'

Zeta functions

ask[-]:

(q^8*t + q^6*t^3 + q^8 - 2*q^7*t - 2*q^6*t^2 - q^5*t^3 - 3*q^6*t + 2*q^5*t^2 - q^4*t^3 + q^5*t + 6*q^4*t^2 + q^3*t^3 - q^4*t + 2*q^3*t^2 - 3*q^2*t^3 - q^3*t - 2*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t + t^3)/((q^3 - t)*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(q^13*t^8 + q^12*t^9 - q^13*t^7 - 2*q^12*t^8 - 5*q^11*t^9 - q^10*t^10 - q^9*t^11 - 3*q^13*t^6 - 2*q^12*t^7 + q^11*t^8 + 8*q^10*t^9 + q^9*t^10 + 5*q^8*t^11 + 5*q^13*t^5 + q^12*t^6 + 21*q^11*t^7 + 7*q^10*t^8 - 2*q^9*t^9 + 5*q^8*t^10 - 9*q^7*t^11 + 2*q^6*t^12 - q^14*t^3 + 2*q^13*t^4 + 4*q^12*t^5 - 3*q^11*t^6 - 26*q^10*t^7 - 19*q^9*t^8 - 25*q^8*t^9 + 7*q^7*t^10 - 3*q^6*t^11 - 6*q^5*t^12 + 3*q^14*t^2 - 12*q^13*t^3 + 23*q^12*t^4 - 85*q^11*t^5 + 27*q^10*t^6 + 35*q^9*t^7 - 45*q^8*t^8 + 56*q^7*t^9 - 29*q^6*t^10 + 19*q^5*t^11 + 6*q^4*t^12 + q^14*t - 20*q^13*t^2 + 49*q^12*t^3 - 41*q^11*t^4 + 65*q^10*t^5 + 45*q^9*t^6 - 55*q^8*t^7 + 72*q^7*t^8 + 24*q^6*t^9 + q^5*t^10 - 13*q^4*t^11 + 2*q^3*t^12 + q^14 + 14*q^12*t^2 - q^11*t^3 - 36*q^10*t^4 + 49*q^9*t^5 + 27*q^8*t^6 - 102*q^7*t^7 + 10*q^6*t^8 - 30*q^5*t^9 - 33*q^4*t^10 + 23*q^3*t^11 - 12*q^2*t^12 - 12*q^12*t + 23*q^11*t^2 - 33*q^10*t^3 - 30*q^9*t^4 + 10*q^8*t^5 - 102*q^7*t^6 + 27*q^6*t^7 + 49*q^5*t^8 - 36*q^4*t^9 - q^3*t^10 + 14*q^2*t^11 + t^13 + 2*q^11*t - 13*q^10*t^2 + q^9*t^3 + 24*q^8*t^4 + 72*q^7*t^5 - 55*q^6*t^6 + 45*q^5*t^7 + 65*q^4*t^8 - 41*q^3*t^9 + 49*q^2*t^10 - 20*q*t^11 + t^12 + 6*q^10*t + 19*q^9*t^2 - 29*q^8*t^3 + 56*q^7*t^4 - 45*q^6*t^5 + 35*q^5*t^6 + 27*q^4*t^7 - 85*q^3*t^8 + 23*q^2*t^9 - 12*q*t^10 + 3*t^11 - 6*q^9*t - 3*q^8*t^2 + 7*q^7*t^3 - 25*q^6*t^4 - 19*q^5*t^5 - 26*q^4*t^6 - 3*q^3*t^7 + 4*q^2*t^8 + 2*q*t^9 - t^10 + 2*q^8*t - 9*q^7*t^2 + 5*q^6*t^3 - 2*q^5*t^4 + 7*q^4*t^5 + 21*q^3*t^6 + q^2*t^7 + 5*q*t^8 + 5*q^6*t^2 + q^5*t^3 + 8*q^4*t^4 + q^3*t^5 - 2*q^2*t^6 - 3*q*t^7 - q^5*t^2 - q^4*t^3 - 5*q^3*t^4 - 2*q^2*t^5 - q*t^6 + q^2*t^4 + q*t^5)/((q^3 - t)*(q*t - 1)*(q + t)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0241] 'F@R~w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q^2 - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^17*t^9 - 2*q^19*t^6 + q^17*t^8 - 4*q^16*t^9 + 2*q^15*t^10 + 3*q^20*t^4 - q^19*t^5 + 19*q^18*t^6 - 3*q^17*t^7 - 3*q^16*t^8 - q^15*t^9 - 12*q^14*t^10 + 2*q^20*t^3 - 32*q^19*t^4 + q^18*t^5 - 62*q^17*t^6 - 36*q^16*t^7 - 6*q^15*t^8 + q^14*t^9 + 22*q^13*t^10 - 2*q^12*t^11 + 8*q^20*t^2 - 14*q^19*t^3 + 90*q^18*t^4 + 85*q^17*t^5 + 64*q^16*t^6 + 177*q^15*t^7 + 69*q^14*t^8 + 11*q^13*t^9 - 16*q^12*t^10 - 2*q^10*t^12 + 2*q^20*t - 30*q^19*t^2 - 2*q^18*t^3 - 47*q^17*t^4 - 256*q^16*t^5 - 37*q^15*t^6 - 200*q^14*t^7 - 185*q^13*t^8 + 30*q^12*t^9 + 12*q^11*t^10 + 22*q^10*t^11 + 15*q^9*t^12 + q^20 - q^19*t + 19*q^18*t^2 + 35*q^17*t^3 - 45*q^16*t^4 + 142*q^15*t^5 - 7*q^14*t^6 - 15*q^13*t^7 + 197*q^12*t^8 - 124*q^11*t^9 - 45*q^10*t^10 - 35*q^9*t^11 - 33*q^8*t^12 - q^7*t^13 + q^18*t - 4*q^17*t^2 + 66*q^16*t^3 + 88*q^15*t^4 + 50*q^14*t^5 + 190*q^13*t^6 + 260*q^12*t^7 - 158*q^11*t^8 + 70*q^10*t^9 + 96*q^9*t^10 - 2*q^8*t^11 + 26*q^7*t^12 + 5*q^6*t^13 - 23*q^17*t + 12*q^16*t^2 - 95*q^15*t^3 - 177*q^14*t^4 - 24*q^13*t^5 - 119*q^12*t^6 - 255*q^11*t^7 + 47*q^10*t^8 + 142*q^9*t^9 - 69*q^8*t^10 + 13*q^7*t^11 - q^6*t^12 - 15*q^5*t^13 + 26*q^16*t + q^15*t^2 + 16*q^14*t^3 + 91*q^13*t^4 - 86*q^12*t^5 + 19*q^11*t^6 + 72*q^10*t^7 + 19*q^9*t^8 - 86*q^8*t^9 + 91*q^7*t^10 + 16*q^6*t^11 + q^5*t^12 + 26*q^4*t^13 - 15*q^15*t - q^14*t^2 + 13*q^13*t^3 - 69*q^12*t^4 + 142*q^11*t^5 + 47*q^10*t^6 - 255*q^9*t^7 - 119*q^8*t^8 - 24*q^7*t^9 - 177*q^6*t^10 - 95*q^5*t^11 + 12*q^4*t^12 - 23*q^3*t^13 + 5*q^14*t + 26*q^13*t^2 - 2*q^12*t^3 + 96*q^11*t^4 + 70*q^10*t^5 - 158*q^9*t^6 + 260*q^8*t^7 + 190*q^7*t^8 + 50*q^6*t^9 + 88*q^5*t^10 + 66*q^4*t^11 - 4*q^3*t^12 + q^2*t^13 - q^13*t - 33*q^12*t^2 - 35*q^11*t^3 - 45*q^10*t^4 - 124*q^9*t^5 + 197*q^8*t^6 - 15*q^7*t^7 - 7*q^6*t^8 + 142*q^5*t^9 - 45*q^4*t^10 + 35*q^3*t^11 + 19*q^2*t^12 - q*t^13 + t^14 + 15*q^11*t^2 + 22*q^10*t^3 + 12*q^9*t^4 + 30*q^8*t^5 - 185*q^7*t^6 - 200*q^6*t^7 - 37*q^5*t^8 - 256*q^4*t^9 - 47*q^3*t^10 - 2*q^2*t^11 - 30*q*t^12 + 2*t^13 - 2*q^10*t^2 - 16*q^8*t^4 + 11*q^7*t^5 + 69*q^6*t^6 + 177*q^5*t^7 + 64*q^4*t^8 + 85*q^3*t^9 + 90*q^2*t^10 - 14*q*t^11 + 8*t^12 - 2*q^8*t^3 + 22*q^7*t^4 + q^6*t^5 - 6*q^5*t^6 - 36*q^4*t^7 - 62*q^3*t^8 + q^2*t^9 - 32*q*t^10 + 2*t^11 - 12*q^6*t^4 - q^5*t^5 - 3*q^4*t^6 - 3*q^3*t^7 + 19*q^2*t^8 - q*t^9 + 3*t^10 + 2*q^5*t^4 - 4*q^4*t^5 + q^3*t^6 - 2*q*t^8 + 2*q^3*t^5)/((q^4 - t)*(q^2 + t)*(q^2 - t)^4*(q*t - 1)*q^6*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0242] 'F@S}W'

Zeta functions

ask[-]:

(3*q^3*t + q^3 - 4*q^2*t - 4*q*t + t^2 + 3*t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(2*q^12*t^17 - 3*q^11*t^18 + q^10*t^19 + 2*q^9*t^20 + q^13*t^15 - q^12*t^16 - 13*q^11*t^17 + 9*q^10*t^18 - 3*q^9*t^19 - 11*q^8*t^20 - 7*q^13*t^14 + 6*q^12*t^15 - 4*q^11*t^16 + 85*q^10*t^17 - 50*q^9*t^18 + 16*q^8*t^19 + 24*q^7*t^20 + 2*q^14*t^12 - 10*q^13*t^13 + 89*q^12*t^14 - 170*q^11*t^15 + 160*q^10*t^16 - 390*q^9*t^17 + 282*q^8*t^18 - 103*q^7*t^19 - 18*q^6*t^20 + 4*q^14*t^11 - 37*q^13*t^12 + 94*q^12*t^13 - 392*q^11*t^14 + 702*q^10*t^15 - 452*q^9*t^16 + 656*q^8*t^17 - 530*q^7*t^18 + 217*q^6*t^19 - 11*q^5*t^20 + q^4*t^21 + q^14*t^10 - 18*q^13*t^11 + 148*q^12*t^12 - 104*q^11*t^13 + 329*q^10*t^14 - 851*q^9*t^15 + 46*q^8*t^16 + 20*q^7*t^17 + 179*q^6*t^18 - 121*q^5*t^19 + 7*q^4*t^20 + 13*q^13*t^10 - 55*q^12*t^11 - 275*q^11*t^12 - 7*q^10*t^13 + 414*q^9*t^14 + 695*q^8*t^15 + 195*q^7*t^16 - 684*q^6*t^17 + 227*q^5*t^18 + 5*q^4*t^19 - 37*q^13*t^9 + 108*q^12*t^10 - 192*q^11*t^11 + 1606*q^10*t^12 - 2208*q^9*t^13 + 967*q^8*t^14 - 2325*q^7*t^15 + 1558*q^6*t^16 - 28*q^5*t^17 - 99*q^4*t^18 + 2*q^3*t^19 - 4*q^13*t^8 + 304*q^12*t^9 - 959*q^11*t^10 + 1287*q^10*t^11 - 3694*q^9*t^12 + 5265*q^8*t^13 - 2184*q^7*t^14 + 2078*q^6*t^15 - 1821*q^5*t^16 + 335*q^4*t^17 - q^3*t^18 + q^13*t^7 - 151*q^12*t^8 - 225*q^11*t^9 + 1186*q^10*t^10 + 10*q^9*t^11 + 500*q^8*t^12 - 2438*q^7*t^13 - 646*q^6*t^14 + 1035*q^5*t^15 + 300*q^4*t^16 - 74*q^3*t^17 + 58*q^12*t^7 + 569*q^11*t^8 - 633*q^10*t^9 - 1182*q^9*t^10 - 465*q^8*t^11 + 1691*q^7*t^12 + 1377*q^6*t^13 - 29*q^5*t^14 - 1078*q^4*t^15 + 106*q^3*t^16 + 45*q^12*t^6 - 843*q^11*t^7 + 912*q^10*t^8 - 1553*q^9*t^9 + 6260*q^8*t^10 - 6362*q^7*t^11 + 2749*q^6*t^12 - 3309*q^5*t^13 + 1899*q^4*t^14 + 30*q^3*t^15 - 10*q^2*t^16 - 10*q^12*t^5 + 30*q^11*t^6 + 1899*q^10*t^7 - 3309*q^9*t^8 + 2749*q^8*t^9 - 6362*q^7*t^10 + 6260*q^6*t^11 - 1553*q^5*t^12 + 912*q^4*t^13 - 843*q^3*t^14 + 45*q^2*t^15 + 106*q^11*t^5 - 1078*q^10*t^6 - 29*q^9*t^7 + 1377*q^8*t^8 + 1691*q^7*t^9 - 465*q^6*t^10 - 1182*q^5*t^11 - 633*q^4*t^12 + 569*q^3*t^13 + 58*q^2*t^14 - 74*q^11*t^4 + 300*q^10*t^5 + 1035*q^9*t^6 - 646*q^8*t^7 - 2438*q^7*t^8 + 500*q^6*t^9 + 10*q^5*t^10 + 1186*q^4*t^11 - 225*q^3*t^12 - 151*q^2*t^13 + q*t^14 - q^11*t^3 + 335*q^10*t^4 - 1821*q^9*t^5 + 2078*q^8*t^6 - 2184*q^7*t^7 + 5265*q^6*t^8 - 3694*q^5*t^9 + 1287*q^4*t^10 - 959*q^3*t^11 + 304*q^2*t^12 - 4*q*t^13 + 2*q^11*t^2 - 99*q^10*t^3 - 28*q^9*t^4 + 1558*q^8*t^5 - 2325*q^7*t^6 + 967*q^6*t^7 - 2208*q^5*t^8 + 1606*q^4*t^9 - 192*q^3*t^10 + 108*q^2*t^11 - 37*q*t^12 + 5*q^10*t^2 + 227*q^9*t^3 - 684*q^8*t^4 + 195*q^7*t^5 + 695*q^6*t^6 + 414*q^5*t^7 - 7*q^4*t^8 - 275*q^3*t^9 - 55*q^2*t^10 + 13*q*t^11 + 7*q^10*t - 121*q^9*t^2 + 179*q^8*t^3 + 20*q^7*t^4 + 46*q^6*t^5 - 851*q^5*t^6 + 329*q^4*t^7 - 104*q^3*t^8 + 148*q^2*t^9 - 18*q*t^10 + t^11 + q^10 - 11*q^9*t + 217*q^8*t^2 - 530*q^7*t^3 + 656*q^6*t^4 - 452*q^5*t^5 + 702*q^4*t^6 - 392*q^3*t^7 + 94*q^2*t^8 - 37*q*t^9 + 4*t^10 - 18*q^8*t - 103*q^7*t^2 + 282*q^6*t^3 - 390*q^5*t^4 + 160*q^4*t^5 - 170*q^3*t^6 + 89*q^2*t^7 - 10*q*t^8 + 2*t^9 + 24*q^7*t + 16*q^6*t^2 - 50*q^5*t^3 + 85*q^4*t^4 - 4*q^3*t^5 + 6*q^2*t^6 - 7*q*t^7 - 11*q^6*t - 3*q^5*t^2 + 9*q^4*t^3 - 13*q^3*t^4 - q^2*t^5 + q*t^6 + 2*q^5*t + q^4*t^2 - 3*q^3*t^3 + 2*q^2*t^4)/((q*t^2 - 1)^5*(t^2 - q)^2*(q - t)^2*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0243] 'F@TTW'

Zeta functions
ask[-]:	-(q^6t^3 - 3q^5t^4 + 3q^5t^3 + 3q^4t^4 - 4q^5t^2 - 2q^4t^3 + 5q^3t^4 - q^2t^5 + 3q^4t^2 - 13q^3t^3 + 13q^3t^2 - 3q^2t^3 + q^4 - 5q^3t + 2q^2t^2 + 4qt^3 - 3q^2t - 3qt^2 + 3qt - t^2)(q - t)/((qt - 1)^4q^5(t - 1)^3)
ask[+]:	-(q^6t^3 - 3q^5t^4 + 3q^5t^3 + 3q^4t^4 - 4q^5t^2 - 2q^4t^3 + 5q^3t^4 - q^2t^5 + 3q^4t^2 - 13q^3t^3 + 13q^3t^2 - 3q^2t^3 + q^4 - 5q^3t + 2q^2t^2 + 4qt^3 - 3q^2t - 3qt^2 + 3qt - t^2)(q - t)/((qt - 1)^4q^5(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0244] 'F@T\W'

Zeta functions

ask[-]:

-(q^5*t^2 - 3*q^4*t^3 + 2*q^4*t^2 + 4*q^3*t^3 - q^4*t - 6*q^3*t^2 + 4*q^2*t^3 - q*t^4 - q^4 + 4*q^3*t - 6*q^2*t^2 - q*t^3 + 4*q^2*t + 2*q*t^2 - 3*q*t + t^2)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

(9*q^8*t^10 - 8*q^7*t^11 + 10*q^8*t^9 - 72*q^7*t^10 + 61*q^6*t^11 - 8*q^5*t^12 - 4*q^8*t^8 - 2*q^7*t^9 + 161*q^6*t^10 - 137*q^5*t^11 + 23*q^4*t^12 - q^3*t^13 + 30*q^7*t^8 - 186*q^6*t^9 - 48*q^5*t^10 + 98*q^4*t^11 - 12*q^3*t^12 - 81*q^7*t^7 + 137*q^6*t^8 + 371*q^5*t^9 - 169*q^4*t^10 - 6*q^3*t^11 + 2*q^7*t^6 + 379*q^6*t^7 - 809*q^5*t^8 - 69*q^4*t^9 + 117*q^3*t^10 - 6*q^2*t^11 + 14*q^7*t^5 - 213*q^6*t^6 - 324*q^5*t^7 + 1126*q^4*t^8 - 204*q^3*t^9 - 12*q^2*t^10 - 3*q^7*t^4 + 11*q^6*t^5 + 701*q^5*t^6 - 484*q^4*t^7 - 480*q^3*t^8 + 88*q^2*t^9 + 88*q^6*t^4 - 480*q^5*t^5 - 484*q^4*t^6 + 701*q^3*t^7 + 11*q^2*t^8 - 3*q*t^9 - 12*q^6*t^3 - 204*q^5*t^4 + 1126*q^4*t^5 - 324*q^3*t^6 - 213*q^2*t^7 + 14*q*t^8 - 6*q^6*t^2 + 117*q^5*t^3 - 69*q^4*t^4 - 809*q^3*t^5 + 379*q^2*t^6 + 2*q*t^7 - 6*q^5*t^2 - 169*q^4*t^3 + 371*q^3*t^4 + 137*q^2*t^5 - 81*q*t^6 - 12*q^5*t + 98*q^4*t^2 - 48*q^3*t^3 - 186*q^2*t^4 + 30*q*t^5 - q^5 + 23*q^4*t - 137*q^3*t^2 + 161*q^2*t^3 - 2*q*t^4 - 4*t^5 - 8*q^3*t + 61*q^2*t^2 - 72*q*t^3 + 10*t^4 - 8*q*t^2 + 9*t^3)/((q*t^2 - 1)^5*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0245] 'F@Tcw'

Zeta functions

ask[-]:

-(3*q^6*t^4 - 2*q^5*t^5 + 4*q^6*t^3 - 17*q^5*t^4 + 9*q^4*t^5 - 2*q^5*t^3 + 15*q^4*t^4 - 7*q^3*t^5 - 15*q^4*t^3 + 20*q^3*t^4 - 10*q^2*t^5 + q*t^6 - 6*q^5*t + 16*q^4*t^2 - 16*q^2*t^4 + 6*q*t^5 - q^5 + 10*q^4*t - 20*q^3*t^2 + 15*q^2*t^3 + 7*q^3*t - 15*q^2*t^2 + 2*q*t^3 - 9*q^2*t + 17*q*t^2 - 4*t^3 + 2*q*t - 3*t^2)/((q*t^2 - 1)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(6*q^10*t^13 - q^9*t^14 + 34*q^10*t^12 - 47*q^9*t^13 + 4*q^8*t^14 + 42*q^10*t^11 - 244*q^9*t^12 + 165*q^8*t^13 - 7*q^7*t^14 + 15*q^10*t^10 - 256*q^9*t^11 + 748*q^8*t^12 - 353*q^7*t^13 + 17*q^6*t^14 + q^10*t^9 - 155*q^9*t^10 + 553*q^8*t^11 - 1121*q^7*t^12 + 434*q^6*t^13 - 31*q^5*t^14 + q^4*t^15 - 196*q^9*t^9 + 867*q^8*t^10 - 564*q^7*t^11 + 732*q^6*t^12 - 236*q^5*t^13 + 13*q^4*t^14 - 76*q^9*t^8 + 1270*q^8*t^9 - 2884*q^7*t^10 + 683*q^6*t^11 - 129*q^5*t^12 + 35*q^4*t^13 - 5*q^9*t^7 + 325*q^8*t^8 - 2844*q^7*t^9 + 4934*q^6*t^10 - 1101*q^5*t^11 + 15*q^4*t^12 + q^3*t^13 + 300*q^8*t^7 - 815*q^7*t^8 + 2455*q^6*t^9 - 3910*q^5*t^10 + 769*q^4*t^11 - 20*q^3*t^12 + 169*q^8*t^6 - 2215*q^7*t^7 + 2875*q^6*t^8 - 816*q^5*t^9 + 1235*q^4*t^10 - 161*q^3*t^11 + 9*q^8*t^5 - 665*q^7*t^6 + 5691*q^6*t^7 - 6125*q^5*t^8 + 691*q^4*t^9 - 112*q^3*t^10 - 112*q^7*t^5 + 691*q^6*t^6 - 6125*q^5*t^7 + 5691*q^4*t^8 - 665*q^3*t^9 + 9*q^2*t^10 - 161*q^7*t^4 + 1235*q^6*t^5 - 816*q^5*t^6 + 2875*q^4*t^7 - 2215*q^3*t^8 + 169*q^2*t^9 - 20*q^7*t^3 + 769*q^6*t^4 - 3910*q^5*t^5 + 2455*q^4*t^6 - 815*q^3*t^7 + 300*q^2*t^8 + q^7*t^2 + 15*q^6*t^3 - 1101*q^5*t^4 + 4934*q^4*t^5 - 2844*q^3*t^6 + 325*q^2*t^7 - 5*q*t^8 + 35*q^6*t^2 - 129*q^5*t^3 + 683*q^4*t^4 - 2884*q^3*t^5 + 1270*q^2*t^6 - 76*q*t^7 + 13*q^6*t - 236*q^5*t^2 + 732*q^4*t^3 - 564*q^3*t^4 + 867*q^2*t^5 - 196*q*t^6 + q^6 - 31*q^5*t + 434*q^4*t^2 - 1121*q^3*t^3 + 553*q^2*t^4 - 155*q*t^5 + t^6 + 17*q^4*t - 353*q^3*t^2 + 748*q^2*t^3 - 256*q*t^4 + 15*t^5 - 7*q^3*t + 165*q^2*t^2 - 244*q*t^3 + 42*t^4 + 4*q^2*t - 47*q*t^2 + 34*t^3 - q*t + 6*t^2)/((q*t^2 - 1)^5*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0246] 'F@Tdw'

Zeta functions

ask[-]:

-(2*q^5*t^2 - q^4*t^3 + 4*q^5*t - 13*q^4*t^2 + 6*q^3*t^3 + q^5 - 7*q^4*t + 14*q^3*t^2 - 6*q^2*t^3 - 6*q^3*t + 14*q^2*t^2 - 7*q*t^3 + t^4 + 6*q^2*t - 13*q*t^2 + 4*t^3 - q*t + 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^10*t^11 - 6*q^9*t^12 + 11*q^8*t^13 - 9*q^7*t^14 - 2*q^11*t^9 + 41*q^10*t^10 - 133*q^9*t^11 + 165*q^8*t^12 - 109*q^7*t^13 + 52*q^6*t^14 + 2*q^5*t^15 - 34*q^11*t^8 + 217*q^10*t^9 - 713*q^9*t^10 + 1250*q^8*t^11 - 1117*q^7*t^12 + 495*q^6*t^13 - 142*q^5*t^14 - 8*q^4*t^15 - 95*q^11*t^7 + 688*q^10*t^8 - 2227*q^9*t^9 + 4405*q^8*t^10 - 5445*q^7*t^11 + 3866*q^6*t^12 - 1404*q^5*t^13 + 290*q^4*t^14 + 4*q^3*t^15 - 142*q^11*t^6 + 1178*q^10*t^7 - 4470*q^9*t^8 + 9842*q^8*t^9 - 13989*q^7*t^10 + 13191*q^6*t^11 - 7635*q^5*t^12 + 2376*q^4*t^13 - 414*q^3*t^14 + 18*q^2*t^15 - q*t^16 - 92*q^11*t^5 + 1215*q^10*t^6 - 5510*q^9*t^7 + 14101*q^8*t^8 - 23053*q^7*t^9 + 24885*q^6*t^10 - 18154*q^5*t^11 + 8388*q^4*t^12 - 2083*q^3*t^13 + 269*q^2*t^14 - 10*q*t^15 - 30*q^11*t^4 + 619*q^10*t^5 - 4238*q^9*t^6 + 13269*q^8*t^7 - 24995*q^7*t^8 + 31169*q^6*t^9 - 25589*q^5*t^10 + 13910*q^4*t^11 - 4786*q^3*t^12 + 815*q^2*t^13 - 56*q*t^14 - 3*q^11*t^3 + 237*q^10*t^4 - 2109*q^9*t^5 + 9111*q^8*t^6 - 20827*q^7*t^7 + 29475*q^6*t^8 - 27821*q^5*t^9 + 16840*q^4*t^10 - 6237*q^3*t^11 + 1382*q^2*t^12 - 114*q*t^13 + 114*q^10*t^3 - 1382*q^9*t^4 + 6237*q^8*t^5 - 16840*q^7*t^6 + 27821*q^6*t^7 - 29475*q^5*t^8 + 20827*q^4*t^9 - 9111*q^3*t^10 + 2109*q^2*t^11 - 237*q*t^12 + 3*t^13 + 56*q^10*t^2 - 815*q^9*t^3 + 4786*q^8*t^4 - 13910*q^7*t^5 + 25589*q^6*t^6 - 31169*q^5*t^7 + 24995*q^4*t^8 - 13269*q^3*t^9 + 4238*q^2*t^10 - 619*q*t^11 + 30*t^12 + 10*q^10*t - 269*q^9*t^2 + 2083*q^8*t^3 - 8388*q^7*t^4 + 18154*q^6*t^5 - 24885*q^5*t^6 + 23053*q^4*t^7 - 14101*q^3*t^8 + 5510*q^2*t^9 - 1215*q*t^10 + 92*t^11 + q^10 - 18*q^9*t + 414*q^8*t^2 - 2376*q^7*t^3 + 7635*q^6*t^4 - 13191*q^5*t^5 + 13989*q^4*t^6 - 9842*q^3*t^7 + 4470*q^2*t^8 - 1178*q*t^9 + 142*t^10 - 4*q^8*t - 290*q^7*t^2 + 1404*q^6*t^3 - 3866*q^5*t^4 + 5445*q^4*t^5 - 4405*q^3*t^6 + 2227*q^2*t^7 - 688*q*t^8 + 95*t^9 + 8*q^7*t + 142*q^6*t^2 - 495*q^5*t^3 + 1117*q^4*t^4 - 1250*q^3*t^5 + 713*q^2*t^6 - 217*q*t^7 + 34*t^8 - 2*q^6*t - 52*q^5*t^2 + 109*q^4*t^3 - 165*q^3*t^4 + 133*q^2*t^5 - 41*q*t^6 + 2*t^7 + 9*q^4*t^2 - 11*q^3*t^3 + 6*q^2*t^4 - 2*q*t^5)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0247] 'F@Tfw'

Zeta functions

ask[-]:

-(q^4*t^2 + 3*q^4*t - 5*q^3*t^2 + q^4 - 5*q^3*t + 5*q^2*t^2 - 5*q^2*t + 5*q*t^2 - t^3 + 5*q*t - 3*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^13*t^6 - q^12*t^7 - q^10*t^9 + 25*q^13*t^5 - 19*q^12*t^6 + q^11*t^7 + 3*q^10*t^8 + 3*q^9*t^9 - 3*q^8*t^10 + 66*q^13*t^4 - 196*q^12*t^5 + 20*q^11*t^6 + 2*q^10*t^7 + 4*q^9*t^8 + 6*q^8*t^9 + 9*q^7*t^10 - q^6*t^11 + 76*q^13*t^3 - 446*q^12*t^4 + 538*q^11*t^5 + 166*q^10*t^6 + 101*q^9*t^7 - 17*q^8*t^8 - 54*q^7*t^9 - 2*q^6*t^10 + 8*q^5*t^11 + 41*q^13*t^2 - 461*q^12*t^3 + 1063*q^11*t^4 - 404*q^10*t^5 - 604*q^9*t^6 - 463*q^8*t^7 - 187*q^7*t^8 + 124*q^6*t^9 - 18*q^5*t^10 - 21*q^4*t^11 + 9*q^13*t - 175*q^12*t^2 + 993*q^11*t^3 - 748*q^10*t^4 - 728*q^9*t^5 + 798*q^8*t^6 + 612*q^7*t^7 + 917*q^6*t^8 - 87*q^5*t^9 + 4*q^4*t^10 + 25*q^3*t^11 + q^13 - 22*q^12*t + 227*q^11*t^2 - 882*q^10*t^3 - 816*q^9*t^4 + 1308*q^8*t^5 - 407*q^7*t^6 + 255*q^6*t^7 - 1574*q^5*t^8 - 263*q^4*t^9 + 91*q^3*t^10 - 18*q^2*t^11 + 18*q^11*t - 91*q^10*t^2 + 263*q^9*t^3 + 1574*q^8*t^4 - 255*q^7*t^5 + 407*q^6*t^6 - 1308*q^5*t^7 + 816*q^4*t^8 + 882*q^3*t^9 - 227*q^2*t^10 + 22*q*t^11 - t^12 - 25*q^10*t - 4*q^9*t^2 + 87*q^8*t^3 - 917*q^7*t^4 - 612*q^6*t^5 - 798*q^5*t^6 + 728*q^4*t^7 + 748*q^3*t^8 - 993*q^2*t^9 + 175*q*t^10 - 9*t^11 + 21*q^9*t + 18*q^8*t^2 - 124*q^7*t^3 + 187*q^6*t^4 + 463*q^5*t^5 + 604*q^4*t^6 + 404*q^3*t^7 - 1063*q^2*t^8 + 461*q*t^9 - 41*t^10 - 8*q^8*t + 2*q^7*t^2 + 54*q^6*t^3 + 17*q^5*t^4 - 101*q^4*t^5 - 166*q^3*t^6 - 538*q^2*t^7 + 446*q*t^8 - 76*t^9 + q^7*t - 9*q^6*t^2 - 6*q^5*t^3 - 4*q^4*t^4 - 2*q^3*t^5 - 20*q^2*t^6 + 196*q*t^7 - 66*t^8 + 3*q^5*t^2 - 3*q^4*t^3 - 3*q^3*t^4 - q^2*t^5 + 19*q*t^6 - 25*t^7 + q^3*t^3 + q*t^5 - 2*t^6)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0248] 'F@Tkw'

Zeta functions

ask[-]:

-(q^6*t^4 - q^5*t^5 + 2*q^6*t^3 - 9*q^5*t^4 + 6*q^4*t^5 + q^5*t^3 + 9*q^4*t^4 - 6*q^3*t^5 + 2*q^5*t^2 - 15*q^4*t^3 + 14*q^3*t^4 - 7*q^2*t^5 + q*t^6 - 4*q^5*t + 8*q^4*t^2 - 8*q^2*t^4 + 4*q*t^5 - q^5 + 7*q^4*t - 14*q^3*t^2 + 15*q^2*t^3 - 2*q*t^4 + 6*q^3*t - 9*q^2*t^2 - q*t^3 - 6*q^2*t + 9*q*t^2 - 2*t^3 + q*t - t^2)/((q*t^2 - 1)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^10*t^14 + 7*q^10*t^13 - 8*q^9*t^14 - 2*q^8*t^15 + 18*q^10*t^12 - 61*q^9*t^13 + 34*q^8*t^14 + 8*q^7*t^15 + 14*q^10*t^11 - 128*q^9*t^12 + 243*q^8*t^13 - 110*q^7*t^14 - 4*q^6*t^15 + 5*q^10*t^10 - 76*q^9*t^11 + 307*q^8*t^12 - 450*q^7*t^13 + 190*q^6*t^14 - 15*q^5*t^15 + q^4*t^16 - 77*q^9*t^10 + 178*q^8*t^11 - 215*q^7*t^12 + 308*q^6*t^13 - 125*q^5*t^14 + 9*q^4*t^15 - 73*q^9*t^9 + 578*q^8*t^10 - 632*q^7*t^11 + q^6*t^12 + 18*q^5*t^13 + 17*q^4*t^14 - 27*q^9*t^8 + 400*q^8*t^9 - 1762*q^7*t^10 + 1671*q^6*t^11 - 254*q^5*t^12 - 37*q^4*t^13 + q^3*t^14 + 89*q^8*t^8 - 472*q^7*t^9 + 2024*q^6*t^10 - 1779*q^5*t^11 + 338*q^4*t^12 - 8*q^3*t^13 + 127*q^8*t^7 - 554*q^7*t^8 + 40*q^6*t^9 - 550*q^5*t^10 + 605*q^4*t^11 - 87*q^3*t^12 + 72*q^8*t^6 - 950*q^7*t^7 + 2542*q^6*t^8 - 870*q^5*t^9 - 73*q^4*t^10 - 16*q^3*t^11 - q^8*t^5 - 153*q^7*t^6 + 1818*q^6*t^7 - 4190*q^5*t^8 + 1818*q^4*t^9 - 153*q^3*t^10 - q^2*t^11 - 16*q^7*t^5 - 73*q^6*t^6 - 870*q^5*t^7 + 2542*q^4*t^8 - 950*q^3*t^9 + 72*q^2*t^10 - 87*q^7*t^4 + 605*q^6*t^5 - 550*q^5*t^6 + 40*q^4*t^7 - 554*q^3*t^8 + 127*q^2*t^9 - 8*q^7*t^3 + 338*q^6*t^4 - 1779*q^5*t^5 + 2024*q^4*t^6 - 472*q^3*t^7 + 89*q^2*t^8 + q^7*t^2 - 37*q^6*t^3 - 254*q^5*t^4 + 1671*q^4*t^5 - 1762*q^3*t^6 + 400*q^2*t^7 - 27*q*t^8 + 17*q^6*t^2 + 18*q^5*t^3 + q^4*t^4 - 632*q^3*t^5 + 578*q^2*t^6 - 73*q*t^7 + 9*q^6*t - 125*q^5*t^2 + 308*q^4*t^3 - 215*q^3*t^4 + 178*q^2*t^5 - 77*q*t^6 + q^6 - 15*q^5*t + 190*q^4*t^2 - 450*q^3*t^3 + 307*q^2*t^4 - 76*q*t^5 + 5*t^6 - 4*q^4*t - 110*q^3*t^2 + 243*q^2*t^3 - 128*q*t^4 + 14*t^5 + 8*q^3*t + 34*q^2*t^2 - 61*q*t^3 + 18*t^4 - 2*q^2*t - 8*q*t^2 + 7*t^3 + t^2)/((q*t^2 - 1)^5*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0249] 'F@Tl_'

Zeta functions

ask[-]:

-(2*q^5*t^2 - q^4*t^3 + 5*q^5*t - 15*q^4*t^2 + 7*q^3*t^3 + q^5 - 8*q^4*t + 16*q^3*t^2 - 7*q^2*t^3 - 7*q^3*t + 16*q^2*t^2 - 8*q*t^3 + t^4 + 7*q^2*t - 15*q*t^2 + 5*t^3 - q*t + 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(3*q^8*t^12 + q^7*t^13 - 5*q^9*t^10 + q^8*t^11 - 11*q^7*t^12 - 9*q^6*t^13 - 3*q^9*t^9 + 10*q^8*t^10 + 17*q^7*t^11 - 3*q^6*t^12 + 31*q^5*t^13 + 5*q^10*t^7 - 10*q^9*t^8 + 60*q^8*t^9 - 53*q^7*t^10 - 48*q^6*t^11 + 61*q^5*t^12 - 55*q^4*t^13 + 21*q^10*t^6 - 120*q^9*t^7 + 301*q^8*t^8 - 610*q^7*t^9 + 589*q^6*t^10 - 204*q^5*t^11 - 29*q^4*t^12 + 44*q^3*t^13 + 28*q^10*t^5 - 274*q^9*t^6 + 877*q^8*t^7 - 1628*q^7*t^8 + 2200*q^6*t^9 - 1838*q^5*t^10 + 784*q^4*t^11 - 141*q^3*t^12 + q^2*t^13 - q*t^14 + 15*q^10*t^4 - 199*q^9*t^5 + 1004*q^8*t^6 - 2317*q^7*t^7 + 3206*q^6*t^8 - 3230*q^5*t^9 + 2205*q^4*t^10 - 804*q^3*t^11 + 139*q^2*t^12 - 7*q*t^13 + q^10*t^3 - 36*q^9*t^4 + 359*q^8*t^5 - 1396*q^7*t^6 + 2612*q^6*t^7 - 2619*q^5*t^8 + 1880*q^4*t^9 - 979*q^3*t^10 + 264*q^2*t^11 - 30*q*t^12 - 15*q^9*t^3 + 131*q^8*t^4 - 523*q^7*t^5 + 1368*q^6*t^6 - 2042*q^5*t^7 + 1368*q^4*t^8 - 523*q^3*t^9 + 131*q^2*t^10 - 15*q*t^11 - 30*q^9*t^2 + 264*q^8*t^3 - 979*q^7*t^4 + 1880*q^6*t^5 - 2619*q^5*t^6 + 2612*q^4*t^7 - 1396*q^3*t^8 + 359*q^2*t^9 - 36*q*t^10 + t^11 - 7*q^9*t + 139*q^8*t^2 - 804*q^7*t^3 + 2205*q^6*t^4 - 3230*q^5*t^5 + 3206*q^4*t^6 - 2317*q^3*t^7 + 1004*q^2*t^8 - 199*q*t^9 + 15*t^10 - q^9 + q^8*t - 141*q^7*t^2 + 784*q^6*t^3 - 1838*q^5*t^4 + 2200*q^4*t^5 - 1628*q^3*t^6 + 877*q^2*t^7 - 274*q*t^8 + 28*t^9 + 44*q^7*t - 29*q^6*t^2 - 204*q^5*t^3 + 589*q^4*t^4 - 610*q^3*t^5 + 301*q^2*t^6 - 120*q*t^7 + 21*t^8 - 55*q^6*t + 61*q^5*t^2 - 48*q^4*t^3 - 53*q^3*t^4 + 60*q^2*t^5 - 10*q*t^6 + 5*t^7 + 31*q^5*t - 3*q^4*t^2 + 17*q^3*t^3 + 10*q^2*t^4 - 3*q*t^5 - 9*q^4*t - 11*q^3*t^2 + q^2*t^3 - 5*q*t^4 + q^3*t + 3*q^2*t^2)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5]]

[0250] 'F@Tlw'

Zeta functions

ask[-]:

-(q^5*t^2 + 2*q^5*t - 8*q^4*t^2 + 3*q^3*t^3 + q^5 - 4*q^4*t + 10*q^3*t^2 - 5*q^2*t^3 - 5*q^3*t + 10*q^2*t^2 - 4*q*t^3 + t^4 + 3*q^2*t - 8*q*t^2 + 2*t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^12 + q^8*t^13 - 4*q^7*t^14 + 4*q^10*t^10 - 15*q^9*t^11 + 9*q^8*t^12 + 2*q^7*t^13 + 13*q^6*t^14 + 3*q^5*t^15 - 4*q^11*t^8 + 31*q^10*t^9 - 107*q^9*t^10 + 182*q^8*t^11 - 126*q^7*t^12 - 2*q^6*t^13 - 13*q^5*t^14 - 13*q^4*t^15 - 18*q^11*t^7 + 132*q^10*t^8 - 446*q^9*t^9 + 907*q^8*t^10 - 1135*q^7*t^11 + 776*q^6*t^12 - 199*q^5*t^13 + 50*q^4*t^14 + 15*q^3*t^15 - 39*q^11*t^6 + 301*q^10*t^7 - 1122*q^9*t^8 + 2539*q^8*t^9 - 3697*q^7*t^10 + 3641*q^6*t^11 - 2223*q^5*t^12 + 709*q^4*t^13 - 161*q^3*t^14 + 7*q^2*t^15 - q*t^16 - 31*q^11*t^5 + 378*q^10*t^6 - 1623*q^9*t^7 + 4033*q^8*t^8 - 6717*q^7*t^9 + 7420*q^6*t^10 - 5720*q^5*t^11 + 2883*q^4*t^12 - 793*q^3*t^13 + 132*q^2*t^14 - 6*q*t^15 - 13*q^11*t^4 + 192*q^10*t^5 - 1254*q^9*t^6 + 3768*q^8*t^7 - 6873*q^7*t^8 + 8675*q^6*t^9 - 7228*q^5*t^10 + 4124*q^4*t^11 - 1579*q^3*t^12 + 303*q^2*t^13 - 27*q*t^14 - q^11*t^3 + 62*q^10*t^4 - 464*q^9*t^5 + 2119*q^8*t^6 - 4838*q^7*t^7 + 6687*q^6*t^8 - 6382*q^5*t^9 + 3839*q^4*t^10 - 1414*q^3*t^11 + 358*q^2*t^12 - 32*q*t^13 + 32*q^10*t^3 - 358*q^9*t^4 + 1414*q^8*t^5 - 3839*q^7*t^6 + 6382*q^6*t^7 - 6687*q^5*t^8 + 4838*q^4*t^9 - 2119*q^3*t^10 + 464*q^2*t^11 - 62*q*t^12 + t^13 + 27*q^10*t^2 - 303*q^9*t^3 + 1579*q^8*t^4 - 4124*q^7*t^5 + 7228*q^6*t^6 - 8675*q^5*t^7 + 6873*q^4*t^8 - 3768*q^3*t^9 + 1254*q^2*t^10 - 192*q*t^11 + 13*t^12 + 6*q^10*t - 132*q^9*t^2 + 793*q^8*t^3 - 2883*q^7*t^4 + 5720*q^6*t^5 - 7420*q^5*t^6 + 6717*q^4*t^7 - 4033*q^3*t^8 + 1623*q^2*t^9 - 378*q*t^10 + 31*t^11 + q^10 - 7*q^9*t + 161*q^8*t^2 - 709*q^7*t^3 + 2223*q^6*t^4 - 3641*q^5*t^5 + 3697*q^4*t^6 - 2539*q^3*t^7 + 1122*q^2*t^8 - 301*q*t^9 + 39*t^10 - 15*q^8*t - 50*q^7*t^2 + 199*q^6*t^3 - 776*q^5*t^4 + 1135*q^4*t^5 - 907*q^3*t^6 + 446*q^2*t^7 - 132*q*t^8 + 18*t^9 + 13*q^7*t + 13*q^6*t^2 + 2*q^5*t^3 + 126*q^4*t^4 - 182*q^3*t^5 + 107*q^2*t^6 - 31*q*t^7 + 4*t^8 - 3*q^6*t - 13*q^5*t^2 - 2*q^4*t^3 - 9*q^3*t^4 + 15*q^2*t^5 - 4*q*t^6 + 4*q^4*t^2 - q^3*t^3 - q^2*t^4)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0251] 'F@T|o'

Zeta functions

ask[-]:

-(q^4*t^3 + q^5*t - 5*q^4*t^2 + q^3*t^3 + q^5 - 2*q^4*t + 8*q^3*t^2 - 5*q^2*t^3 - 5*q^3*t + 8*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 5*q*t^2 + t^3 + q*t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^9*t^17 + 3*q^8*t^18 + 2*q^11*t^14 - 11*q^10*t^15 - 10*q^9*t^16 - q^8*t^17 - 23*q^7*t^18 - 2*q^6*t^19 + 3*q^12*t^12 + 7*q^11*t^13 - 2*q^10*t^14 + 30*q^9*t^15 + 63*q^8*t^16 - q^7*t^17 + 58*q^6*t^18 + 12*q^5*t^19 - 8*q^12*t^11 - 36*q^11*t^12 + 47*q^10*t^13 - 12*q^9*t^14 - 92*q^8*t^15 - 88*q^7*t^16 - 76*q^6*t^17 - 44*q^5*t^18 - 31*q^4*t^19 + q^12*t^10 - 5*q^11*t^11 + 143*q^10*t^12 - 265*q^9*t^13 - 12*q^8*t^14 + 243*q^7*t^15 + 82*q^6*t^16 + 140*q^5*t^17 + 3*q^4*t^18 + 35*q^3*t^19 - q^13*t^8 + 32*q^12*t^9 - 30*q^11*t^10 + 130*q^10*t^11 - 578*q^9*t^12 + 1261*q^8*t^13 - 852*q^7*t^14 + 424*q^6*t^15 - 631*q^5*t^16 + 138*q^4*t^17 - 62*q^3*t^18 - 5*q^2*t^19 - q*t^20 - 3*q^13*t^7 + 40*q^12*t^8 - 271*q^11*t^9 + 675*q^10*t^10 - 1663*q^9*t^11 + 3284*q^8*t^12 - 4794*q^7*t^13 + 3742*q^6*t^14 - 2044*q^5*t^15 + 1323*q^4*t^16 - 350*q^3*t^17 + 69*q^2*t^18 - 3*q*t^19 - 11*q^13*t^6 + 68*q^12*t^7 - 519*q^11*t^8 + 1857*q^10*t^9 - 3822*q^9*t^10 + 6172*q^8*t^11 - 7662*q^7*t^12 + 7601*q^6*t^13 - 4653*q^5*t^14 + 1679*q^4*t^15 - 760*q^3*t^16 + 127*q^2*t^17 - 12*q*t^18 - 7*q^13*t^5 + 139*q^12*t^6 - 582*q^11*t^7 + 2040*q^10*t^8 - 4736*q^9*t^9 + 6751*q^8*t^10 - 7546*q^7*t^11 + 6062*q^6*t^12 - 4113*q^5*t^13 + 1729*q^4*t^14 - 157*q^3*t^15 + 96*q^2*t^16 - q*t^17 - 5*q^13*t^4 + 48*q^12*t^5 - 424*q^11*t^6 + 1135*q^10*t^7 - 2368*q^9*t^8 + 4145*q^8*t^9 - 4135*q^7*t^10 + 3583*q^6*t^11 - 1842*q^5*t^12 + 1042*q^4*t^13 - 414*q^3*t^14 - 39*q^2*t^15 - 11*q*t^16 + 11*q^12*t^4 + 39*q^11*t^5 + 414*q^10*t^6 - 1042*q^9*t^7 + 1842*q^8*t^8 - 3583*q^7*t^9 + 4135*q^6*t^10 - 4145*q^5*t^11 + 2368*q^4*t^12 - 1135*q^3*t^13 + 424*q^2*t^14 - 48*q*t^15 + 5*t^16 + q^12*t^3 - 96*q^11*t^4 + 157*q^10*t^5 - 1729*q^9*t^6 + 4113*q^8*t^7 - 6062*q^7*t^8 + 7546*q^6*t^9 - 6751*q^5*t^10 + 4736*q^4*t^11 - 2040*q^3*t^12 + 582*q^2*t^13 - 139*q*t^14 + 7*t^15 + 12*q^12*t^2 - 127*q^11*t^3 + 760*q^10*t^4 - 1679*q^9*t^5 + 4653*q^8*t^6 - 7601*q^7*t^7 + 7662*q^6*t^8 - 6172*q^5*t^9 + 3822*q^4*t^10 - 1857*q^3*t^11 + 519*q^2*t^12 - 68*q*t^13 + 11*t^14 + 3*q^12*t - 69*q^11*t^2 + 350*q^10*t^3 - 1323*q^9*t^4 + 2044*q^8*t^5 - 3742*q^7*t^6 + 4794*q^6*t^7 - 3284*q^5*t^8 + 1663*q^4*t^9 - 675*q^3*t^10 + 271*q^2*t^11 - 40*q*t^12 + 3*t^13 + q^12 + 5*q^11*t + 62*q^10*t^2 - 138*q^9*t^3 + 631*q^8*t^4 - 424*q^7*t^5 + 852*q^6*t^6 - 1261*q^5*t^7 + 578*q^4*t^8 - 130*q^3*t^9 + 30*q^2*t^10 - 32*q*t^11 + t^12 - 35*q^10*t - 3*q^9*t^2 - 140*q^8*t^3 - 82*q^7*t^4 - 243*q^6*t^5 + 12*q^5*t^6 + 265*q^4*t^7 - 143*q^3*t^8 + 5*q^2*t^9 - q*t^10 + 31*q^9*t + 44*q^8*t^2 + 76*q^7*t^3 + 88*q^6*t^4 + 92*q^5*t^5 + 12*q^4*t^6 - 47*q^3*t^7 + 36*q^2*t^8 + 8*q*t^9 - 12*q^8*t - 58*q^7*t^2 + q^6*t^3 - 63*q^5*t^4 - 30*q^4*t^5 + 2*q^3*t^6 - 7*q^2*t^7 - 3*q*t^8 + 2*q^7*t + 23*q^6*t^2 + q^5*t^3 + 10*q^4*t^4 + 11*q^3*t^5 - 2*q^2*t^6 - 3*q^5*t^2 - 2*q^4*t^3)/((q*t^2 - 1)^2*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0252] 'F@T|w'

Zeta functions

ask[-]:

-(q^4*t - 2*q^3*t^2 + q^4 - 2*q^3*t + 4*q^2*t^2 - 4*q^2*t + 2*q*t^2 - t^3 + 2*q*t - t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^13*t^14 + q^12*t^15 + q^11*t^16 - 2*q^14*t^12 - 6*q^13*t^13 - 3*q^12*t^14 - 11*q^10*t^16 - 5*q^9*t^17 - q^15*t^10 + 7*q^14*t^11 + 13*q^13*t^12 + 7*q^12*t^13 + 2*q^11*t^14 + 12*q^10*t^15 + 27*q^9*t^16 + 22*q^8*t^17 + 11*q^7*t^18 - q^6*t^19 + q^16*t^8 - 4*q^15*t^9 + 12*q^14*t^10 + 3*q^13*t^11 - 67*q^12*t^12 + 3*q^11*t^13 + 75*q^10*t^14 - 59*q^9*t^15 - 62*q^8*t^16 - 36*q^7*t^17 - 39*q^6*t^18 - q^5*t^19 + 3*q^16*t^7 - 25*q^15*t^8 + 34*q^14*t^9 - 60*q^13*t^10 - 44*q^12*t^11 + 186*q^11*t^12 - 97*q^10*t^13 - 203*q^9*t^14 + 75*q^8*t^15 + 94*q^7*t^16 + 75*q^6*t^17 + 38*q^5*t^18 + 14*q^4*t^19 + 11*q^16*t^6 - 58*q^15*t^7 + 208*q^14*t^8 - 271*q^13*t^9 + 79*q^12*t^10 + 421*q^11*t^11 - 637*q^10*t^12 + 367*q^9*t^13 + 451*q^8*t^14 - 199*q^7*t^15 - 9*q^6*t^16 - 135*q^5*t^17 - 7*q^4*t^18 - 23*q^3*t^19 + 7*q^16*t^5 - 112*q^15*t^6 + 357*q^14*t^7 - 593*q^13*t^8 + 349*q^12*t^9 + 797*q^11*t^10 - 1541*q^10*t^11 + 770*q^9*t^12 + 273*q^8*t^13 - 1239*q^7*t^14 + 374*q^6*t^15 + 149*q^5*t^16 - 41*q^4*t^17 + 57*q^3*t^18 + 2*q^2*t^19 + q*t^20 + 5*q^16*t^4 - 40*q^15*t^5 + 314*q^14*t^6 - 575*q^13*t^7 + 160*q^12*t^8 + 689*q^11*t^9 - 1879*q^10*t^10 + 1083*q^9*t^11 + 1186*q^8*t^12 - 1585*q^7*t^13 + 1037*q^6*t^14 + 312*q^5*t^15 - 647*q^4*t^16 + 235*q^3*t^17 - 64*q^2*t^18 + 3*q*t^19 - 12*q^15*t^4 - 15*q^14*t^5 - 215*q^13*t^6 + 94*q^12*t^7 + 782*q^11*t^8 - 791*q^10*t^9 + 538*q^9*t^10 + 788*q^8*t^11 - 1903*q^7*t^12 + 611*q^6*t^13 + 332*q^5*t^14 - 570*q^4*t^15 + 444*q^3*t^16 - 95*q^2*t^17 + 12*q*t^18 - 2*q^15*t^3 + 62*q^14*t^4 - 14*q^13*t^5 + 279*q^12*t^6 - 80*q^11*t^7 - 805*q^10*t^8 + 347*q^9*t^9 - 347*q^7*t^11 + 805*q^6*t^12 + 80*q^5*t^13 - 279*q^4*t^14 + 14*q^3*t^15 - 62*q^2*t^16 + 2*q*t^17 - 12*q^15*t^2 + 95*q^14*t^3 - 444*q^13*t^4 + 570*q^12*t^5 - 332*q^11*t^6 - 611*q^10*t^7 + 1903*q^9*t^8 - 788*q^8*t^9 - 538*q^7*t^10 + 791*q^6*t^11 - 782*q^5*t^12 - 94*q^4*t^13 + 215*q^3*t^14 + 15*q^2*t^15 + 12*q*t^16 - 3*q^15*t + 64*q^14*t^2 - 235*q^13*t^3 + 647*q^12*t^4 - 312*q^11*t^5 - 1037*q^10*t^6 + 1585*q^9*t^7 - 1186*q^8*t^8 - 1083*q^7*t^9 + 1879*q^6*t^10 - 689*q^5*t^11 - 160*q^4*t^12 + 575*q^3*t^13 - 314*q^2*t^14 + 40*q*t^15 - 5*t^16 - q^15 - 2*q^14*t - 57*q^13*t^2 + 41*q^12*t^3 - 149*q^11*t^4 - 374*q^10*t^5 + 1239*q^9*t^6 - 273*q^8*t^7 - 770*q^7*t^8 + 1541*q^6*t^9 - 797*q^5*t^10 - 349*q^4*t^11 + 593*q^3*t^12 - 357*q^2*t^13 + 112*q*t^14 - 7*t^15 + 23*q^13*t + 7*q^12*t^2 + 135*q^11*t^3 + 9*q^10*t^4 + 199*q^9*t^5 - 451*q^8*t^6 - 367*q^7*t^7 + 637*q^6*t^8 - 421*q^5*t^9 - 79*q^4*t^10 + 271*q^3*t^11 - 208*q^2*t^12 + 58*q*t^13 - 11*t^14 - 14*q^12*t - 38*q^11*t^2 - 75*q^10*t^3 - 94*q^9*t^4 - 75*q^8*t^5 + 203*q^7*t^6 + 97*q^6*t^7 - 186*q^5*t^8 + 44*q^4*t^9 + 60*q^3*t^10 - 34*q^2*t^11 + 25*q*t^12 - 3*t^13 + q^11*t + 39*q^10*t^2 + 36*q^9*t^3 + 62*q^8*t^4 + 59*q^7*t^5 - 75*q^6*t^6 - 3*q^5*t^7 + 67*q^4*t^8 - 3*q^3*t^9 - 12*q^2*t^10 + 4*q*t^11 - t^12 + q^10*t - 11*q^9*t^2 - 22*q^8*t^3 - 27*q^7*t^4 - 12*q^6*t^5 - 2*q^5*t^6 - 7*q^4*t^7 - 13*q^3*t^8 - 7*q^2*t^9 + q*t^10 + 5*q^7*t^3 + 11*q^6*t^4 + 3*q^4*t^6 + 6*q^3*t^7 + 2*q^2*t^8 - q^5*t^4 - q^4*t^5 - q^3*t^6)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0253] 'F@T~o'

Zeta functions

ask[-]:

(q^5*t^4 + q^6*t^2 - 4*q^5*t^3 - q^4*t^4 - q^7 + 2*q^6*t - q^5*t^2 + 5*q^4*t^3 + 3*q^5*t - 9*q^4*t^2 + 9*q^3*t^3 - 3*q^2*t^4 - 5*q^3*t^2 + q^2*t^3 - 2*q*t^4 + t^5 + q^3*t + 4*q^2*t^2 - q*t^3 - q^2*t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^11*t^12 + 3*q^10*t^13 + q^9*t^14 - 2*q^12*t^10 - 7*q^11*t^11 - 7*q^10*t^12 - 14*q^9*t^13 - 14*q^8*t^14 - q^7*t^15 + 6*q^12*t^9 + 12*q^11*t^10 + 17*q^10*t^11 + 40*q^9*t^12 + 39*q^8*t^13 + 43*q^7*t^14 + 12*q^6*t^15 + q^5*t^16 + q^11*t^9 - 39*q^10*t^10 - 27*q^9*t^11 - 59*q^8*t^12 - 118*q^7*t^13 - 45*q^6*t^14 - 43*q^5*t^15 - 5*q^4*t^16 - 18*q^12*t^7 + 4*q^11*t^8 - 67*q^10*t^9 + 54*q^9*t^10 + 28*q^8*t^11 + 44*q^7*t^12 + 145*q^6*t^13 + 69*q^5*t^14 + 47*q^4*t^15 + 14*q^3*t^16 + 2*q^13*t^5 - 14*q^12*t^6 + 124*q^11*t^7 - 199*q^10*t^8 + 594*q^9*t^9 - 580*q^8*t^10 + 544*q^7*t^11 - 393*q^6*t^12 + 108*q^5*t^13 - 168*q^4*t^14 - 4*q^3*t^15 - 19*q^2*t^16 + 8*q^13*t^4 - 58*q^12*t^5 + 317*q^11*t^6 - 968*q^10*t^7 + 1692*q^9*t^8 - 2613*q^8*t^9 + 2063*q^7*t^10 - 1210*q^6*t^11 + 316*q^5*t^12 + 105*q^4*t^13 - 33*q^3*t^14 + 51*q^2*t^15 - q*t^16 + t^17 + 11*q^13*t^3 - 139*q^12*t^4 + 584*q^11*t^5 - 1755*q^10*t^6 + 3248*q^9*t^7 - 3818*q^8*t^8 + 3327*q^7*t^9 - 842*q^6*t^10 - 898*q^5*t^11 + 1296*q^4*t^12 - 824*q^3*t^13 + 249*q^2*t^14 - 57*q*t^15 + 3*t^16 + 11*q^13*t^2 - 113*q^12*t^3 + 627*q^11*t^4 - 1682*q^10*t^5 + 3037*q^9*t^6 - 3228*q^8*t^7 + 1183*q^7*t^8 + 1183*q^6*t^9 - 3228*q^5*t^10 + 3037*q^4*t^11 - 1682*q^3*t^12 + 627*q^2*t^13 - 113*q*t^14 + 11*t^15 + 3*q^13*t - 57*q^12*t^2 + 249*q^11*t^3 - 824*q^10*t^4 + 1296*q^9*t^5 - 898*q^8*t^6 - 842*q^7*t^7 + 3327*q^6*t^8 - 3818*q^5*t^9 + 3248*q^4*t^10 - 1755*q^3*t^11 + 584*q^2*t^12 - 139*q*t^13 + 11*t^14 + q^13 - q^12*t + 51*q^11*t^2 - 33*q^10*t^3 + 105*q^9*t^4 + 316*q^8*t^5 - 1210*q^7*t^6 + 2063*q^6*t^7 - 2613*q^5*t^8 + 1692*q^4*t^9 - 968*q^3*t^10 + 317*q^2*t^11 - 58*q*t^12 + 8*t^13 - 19*q^11*t - 4*q^10*t^2 - 168*q^9*t^3 + 108*q^8*t^4 - 393*q^7*t^5 + 544*q^6*t^6 - 580*q^5*t^7 + 594*q^4*t^8 - 199*q^3*t^9 + 124*q^2*t^10 - 14*q*t^11 + 2*t^12 + 14*q^10*t + 47*q^9*t^2 + 69*q^8*t^3 + 145*q^7*t^4 + 44*q^6*t^5 + 28*q^5*t^6 + 54*q^4*t^7 - 67*q^3*t^8 + 4*q^2*t^9 - 18*q*t^10 - 5*q^9*t - 43*q^8*t^2 - 45*q^7*t^3 - 118*q^6*t^4 - 59*q^5*t^5 - 27*q^4*t^6 - 39*q^3*t^7 + q^2*t^8 + q^8*t + 12*q^7*t^2 + 43*q^6*t^3 + 39*q^5*t^4 + 40*q^4*t^5 + 17*q^3*t^6 + 12*q^2*t^7 + 6*q*t^8 - q^6*t^2 - 14*q^5*t^3 - 14*q^4*t^4 - 7*q^3*t^5 - 7*q^2*t^6 - 2*q*t^7 + q^4*t^3 + 3*q^3*t^4 + q^2*t^5)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0254] 'F@T~w'

Zeta functions

ask[-]:

(q^3*t^2 - q^4 + q^3*t - 3*q^2*t^2 + 3*q^2*t - q*t^2 + t^3 - q*t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^19*t^10 - 4*q^19*t^9 - q^18*t^10 - 5*q^17*t^11 + 2*q^15*t^13 - 3*q^14*t^14 + q^13*t^15 - q^20*t^7 + 5*q^19*t^8 + 7*q^18*t^9 + 11*q^17*t^10 + 16*q^16*t^11 - 10*q^15*t^12 + 10*q^14*t^13 + 7*q^13*t^14 - 5*q^12*t^15 + q^11*t^16 - 2*q^21*t^5 + 8*q^20*t^6 + 12*q^19*t^7 - 48*q^18*t^8 + 27*q^17*t^9 - 26*q^16*t^10 - 39*q^15*t^11 + 28*q^14*t^12 - 39*q^13*t^13 - 4*q^12*t^14 + 7*q^11*t^15 - 4*q^10*t^16 - 8*q^21*t^4 + 43*q^20*t^5 - 113*q^19*t^6 + 48*q^18*t^7 + 83*q^17*t^8 - 114*q^16*t^9 + 76*q^15*t^10 - 40*q^14*t^11 + 16*q^13*t^12 + 62*q^12*t^13 - 27*q^11*t^14 - 8*q^10*t^15 + 23*q^9*t^16 - 5*q^8*t^17 - 11*q^21*t^3 + 113*q^20*t^4 - 349*q^19*t^5 + 559*q^18*t^6 - 249*q^17*t^7 - 222*q^16*t^8 + 418*q^15*t^9 - 267*q^14*t^10 + 275*q^13*t^11 - 93*q^12*t^12 - 43*q^11*t^13 + 53*q^10*t^14 + 17*q^9*t^15 - 46*q^8*t^16 + 12*q^7*t^17 + q^6*t^18 - 11*q^21*t^2 + 106*q^20*t^3 - 476*q^19*t^4 + 922*q^18*t^5 - 724*q^17*t^6 - 336*q^16*t^7 + 949*q^15*t^8 - 636*q^14*t^9 + 33*q^13*t^10 - 158*q^12*t^11 + 30*q^11*t^12 - 16*q^10*t^13 - 83*q^9*t^14 + 34*q^8*t^15 + 17*q^7*t^16 - 14*q^6*t^17 - q^5*t^18 - 3*q^21*t + 51*q^20*t^2 - 245*q^19*t^3 + 597*q^18*t^4 - 542*q^17*t^5 - 431*q^16*t^6 + 1116*q^15*t^7 - 658*q^14*t^8 - 63*q^13*t^9 + 140*q^12*t^10 + 177*q^11*t^11 + 80*q^10*t^12 - 190*q^9*t^13 + 288*q^8*t^14 - 152*q^7*t^15 + 25*q^6*t^16 + 20*q^5*t^17 - 2*q^4*t^18 - q^21 + 4*q^20*t - 29*q^19*t^2 + 75*q^18*t^3 - 38*q^17*t^4 - 164*q^16*t^5 + 408*q^15*t^6 - 115*q^14*t^7 + 540*q^13*t^8 - 1069*q^12*t^9 + 567*q^11*t^10 + 805*q^10*t^11 - 1146*q^9*t^12 + 559*q^8*t^13 - 68*q^7*t^14 - 65*q^6*t^15 + 43*q^5*t^16 - 20*q^4*t^17 + 10*q^19*t - 35*q^18*t^2 + 55*q^17*t^3 + 27*q^16*t^4 - 275*q^15*t^5 + 144*q^14*t^6 + 776*q^13*t^7 - 2174*q^12*t^8 + 1186*q^11*t^9 + 1186*q^10*t^10 - 2174*q^9*t^11 + 776*q^8*t^12 + 144*q^7*t^13 - 275*q^6*t^14 + 27*q^5*t^15 + 55*q^4*t^16 - 35*q^3*t^17 + 10*q^2*t^18 - 20*q^17*t^2 + 43*q^16*t^3 - 65*q^15*t^4 - 68*q^14*t^5 + 559*q^13*t^6 - 1146*q^12*t^7 + 805*q^11*t^8 + 567*q^10*t^9 - 1069*q^9*t^10 + 540*q^8*t^11 - 115*q^7*t^12 + 408*q^6*t^13 - 164*q^5*t^14 - 38*q^4*t^15 + 75*q^3*t^16 - 29*q^2*t^17 + 4*q*t^18 - t^19 - 2*q^17*t + 20*q^16*t^2 + 25*q^15*t^3 - 152*q^14*t^4 + 288*q^13*t^5 - 190*q^12*t^6 + 80*q^11*t^7 + 177*q^10*t^8 + 140*q^9*t^9 - 63*q^8*t^10 - 658*q^7*t^11 + 1116*q^6*t^12 - 431*q^5*t^13 - 542*q^4*t^14 + 597*q^3*t^15 - 245*q^2*t^16 + 51*q*t^17 - 3*t^18 - q^16*t - 14*q^15*t^2 + 17*q^14*t^3 + 34*q^13*t^4 - 83*q^12*t^5 - 16*q^11*t^6 + 30*q^10*t^7 - 158*q^9*t^8 + 33*q^8*t^9 - 636*q^7*t^10 + 949*q^6*t^11 - 336*q^5*t^12 - 724*q^4*t^13 + 922*q^3*t^14 - 476*q^2*t^15 + 106*q*t^16 - 11*t^17 + q^15*t + 12*q^14*t^2 - 46*q^13*t^3 + 17*q^12*t^4 + 53*q^11*t^5 - 43*q^10*t^6 - 93*q^9*t^7 + 275*q^8*t^8 - 267*q^7*t^9 + 418*q^6*t^10 - 222*q^5*t^11 - 249*q^4*t^12 + 559*q^3*t^13 - 349*q^2*t^14 + 113*q*t^15 - 11*t^16 - 5*q^13*t^2 + 23*q^12*t^3 - 8*q^11*t^4 - 27*q^10*t^5 + 62*q^9*t^6 + 16*q^8*t^7 - 40*q^7*t^8 + 76*q^6*t^9 - 114*q^5*t^10 + 83*q^4*t^11 + 48*q^3*t^12 - 113*q^2*t^13 + 43*q*t^14 - 8*t^15 - 4*q^11*t^3 + 7*q^10*t^4 - 4*q^9*t^5 - 39*q^8*t^6 + 28*q^7*t^7 - 39*q^6*t^8 - 26*q^5*t^9 + 27*q^4*t^10 - 48*q^3*t^11 + 12*q^2*t^12 + 8*q*t^13 - 2*t^14 + q^10*t^3 - 5*q^9*t^4 + 7*q^8*t^5 + 10*q^7*t^6 - 10*q^6*t^7 + 16*q^5*t^8 + 11*q^4*t^9 + 7*q^3*t^10 + 5*q^2*t^11 - q*t^12 + q^8*t^4 - 3*q^7*t^5 + 2*q^6*t^6 - 5*q^4*t^8 - q^3*t^9 - 4*q^2*t^10 + q^2*t^9)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)^2*(q + t)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0255] 'F@UZw'

Zeta functions

ask[-]:

(q^5*t^5 - q^6*t^3 + 4*q^5*t^4 - 5*q^4*t^5 - 2*q^5*t^3 - 5*q^4*t^4 + 5*q^3*t^5 - 3*q^5*t^2 + 14*q^4*t^3 - 10*q^3*t^4 + 6*q^2*t^5 - q*t^6 + 3*q^5*t - 3*q^4*t^2 + 3*q^2*t^4 - 3*q*t^5 + q^5 - 6*q^4*t + 10*q^3*t^2 - 14*q^2*t^3 + 3*q*t^4 - 5*q^3*t + 5*q^2*t^2 + 2*q*t^3 + 5*q^2*t - 4*q*t^2 + t^3 - q*t)/((q*t^2 - 1)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^13*t^18 + q^12*t^19 + q^11*t^20 - 4*q^13*t^17 - 4*q^12*t^18 - 5*q^11*t^19 - 8*q^10*t^20 - q^15*t^14 + 2*q^14*t^15 + 5*q^13*t^16 - 2*q^12*t^17 + 13*q^11*t^18 + 23*q^10*t^19 + 9*q^9*t^20 + 5*q^8*t^21 - q^15*t^13 + 13*q^14*t^14 - 14*q^13*t^15 - 28*q^12*t^16 + 66*q^11*t^17 - 30*q^10*t^18 - 64*q^9*t^19 + 23*q^8*t^20 - 19*q^7*t^21 - 4*q^15*t^12 + 23*q^14*t^13 - 122*q^13*t^14 + 229*q^12*t^15 - 81*q^11*t^16 - 232*q^10*t^17 + 232*q^9*t^18 - 40*q^8*t^19 - 17*q^7*t^20 + 21*q^6*t^21 - q^15*t^11 + 30*q^14*t^12 - 119*q^13*t^13 + 370*q^12*t^14 - 718*q^11*t^15 + 394*q^10*t^16 + 449*q^9*t^17 - 723*q^8*t^18 + 379*q^7*t^19 - 92*q^6*t^20 + 5*q^5*t^21 - q^4*t^22 - q^15*t^10 + 17*q^13*t^12 - 188*q^12*t^13 + 221*q^11*t^14 + 468*q^10*t^15 - 827*q^9*t^16 + 119*q^8*t^17 + 529*q^7*t^18 - 339*q^6*t^19 + 85*q^5*t^20 - 6*q^4*t^21 + 23*q^14*t^10 - 80*q^13*t^11 + 57*q^12*t^12 + 733*q^11*t^13 - 1703*q^10*t^14 + 902*q^9*t^15 + 1212*q^8*t^16 - 1481*q^7*t^17 + 462*q^6*t^18 - 52*q^5*t^19 - 7*q^4*t^20 + 10*q^14*t^9 - 271*q^13*t^10 + 1166*q^12*t^11 - 2253*q^11*t^12 + 1355*q^10*t^13 + 1864*q^9*t^14 - 3369*q^8*t^15 + 920*q^7*t^16 + 616*q^6*t^17 - 349*q^5*t^18 + 69*q^4*t^19 - q^3*t^20 + 4*q^14*t^8 + 5*q^13*t^9 + 401*q^12*t^10 - 2087*q^11*t^11 + 4359*q^10*t^12 - 3966*q^9*t^13 - 1088*q^8*t^14 + 5173*q^7*t^15 - 3536*q^6*t^16 + 924*q^5*t^17 - 96*q^4*t^18 - q^14*t^7 + 14*q^13*t^8 - 507*q^12*t^9 + 1651*q^11*t^10 - 1959*q^10*t^11 - 494*q^9*t^12 + 3696*q^8*t^13 - 2679*q^7*t^14 - 751*q^6*t^15 + 1436*q^5*t^16 - 424*q^4*t^17 + 42*q^3*t^18 - 35*q^13*t^7 + 475*q^12*t^8 - 638*q^11*t^9 - 1376*q^10*t^10 + 4607*q^9*t^11 - 3811*q^8*t^12 - 1267*q^7*t^13 + 4414*q^6*t^14 - 2515*q^5*t^15 + 384*q^4*t^16 - 22*q^3*t^17 - 18*q^13*t^6 + 301*q^12*t^7 - 2422*q^11*t^8 + 6185*q^10*t^9 - 5662*q^9*t^10 - 1282*q^8*t^11 + 7152*q^7*t^12 - 5853*q^6*t^13 + 998*q^5*t^14 + 504*q^4*t^15 - 106*q^3*t^16 + 5*q^2*t^17 + 5*q^13*t^5 - 106*q^12*t^6 + 504*q^11*t^7 + 998*q^10*t^8 - 5853*q^9*t^9 + 7152*q^8*t^10 - 1282*q^7*t^11 - 5662*q^6*t^12 + 6185*q^5*t^13 - 2422*q^4*t^14 + 301*q^3*t^15 - 18*q^2*t^16 - 22*q^12*t^5 + 384*q^11*t^6 - 2515*q^10*t^7 + 4414*q^9*t^8 - 1267*q^8*t^9 - 3811*q^7*t^10 + 4607*q^6*t^11 - 1376*q^5*t^12 - 638*q^4*t^13 + 475*q^3*t^14 - 35*q^2*t^15 + 42*q^12*t^4 - 424*q^11*t^5 + 1436*q^10*t^6 - 751*q^9*t^7 - 2679*q^8*t^8 + 3696*q^7*t^9 - 494*q^6*t^10 - 1959*q^5*t^11 + 1651*q^4*t^12 - 507*q^3*t^13 + 14*q^2*t^14 - q*t^15 - 96*q^11*t^4 + 924*q^10*t^5 - 3536*q^9*t^6 + 5173*q^8*t^7 - 1088*q^7*t^8 - 3966*q^6*t^9 + 4359*q^5*t^10 - 2087*q^4*t^11 + 401*q^3*t^12 + 5*q^2*t^13 + 4*q*t^14 - q^12*t^2 + 69*q^11*t^3 - 349*q^10*t^4 + 616*q^9*t^5 + 920*q^8*t^6 - 3369*q^7*t^7 + 1864*q^6*t^8 + 1355*q^5*t^9 - 2253*q^4*t^10 + 1166*q^3*t^11 - 271*q^2*t^12 + 10*q*t^13 - 7*q^11*t^2 - 52*q^10*t^3 + 462*q^9*t^4 - 1481*q^8*t^5 + 1212*q^7*t^6 + 902*q^6*t^7 - 1703*q^5*t^8 + 733*q^4*t^9 + 57*q^3*t^10 - 80*q^2*t^11 + 23*q*t^12 - 6*q^11*t + 85*q^10*t^2 - 339*q^9*t^3 + 529*q^8*t^4 + 119*q^7*t^5 - 827*q^6*t^6 + 468*q^5*t^7 + 221*q^4*t^8 - 188*q^3*t^9 + 17*q^2*t^10 - t^12 - q^11 + 5*q^10*t - 92*q^9*t^2 + 379*q^8*t^3 - 723*q^7*t^4 + 449*q^6*t^5 + 394*q^5*t^6 - 718*q^4*t^7 + 370*q^3*t^8 - 119*q^2*t^9 + 30*q*t^10 - t^11 + 21*q^9*t - 17*q^8*t^2 - 40*q^7*t^3 + 232*q^6*t^4 - 232*q^5*t^5 - 81*q^4*t^6 + 229*q^3*t^7 - 122*q^2*t^8 + 23*q*t^9 - 4*t^10 - 19*q^8*t + 23*q^7*t^2 - 64*q^6*t^3 - 30*q^5*t^4 + 66*q^4*t^5 - 28*q^3*t^6 - 14*q^2*t^7 + 13*q*t^8 - t^9 + 5*q^7*t + 9*q^6*t^2 + 23*q^5*t^3 + 13*q^4*t^4 - 2*q^3*t^5 + 5*q^2*t^6 + 2*q*t^7 - t^8 - 8*q^5*t^2 - 5*q^4*t^3 - 4*q^3*t^4 - 4*q^2*t^5 + q^4*t^2 + q^3*t^3 + q^2*t^4)/((q*t^2 - 1)^5*(q + t)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0256] 'F@U^?'

Zeta functions

ask[-]:

(q^8*t^5 + 4*q^7*t^6 + q^6*t^7 - 2*q^8*t^4 - 14*q^7*t^5 - 8*q^6*t^6 - 6*q^5*t^7 + 7*q^8*t^3 - 7*q^7*t^4 + 51*q^6*t^5 - 7*q^5*t^6 + 10*q^4*t^7 - 4*q^8*t^2 + 5*q^7*t^3 - 31*q^6*t^4 - 5*q^5*t^5 - 5*q^4*t^6 + 4*q^3*t^7 - 4*q^8*t + 29*q^7*t^2 - 58*q^6*t^3 + 121*q^5*t^4 - 110*q^4*t^5 + 40*q^3*t^6 - 18*q^2*t^7 - q^8 + q^7*t - 15*q^6*t^2 - 17*q^5*t^3 + 17*q^3*t^5 + 15*q^2*t^6 - q*t^7 + t^8 + 18*q^6*t - 40*q^5*t^2 + 110*q^4*t^3 - 121*q^3*t^4 + 58*q^2*t^5 - 29*q*t^6 + 4*t^7 - 4*q^5*t + 5*q^4*t^2 + 5*q^3*t^3 + 31*q^2*t^4 - 5*q*t^5 + 4*t^6 - 10*q^4*t + 7*q^3*t^2 - 51*q^2*t^3 + 7*q*t^4 - 7*t^5 + 6*q^3*t + 8*q^2*t^2 + 14*q*t^3 + 2*t^4 - q^2*t - 4*q*t^2 - t^3)/((q*t^2 - 1)*(q*t - 1)*(q - t)^3*q^5*(t - 1)^3)

ask[+]:

-(3*q^11*t^18 + 6*q^10*t^19 - 4*q^14*t^14 + 16*q^13*t^15 - 36*q^12*t^16 - 23*q^11*t^17 - q^10*t^18 - 42*q^9*t^19 - 9*q^8*t^20 - 7*q^15*t^12 + 15*q^14*t^13 + 59*q^13*t^14 - 64*q^12*t^15 + 151*q^11*t^16 + 179*q^10*t^17 - 38*q^9*t^18 + 116*q^8*t^19 + 56*q^7*t^20 + q^6*t^21 - q^16*t^10 + 3*q^15*t^11 + 19*q^14*t^12 - 181*q^13*t^13 - 67*q^12*t^14 - 8*q^11*t^15 - 224*q^10*t^16 - 466*q^9*t^17 - 13*q^8*t^18 - 98*q^7*t^19 - 154*q^6*t^20 - 7*q^5*t^21 + 2*q^16*t^9 + 37*q^15*t^10 - 44*q^14*t^11 - 146*q^13*t^12 + 803*q^12*t^13 - 256*q^11*t^14 - 248*q^10*t^15 + 812*q^9*t^16 + 72*q^8*t^17 + 466*q^7*t^18 - 122*q^6*t^19 + 210*q^5*t^20 + 25*q^4*t^21 + 2*q^16*t^8 - 24*q^15*t^9 - 72*q^14*t^10 + 292*q^13*t^11 + 118*q^12*t^12 - 368*q^11*t^13 - 1185*q^10*t^14 + 3109*q^9*t^15 - 2484*q^8*t^16 + 624*q^7*t^17 - 375*q^6*t^18 + 2*q^5*t^19 - 54*q^4*t^20 - 53*q^3*t^21 - 6*q^16*t^7 - 70*q^15*t^8 + 81*q^14*t^9 + 453*q^13*t^10 - 2526*q^12*t^11 + 2931*q^11*t^12 - 3562*q^10*t^13 + 3532*q^9*t^14 - 3928*q^8*t^15 + 90*q^7*t^16 + 1692*q^6*t^17 - 1260*q^5*t^18 + 580*q^4*t^19 - 150*q^3*t^20 + 55*q^2*t^21 + q^16*t^6 + 77*q^15*t^7 - 46*q^14*t^8 + 694*q^13*t^9 - 2401*q^12*t^10 + 4929*q^11*t^11 - 1708*q^10*t^12 - 2387*q^9*t^13 + 6294*q^8*t^14 - 5108*q^7*t^15 + 5933*q^6*t^16 - 3699*q^5*t^17 + 1369*q^4*t^18 - 339*q^3*t^19 + 37*q^2*t^20 - 9*q*t^21 - t^22 - 2*q^16*t^5 + 86*q^15*t^6 - 446*q^14*t^7 + 158*q^13*t^8 + 1525*q^12*t^9 - 4874*q^11*t^10 + 10892*q^10*t^11 - 19543*q^9*t^12 + 20856*q^8*t^13 - 15370*q^7*t^14 + 5322*q^6*t^15 - 1190*q^5*t^16 - 569*q^4*t^17 + 779*q^3*t^18 - 252*q^2*t^19 + 58*q*t^20 - 4*t^21 - 28*q^15*t^5 + 347*q^14*t^6 - 2060*q^13*t^7 + 7661*q^12*t^8 - 18106*q^11*t^9 + 26743*q^10*t^10 - 29738*q^9*t^11 + 22978*q^8*t^12 - 7254*q^7*t^13 - 5143*q^6*t^14 + 10120*q^5*t^15 - 7044*q^4*t^16 + 3113*q^3*t^17 - 1029*q^2*t^18 + 157*q*t^19 - 15*t^20 + 8*q^16*t^3 - 204*q^15*t^4 + 1121*q^14*t^5 - 4335*q^13*t^6 + 11134*q^12*t^7 - 19515*q^11*t^8 + 24310*q^10*t^9 - 16153*q^9*t^10 + 16153*q^7*t^12 - 24310*q^6*t^13 + 19515*q^5*t^14 - 11134*q^4*t^15 + 4335*q^3*t^16 - 1121*q^2*t^17 + 204*q*t^18 - 8*t^19 + 15*q^16*t^2 - 157*q^15*t^3 + 1029*q^14*t^4 - 3113*q^13*t^5 + 7044*q^12*t^6 - 10120*q^11*t^7 + 5143*q^10*t^8 + 7254*q^9*t^9 - 22978*q^8*t^10 + 29738*q^7*t^11 - 26743*q^6*t^12 + 18106*q^5*t^13 - 7661*q^4*t^14 + 2060*q^3*t^15 - 347*q^2*t^16 + 28*q*t^17 + 4*q^16*t - 58*q^15*t^2 + 252*q^14*t^3 - 779*q^13*t^4 + 569*q^12*t^5 + 1190*q^11*t^6 - 5322*q^10*t^7 + 15370*q^9*t^8 - 20856*q^8*t^9 + 19543*q^7*t^10 - 10892*q^6*t^11 + 4874*q^5*t^12 - 1525*q^4*t^13 - 158*q^3*t^14 + 446*q^2*t^15 - 86*q*t^16 + 2*t^17 + q^16 + 9*q^15*t - 37*q^14*t^2 + 339*q^13*t^3 - 1369*q^12*t^4 + 3699*q^11*t^5 - 5933*q^10*t^6 + 5108*q^9*t^7 - 6294*q^8*t^8 + 2387*q^7*t^9 + 1708*q^6*t^10 - 4929*q^5*t^11 + 2401*q^4*t^12 - 694*q^3*t^13 + 46*q^2*t^14 - 77*q*t^15 - t^16 - 55*q^14*t + 150*q^13*t^2 - 580*q^12*t^3 + 1260*q^11*t^4 - 1692*q^10*t^5 - 90*q^9*t^6 + 3928*q^8*t^7 - 3532*q^7*t^8 + 3562*q^6*t^9 - 2931*q^5*t^10 + 2526*q^4*t^11 - 453*q^3*t^12 - 81*q^2*t^13 + 70*q*t^14 + 6*t^15 + 53*q^13*t + 54*q^12*t^2 - 2*q^11*t^3 + 375*q^10*t^4 - 624*q^9*t^5 + 2484*q^8*t^6 - 3109*q^7*t^7 + 1185*q^6*t^8 + 368*q^5*t^9 - 118*q^4*t^10 - 292*q^3*t^11 + 72*q^2*t^12 + 24*q*t^13 - 2*t^14 - 25*q^12*t - 210*q^11*t^2 + 122*q^10*t^3 - 466*q^9*t^4 - 72*q^8*t^5 - 812*q^7*t^6 + 248*q^6*t^7 + 256*q^5*t^8 - 803*q^4*t^9 + 146*q^3*t^10 + 44*q^2*t^11 - 37*q*t^12 - 2*t^13 + 7*q^11*t + 154*q^10*t^2 + 98*q^9*t^3 + 13*q^8*t^4 + 466*q^7*t^5 + 224*q^6*t^6 + 8*q^5*t^7 + 67*q^4*t^8 + 181*q^3*t^9 - 19*q^2*t^10 - 3*q*t^11 + t^12 - q^10*t - 56*q^9*t^2 - 116*q^8*t^3 + 38*q^7*t^4 - 179*q^6*t^5 - 151*q^5*t^6 + 64*q^4*t^7 - 59*q^3*t^8 - 15*q^2*t^9 + 7*q*t^10 + 9*q^8*t^2 + 42*q^7*t^3 + q^6*t^4 + 23*q^5*t^5 + 36*q^4*t^6 - 16*q^3*t^7 + 4*q^2*t^8 - 6*q^6*t^3 - 3*q^5*t^4)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^4*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5]]

[0257] 'F@U^W'

Zeta functions

ask[-]:

(q^6*t^4 + q^6*t^3 - 4*q^5*t^4 - 4*q^6*t^2 + 9*q^5*t^3 - 7*q^4*t^4 + 4*q^3*t^5 - 4*q^6*t + 18*q^5*t^2 - 30*q^4*t^3 + 24*q^3*t^4 - 7*q^2*t^5 - q^6 + 5*q^5*t - 5*q^4*t^2 + 5*q^2*t^4 - 5*q*t^5 + t^6 + 7*q^4*t - 24*q^3*t^2 + 30*q^2*t^3 - 18*q*t^4 + 4*t^5 - 4*q^3*t + 7*q^2*t^2 - 9*q*t^3 + 4*t^4 + 4*q*t^2 - t^3 - t^2)/((q*t^2 - 1)*(q*t - 1)*(q - t)*q^5*(t - 1)^3)

ask[+]:

(q^6*t^7 - 2*q^6*t^6 - 3*q^4*t^8 - 5*q^7*t^4 - 3*q^6*t^5 + 22*q^5*t^6 - 20*q^4*t^7 + 15*q^3*t^8 - 7*q^7*t^3 + 65*q^6*t^4 - 64*q^5*t^5 - q^4*t^6 + 22*q^3*t^7 - 21*q^2*t^8 - 12*q^7*t^2 + 81*q^6*t^3 - 304*q^5*t^4 + 345*q^4*t^5 - 160*q^3*t^6 + 48*q^2*t^7 + q*t^8 + t^9 - 3*q^7*t + 55*q^6*t^2 - 215*q^5*t^3 + 536*q^4*t^4 - 536*q^3*t^5 + 215*q^2*t^6 - 55*q*t^7 + 3*t^8 - q^7 - q^6*t - 48*q^5*t^2 + 160*q^4*t^3 - 345*q^3*t^4 + 304*q^2*t^5 - 81*q*t^6 + 12*t^7 + 21*q^5*t - 22*q^4*t^2 + q^3*t^3 + 64*q^2*t^4 - 65*q*t^5 + 7*t^6 - 15*q^4*t + 20*q^3*t^2 - 22*q^2*t^3 + 3*q*t^4 + 5*t^5 + 3*q^3*t + 2*q*t^3 - q*t^2)/((q*t^2 - 1)*(q - t)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0258] 'F@U^w'

Zeta functions

ask[-]:

(q^4*t^4 - 4*q^5*t^2 + 6*q^4*t^3 - 5*q^3*t^4 - 4*q^5*t + 15*q^4*t^2 - 14*q^3*t^3 + 6*q^2*t^4 - q^5 + 5*q^4*t - 5*q^3*t^2 - 5*q^2*t^3 + 5*q*t^4 - t^5 + 6*q^3*t - 14*q^2*t^2 + 15*q*t^3 - 4*t^4 - 5*q^2*t + 6*q*t^2 - 4*t^3 + q*t)/((q*t^2 - 1)*(q*t - 1)*q^5*(t - 1)^3)

ask[+]:

(q^13*t^11 - 3*q^16*t^7 - q^15*t^8 + 2*q^14*t^9 - q^13*t^10 - 2*q^12*t^11 + q^11*t^12 - 9*q^16*t^6 + 20*q^15*t^7 + 25*q^14*t^8 - 10*q^13*t^9 - 3*q^12*t^10 - 5*q^10*t^12 + q^9*t^13 - 32*q^16*t^5 + 65*q^15*t^6 - 56*q^14*t^7 - 98*q^13*t^8 - 36*q^12*t^9 + 18*q^11*t^10 + 6*q^10*t^11 + 6*q^9*t^12 - 8*q^8*t^13 - 37*q^16*t^4 + 259*q^15*t^5 - 174*q^14*t^6 + 49*q^13*t^7 + 241*q^12*t^8 + 169*q^11*t^9 + 12*q^10*t^10 - 24*q^9*t^11 + 11*q^8*t^12 + 19*q^7*t^13 - 38*q^16*t^3 + 266*q^15*t^4 - 720*q^14*t^5 - 195*q^13*t^6 + 404*q^12*t^7 - 550*q^11*t^8 - 251*q^10*t^9 - 67*q^9*t^10 + 95*q^8*t^11 - 37*q^7*t^12 - 23*q^6*t^13 + 3*q^5*t^14 - 19*q^16*t^2 + 199*q^15*t^3 - 528*q^14*t^4 + 431*q^13*t^5 + 1839*q^12*t^6 - 1101*q^11*t^7 + 361*q^10*t^8 + 542*q^9*t^9 - 140*q^8*t^10 - 210*q^7*t^11 - 15*q^6*t^12 + 28*q^5*t^13 - 8*q^4*t^14 - 5*q^16*t + 54*q^15*t^2 - 281*q^14*t^3 + 37*q^13*t^4 + 995*q^12*t^5 - 2905*q^11*t^6 + 88*q^10*t^7 + 1237*q^9*t^8 - 1115*q^8*t^9 + 430*q^7*t^10 + 341*q^6*t^11 + 134*q^5*t^12 - 19*q^4*t^13 + 2*q^3*t^14 - q^16 + 2*q^15*t - 7*q^14*t^2 + 103*q^13*t^3 + 714*q^12*t^4 - 1221*q^11*t^5 + 1174*q^10*t^6 + 2160*q^9*t^7 - 2731*q^8*t^8 + 839*q^7*t^9 + 40*q^6*t^10 - 624*q^5*t^11 - 93*q^4*t^12 - 31*q^3*t^13 + 11*q^2*t^14 + 11*q^14*t - 31*q^13*t^2 - 93*q^12*t^3 - 624*q^11*t^4 + 40*q^10*t^5 + 839*q^9*t^6 - 2731*q^8*t^7 + 2160*q^7*t^8 + 1174*q^6*t^9 - 1221*q^5*t^10 + 714*q^4*t^11 + 103*q^3*t^12 - 7*q^2*t^13 + 2*q*t^14 - t^15 + 2*q^13*t - 19*q^12*t^2 + 134*q^11*t^3 + 341*q^10*t^4 + 430*q^9*t^5 - 1115*q^8*t^6 + 1237*q^7*t^7 + 88*q^6*t^8 - 2905*q^5*t^9 + 995*q^4*t^10 + 37*q^3*t^11 - 281*q^2*t^12 + 54*q*t^13 - 5*t^14 - 8*q^12*t + 28*q^11*t^2 - 15*q^10*t^3 - 210*q^9*t^4 - 140*q^8*t^5 + 542*q^7*t^6 + 361*q^6*t^7 - 1101*q^5*t^8 + 1839*q^4*t^9 + 431*q^3*t^10 - 528*q^2*t^11 + 199*q*t^12 - 19*t^13 + 3*q^11*t - 23*q^10*t^2 - 37*q^9*t^3 + 95*q^8*t^4 - 67*q^7*t^5 - 251*q^6*t^6 - 550*q^5*t^7 + 404*q^4*t^8 - 195*q^3*t^9 - 720*q^2*t^10 + 266*q*t^11 - 38*t^12 + 19*q^9*t^2 + 11*q^8*t^3 - 24*q^7*t^4 + 12*q^6*t^5 + 169*q^5*t^6 + 241*q^4*t^7 + 49*q^3*t^8 - 174*q^2*t^9 + 259*q*t^10 - 37*t^11 - 8*q^8*t^2 + 6*q^7*t^3 + 6*q^6*t^4 + 18*q^5*t^5 - 36*q^4*t^6 - 98*q^3*t^7 - 56*q^2*t^8 + 65*q*t^9 - 32*t^10 + q^7*t^2 - 5*q^6*t^3 - 3*q^4*t^5 - 10*q^3*t^6 + 25*q^2*t^7 + 20*q*t^8 - 9*t^9 + q^5*t^3 - 2*q^4*t^4 - q^3*t^5 + 2*q^2*t^6 - q*t^7 - 3*t^8 + q^3*t^4)/((q*t^2 - 1)*(q^2 + t)*(q^2 - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0259] 'F@Ujw'

Zeta functions

ask[-]:

-(2*q^4*t - 3*q^3*t^2 + q^4 - 3*q^3*t + 5*q^2*t^2 - 5*q^2*t + 3*q*t^2 - t^3 + 3*q*t - 2*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^11*t^16 - 4*q^11*t^15 - 3*q^9*t^17 - q^13*t^12 + 3*q^12*t^13 + 4*q^10*t^15 + 7*q^9*t^16 + 2*q^8*t^17 + 3*q^7*t^18 - 5*q^13*t^11 + 30*q^12*t^12 - 50*q^11*t^13 + 17*q^10*t^14 + 40*q^9*t^15 - 65*q^8*t^16 + 29*q^7*t^17 - 13*q^6*t^18 - 13*q^13*t^10 + 102*q^12*t^11 - 360*q^11*t^12 + 634*q^10*t^13 - 600*q^9*t^14 + 272*q^8*t^15 - 31*q^7*t^16 - 23*q^6*t^17 + 15*q^5*t^18 - 10*q^13*t^9 + 143*q^12*t^10 - 674*q^11*t^11 + 1712*q^10*t^12 - 2630*q^9*t^13 + 2474*q^8*t^14 - 1409*q^7*t^15 + 497*q^6*t^16 - 101*q^5*t^17 + 8*q^4*t^18 - q^3*t^19 - 5*q^13*t^8 + 66*q^12*t^9 - 451*q^11*t^10 + 1487*q^10*t^11 - 2923*q^9*t^12 + 3779*q^8*t^13 - 3174*q^7*t^14 + 1670*q^6*t^15 - 527*q^5*t^16 + 93*q^4*t^17 - 6*q^3*t^18 + 38*q^12*t^8 - 234*q^11*t^9 + 834*q^10*t^10 - 1619*q^9*t^11 + 1922*q^8*t^12 - 1552*q^7*t^13 + 978*q^6*t^14 - 432*q^5*t^15 + 95*q^4*t^16 - 12*q^3*t^17 + 35*q^12*t^7 - 448*q^11*t^8 + 1841*q^10*t^9 - 4111*q^9*t^10 + 5444*q^8*t^11 - 4272*q^7*t^12 + 1766*q^6*t^13 - 381*q^5*t^14 + 44*q^4*t^15 + 10*q^3*t^16 + 24*q^12*t^6 - 303*q^11*t^7 + 1883*q^10*t^8 - 5894*q^9*t^9 + 10765*q^8*t^10 - 12471*q^7*t^11 + 9133*q^6*t^12 - 3948*q^5*t^13 + 992*q^4*t^14 - 147*q^3*t^15 + 6*q^2*t^16 + q^12*t^5 - 66*q^11*t^6 + 464*q^10*t^7 - 2193*q^9*t^8 + 5826*q^8*t^9 - 9104*q^7*t^10 + 9109*q^6*t^11 - 5789*q^5*t^12 + 2148*q^4*t^13 - 408*q^3*t^14 + 38*q^2*t^15 - 19*q^11*t^5 + 284*q^10*t^6 - 1004*q^9*t^7 + 2176*q^8*t^8 - 3246*q^7*t^9 + 3246*q^6*t^10 - 2176*q^5*t^11 + 1004*q^4*t^12 - 284*q^3*t^13 + 19*q^2*t^14 - 38*q^11*t^4 + 408*q^10*t^5 - 2148*q^9*t^6 + 5789*q^8*t^7 - 9109*q^7*t^8 + 9104*q^6*t^9 - 5826*q^5*t^10 + 2193*q^4*t^11 - 464*q^3*t^12 + 66*q^2*t^13 - q*t^14 - 6*q^11*t^3 + 147*q^10*t^4 - 992*q^9*t^5 + 3948*q^8*t^6 - 9133*q^7*t^7 + 12471*q^6*t^8 - 10765*q^5*t^9 + 5894*q^4*t^10 - 1883*q^3*t^11 + 303*q^2*t^12 - 24*q*t^13 - 10*q^10*t^3 - 44*q^9*t^4 + 381*q^8*t^5 - 1766*q^7*t^6 + 4272*q^6*t^7 - 5444*q^5*t^8 + 4111*q^4*t^9 - 1841*q^3*t^10 + 448*q^2*t^11 - 35*q*t^12 + 12*q^10*t^2 - 95*q^9*t^3 + 432*q^8*t^4 - 978*q^7*t^5 + 1552*q^6*t^6 - 1922*q^5*t^7 + 1619*q^4*t^8 - 834*q^3*t^9 + 234*q^2*t^10 - 38*q*t^11 + 6*q^10*t - 93*q^9*t^2 + 527*q^8*t^3 - 1670*q^7*t^4 + 3174*q^6*t^5 - 3779*q^5*t^6 + 2923*q^4*t^7 - 1487*q^3*t^8 + 451*q^2*t^9 - 66*q*t^10 + 5*t^11 + q^10 - 8*q^9*t + 101*q^8*t^2 - 497*q^7*t^3 + 1409*q^6*t^4 - 2474*q^5*t^5 + 2630*q^4*t^6 - 1712*q^3*t^7 + 674*q^2*t^8 - 143*q*t^9 + 10*t^10 - 15*q^8*t + 23*q^7*t^2 + 31*q^6*t^3 - 272*q^5*t^4 + 600*q^4*t^5 - 634*q^3*t^6 + 360*q^2*t^7 - 102*q*t^8 + 13*t^9 + 13*q^7*t - 29*q^6*t^2 + 65*q^5*t^3 - 40*q^4*t^4 - 17*q^3*t^5 + 50*q^2*t^6 - 30*q*t^7 + 5*t^8 - 3*q^6*t - 2*q^5*t^2 - 7*q^4*t^3 - 4*q^3*t^4 - 3*q*t^6 + t^7 + 3*q^4*t^2 + 4*q^2*t^4 - q^2*t^3)/((q*t^2 - 1)^4*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0260] 'F@UuW'

Zeta functions

ask[-]:

(3*q^6*t^2 - 2*q^5*t^3 + 3*q^6*t - 21*q^5*t^2 + 18*q^4*t^3 - 5*q^3*t^4 + q^6 - 5*q^5*t + 25*q^4*t^2 - 19*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 19*q^3*t^2 - 25*q^2*t^3 + 5*q*t^4 - t^5 + 5*q^3*t - 18*q^2*t^2 + 21*q*t^3 - 3*t^4 + 2*q*t^2 - 3*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(2*q^16*t^10 + 4*q^15*t^11 + 4*q^14*t^12 - 2*q^13*t^13 - 2*q^12*t^14 - q^18*t^7 + q^17*t^8 - 7*q^16*t^9 - 15*q^15*t^10 - 14*q^14*t^11 - 32*q^13*t^12 - 13*q^12*t^13 + 15*q^11*t^14 + 7*q^10*t^15 - q^9*t^16 - 4*q^18*t^6 + 11*q^17*t^7 + 11*q^16*t^8 - 13*q^15*t^9 + 21*q^14*t^10 + 80*q^13*t^11 + 101*q^12*t^12 + 82*q^11*t^13 - 9*q^10*t^14 - 27*q^9*t^15 - q^7*t^17 - 10*q^18*t^5 + 35*q^17*t^6 + 26*q^16*t^7 - 132*q^15*t^8 + 76*q^14*t^9 + 256*q^13*t^10 - 200*q^12*t^11 - 359*q^11*t^12 - 177*q^10*t^13 - 63*q^9*t^14 - 6*q^8*t^15 + 7*q^7*t^16 + 7*q^6*t^17 - 19*q^18*t^4 + 107*q^17*t^5 - 140*q^16*t^6 - 242*q^15*t^7 + 391*q^14*t^8 - 25*q^13*t^9 - 970*q^12*t^10 - 250*q^11*t^11 + 889*q^10*t^12 + 491*q^9*t^13 + 82*q^8*t^14 + 156*q^7*t^15 + 15*q^6*t^16 - 17*q^5*t^17 - 13*q^18*t^3 + 191*q^17*t^4 - 543*q^16*t^5 + 114*q^15*t^6 + 1095*q^14*t^7 - 970*q^13*t^8 - 342*q^12*t^9 + 2031*q^11*t^10 + 1329*q^10*t^11 - 835*q^9*t^12 - 1064*q^8*t^13 - 237*q^7*t^14 - 199*q^6*t^15 - 102*q^5*t^16 + 13*q^4*t^17 - 12*q^18*t^2 + 109*q^17*t^3 - 635*q^16*t^4 + 848*q^15*t^5 + 1573*q^14*t^6 - 2812*q^13*t^7 + 383*q^12*t^8 + 2829*q^11*t^9 - 3421*q^10*t^10 - 2853*q^9*t^11 + 410*q^8*t^12 + 886*q^7*t^13 + 708*q^6*t^14 + 132*q^5*t^15 + 122*q^4*t^16 + 17*q^3*t^17 - 2*q^18*t + 51*q^17*t^2 - 152*q^16*t^3 + 624*q^15*t^4 + 457*q^14*t^5 - 4340*q^13*t^6 + 1025*q^12*t^7 + 4282*q^11*t^8 - 5379*q^10*t^9 + 725*q^9*t^10 + 5926*q^8*t^11 + 51*q^7*t^12 - 730*q^6*t^13 - 460*q^5*t^14 - 319*q^4*t^15 - 5*q^3*t^16 - 38*q^2*t^17 - q^18 - 9*q^17*t - 26*q^16*t^2 - 184*q^15*t^3 - 67*q^14*t^4 - 1530*q^13*t^5 + 3043*q^12*t^6 + 5128*q^11*t^7 - 5623*q^10*t^8 + 5623*q^8*t^10 - 5128*q^7*t^11 - 3043*q^6*t^12 + 1530*q^5*t^13 + 67*q^4*t^14 + 184*q^3*t^15 + 26*q^2*t^16 + 9*q*t^17 + t^18 + 38*q^16*t + 5*q^15*t^2 + 319*q^14*t^3 + 460*q^13*t^4 + 730*q^12*t^5 - 51*q^11*t^6 - 5926*q^10*t^7 - 725*q^9*t^8 + 5379*q^8*t^9 - 4282*q^7*t^10 - 1025*q^6*t^11 + 4340*q^5*t^12 - 457*q^4*t^13 - 624*q^3*t^14 + 152*q^2*t^15 - 51*q*t^16 + 2*t^17 - 17*q^15*t - 122*q^14*t^2 - 132*q^13*t^3 - 708*q^12*t^4 - 886*q^11*t^5 - 410*q^10*t^6 + 2853*q^9*t^7 + 3421*q^8*t^8 - 2829*q^7*t^9 - 383*q^6*t^10 + 2812*q^5*t^11 - 1573*q^4*t^12 - 848*q^3*t^13 + 635*q^2*t^14 - 109*q*t^15 + 12*t^16 - 13*q^14*t + 102*q^13*t^2 + 199*q^12*t^3 + 237*q^11*t^4 + 1064*q^10*t^5 + 835*q^9*t^6 - 1329*q^8*t^7 - 2031*q^7*t^8 + 342*q^6*t^9 + 970*q^5*t^10 - 1095*q^4*t^11 - 114*q^3*t^12 + 543*q^2*t^13 - 191*q*t^14 + 13*t^15 + 17*q^13*t - 15*q^12*t^2 - 156*q^11*t^3 - 82*q^10*t^4 - 491*q^9*t^5 - 889*q^8*t^6 + 250*q^7*t^7 + 970*q^6*t^8 + 25*q^5*t^9 - 391*q^4*t^10 + 242*q^3*t^11 + 140*q^2*t^12 - 107*q*t^13 + 19*t^14 - 7*q^12*t - 7*q^11*t^2 + 6*q^10*t^3 + 63*q^9*t^4 + 177*q^8*t^5 + 359*q^7*t^6 + 200*q^6*t^7 - 256*q^5*t^8 - 76*q^4*t^9 + 132*q^3*t^10 - 26*q^2*t^11 - 35*q*t^12 + 10*t^13 + q^11*t + 27*q^9*t^3 + 9*q^8*t^4 - 82*q^7*t^5 - 101*q^6*t^6 - 80*q^5*t^7 - 21*q^4*t^8 + 13*q^3*t^9 - 11*q^2*t^10 - 11*q*t^11 + 4*t^12 + q^9*t^2 - 7*q^8*t^3 - 15*q^7*t^4 + 13*q^6*t^5 + 32*q^5*t^6 + 14*q^4*t^7 + 15*q^3*t^8 + 7*q^2*t^9 - q*t^10 + t^11 + 2*q^6*t^4 + 2*q^5*t^5 - 4*q^4*t^6 - 4*q^3*t^7 - 2*q^2*t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0261] 'F@VTW'

Zeta functions

ask[-]:

(q^6*t^2 + 3*q^6*t - 15*q^5*t^2 + 12*q^4*t^3 - 5*q^3*t^4 + q^6 - 5*q^5*t + 21*q^4*t^2 - 15*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 15*q^3*t^2 - 21*q^2*t^3 + 5*q*t^4 - t^5 + 5*q^3*t - 12*q^2*t^2 + 15*q*t^3 - 3*t^4 - t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^7*t^6 + 6*q^7*t^5 - 13*q^6*t^6 + 3*q^5*t^7 + 19*q^7*t^4 - 67*q^6*t^5 + 65*q^5*t^6 - 10*q^4*t^7 - 4*q^3*t^8 + 24*q^7*t^3 - 170*q^6*t^4 + 330*q^5*t^5 - 234*q^4*t^6 + 54*q^3*t^7 + 4*q^2*t^8 + 19*q^7*t^2 - 178*q^6*t^3 + 622*q^5*t^4 - 836*q^4*t^5 + 478*q^3*t^6 - 129*q^2*t^7 + 11*q*t^8 - t^9 + 6*q^7*t - 93*q^6*t^2 + 451*q^5*t^3 - 1052*q^4*t^4 + 1052*q^3*t^5 - 451*q^2*t^6 + 93*q*t^7 - 6*t^8 + q^7 - 11*q^6*t + 129*q^5*t^2 - 478*q^4*t^3 + 836*q^3*t^4 - 622*q^2*t^5 + 178*q*t^6 - 19*t^7 - 4*q^5*t - 54*q^4*t^2 + 234*q^3*t^3 - 330*q^2*t^4 + 170*q*t^5 - 24*t^6 + 4*q^4*t + 10*q^3*t^2 - 65*q^2*t^3 + 67*q*t^4 - 19*t^5 - 3*q^2*t^2 + 13*q*t^3 - 6*t^4 - t^3)/(q^7*(t + 1)^2*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0262] 'F@V\w'

Zeta functions

ask[-]:

(q^6*t^2 + q^6*t - 9*q^5*t^2 + 6*q^4*t^3 - 3*q^3*t^4 + q^6 - 3*q^5*t + 15*q^4*t^2 - 9*q^3*t^3 + 6*q^2*t^4 - 6*q^4*t + 9*q^3*t^2 - 15*q^2*t^3 + 3*q*t^4 - t^5 + 3*q^3*t - 6*q^2*t^2 + 9*q*t^3 - t^4 - t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(2*q^12*t^12 + 2*q^11*t^13 + 2*q^10*t^14 + q^15*t^8 - 2*q^14*t^9 - q^13*t^10 - 7*q^11*t^12 - 12*q^10*t^13 - 25*q^9*t^14 - 8*q^8*t^15 + q^15*t^7 - 9*q^14*t^8 + 15*q^13*t^9 + q^12*t^10 - 46*q^11*t^11 - 3*q^10*t^12 + 80*q^9*t^13 + 101*q^8*t^14 + 45*q^7*t^15 + 14*q^6*t^16 - q^5*t^17 + 12*q^15*t^6 - 26*q^14*t^7 + q^13*t^8 + 49*q^12*t^9 + 2*q^11*t^10 + 180*q^10*t^11 + 192*q^9*t^12 - 282*q^8*t^13 - 304*q^7*t^14 - 106*q^6*t^15 - 59*q^5*t^16 - q^4*t^17 + 7*q^15*t^5 - 125*q^14*t^6 + 182*q^13*t^7 + 236*q^12*t^8 - 408*q^11*t^9 - 186*q^10*t^10 - 376*q^9*t^11 - 608*q^8*t^12 + 451*q^7*t^13 + 633*q^6*t^14 + 226*q^5*t^15 + 78*q^4*t^16 + 16*q^3*t^17 + 26*q^15*t^4 - 106*q^14*t^5 + 597*q^13*t^6 - 783*q^12*t^7 - 1184*q^11*t^8 + 1427*q^10*t^9 + 559*q^9*t^10 + 750*q^8*t^11 + 1081*q^7*t^12 - 546*q^6*t^13 - 750*q^5*t^14 - 415*q^4*t^15 - 33*q^3*t^16 - 29*q^2*t^17 + 7*q^15*t^3 - 243*q^14*t^4 + 598*q^13*t^5 - 1432*q^12*t^6 + 1313*q^11*t^7 + 3905*q^10*t^8 - 3170*q^9*t^9 - 1698*q^8*t^10 - 275*q^7*t^11 - 1856*q^6*t^12 + 586*q^5*t^13 + 775*q^4*t^14 + 307*q^3*t^15 + 52*q^2*t^16 + 8*q*t^17 + t^18 + 12*q^15*t^2 - 54*q^14*t^3 + 815*q^13*t^4 - 1149*q^12*t^5 + 924*q^11*t^6 + 78*q^10*t^7 - 6973*q^9*t^8 + 2199*q^8*t^9 + 5280*q^7*t^10 - 1142*q^6*t^11 + 1339*q^5*t^12 + 395*q^4*t^13 - 1090*q^3*t^14 + 14*q^2*t^15 - 55*q*t^16 + t^17 + q^15*t - 55*q^14*t^2 + 14*q^13*t^3 - 1090*q^12*t^4 + 395*q^11*t^5 + 1339*q^10*t^6 - 1142*q^9*t^7 + 5280*q^8*t^8 + 2199*q^7*t^9 - 6973*q^6*t^10 + 78*q^5*t^11 + 924*q^4*t^12 - 1149*q^3*t^13 + 815*q^2*t^14 - 54*q*t^15 + 12*t^16 + q^15 + 8*q^14*t + 52*q^13*t^2 + 307*q^12*t^3 + 775*q^11*t^4 + 586*q^10*t^5 - 1856*q^9*t^6 - 275*q^8*t^7 - 1698*q^7*t^8 - 3170*q^6*t^9 + 3905*q^5*t^10 + 1313*q^4*t^11 - 1432*q^3*t^12 + 598*q^2*t^13 - 243*q*t^14 + 7*t^15 - 29*q^13*t - 33*q^12*t^2 - 415*q^11*t^3 - 750*q^10*t^4 - 546*q^9*t^5 + 1081*q^8*t^6 + 750*q^7*t^7 + 559*q^6*t^8 + 1427*q^5*t^9 - 1184*q^4*t^10 - 783*q^3*t^11 + 597*q^2*t^12 - 106*q*t^13 + 26*t^14 + 16*q^12*t + 78*q^11*t^2 + 226*q^10*t^3 + 633*q^9*t^4 + 451*q^8*t^5 - 608*q^7*t^6 - 376*q^6*t^7 - 186*q^5*t^8 - 408*q^4*t^9 + 236*q^3*t^10 + 182*q^2*t^11 - 125*q*t^12 + 7*t^13 - q^11*t - 59*q^10*t^2 - 106*q^9*t^3 - 304*q^8*t^4 - 282*q^7*t^5 + 192*q^6*t^6 + 180*q^5*t^7 + 2*q^4*t^8 + 49*q^3*t^9 + q^2*t^10 - 26*q*t^11 + 12*t^12 - q^10*t + 14*q^9*t^2 + 45*q^8*t^3 + 101*q^7*t^4 + 80*q^6*t^5 - 3*q^5*t^6 - 46*q^4*t^7 + q^3*t^8 + 15*q^2*t^9 - 9*q*t^10 + t^11 - 8*q^7*t^3 - 25*q^6*t^4 - 12*q^5*t^5 - 7*q^4*t^6 - q^2*t^8 - 2*q*t^9 + t^10 + 2*q^5*t^4 + 2*q^4*t^5 + 2*q^3*t^6)/((q^2 - t)*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0263] 'F@Vcw'

Zeta functions

ask[-]:

(q^5*t^4 + 3*q^5*t^3 - 3*q^4*t^4 - 4*q^5*t^2 + 2*q^4*t^3 - 3*q^3*t^4 - 4*q^5*t + 14*q^4*t^2 - 16*q^3*t^3 + 10*q^2*t^4 - q^5 + 2*q^4*t - q^3*t^2 - q^2*t^3 + 2*q*t^4 - t^5 + 10*q^3*t - 16*q^2*t^2 + 14*q*t^3 - 4*t^4 - 3*q^2*t + 2*q*t^2 - 4*t^3 - 3*q*t + 3*t^2 + t)/((q*t^2 - 1)*(q*t - 1)*q^5*(t - 1)^3)

ask[+]:

(q^11*t^11 + 5*q^10*t^12 + 7*q^9*t^13 + 2*q^8*t^14 - q^11*t^10 - 9*q^10*t^11 - 32*q^9*t^12 - 44*q^8*t^13 - 18*q^7*t^14 - q^6*t^15 - q^11*t^9 - 25*q^10*t^10 + 11*q^9*t^11 + 98*q^8*t^12 + 118*q^7*t^13 + 63*q^6*t^14 + 6*q^5*t^15 + 2*q^12*t^7 - 4*q^11*t^8 + 35*q^10*t^9 + 138*q^9*t^10 + 90*q^8*t^11 - 156*q^7*t^12 - 215*q^6*t^13 - 97*q^5*t^14 - 18*q^4*t^15 - q^12*t^6 - 29*q^11*t^7 + 184*q^10*t^8 - 337*q^9*t^9 - 246*q^8*t^10 - 251*q^7*t^11 - 82*q^6*t^12 + 445*q^5*t^13 + 11*q^4*t^14 + 36*q^3*t^15 - 2*q^12*t^5 + 17*q^11*t^6 + 20*q^10*t^7 - 664*q^9*t^8 + 828*q^8*t^9 + 355*q^7*t^10 + 161*q^6*t^11 + 536*q^5*t^12 - 644*q^4*t^13 + 105*q^3*t^14 - 37*q^2*t^15 - 25*q^12*t^4 + 180*q^11*t^5 - 700*q^10*t^6 + 1328*q^9*t^7 + 47*q^8*t^8 - 938*q^7*t^9 + 423*q^6*t^10 - 946*q^5*t^11 + 99*q^4*t^12 + 211*q^3*t^13 - 13*q^2*t^14 + 3*q*t^15 + t^16 - 29*q^12*t^3 + 362*q^11*t^4 - 1452*q^10*t^5 + 3585*q^9*t^6 - 4969*q^8*t^7 + 1416*q^7*t^8 + 2727*q^6*t^9 - 3906*q^5*t^10 + 3329*q^4*t^11 - 1490*q^3*t^12 + 319*q^2*t^13 - 62*q*t^14 + 5*t^15 - 19*q^12*t^2 + 216*q^11*t^3 - 1309*q^10*t^4 + 3626*q^9*t^5 - 6229*q^8*t^6 + 6072*q^7*t^7 - 6072*q^5*t^9 + 6229*q^4*t^10 - 3626*q^3*t^11 + 1309*q^2*t^12 - 216*q*t^13 + 19*t^14 - 5*q^12*t + 62*q^11*t^2 - 319*q^10*t^3 + 1490*q^9*t^4 - 3329*q^8*t^5 + 3906*q^7*t^6 - 2727*q^6*t^7 - 1416*q^5*t^8 + 4969*q^4*t^9 - 3585*q^3*t^10 + 1452*q^2*t^11 - 362*q*t^12 + 29*t^13 - q^12 - 3*q^11*t + 13*q^10*t^2 - 211*q^9*t^3 - 99*q^8*t^4 + 946*q^7*t^5 - 423*q^6*t^6 + 938*q^5*t^7 - 47*q^4*t^8 - 1328*q^3*t^9 + 700*q^2*t^10 - 180*q*t^11 + 25*t^12 + 37*q^10*t - 105*q^9*t^2 + 644*q^8*t^3 - 536*q^7*t^4 - 161*q^6*t^5 - 355*q^5*t^6 - 828*q^4*t^7 + 664*q^3*t^8 - 20*q^2*t^9 - 17*q*t^10 + 2*t^11 - 36*q^9*t - 11*q^8*t^2 - 445*q^7*t^3 + 82*q^6*t^4 + 251*q^5*t^5 + 246*q^4*t^6 + 337*q^3*t^7 - 184*q^2*t^8 + 29*q*t^9 + t^10 + 18*q^8*t + 97*q^7*t^2 + 215*q^6*t^3 + 156*q^5*t^4 - 90*q^4*t^5 - 138*q^3*t^6 - 35*q^2*t^7 + 4*q*t^8 - 2*t^9 - 6*q^7*t - 63*q^6*t^2 - 118*q^5*t^3 - 98*q^4*t^4 - 11*q^3*t^5 + 25*q^2*t^6 + q*t^7 + q^6*t + 18*q^5*t^2 + 44*q^4*t^3 + 32*q^3*t^4 + 9*q^2*t^5 + q*t^6 - 2*q^4*t^2 - 7*q^3*t^3 - 5*q^2*t^4 - q*t^5)/((q*t^2 - 1)*(q + t)*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0264] 'F@Vlw'

Zeta functions

ask[-]:

(q^6*t^4 - 6*q^5*t^4 + q^4*t^5 - 4*q^6*t^2 + 12*q^5*t^3 + q^3*t^5 + q^7 - 2*q^6*t + 9*q^5*t^2 - 22*q^4*t^3 + 15*q^3*t^4 - 6*q^2*t^5 - 6*q^5*t + 15*q^4*t^2 - 22*q^3*t^3 + 9*q^2*t^4 - 2*q*t^5 + t^6 + q^4*t + 12*q^2*t^3 - 4*q*t^4 + q^3*t - 6*q^2*t^2 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^9*t^14 + q^11*t^11 + q^10*t^12 - 8*q^9*t^13 - q^8*t^14 + 4*q^7*t^15 - 7*q^6*t^16 + q^5*t^17 - 5*q^11*t^10 + 6*q^10*t^11 - 18*q^9*t^12 + 25*q^8*t^13 + 16*q^7*t^14 - 16*q^6*t^15 + 26*q^5*t^16 - q^4*t^17 + 2*q^12*t^8 - 9*q^11*t^9 + 20*q^10*t^10 + 52*q^9*t^11 - 29*q^8*t^12 - 20*q^7*t^13 - 3*q^6*t^14 - 49*q^5*t^15 - 11*q^4*t^16 - 10*q^3*t^17 - q^13*t^6 + 3*q^12*t^7 + 10*q^11*t^8 - 53*q^10*t^9 + 105*q^9*t^10 - 317*q^8*t^11 + 87*q^7*t^12 + 156*q^6*t^13 - 172*q^5*t^14 + 217*q^4*t^15 - 36*q^3*t^16 + 22*q^2*t^17 - q^13*t^5 + 16*q^12*t^6 - 22*q^11*t^7 - 40*q^10*t^8 - 2*q^9*t^9 - 7*q^8*t^10 + 386*q^7*t^11 + 4*q^6*t^12 - 158*q^5*t^13 + 86*q^4*t^14 - 148*q^3*t^15 - 9*q^2*t^16 - 5*q*t^17 - t^18 - 7*q^13*t^4 + 32*q^12*t^5 - 229*q^11*t^6 + 625*q^10*t^7 - 741*q^9*t^8 + 1056*q^8*t^9 - 539*q^7*t^10 - 992*q^6*t^11 + 948*q^5*t^12 - 778*q^4*t^13 + 472*q^3*t^14 - 68*q^2*t^15 + 35*q*t^16 - t^17 - 3*q^13*t^3 + 101*q^12*t^4 - 392*q^11*t^5 + 1277*q^10*t^6 - 2505*q^9*t^7 + 2007*q^8*t^8 - 1102*q^7*t^9 - 746*q^6*t^10 + 2907*q^5*t^11 - 2172*q^4*t^12 + 1120*q^3*t^13 - 433*q^2*t^14 + 47*q*t^15 - 7*t^16 - 7*q^13*t^2 + 47*q^12*t^3 - 433*q^11*t^4 + 1120*q^10*t^5 - 2172*q^9*t^6 + 2907*q^8*t^7 - 746*q^7*t^8 - 1102*q^6*t^9 + 2007*q^5*t^10 - 2505*q^4*t^11 + 1277*q^3*t^12 - 392*q^2*t^13 + 101*q*t^14 - 3*t^15 - q^13*t + 35*q^12*t^2 - 68*q^11*t^3 + 472*q^10*t^4 - 778*q^9*t^5 + 948*q^8*t^6 - 992*q^7*t^7 - 539*q^6*t^8 + 1056*q^5*t^9 - 741*q^4*t^10 + 625*q^3*t^11 - 229*q^2*t^12 + 32*q*t^13 - 7*t^14 - q^13 - 5*q^12*t - 9*q^11*t^2 - 148*q^10*t^3 + 86*q^9*t^4 - 158*q^8*t^5 + 4*q^7*t^6 + 386*q^6*t^7 - 7*q^5*t^8 - 2*q^4*t^9 - 40*q^3*t^10 - 22*q^2*t^11 + 16*q*t^12 - t^13 + 22*q^11*t - 36*q^10*t^2 + 217*q^9*t^3 - 172*q^8*t^4 + 156*q^7*t^5 + 87*q^6*t^6 - 317*q^5*t^7 + 105*q^4*t^8 - 53*q^3*t^9 + 10*q^2*t^10 + 3*q*t^11 - t^12 - 10*q^10*t - 11*q^9*t^2 - 49*q^8*t^3 - 3*q^7*t^4 - 20*q^6*t^5 - 29*q^5*t^6 + 52*q^4*t^7 + 20*q^3*t^8 - 9*q^2*t^9 + 2*q*t^10 - q^9*t + 26*q^8*t^2 - 16*q^7*t^3 + 16*q^6*t^4 + 25*q^5*t^5 - 18*q^4*t^6 + 6*q^3*t^7 - 5*q^2*t^8 + q^8*t - 7*q^7*t^2 + 4*q^6*t^3 - q^5*t^4 - 8*q^4*t^5 + q^3*t^6 + q^2*t^7 + q^4*t^4)/((t^2 - q)*(q + t)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0265] 'F@V~o'

Zeta functions

ask[-]:

(q^8*t^2 + q^6*t^4 - q^9 + q^8*t - 3*q^7*t^2 - 4*q^6*t^3 - q^5*t^4 + 4*q^7*t + q^6*t^2 + 6*q^5*t^3 - q^4*t^4 - q^6*t - 7*q^5*t^2 + 7*q^4*t^3 + q^3*t^4 + q^5*t - 6*q^4*t^2 - q^3*t^3 - 4*q^2*t^4 + q^4*t + 4*q^3*t^2 + 3*q^2*t^3 - q*t^4 + t^5 - q^3*t - q*t^3)/((q^3 - t)*(q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^13*t^10 - 2*q^13*t^9 - q^12*t^10 - 2*q^11*t^11 - q^10*t^12 - 3*q^13*t^8 + 3*q^12*t^9 + q^11*t^10 + 6*q^10*t^11 + q^9*t^12 + 2*q^8*t^13 + q^14*t^6 + 7*q^13*t^7 - 3*q^12*t^8 + 18*q^11*t^9 - 4*q^10*t^10 - 8*q^9*t^11 + 5*q^8*t^12 - 7*q^7*t^13 + q^6*t^14 - q^15*t^4 + 2*q^14*t^5 - 5*q^13*t^6 + 2*q^12*t^7 - 4*q^11*t^8 - 40*q^10*t^9 + 5*q^9*t^10 - 14*q^8*t^11 + 9*q^7*t^12 - q^6*t^13 - 3*q^5*t^14 - q^15*t^3 + 16*q^14*t^4 - 58*q^13*t^5 + 84*q^12*t^6 - 121*q^11*t^7 + 53*q^10*t^8 + 96*q^9*t^9 - 97*q^8*t^10 + 76*q^7*t^11 - 34*q^6*t^12 + 16*q^5*t^13 + 4*q^4*t^14 - 4*q^15*t^2 + 22*q^14*t^3 - 91*q^13*t^4 + 201*q^12*t^5 - 143*q^11*t^6 + 49*q^10*t^7 + 108*q^9*t^8 - 162*q^8*t^9 + 116*q^7*t^10 - 9*q^6*t^11 - 11*q^5*t^12 - 10*q^4*t^13 - q^15*t + 23*q^14*t^2 - 57*q^13*t^3 + 84*q^12*t^4 - 53*q^11*t^5 - 106*q^10*t^6 + 154*q^9*t^7 - 42*q^8*t^8 - 121*q^7*t^9 + 19*q^6*t^10 + 2*q^5*t^11 - 28*q^4*t^12 + 26*q^3*t^13 - 10*q^2*t^14 - q^15 - 10*q^13*t^2 - 16*q^12*t^3 + 86*q^11*t^4 - 129*q^10*t^5 - 28*q^9*t^6 + 117*q^8*t^7 - 117*q^7*t^8 + 28*q^6*t^9 + 129*q^5*t^10 - 86*q^4*t^11 + 16*q^3*t^12 + 10*q^2*t^13 + t^15 + 10*q^13*t - 26*q^12*t^2 + 28*q^11*t^3 - 2*q^10*t^4 - 19*q^9*t^5 + 121*q^8*t^6 + 42*q^7*t^7 - 154*q^6*t^8 + 106*q^5*t^9 + 53*q^4*t^10 - 84*q^3*t^11 + 57*q^2*t^12 - 23*q*t^13 + t^14 + 10*q^11*t^2 + 11*q^10*t^3 + 9*q^9*t^4 - 116*q^8*t^5 + 162*q^7*t^6 - 108*q^6*t^7 - 49*q^5*t^8 + 143*q^4*t^9 - 201*q^3*t^10 + 91*q^2*t^11 - 22*q*t^12 + 4*t^13 - 4*q^11*t - 16*q^10*t^2 + 34*q^9*t^3 - 76*q^8*t^4 + 97*q^7*t^5 - 96*q^6*t^6 - 53*q^5*t^7 + 121*q^4*t^8 - 84*q^3*t^9 + 58*q^2*t^10 - 16*q*t^11 + t^12 + 3*q^10*t + q^9*t^2 - 9*q^8*t^3 + 14*q^7*t^4 - 5*q^6*t^5 + 40*q^5*t^6 + 4*q^4*t^7 - 2*q^3*t^8 + 5*q^2*t^9 - 2*q*t^10 + t^11 - q^9*t + 7*q^8*t^2 - 5*q^7*t^3 + 8*q^6*t^4 + 4*q^5*t^5 - 18*q^4*t^6 + 3*q^3*t^7 - 7*q^2*t^8 - q*t^9 - 2*q^7*t^2 - q^6*t^3 - 6*q^5*t^4 - q^4*t^5 - 3*q^3*t^6 + 3*q^2*t^7 + q^5*t^3 + 2*q^4*t^4 + q^3*t^5 + 2*q^2*t^6 - q^2*t^5)/((q^3 - t)*(q + t)*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0266] 'F@V~w'

Zeta functions

ask[-]:

(q^3*t^2 - q^4 + q^3*t - 3*q^2*t^2 + 3*q^2*t - q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^17*t^10 + q^20*t^6 + q^19*t^7 - 3*q^17*t^9 - 4*q^16*t^10 - q^21*t^4 - 6*q^19*t^6 - q^18*t^7 - 12*q^17*t^8 + 7*q^16*t^9 - q^15*t^10 - 4*q^14*t^11 - q^21*t^3 + 11*q^20*t^4 - 15*q^19*t^5 + 16*q^18*t^6 + 3*q^17*t^7 + 15*q^16*t^8 + 6*q^15*t^9 + 11*q^14*t^10 + 10*q^13*t^11 - 2*q^12*t^12 - 4*q^21*t^2 + 14*q^20*t^3 - 25*q^19*t^4 + 34*q^18*t^5 + 86*q^17*t^6 - 37*q^16*t^7 + 72*q^15*t^8 - 3*q^14*t^9 - 15*q^13*t^10 - 4*q^12*t^11 + 2*q^11*t^12 - q^21*t + 14*q^20*t^2 - 20*q^19*t^3 - 85*q^18*t^4 - 6*q^17*t^5 - 291*q^16*t^6 - 120*q^15*t^7 - 120*q^14*t^8 - 90*q^13*t^9 + 27*q^12*t^10 - 7*q^11*t^11 + 14*q^10*t^12 + 7*q^9*t^13 - q^21 + 15*q^19*t^2 - 16*q^18*t^3 + 220*q^17*t^4 + 216*q^16*t^5 + 198*q^15*t^6 + 424*q^14*t^7 + 118*q^13*t^8 + 96*q^12*t^9 - 61*q^11*t^10 - 23*q^10*t^11 - 36*q^9*t^12 - 21*q^8*t^13 - q^7*t^14 + 2*q^19*t - 43*q^18*t^2 - 46*q^17*t^3 - 110*q^16*t^4 - 403*q^15*t^5 - 71*q^14*t^6 - 343*q^13*t^7 - 63*q^12*t^8 + 52*q^11*t^9 + 34*q^10*t^10 + 101*q^9*t^11 + 33*q^8*t^12 + 20*q^7*t^13 + 3*q^6*t^14 + 15*q^18*t + 18*q^17*t^2 + 61*q^16*t^3 + 62*q^15*t^4 + 204*q^14*t^5 - 44*q^13*t^6 + 82*q^12*t^7 + 143*q^11*t^8 - 261*q^10*t^9 + 38*q^9*t^10 - 52*q^8*t^11 - 34*q^7*t^12 - 5*q^6*t^13 - 7*q^5*t^14 - 14*q^17*t - 16*q^16*t^2 - 8*q^15*t^3 - 8*q^14*t^4 - 76*q^13*t^5 - 74*q^12*t^6 + 243*q^11*t^7 - 243*q^10*t^8 + 74*q^9*t^9 + 76*q^8*t^10 + 8*q^7*t^11 + 8*q^6*t^12 + 16*q^5*t^13 + 14*q^4*t^14 + 7*q^16*t + 5*q^15*t^2 + 34*q^14*t^3 + 52*q^13*t^4 - 38*q^12*t^5 + 261*q^11*t^6 - 143*q^10*t^7 - 82*q^9*t^8 + 44*q^8*t^9 - 204*q^7*t^10 - 62*q^6*t^11 - 61*q^5*t^12 - 18*q^4*t^13 - 15*q^3*t^14 - 3*q^15*t - 20*q^14*t^2 - 33*q^13*t^3 - 101*q^12*t^4 - 34*q^11*t^5 - 52*q^10*t^6 + 63*q^9*t^7 + 343*q^8*t^8 + 71*q^7*t^9 + 403*q^6*t^10 + 110*q^5*t^11 + 46*q^4*t^12 + 43*q^3*t^13 - 2*q^2*t^14 + q^14*t + 21*q^13*t^2 + 36*q^12*t^3 + 23*q^11*t^4 + 61*q^10*t^5 - 96*q^9*t^6 - 118*q^8*t^7 - 424*q^7*t^8 - 198*q^6*t^9 - 216*q^5*t^10 - 220*q^4*t^11 + 16*q^3*t^12 - 15*q^2*t^13 + t^15 - 7*q^12*t^2 - 14*q^11*t^3 + 7*q^10*t^4 - 27*q^9*t^5 + 90*q^8*t^6 + 120*q^7*t^7 + 120*q^6*t^8 + 291*q^5*t^9 + 6*q^4*t^10 + 85*q^3*t^11 + 20*q^2*t^12 - 14*q*t^13 + t^14 - 2*q^10*t^3 + 4*q^9*t^4 + 15*q^8*t^5 + 3*q^7*t^6 - 72*q^6*t^7 + 37*q^5*t^8 - 86*q^4*t^9 - 34*q^3*t^10 + 25*q^2*t^11 - 14*q*t^12 + 4*t^13 + 2*q^9*t^3 - 10*q^8*t^4 - 11*q^7*t^5 - 6*q^6*t^6 - 15*q^5*t^7 - 3*q^4*t^8 - 16*q^3*t^9 + 15*q^2*t^10 - 11*q*t^11 + t^12 + 4*q^7*t^4 + q^6*t^5 - 7*q^5*t^6 + 12*q^4*t^7 + q^3*t^8 + 6*q^2*t^9 + t^11 + 4*q^5*t^5 + 3*q^4*t^6 - q^2*t^8 - q*t^9 - 2*q^4*t^5)/((q^4 - t)*(q^2 + t)*(q^2 - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0267] 'F@W}g'

Zeta functions

ask[-]:

(q^6*t^3 + q^5*t^4 - 2*q^6*t^2 - 4*q^4*t^4 + q^6*t - 3*q^5*t^2 + 3*q^4*t^3 + q^3*t^4 + q^6 - 2*q^5*t + 12*q^4*t^2 - 7*q^3*t^3 + 6*q^2*t^4 - 6*q^4*t + 7*q^3*t^2 - 12*q^2*t^3 + 2*q*t^4 - t^5 - q^3*t - 3*q^2*t^2 + 3*q*t^3 - t^4 + 4*q^2*t + 2*t^3 - q*t - t^2)/((q*t - 1)^3*(q - t)^2*q^4*(t - 1))

ask[+]:

(q^12*t^23 - 4*q^11*t^24 - q^10*t^25 - 3*q^14*t^20 + 5*q^13*t^21 + 12*q^12*t^22 - 3*q^11*t^23 + 19*q^10*t^24 + 6*q^9*t^25 - q^15*t^18 + 2*q^13*t^20 - 49*q^12*t^21 - 32*q^11*t^22 - 11*q^10*t^23 - 29*q^9*t^24 - 16*q^8*t^25 + 2*q^15*t^17 + 25*q^14*t^18 - q^13*t^19 - 17*q^12*t^20 + 183*q^11*t^21 + 10*q^10*t^22 + 56*q^9*t^23 + 26*q^7*t^25 + q^15*t^16 - 20*q^14*t^17 - 79*q^13*t^18 + 123*q^12*t^19 - 161*q^11*t^20 - 56*q^10*t^21 - 260*q^9*t^22 + 84*q^8*t^23 - 13*q^7*t^24 - 19*q^6*t^25 - 8*q^15*t^15 + 6*q^14*t^16 - 141*q^13*t^17 + 743*q^12*t^18 - 1412*q^11*t^19 + 1869*q^10*t^20 - 1360*q^9*t^21 + 1271*q^8*t^22 - 547*q^7*t^23 + 136*q^6*t^24 - 10*q^5*t^25 + q^4*t^26 + 2*q^16*t^13 - 26*q^15*t^14 + 232*q^14*t^15 - 730*q^13*t^16 + 1773*q^12*t^17 - 3505*q^11*t^18 + 4379*q^10*t^19 - 4404*q^9*t^20 + 2623*q^8*t^21 - 1645*q^7*t^22 + 583*q^6*t^23 - 122*q^5*t^24 + 8*q^4*t^25 + 5*q^16*t^12 - 69*q^15*t^13 + 371*q^14*t^14 - 1243*q^13*t^15 + 2704*q^12*t^16 - 4027*q^11*t^17 + 4815*q^10*t^18 - 3863*q^9*t^19 + 2902*q^8*t^20 - 932*q^7*t^21 + 333*q^6*t^22 - 82*q^5*t^23 + 18*q^4*t^24 + 5*q^16*t^11 - 49*q^15*t^12 + 255*q^14*t^13 - 580*q^13*t^14 + 1347*q^12*t^15 - 2477*q^11*t^16 + 3227*q^10*t^17 - 2734*q^9*t^18 + 1372*q^8*t^19 - 1195*q^7*t^20 + 191*q^6*t^21 + 103*q^5*t^22 - 33*q^4*t^23 + q^16*t^10 + 3*q^15*t^11 - 41*q^14*t^12 - 265*q^13*t^13 + 561*q^12*t^14 - 2559*q^11*t^15 + 6468*q^10*t^16 - 9818*q^9*t^17 + 9415*q^8*t^18 - 6250*q^7*t^19 + 3896*q^6*t^20 - 1323*q^5*t^21 + 180*q^4*t^22 - 8*q^3*t^23 - 11*q^15*t^10 + 142*q^14*t^11 - 938*q^13*t^12 + 4023*q^12*t^13 - 8509*q^11*t^14 + 14376*q^10*t^15 - 19404*q^9*t^16 + 19220*q^8*t^17 - 13183*q^7*t^18 + 6033*q^6*t^19 - 2529*q^5*t^20 + 658*q^4*t^21 - 62*q^3*t^22 - 38*q^15*t^9 + 381*q^14*t^10 - 1663*q^13*t^11 + 4774*q^12*t^12 - 10415*q^11*t^13 + 14446*q^10*t^14 - 14981*q^9*t^15 + 11640*q^8*t^16 - 6998*q^7*t^17 + 2599*q^6*t^18 - 190*q^5*t^19 - 22*q^4*t^20 - 17*q^3*t^21 - 12*q^15*t^8 + 122*q^14*t^9 - 572*q^13*t^10 + 1645*q^12*t^11 - 2213*q^11*t^12 + 3785*q^10*t^13 - 3956*q^9*t^14 + 3971*q^8*t^15 - 2286*q^7*t^16 + 1891*q^6*t^17 - 1136*q^5*t^18 + 221*q^4*t^19 + 23*q^3*t^20 + q^2*t^21 - 36*q^14*t^8 + 207*q^13*t^9 - 76*q^12*t^10 - 1911*q^11*t^11 + 4338*q^10*t^12 - 10415*q^9*t^13 + 16814*q^8*t^14 - 18998*q^7*t^15 + 13123*q^6*t^16 - 6825*q^5*t^17 + 2770*q^4*t^18 - 612*q^3*t^19 + 45*q^2*t^20 + 80*q^14*t^7 - 606*q^13*t^8 + 2295*q^12*t^9 - 7625*q^11*t^10 + 17674*q^10*t^11 - 25537*q^9*t^12 + 28718*q^8*t^13 - 25537*q^7*t^14 + 17674*q^6*t^15 - 7625*q^5*t^16 + 2295*q^4*t^17 - 606*q^3*t^18 + 80*q^2*t^19 + 45*q^14*t^6 - 612*q^13*t^7 + 2770*q^12*t^8 - 6825*q^11*t^9 + 13123*q^10*t^10 - 18998*q^9*t^11 + 16814*q^8*t^12 - 10415*q^7*t^13 + 4338*q^6*t^14 - 1911*q^5*t^15 - 76*q^4*t^16 + 207*q^3*t^17 - 36*q^2*t^18 + q^14*t^5 + 23*q^13*t^6 + 221*q^12*t^7 - 1136*q^11*t^8 + 1891*q^10*t^9 - 2286*q^9*t^10 + 3971*q^8*t^11 - 3956*q^7*t^12 + 3785*q^6*t^13 - 2213*q^5*t^14 + 1645*q^4*t^15 - 572*q^3*t^16 + 122*q^2*t^17 - 12*q*t^18 - 17*q^13*t^5 - 22*q^12*t^6 - 190*q^11*t^7 + 2599*q^10*t^8 - 6998*q^9*t^9 + 11640*q^8*t^10 - 14981*q^7*t^11 + 14446*q^6*t^12 - 10415*q^5*t^13 + 4774*q^4*t^14 - 1663*q^3*t^15 + 381*q^2*t^16 - 38*q*t^17 - 62*q^13*t^4 + 658*q^12*t^5 - 2529*q^11*t^6 + 6033*q^10*t^7 - 13183*q^9*t^8 + 19220*q^8*t^9 - 19404*q^7*t^10 + 14376*q^6*t^11 - 8509*q^5*t^12 + 4023*q^4*t^13 - 938*q^3*t^14 + 142*q^2*t^15 - 11*q*t^16 - 8*q^13*t^3 + 180*q^12*t^4 - 1323*q^11*t^5 + 3896*q^10*t^6 - 6250*q^9*t^7 + 9415*q^8*t^8 - 9818*q^7*t^9 + 6468*q^6*t^10 - 2559*q^5*t^11 + 561*q^4*t^12 - 265*q^3*t^13 - 41*q^2*t^14 + 3*q*t^15 + t^16 - 33*q^12*t^3 + 103*q^11*t^4 + 191*q^10*t^5 - 1195*q^9*t^6 + 1372*q^8*t^7 - 2734*q^7*t^8 + 3227*q^6*t^9 - 2477*q^5*t^10 + 1347*q^4*t^11 - 580*q^3*t^12 + 255*q^2*t^13 - 49*q*t^14 + 5*t^15 + 18*q^12*t^2 - 82*q^11*t^3 + 333*q^10*t^4 - 932*q^9*t^5 + 2902*q^8*t^6 - 3863*q^7*t^7 + 4815*q^6*t^8 - 4027*q^5*t^9 + 2704*q^4*t^10 - 1243*q^3*t^11 + 371*q^2*t^12 - 69*q*t^13 + 5*t^14 + 8*q^12*t - 122*q^11*t^2 + 583*q^10*t^3 - 1645*q^9*t^4 + 2623*q^8*t^5 - 4404*q^7*t^6 + 4379*q^6*t^7 - 3505*q^5*t^8 + 1773*q^4*t^9 - 730*q^3*t^10 + 232*q^2*t^11 - 26*q*t^12 + 2*t^13 + q^12 - 10*q^11*t + 136*q^10*t^2 - 547*q^9*t^3 + 1271*q^8*t^4 - 1360*q^7*t^5 + 1869*q^6*t^6 - 1412*q^5*t^7 + 743*q^4*t^8 - 141*q^3*t^9 + 6*q^2*t^10 - 8*q*t^11 - 19*q^10*t - 13*q^9*t^2 + 84*q^8*t^3 - 260*q^7*t^4 - 56*q^6*t^5 - 161*q^5*t^6 + 123*q^4*t^7 - 79*q^3*t^8 - 20*q^2*t^9 + q*t^10 + 26*q^9*t + 56*q^7*t^3 + 10*q^6*t^4 + 183*q^5*t^5 - 17*q^4*t^6 - q^3*t^7 + 25*q^2*t^8 + 2*q*t^9 - 16*q^8*t - 29*q^7*t^2 - 11*q^6*t^3 - 32*q^5*t^4 - 49*q^4*t^5 + 2*q^3*t^6 - q*t^8 + 6*q^7*t + 19*q^6*t^2 - 3*q^5*t^3 + 12*q^4*t^4 + 5*q^3*t^5 - 3*q^2*t^6 - q^6*t - 4*q^5*t^2 + q^4*t^3)/((q*t^2 - 1)^5*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [5, 6]]

[0268] 'F@X\g'

Zeta functions

ask[-]:

-(q^5*t^2 + 3*q^5*t - 10*q^4*t^2 + 4*q^3*t^3 + q^5 - 5*q^4*t + 12*q^3*t^2 - 6*q^2*t^3 - 6*q^3*t + 12*q^2*t^2 - 5*q*t^3 + t^4 + 4*q^2*t - 10*q*t^2 + 3*t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^8*t^14 - q^10*t^11 - 2*q^9*t^12 + 2*q^8*t^13 - 11*q^7*t^14 - 2*q^6*t^15 + 5*q^10*t^10 - 9*q^9*t^11 + 9*q^8*t^12 + 5*q^7*t^13 + 17*q^6*t^14 + 11*q^5*t^15 - 4*q^11*t^8 + 37*q^10*t^9 - 107*q^9*t^10 + 167*q^8*t^11 - 96*q^7*t^12 - 24*q^6*t^13 + 7*q^5*t^14 - 26*q^4*t^15 - 22*q^11*t^7 + 147*q^10*t^8 - 521*q^9*t^9 + 1005*q^8*t^10 - 1234*q^7*t^11 + 810*q^6*t^12 - 211*q^5*t^13 + 18*q^4*t^14 + 24*q^3*t^15 - 45*q^11*t^6 + 360*q^10*t^7 - 1334*q^9*t^8 + 3011*q^8*t^9 - 4338*q^7*t^10 + 4220*q^6*t^11 - 2554*q^5*t^12 + 837*q^4*t^13 - 154*q^3*t^14 + 6*q^2*t^15 - q*t^16 - 37*q^11*t^5 + 441*q^10*t^6 - 1931*q^9*t^7 + 4850*q^8*t^8 - 7949*q^7*t^9 + 8781*q^6*t^10 - 6735*q^5*t^11 + 3400*q^4*t^12 - 953*q^3*t^13 + 142*q^2*t^14 - 7*q*t^15 - 14*q^11*t^4 + 224*q^10*t^5 - 1412*q^9*t^6 + 4373*q^8*t^7 - 8144*q^7*t^8 + 10104*q^6*t^9 - 8431*q^5*t^10 + 4864*q^4*t^11 - 1883*q^3*t^12 + 372*q^2*t^13 - 31*q*t^14 - q^11*t^3 + 62*q^10*t^4 - 515*q^9*t^5 + 2276*q^8*t^6 - 5451*q^7*t^7 + 7764*q^6*t^8 - 7243*q^5*t^9 + 4279*q^4*t^10 - 1634*q^3*t^11 + 414*q^2*t^12 - 39*q*t^13 + 39*q^10*t^3 - 414*q^9*t^4 + 1634*q^8*t^5 - 4279*q^7*t^6 + 7243*q^6*t^7 - 7764*q^5*t^8 + 5451*q^4*t^9 - 2276*q^3*t^10 + 515*q^2*t^11 - 62*q*t^12 + t^13 + 31*q^10*t^2 - 372*q^9*t^3 + 1883*q^8*t^4 - 4864*q^7*t^5 + 8431*q^6*t^6 - 10104*q^5*t^7 + 8144*q^4*t^8 - 4373*q^3*t^9 + 1412*q^2*t^10 - 224*q*t^11 + 14*t^12 + 7*q^10*t - 142*q^9*t^2 + 953*q^8*t^3 - 3400*q^7*t^4 + 6735*q^6*t^5 - 8781*q^5*t^6 + 7949*q^4*t^7 - 4850*q^3*t^8 + 1931*q^2*t^9 - 441*q*t^10 + 37*t^11 + q^10 - 6*q^9*t + 154*q^8*t^2 - 837*q^7*t^3 + 2554*q^6*t^4 - 4220*q^5*t^5 + 4338*q^4*t^6 - 3011*q^3*t^7 + 1334*q^2*t^8 - 360*q*t^9 + 45*t^10 - 24*q^8*t - 18*q^7*t^2 + 211*q^6*t^3 - 810*q^5*t^4 + 1234*q^4*t^5 - 1005*q^3*t^6 + 521*q^2*t^7 - 147*q*t^8 + 22*t^9 + 26*q^7*t - 7*q^6*t^2 + 24*q^5*t^3 + 96*q^4*t^4 - 167*q^3*t^5 + 107*q^2*t^6 - 37*q*t^7 + 4*t^8 - 11*q^6*t - 17*q^5*t^2 - 5*q^4*t^3 - 9*q^3*t^4 + 9*q^2*t^5 - 5*q*t^6 + 2*q^5*t + 11*q^4*t^2 - 2*q^3*t^3 + 2*q^2*t^4 + q*t^5 - 2*q^3*t^2)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0269] 'F@Xsw'

Zeta functions

ask[-]:

-(3*q^4*t - 4*q^3*t^2 + q^4 - 4*q^3*t + 6*q^2*t^2 - 6*q^2*t + 4*q*t^2 - t^3 + 4*q*t - 3*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(5*q^9*t^11 - 3*q^8*t^12 + 19*q^9*t^10 - 49*q^8*t^11 + 19*q^7*t^12 + 2*q^6*t^13 + 23*q^9*t^9 - 148*q^8*t^10 + 218*q^7*t^11 - 82*q^6*t^12 + 2*q^5*t^13 + 11*q^9*t^8 - 133*q^8*t^9 + 427*q^7*t^10 - 457*q^6*t^11 + 163*q^5*t^12 - 17*q^4*t^13 + q^3*t^14 + q^9*t^7 - 73*q^8*t^8 + 277*q^7*t^9 - 504*q^6*t^10 + 404*q^5*t^11 - 116*q^4*t^12 + 9*q^3*t^13 - 74*q^8*t^7 + 401*q^7*t^8 - 509*q^6*t^9 + 286*q^5*t^10 - 108*q^4*t^11 + 20*q^3*t^12 - 46*q^8*t^6 + 479*q^7*t^7 - 1317*q^6*t^8 + 1099*q^5*t^9 - 295*q^4*t^10 + 15*q^3*t^11 - 5*q^8*t^5 + 170*q^7*t^6 - 955*q^6*t^7 + 1865*q^5*t^8 - 1217*q^4*t^9 + 259*q^3*t^10 - 12*q^2*t^11 + 58*q^7*t^5 - 337*q^6*t^6 + 807*q^5*t^7 - 1055*q^4*t^8 + 493*q^3*t^9 - 63*q^2*t^10 + 63*q^7*t^4 - 493*q^6*t^5 + 1055*q^5*t^6 - 807*q^4*t^7 + 337*q^3*t^8 - 58*q^2*t^9 + 12*q^7*t^3 - 259*q^6*t^4 + 1217*q^5*t^5 - 1865*q^4*t^6 + 955*q^3*t^7 - 170*q^2*t^8 + 5*q*t^9 - 15*q^6*t^3 + 295*q^5*t^4 - 1099*q^4*t^5 + 1317*q^3*t^6 - 479*q^2*t^7 + 46*q*t^8 - 20*q^6*t^2 + 108*q^5*t^3 - 286*q^4*t^4 + 509*q^3*t^5 - 401*q^2*t^6 + 74*q*t^7 - 9*q^6*t + 116*q^5*t^2 - 404*q^4*t^3 + 504*q^3*t^4 - 277*q^2*t^5 + 73*q*t^6 - t^7 - q^6 + 17*q^5*t - 163*q^4*t^2 + 457*q^3*t^3 - 427*q^2*t^4 + 133*q*t^5 - 11*t^6 - 2*q^4*t + 82*q^3*t^2 - 218*q^2*t^3 + 148*q*t^4 - 23*t^5 - 2*q^3*t - 19*q^2*t^2 + 49*q*t^3 - 19*t^4 + 3*q*t^2 - 5*t^3)/((q*t^2 - 1)^4*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 6], [5, 6]]

[0270] 'F@YPw'

Zeta functions

ask[-]:

(q^5*t^3 + 3*q^5*t^2 - 5*q^4*t^3 - 3*q^4*t^2 + 3*q^3*t^3 - 3*q^4*t - 3*q^3*t^2 + 8*q^2*t^3 - q*t^4 - q^4 + 8*q^3*t - 3*q^2*t^2 - 3*q*t^3 + 3*q^2*t - 3*q*t^2 - 5*q*t + 3*t^2 + t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^8*t^12 + 4*q^9*t^10 - 4*q^8*t^11 - 5*q^7*t^12 + 24*q^9*t^9 - 68*q^8*t^10 + 47*q^7*t^11 + 7*q^6*t^12 - 6*q^9*t^8 - 124*q^8*t^9 + 297*q^7*t^10 - 189*q^6*t^11 + 9*q^5*t^12 - 11*q^9*t^7 + 137*q^8*t^8 + 49*q^7*t^9 - 433*q^6*t^10 + 308*q^5*t^11 - 32*q^4*t^12 + q^3*t^13 - q^9*t^6 - 36*q^8*t^7 - 394*q^7*t^8 + 541*q^6*t^9 + 20*q^5*t^10 - 171*q^4*t^11 + 15*q^3*t^12 - 38*q^8*t^6 + 587*q^7*t^7 - 186*q^6*t^8 - 705*q^5*t^9 + 359*q^4*t^10 + 6*q^3*t^11 + 39*q^8*t^5 - 119*q^7*t^6 - 1268*q^6*t^7 + 1618*q^5*t^8 - 114*q^4*t^9 - 182*q^3*t^10 + 9*q^2*t^11 + 3*q^8*t^4 - 194*q^7*t^5 + 1104*q^6*t^6 + 144*q^5*t^7 - 1474*q^4*t^8 + 417*q^3*t^9 + 13*q^2*t^10 + 114*q^7*t^4 - 159*q^6*t^5 - 1566*q^5*t^6 + 1566*q^4*t^7 + 159*q^3*t^8 - 114*q^2*t^9 - 13*q^7*t^3 - 417*q^6*t^4 + 1474*q^5*t^5 - 144*q^4*t^6 - 1104*q^3*t^7 + 194*q^2*t^8 - 3*q*t^9 - 9*q^7*t^2 + 182*q^6*t^3 + 114*q^5*t^4 - 1618*q^4*t^5 + 1268*q^3*t^6 + 119*q^2*t^7 - 39*q*t^8 - 6*q^6*t^2 - 359*q^5*t^3 + 705*q^4*t^4 + 186*q^3*t^5 - 587*q^2*t^6 + 38*q*t^7 - 15*q^6*t + 171*q^5*t^2 - 20*q^4*t^3 - 541*q^3*t^4 + 394*q^2*t^5 + 36*q*t^6 + t^7 - q^6 + 32*q^5*t - 308*q^4*t^2 + 433*q^3*t^3 - 49*q^2*t^4 - 137*q*t^5 + 11*t^6 - 9*q^4*t + 189*q^3*t^2 - 297*q^2*t^3 + 124*q*t^4 + 6*t^5 - 7*q^3*t - 47*q^2*t^2 + 68*q*t^3 - 24*t^4 + 5*q^2*t + 4*q*t^2 - 4*t^3 - q*t)/((q*t^2 - 1)^3*(q*t + 1)*(q*t - 1)*(q - t)*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 4], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0271] 'F@YRw'

Zeta functions

ask[-]:

-(q^4*t^2 + 4*q^4*t - 6*q^3*t^2 + q^4 - 6*q^3*t + 6*q^2*t^2 - 6*q^2*t + 6*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^13*t^18 - q^14*t^16 - 4*q^13*t^17 - 3*q^11*t^19 - 2*q^10*t^20 + q^9*t^21 - 2*q^15*t^14 + 10*q^14*t^15 - q^13*t^16 + q^12*t^17 + 20*q^11*t^18 - 4*q^10*t^19 + 13*q^9*t^20 - 4*q^8*t^21 + 3*q^16*t^12 - 24*q^15*t^13 + 87*q^14*t^14 - 160*q^13*t^15 + 110*q^12*t^16 - 9*q^11*t^17 - 68*q^10*t^18 + 15*q^9*t^19 - 16*q^8*t^20 + 2*q^7*t^21 + 14*q^16*t^11 - 112*q^15*t^12 + 411*q^14*t^13 - 964*q^13*t^14 + 1424*q^12*t^15 - 1246*q^11*t^16 + 620*q^10*t^17 - 170*q^9*t^18 + 92*q^8*t^19 - 33*q^7*t^20 + 12*q^6*t^21 + 25*q^16*t^10 - 242*q^15*t^11 + 1055*q^14*t^12 - 2654*q^13*t^13 + 4407*q^12*t^14 - 4905*q^11*t^15 + 3424*q^10*t^16 - 1236*q^9*t^17 + 120*q^8*t^18 - 7*q^7*t^19 + 29*q^6*t^20 - 16*q^5*t^21 + 17*q^16*t^9 - 249*q^15*t^10 + 1310*q^14*t^11 - 3752*q^13*t^12 + 6563*q^12*t^13 - 7273*q^11*t^14 + 4770*q^10*t^15 - 764*q^9*t^16 - 1827*q^8*t^17 + 1803*q^7*t^18 - 751*q^6*t^19 + 150*q^5*t^20 - 11*q^4*t^21 + q^3*t^22 + 6*q^16*t^8 - 108*q^15*t^9 + 806*q^14*t^10 - 2871*q^13*t^11 + 5793*q^12*t^12 - 6421*q^11*t^13 + 2390*q^10*t^14 + 3423*q^9*t^15 - 6337*q^8*t^16 + 5465*q^7*t^17 - 2906*q^6*t^18 + 906*q^5*t^19 - 145*q^4*t^20 + 8*q^3*t^21 - 72*q^15*t^8 + 610*q^14*t^9 - 2663*q^13*t^10 + 6590*q^12*t^11 - 9830*q^11*t^12 + 7744*q^10*t^13 - 513*q^9*t^14 - 5324*q^8*t^15 + 5421*q^7*t^16 - 2940*q^6*t^17 + 1095*q^5*t^18 - 242*q^4*t^19 + 25*q^3*t^20 - 68*q^15*t^7 + 869*q^14*t^8 - 4072*q^13*t^9 + 10965*q^12*t^10 - 18853*q^11*t^11 + 21024*q^10*t^12 - 13520*q^9*t^13 + 2007*q^8*t^14 + 4349*q^7*t^15 - 3308*q^6*t^16 + 939*q^5*t^17 - 131*q^4*t^18 + q^3*t^19 - 32*q^15*t^6 + 476*q^14*t^7 - 3127*q^13*t^8 + 10130*q^12*t^9 - 18996*q^11*t^10 + 21334*q^10*t^11 - 11485*q^9*t^12 - 4364*q^8*t^13 + 14036*q^7*t^14 - 12900*q^6*t^15 + 6126*q^5*t^16 - 1505*q^4*t^17 + 188*q^3*t^18 - 7*q^2*t^19 - q^15*t^5 + 91*q^14*t^6 - 820*q^13*t^7 + 4056*q^12*t^8 - 9822*q^11*t^9 + 11379*q^10*t^10 - 1714*q^9*t^11 - 14536*q^8*t^12 + 23767*q^7*t^13 - 20568*q^6*t^14 + 11477*q^5*t^15 - 3989*q^4*t^16 + 725*q^3*t^17 - 57*q^2*t^18 + 62*q^14*t^5 - 715*q^13*t^6 + 3088*q^12*t^7 - 8455*q^11*t^8 + 14187*q^10*t^9 - 12197*q^9*t^10 + 12197*q^7*t^12 - 14187*q^6*t^13 + 8455*q^5*t^14 - 3088*q^4*t^15 + 715*q^3*t^16 - 62*q^2*t^17 + 57*q^14*t^4 - 725*q^13*t^5 + 3989*q^12*t^6 - 11477*q^11*t^7 + 20568*q^10*t^8 - 23767*q^9*t^9 + 14536*q^8*t^10 + 1714*q^7*t^11 - 11379*q^6*t^12 + 9822*q^5*t^13 - 4056*q^4*t^14 + 820*q^3*t^15 - 91*q^2*t^16 + q*t^17 + 7*q^14*t^3 - 188*q^13*t^4 + 1505*q^12*t^5 - 6126*q^11*t^6 + 12900*q^10*t^7 - 14036*q^9*t^8 + 4364*q^8*t^9 + 11485*q^7*t^10 - 21334*q^6*t^11 + 18996*q^5*t^12 - 10130*q^4*t^13 + 3127*q^3*t^14 - 476*q^2*t^15 + 32*q*t^16 - q^13*t^3 + 131*q^12*t^4 - 939*q^11*t^5 + 3308*q^10*t^6 - 4349*q^9*t^7 - 2007*q^8*t^8 + 13520*q^7*t^9 - 21024*q^6*t^10 + 18853*q^5*t^11 - 10965*q^4*t^12 + 4072*q^3*t^13 - 869*q^2*t^14 + 68*q*t^15 - 25*q^13*t^2 + 242*q^12*t^3 - 1095*q^11*t^4 + 2940*q^10*t^5 - 5421*q^9*t^6 + 5324*q^8*t^7 + 513*q^7*t^8 - 7744*q^6*t^9 + 9830*q^5*t^10 - 6590*q^4*t^11 + 2663*q^3*t^12 - 610*q^2*t^13 + 72*q*t^14 - 8*q^13*t + 145*q^12*t^2 - 906*q^11*t^3 + 2906*q^10*t^4 - 5465*q^9*t^5 + 6337*q^8*t^6 - 3423*q^7*t^7 - 2390*q^6*t^8 + 6421*q^5*t^9 - 5793*q^4*t^10 + 2871*q^3*t^11 - 806*q^2*t^12 + 108*q*t^13 - 6*t^14 - q^13 + 11*q^12*t - 150*q^11*t^2 + 751*q^10*t^3 - 1803*q^9*t^4 + 1827*q^8*t^5 + 764*q^7*t^6 - 4770*q^6*t^7 + 7273*q^5*t^8 - 6563*q^4*t^9 + 3752*q^3*t^10 - 1310*q^2*t^11 + 249*q*t^12 - 17*t^13 + 16*q^11*t - 29*q^10*t^2 + 7*q^9*t^3 - 120*q^8*t^4 + 1236*q^7*t^5 - 3424*q^6*t^6 + 4905*q^5*t^7 - 4407*q^4*t^8 + 2654*q^3*t^9 - 1055*q^2*t^10 + 242*q*t^11 - 25*t^12 - 12*q^10*t + 33*q^9*t^2 - 92*q^8*t^3 + 170*q^7*t^4 - 620*q^6*t^5 + 1246*q^5*t^6 - 1424*q^4*t^7 + 964*q^3*t^8 - 411*q^2*t^9 + 112*q*t^10 - 14*t^11 - 2*q^9*t + 16*q^8*t^2 - 15*q^7*t^3 + 68*q^6*t^4 + 9*q^5*t^5 - 110*q^4*t^6 + 160*q^3*t^7 - 87*q^2*t^8 + 24*q*t^9 - 3*t^10 + 4*q^8*t - 13*q^7*t^2 + 4*q^6*t^3 - 20*q^5*t^4 - q^4*t^5 + q^3*t^6 - 10*q^2*t^7 + 2*q*t^8 - q^7*t + 2*q^6*t^2 + 3*q^5*t^3 + 4*q^3*t^5 + q^2*t^6 - q^3*t^4)/((q*t^2 - 1)^4*(q^2 - t)*(t^2 - q)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0272] 'F@YVw'

Zeta functions

ask[-]:

(q^6*t^2 - q^5*t^3 + q^4*t^4 + 3*q^6*t - 13*q^5*t^2 + 11*q^4*t^3 - 6*q^3*t^4 + q^6 - 6*q^5*t + 20*q^4*t^2 - 12*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 12*q^3*t^2 - 20*q^2*t^3 + 6*q*t^4 - t^5 + 6*q^3*t - 11*q^2*t^2 + 13*q*t^3 - 3*t^4 - q^2*t + q*t^2 - t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^20*t^7 - 2*q^18*t^9 + q^16*t^11 - q^14*t^13 + 5*q^20*t^6 - 9*q^19*t^7 - 10*q^18*t^8 + 14*q^17*t^9 + 7*q^16*t^10 - 3*q^15*t^11 + 3*q^14*t^12 + 2*q^13*t^13 + 16*q^20*t^5 - 45*q^19*t^6 + q^18*t^7 + 94*q^17*t^8 - 15*q^16*t^9 - 66*q^15*t^10 - 13*q^14*t^11 - 6*q^13*t^12 - q^12*t^13 + 3*q^11*t^14 + 26*q^20*t^4 - 154*q^19*t^5 + 116*q^18*t^6 + 181*q^17*t^7 - 268*q^16*t^8 - 141*q^15*t^9 + 140*q^14*t^10 + 153*q^13*t^11 + 10*q^12*t^12 - 13*q^11*t^13 - 4*q^10*t^14 + 2*q^9*t^15 + 26*q^20*t^3 - 217*q^19*t^4 + 541*q^18*t^5 + 249*q^17*t^6 - 871*q^16*t^7 + 262*q^15*t^8 + 595*q^14*t^9 - 120*q^13*t^10 - 319*q^12*t^11 - 144*q^11*t^12 + 34*q^10*t^13 - 9*q^9*t^14 - 14*q^8*t^15 - q^7*t^16 + 16*q^20*t^2 - 182*q^19*t^3 + 542*q^18*t^4 - 428*q^17*t^5 - 2117*q^16*t^6 + 1374*q^15*t^7 + 1161*q^14*t^8 - 1391*q^13*t^9 + 61*q^12*t^10 + 442*q^11*t^11 + 231*q^10*t^12 + 63*q^9*t^13 + 38*q^8*t^14 + 30*q^7*t^15 + 4*q^6*t^16 + 5*q^20*t - 58*q^19*t^2 + 347*q^18*t^3 - 97*q^17*t^4 - 1053*q^16*t^5 + 3510*q^15*t^6 + 1445*q^14*t^7 - 3990*q^13*t^8 + 477*q^12*t^9 + 845*q^11*t^10 - 985*q^10*t^11 - 34*q^9*t^12 - 77*q^8*t^13 - 97*q^7*t^14 - 27*q^6*t^15 - 3*q^5*t^16 + q^20 - 7*q^19*t + 8*q^18*t^2 - 178*q^17*t^3 - 933*q^16*t^4 + 1150*q^15*t^5 - 543*q^14*t^6 - 4614*q^13*t^7 + 2167*q^12*t^8 + 3513*q^11*t^9 - 1045*q^10*t^10 + 468*q^9*t^11 + 274*q^8*t^12 - 320*q^7*t^13 + 48*q^6*t^14 + 16*q^5*t^15 - 5*q^4*t^16 - 7*q^18*t + 74*q^17*t^2 + 157*q^16*t^3 + 694*q^15*t^4 + 650*q^14*t^5 - 1326*q^13*t^6 + 635*q^12*t^7 + 1653*q^11*t^8 - 2267*q^10*t^9 - 1679*q^9*t^10 + 313*q^8*t^11 + 232*q^7*t^12 + 340*q^6*t^13 + 239*q^5*t^14 + q^4*t^15 + 5*q^3*t^16 - 5*q^17*t - q^16*t^2 - 239*q^15*t^3 - 340*q^14*t^4 - 232*q^13*t^5 - 313*q^12*t^6 + 1679*q^11*t^7 + 2267*q^10*t^8 - 1653*q^9*t^9 - 635*q^8*t^10 + 1326*q^7*t^11 - 650*q^6*t^12 - 694*q^5*t^13 - 157*q^4*t^14 - 74*q^3*t^15 + 7*q^2*t^16 + 5*q^16*t - 16*q^15*t^2 - 48*q^14*t^3 + 320*q^13*t^4 - 274*q^12*t^5 - 468*q^11*t^6 + 1045*q^10*t^7 - 3513*q^9*t^8 - 2167*q^8*t^9 + 4614*q^7*t^10 + 543*q^6*t^11 - 1150*q^5*t^12 + 933*q^4*t^13 + 178*q^3*t^14 - 8*q^2*t^15 + 7*q*t^16 - t^17 + 3*q^15*t + 27*q^14*t^2 + 97*q^13*t^3 + 77*q^12*t^4 + 34*q^11*t^5 + 985*q^10*t^6 - 845*q^9*t^7 - 477*q^8*t^8 + 3990*q^7*t^9 - 1445*q^6*t^10 - 3510*q^5*t^11 + 1053*q^4*t^12 + 97*q^3*t^13 - 347*q^2*t^14 + 58*q*t^15 - 5*t^16 - 4*q^14*t - 30*q^13*t^2 - 38*q^12*t^3 - 63*q^11*t^4 - 231*q^10*t^5 - 442*q^9*t^6 - 61*q^8*t^7 + 1391*q^7*t^8 - 1161*q^6*t^9 - 1374*q^5*t^10 + 2117*q^4*t^11 + 428*q^3*t^12 - 542*q^2*t^13 + 182*q*t^14 - 16*t^15 + q^13*t + 14*q^12*t^2 + 9*q^11*t^3 - 34*q^10*t^4 + 144*q^9*t^5 + 319*q^8*t^6 + 120*q^7*t^7 - 595*q^6*t^8 - 262*q^5*t^9 + 871*q^4*t^10 - 249*q^3*t^11 - 541*q^2*t^12 + 217*q*t^13 - 26*t^14 - 2*q^11*t^2 + 4*q^10*t^3 + 13*q^9*t^4 - 10*q^8*t^5 - 153*q^7*t^6 - 140*q^6*t^7 + 141*q^5*t^8 + 268*q^4*t^9 - 181*q^3*t^10 - 116*q^2*t^11 + 154*q*t^12 - 26*t^13 - 3*q^9*t^3 + q^8*t^4 + 6*q^7*t^5 + 13*q^6*t^6 + 66*q^5*t^7 + 15*q^4*t^8 - 94*q^3*t^9 - q^2*t^10 + 45*q*t^11 - 16*t^12 - 2*q^7*t^4 - 3*q^6*t^5 + 3*q^5*t^6 - 7*q^4*t^7 - 14*q^3*t^8 + 10*q^2*t^9 + 9*q*t^10 - 5*t^11 + q^6*t^4 - q^4*t^6 + 2*q^2*t^8 - t^10)/((q^3 - t)*(q^2 - t)^4*(q + t)*(q - t)*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0273] 'F@Y]w'

Zeta functions

ask[-]:

(q^6*t^2 + 2*q^6*t - 12*q^5*t^2 + 9*q^4*t^3 - 4*q^3*t^4 + q^6 - 4*q^5*t + 18*q^4*t^2 - 12*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 12*q^3*t^2 - 18*q^2*t^3 + 4*q*t^4 - t^5 + 4*q^3*t - 9*q^2*t^2 + 12*q*t^3 - 2*t^4 - t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^8*t^12 + q^11*t^8 - 4*q^10*t^9 + 6*q^9*t^10 - 6*q^8*t^11 - 5*q^6*t^13 + 4*q^11*t^7 - 26*q^10*t^8 + 65*q^9*t^9 - 83*q^8*t^10 + 44*q^7*t^11 + 2*q^6*t^12 + 16*q^5*t^13 + 3*q^4*t^14 + 21*q^11*t^6 - 121*q^10*t^7 + 314*q^9*t^8 - 452*q^8*t^9 + 396*q^7*t^10 - 89*q^6*t^11 - 90*q^5*t^12 + 4*q^4*t^13 - 15*q^3*t^14 + 31*q^11*t^5 - 327*q^10*t^6 + 1156*q^9*t^7 - 2092*q^8*t^8 + 2292*q^7*t^9 - 1685*q^6*t^10 + 502*q^5*t^11 + 104*q^4*t^12 - 13*q^3*t^13 + 21*q^2*t^14 + 52*q^11*t^4 - 471*q^10*t^5 + 2266*q^9*t^6 - 5879*q^8*t^7 + 8635*q^7*t^8 - 8064*q^6*t^9 + 5343*q^5*t^10 - 2043*q^4*t^11 + 343*q^3*t^12 - 95*q^2*t^13 + 2*q*t^14 - t^15 + 31*q^11*t^3 - 528*q^10*t^4 + 2702*q^9*t^5 - 8335*q^8*t^6 + 16560*q^7*t^7 - 20130*q^6*t^8 + 15833*q^5*t^9 - 8887*q^4*t^10 + 3134*q^3*t^11 - 572*q^2*t^12 + 97*q*t^13 - 4*t^14 + 21*q^11*t^2 - 250*q^10*t^3 + 1975*q^9*t^4 - 7095*q^8*t^5 + 16034*q^7*t^6 - 25117*q^6*t^7 + 25117*q^5*t^8 - 16034*q^4*t^9 + 7095*q^3*t^10 - 1975*q^2*t^11 + 250*q*t^12 - 21*t^13 + 4*q^11*t - 97*q^10*t^2 + 572*q^9*t^3 - 3134*q^8*t^4 + 8887*q^7*t^5 - 15833*q^6*t^6 + 20130*q^5*t^7 - 16560*q^4*t^8 + 8335*q^3*t^9 - 2702*q^2*t^10 + 528*q*t^11 - 31*t^12 + q^11 - 2*q^10*t + 95*q^9*t^2 - 343*q^8*t^3 + 2043*q^7*t^4 - 5343*q^6*t^5 + 8064*q^5*t^6 - 8635*q^4*t^7 + 5879*q^3*t^8 - 2266*q^2*t^9 + 471*q*t^10 - 52*t^11 - 21*q^9*t + 13*q^8*t^2 - 104*q^7*t^3 - 502*q^6*t^4 + 1685*q^5*t^5 - 2292*q^4*t^6 + 2092*q^3*t^7 - 1156*q^2*t^8 + 327*q*t^9 - 31*t^10 + 15*q^8*t - 4*q^7*t^2 + 90*q^6*t^3 + 89*q^5*t^4 - 396*q^4*t^5 + 452*q^3*t^6 - 314*q^2*t^7 + 121*q*t^8 - 21*t^9 - 3*q^7*t - 16*q^6*t^2 - 2*q^5*t^3 - 44*q^4*t^4 + 83*q^3*t^5 - 65*q^2*t^6 + 26*q*t^7 - 4*t^8 + 5*q^5*t^2 + 6*q^3*t^4 - 6*q^2*t^5 + 4*q*t^6 - t^7 - q^3*t^3)/((q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0274] 'F@Y^_'

Zeta functions

ask[-]:

(q^7*t^5 + q^6*t^6 + 3*q^8*t^3 - 9*q^7*t^4 - 4*q^6*t^5 - 2*q^5*t^6 + q^9*t - 11*q^8*t^2 + 21*q^7*t^3 + 5*q^6*t^4 + 14*q^5*t^5 - 2*q^4*t^6 + q^9 - 2*q^8*t + 11*q^7*t^2 - 33*q^6*t^3 - 6*q^5*t^4 + q^3*t^6 - 8*q^7*t + 32*q^6*t^2 - 36*q^5*t^3 + 36*q^4*t^4 - 32*q^3*t^5 + 8*q^2*t^6 - q^6*t + 6*q^4*t^3 + 33*q^3*t^4 - 11*q^2*t^5 + 2*q*t^6 - t^7 + 2*q^5*t - 14*q^4*t^2 - 5*q^3*t^3 - 21*q^2*t^4 + 11*q*t^5 - t^6 + 2*q^4*t + 4*q^3*t^2 + 9*q^2*t^3 - 3*q*t^4 - q^3*t - q^2*t^2)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^12*t^11 + 3*q^11*t^12 - 3*q^12*t^10 - 13*q^11*t^11 - 14*q^10*t^12 - 10*q^9*t^13 - q^8*t^14 + q^7*t^15 + 6*q^11*t^10 + 52*q^10*t^11 + 58*q^9*t^12 + 49*q^8*t^13 + 6*q^7*t^14 - 3*q^6*t^15 + q^14*t^6 - 3*q^13*t^7 + 10*q^12*t^8 + 43*q^11*t^9 - 5*q^10*t^10 - 88*q^9*t^11 - 192*q^8*t^12 - 103*q^7*t^13 - 24*q^6*t^14 + q^5*t^15 + 3*q^14*t^5 - 26*q^13*t^6 + 45*q^12*t^7 - 14*q^11*t^8 - 447*q^10*t^9 + 296*q^9*t^10 - 248*q^8*t^11 + 528*q^7*t^12 + 109*q^6*t^13 + 58*q^5*t^14 + 8*q^4*t^15 + 11*q^14*t^4 - 83*q^13*t^5 + 326*q^12*t^6 - 738*q^11*t^7 + 836*q^10*t^8 + 334*q^9*t^9 + 223*q^8*t^10 + 93*q^7*t^11 - 333*q^6*t^12 - 317*q^5*t^13 - 17*q^4*t^14 - 23*q^3*t^15 + 10*q^14*t^3 - 172*q^13*t^4 + 878*q^12*t^5 - 2448*q^11*t^6 + 4960*q^10*t^7 - 5708*q^9*t^8 + 3221*q^8*t^9 - 3234*q^7*t^10 + 1303*q^6*t^11 - 518*q^5*t^12 + 602*q^4*t^13 - 66*q^3*t^14 + 28*q^2*t^15 + 11*q^14*t^2 - 129*q^13*t^3 + 966*q^12*t^4 - 3450*q^11*t^5 + 7076*q^10*t^6 - 11273*q^9*t^7 + 9607*q^8*t^8 - 3371*q^7*t^9 + 1522*q^6*t^10 + 855*q^5*t^11 - 610*q^4*t^12 - 7*q^3*t^13 - 53*q^2*t^14 + q*t^15 - t^16 + 3*q^14*t - 66*q^13*t^2 + 352*q^12*t^3 - 1805*q^11*t^4 + 4685*q^10*t^5 - 6410*q^9*t^6 + 7075*q^8*t^7 - 7075*q^6*t^9 + 6410*q^5*t^10 - 4685*q^4*t^11 + 1805*q^3*t^12 - 352*q^2*t^13 + 66*q*t^14 - 3*t^15 + q^14 - q^13*t + 53*q^12*t^2 + 7*q^11*t^3 + 610*q^10*t^4 - 855*q^9*t^5 - 1522*q^8*t^6 + 3371*q^7*t^7 - 9607*q^6*t^8 + 11273*q^5*t^9 - 7076*q^4*t^10 + 3450*q^3*t^11 - 966*q^2*t^12 + 129*q*t^13 - 11*t^14 - 28*q^12*t + 66*q^11*t^2 - 602*q^10*t^3 + 518*q^9*t^4 - 1303*q^8*t^5 + 3234*q^7*t^6 - 3221*q^6*t^7 + 5708*q^5*t^8 - 4960*q^4*t^9 + 2448*q^3*t^10 - 878*q^2*t^11 + 172*q*t^12 - 10*t^13 + 23*q^11*t + 17*q^10*t^2 + 317*q^9*t^3 + 333*q^8*t^4 - 93*q^7*t^5 - 223*q^6*t^6 - 334*q^5*t^7 - 836*q^4*t^8 + 738*q^3*t^9 - 326*q^2*t^10 + 83*q*t^11 - 11*t^12 - 8*q^10*t - 58*q^9*t^2 - 109*q^8*t^3 - 528*q^7*t^4 + 248*q^6*t^5 - 296*q^5*t^6 + 447*q^4*t^7 + 14*q^3*t^8 - 45*q^2*t^9 + 26*q*t^10 - 3*t^11 - q^9*t + 24*q^8*t^2 + 103*q^7*t^3 + 192*q^6*t^4 + 88*q^5*t^5 + 5*q^4*t^6 - 43*q^3*t^7 - 10*q^2*t^8 + 3*q*t^9 - t^10 + 3*q^8*t - 6*q^7*t^2 - 49*q^6*t^3 - 58*q^5*t^4 - 52*q^4*t^5 - 6*q^3*t^6 - q^7*t + q^6*t^2 + 10*q^5*t^3 + 14*q^4*t^4 + 13*q^3*t^5 + 3*q^2*t^6 - 3*q^3*t^4 - q^2*t^5)/((q^2 - t)*(q - t)^5*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5]]

[0275] 'F@Y^w'

Zeta functions

ask[-]:

(q^5*t^3 + q^6*t - 6*q^5*t^2 + 3*q^4*t^3 - 3*q^3*t^4 + q^6 - 3*q^5*t + 13*q^4*t^2 - 7*q^3*t^3 + 6*q^2*t^4 - 6*q^4*t + 7*q^3*t^2 - 13*q^2*t^3 + 3*q*t^4 - t^5 + 3*q^3*t - 3*q^2*t^2 + 6*q*t^3 - t^4 - q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^11*t^11 + q^15*t^6 + q^13*t^8 - 3*q^11*t^10 - 2*q^10*t^11 + 3*q^15*t^5 - 13*q^14*t^6 - 4*q^13*t^7 + 6*q^12*t^8 - 8*q^11*t^9 + 7*q^10*t^10 + q^9*t^11 - 3*q^8*t^12 + 11*q^15*t^4 - 40*q^14*t^5 + 54*q^13*t^6 + 13*q^12*t^7 - 2*q^11*t^8 - 19*q^10*t^9 + 13*q^9*t^10 + 5*q^8*t^11 + 6*q^7*t^12 + 10*q^15*t^3 - 94*q^14*t^4 + 198*q^13*t^5 - 54*q^12*t^6 - 59*q^11*t^7 + 52*q^10*t^8 + 78*q^9*t^9 + 27*q^8*t^10 - 31*q^7*t^11 + 3*q^6*t^12 + 3*q^5*t^13 + 11*q^15*t^2 - 84*q^14*t^3 + 257*q^13*t^4 - 258*q^12*t^5 - 584*q^11*t^6 + 350*q^10*t^7 - 353*q^9*t^8 - 195*q^8*t^9 - 150*q^7*t^10 + q^6*t^11 - 8*q^5*t^12 - 10*q^4*t^13 + 3*q^15*t - 45*q^14*t^2 + 164*q^13*t^3 - 10*q^12*t^4 - 396*q^11*t^5 + 1787*q^10*t^6 + 180*q^9*t^7 - 23*q^8*t^8 + 855*q^7*t^9 + 113*q^6*t^10 + 116*q^5*t^11 + 9*q^4*t^12 + 8*q^3*t^13 + q^15 - 4*q^14*t + 16*q^13*t^2 - 19*q^12*t^3 - 658*q^11*t^4 + 526*q^10*t^5 - 1008*q^9*t^6 - 2490*q^8*t^7 + 601*q^7*t^8 - 766*q^6*t^9 - 490*q^5*t^10 + 12*q^4*t^11 - 50*q^3*t^12 + 6*q^2*t^13 - 6*q^13*t + 50*q^12*t^2 - 12*q^11*t^3 + 490*q^10*t^4 + 766*q^9*t^5 - 601*q^8*t^6 + 2490*q^7*t^7 + 1008*q^6*t^8 - 526*q^5*t^9 + 658*q^4*t^10 + 19*q^3*t^11 - 16*q^2*t^12 + 4*q*t^13 - t^14 - 8*q^12*t - 9*q^11*t^2 - 116*q^10*t^3 - 113*q^9*t^4 - 855*q^8*t^5 + 23*q^7*t^6 - 180*q^6*t^7 - 1787*q^5*t^8 + 396*q^4*t^9 + 10*q^3*t^10 - 164*q^2*t^11 + 45*q*t^12 - 3*t^13 + 10*q^11*t + 8*q^10*t^2 - q^9*t^3 + 150*q^8*t^4 + 195*q^7*t^5 + 353*q^6*t^6 - 350*q^5*t^7 + 584*q^4*t^8 + 258*q^3*t^9 - 257*q^2*t^10 + 84*q*t^11 - 11*t^12 - 3*q^10*t - 3*q^9*t^2 + 31*q^8*t^3 - 27*q^7*t^4 - 78*q^6*t^5 - 52*q^5*t^6 + 59*q^4*t^7 + 54*q^3*t^8 - 198*q^2*t^9 + 94*q*t^10 - 10*t^11 - 6*q^8*t^2 - 5*q^7*t^3 - 13*q^6*t^4 + 19*q^5*t^5 + 2*q^4*t^6 - 13*q^3*t^7 - 54*q^2*t^8 + 40*q*t^9 - 11*t^10 + 3*q^7*t^2 - q^6*t^3 - 7*q^5*t^4 + 8*q^4*t^5 - 6*q^3*t^6 + 4*q^2*t^7 + 13*q*t^8 - 3*t^9 + 2*q^5*t^3 + 3*q^4*t^4 - q^2*t^6 - t^8 - q^4*t^3)/((q^2 - t)^4*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0276] 'F@\cg'

Zeta functions

ask[-]:

-(q^5*t^4 - q^5*t^3 - 2*q^4*t^4 + 4*q^6*t - 14*q^5*t^2 + 16*q^4*t^3 - 5*q^3*t^4 + q^6 - 6*q^5*t + 20*q^4*t^2 - 19*q^3*t^3 + 9*q^2*t^4 - 9*q^4*t + 19*q^3*t^2 - 20*q^2*t^3 + 6*q*t^4 - t^5 + 5*q^3*t - 16*q^2*t^2 + 14*q*t^3 - 4*t^4 + 2*q^2*t + q*t^2 - q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^3)

ask[+]:

(q^10*t^14 + q^9*t^15 - 3*q^10*t^13 - 2*q^9*t^14 - 5*q^8*t^15 - 5*q^11*t^11 + 7*q^10*t^12 + 10*q^9*t^13 - 8*q^8*t^14 + 12*q^7*t^15 - 22*q^11*t^10 + 103*q^10*t^11 - 133*q^9*t^12 + 37*q^8*t^13 + 26*q^7*t^14 - 19*q^6*t^15 - 27*q^11*t^9 + 236*q^10*t^10 - 662*q^9*t^11 + 792*q^8*t^12 - 386*q^7*t^13 + 49*q^6*t^14 + 10*q^5*t^15 - 12*q^11*t^8 + 171*q^10*t^9 - 814*q^9*t^10 + 1723*q^8*t^11 - 1832*q^7*t^12 + 918*q^6*t^13 - 206*q^5*t^14 + 17*q^4*t^15 - q^3*t^16 - q^11*t^7 + 77*q^10*t^8 - 435*q^9*t^9 + 1146*q^8*t^10 - 1818*q^7*t^11 + 1657*q^6*t^12 - 761*q^5*t^13 + 157*q^4*t^14 - 10*q^3*t^15 + 89*q^10*t^7 - 665*q^9*t^8 + 1622*q^8*t^9 - 1746*q^7*t^10 + 1057*q^6*t^11 - 463*q^5*t^12 + 169*q^4*t^13 - 27*q^3*t^14 + 51*q^10*t^6 - 664*q^9*t^7 + 2842*q^8*t^8 - 5196*q^7*t^9 + 4490*q^6*t^10 - 1760*q^5*t^11 + 237*q^4*t^12 - 6*q^3*t^13 + 5*q^10*t^5 - 164*q^9*t^6 + 1359*q^8*t^7 - 4547*q^7*t^8 + 7166*q^6*t^9 - 5579*q^5*t^10 + 2027*q^4*t^11 - 289*q^3*t^12 + 12*q^2*t^13 - 71*q^9*t^5 + 449*q^8*t^6 - 1457*q^7*t^7 + 3012*q^6*t^8 - 3865*q^5*t^9 + 2559*q^4*t^10 - 765*q^3*t^11 + 74*q^2*t^12 - 74*q^9*t^4 + 765*q^8*t^5 - 2559*q^7*t^6 + 3865*q^6*t^7 - 3012*q^5*t^8 + 1457*q^4*t^9 - 449*q^3*t^10 + 71*q^2*t^11 - 12*q^9*t^3 + 289*q^8*t^4 - 2027*q^7*t^5 + 5579*q^6*t^6 - 7166*q^5*t^7 + 4547*q^4*t^8 - 1359*q^3*t^9 + 164*q^2*t^10 - 5*q*t^11 + 6*q^8*t^3 - 237*q^7*t^4 + 1760*q^6*t^5 - 4490*q^5*t^6 + 5196*q^4*t^7 - 2842*q^3*t^8 + 664*q^2*t^9 - 51*q*t^10 + 27*q^8*t^2 - 169*q^7*t^3 + 463*q^6*t^4 - 1057*q^5*t^5 + 1746*q^4*t^6 - 1622*q^3*t^7 + 665*q^2*t^8 - 89*q*t^9 + 10*q^8*t - 157*q^7*t^2 + 761*q^6*t^3 - 1657*q^5*t^4 + 1818*q^4*t^5 - 1146*q^3*t^6 + 435*q^2*t^7 - 77*q*t^8 + t^9 + q^8 - 17*q^7*t + 206*q^6*t^2 - 918*q^5*t^3 + 1832*q^4*t^4 - 1723*q^3*t^5 + 814*q^2*t^6 - 171*q*t^7 + 12*t^8 - 10*q^6*t - 49*q^5*t^2 + 386*q^4*t^3 - 792*q^3*t^4 + 662*q^2*t^5 - 236*q*t^6 + 27*t^7 + 19*q^5*t - 26*q^4*t^2 - 37*q^3*t^3 + 133*q^2*t^4 - 103*q*t^5 + 22*t^6 - 12*q^4*t + 8*q^3*t^2 - 10*q^2*t^3 - 7*q*t^4 + 5*t^5 + 5*q^3*t + 2*q^2*t^2 + 3*q*t^3 - q^2*t - q*t^2)/((q*t^2 - 1)^4*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [5, 6]]

[0277] 'F@\sw'

Zeta functions

ask[-]:

(q^4*t^2 - q^4*t + q^3*t^2 - q^4 + q^3*t - 5*q^2*t^2 + 5*q^2*t - q*t^2 + t^3 - q*t + t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(2*q^9*t^10 - 3*q^8*t^11 + q^7*t^12 + 4*q^9*t^9 - 20*q^8*t^10 + 20*q^7*t^11 - 7*q^6*t^12 + 3*q^9*t^8 - 11*q^8*t^9 + 41*q^7*t^10 - 27*q^6*t^11 + 9*q^5*t^12 - 27*q^7*t^9 + 12*q^6*t^10 - 20*q^5*t^11 + 6*q^4*t^12 - q^3*t^13 - 12*q^8*t^7 + 28*q^7*t^8 + 41*q^6*t^9 - 51*q^5*t^10 + 38*q^4*t^11 - 6*q^3*t^12 - 16*q^8*t^6 + 80*q^7*t^7 - 162*q^6*t^8 + 72*q^5*t^9 - 20*q^4*t^10 - 6*q^3*t^11 - q^8*t^5 + 12*q^7*t^6 - 30*q^6*t^7 + 96*q^5*t^8 - 28*q^4*t^9 + 16*q^3*t^10 - 7*q^7*t^5 + 68*q^6*t^6 - 184*q^5*t^7 + 146*q^4*t^8 - 72*q^3*t^9 + 6*q^2*t^10 + 26*q^7*t^4 - 78*q^6*t^5 + 62*q^5*t^6 + 62*q^4*t^7 - 78*q^3*t^8 + 26*q^2*t^9 + 6*q^7*t^3 - 72*q^6*t^4 + 146*q^5*t^5 - 184*q^4*t^6 + 68*q^3*t^7 - 7*q^2*t^8 + 16*q^6*t^3 - 28*q^5*t^4 + 96*q^4*t^5 - 30*q^3*t^6 + 12*q^2*t^7 - q*t^8 - 6*q^6*t^2 - 20*q^5*t^3 + 72*q^4*t^4 - 162*q^3*t^5 + 80*q^2*t^6 - 16*q*t^7 - 6*q^6*t + 38*q^5*t^2 - 51*q^4*t^3 + 41*q^3*t^4 + 28*q^2*t^5 - 12*q*t^6 - q^6 + 6*q^5*t - 20*q^4*t^2 + 12*q^3*t^3 - 27*q^2*t^4 + 9*q^4*t - 27*q^3*t^2 + 41*q^2*t^3 - 11*q*t^4 + 3*t^5 - 7*q^3*t + 20*q^2*t^2 - 20*q*t^3 + 4*t^4 + q^2*t - 3*q*t^2 + 2*t^3)/((q*t^2 - 1)^4*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0278] 'F@\tw'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^9*t^10 - 4*q^7*t^12 + q^6*t^13 - 2*q^10*t^8 + 5*q^9*t^9 - 6*q^8*t^10 + 10*q^7*t^11 + 10*q^6*t^12 - q^5*t^13 + 2*q^11*t^6 - 10*q^10*t^7 + 31*q^9*t^8 - 82*q^8*t^9 + 85*q^7*t^10 - 85*q^6*t^11 + 13*q^5*t^12 - 8*q^4*t^13 + 3*q^11*t^5 - 30*q^10*t^6 + 108*q^9*t^7 - 181*q^8*t^8 + 287*q^7*t^9 - 232*q^6*t^10 + 165*q^5*t^11 - 38*q^4*t^12 + 16*q^3*t^13 + 3*q^11*t^4 - 23*q^10*t^5 + 99*q^9*t^6 - 224*q^8*t^7 + 200*q^7*t^8 - 156*q^6*t^9 + 22*q^5*t^10 + 10*q^4*t^11 - 31*q^3*t^12 + q^2*t^13 - q*t^14 - 22*q^9*t^5 + 50*q^8*t^6 - 118*q^7*t^7 + 312*q^6*t^8 - 386*q^5*t^9 + 324*q^4*t^10 - 150*q^3*t^11 + 47*q^2*t^12 - 3*q*t^13 + 5*q^10*t^3 - 31*q^9*t^4 + 135*q^8*t^5 - 229*q^7*t^6 + 280*q^6*t^7 - 279*q^5*t^8 + 201*q^4*t^9 - 127*q^3*t^10 + 41*q^2*t^11 - 8*q*t^12 - 8*q^10*t^2 + 41*q^9*t^3 - 127*q^8*t^4 + 201*q^7*t^5 - 279*q^6*t^6 + 280*q^5*t^7 - 229*q^4*t^8 + 135*q^3*t^9 - 31*q^2*t^10 + 5*q*t^11 - 3*q^10*t + 47*q^9*t^2 - 150*q^8*t^3 + 324*q^7*t^4 - 386*q^6*t^5 + 312*q^5*t^6 - 118*q^4*t^7 + 50*q^3*t^8 - 22*q^2*t^9 - q^10 + q^9*t - 31*q^8*t^2 + 10*q^7*t^3 + 22*q^6*t^4 - 156*q^5*t^5 + 200*q^4*t^6 - 224*q^3*t^7 + 99*q^2*t^8 - 23*q*t^9 + 3*t^10 + 16*q^8*t - 38*q^7*t^2 + 165*q^6*t^3 - 232*q^5*t^4 + 287*q^4*t^5 - 181*q^3*t^6 + 108*q^2*t^7 - 30*q*t^8 + 3*t^9 - 8*q^7*t + 13*q^6*t^2 - 85*q^5*t^3 + 85*q^4*t^4 - 82*q^3*t^5 + 31*q^2*t^6 - 10*q*t^7 + 2*t^8 - q^6*t + 10*q^5*t^2 + 10*q^4*t^3 - 6*q^3*t^4 + 5*q^2*t^5 - 2*q*t^6 + q^5*t - 4*q^4*t^2 + q^2*t^4)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0279] 'F@\vw'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0280] 'F@\|w'

Zeta functions

ask[-]:

(q^3*t + q^3 - 2*q^2*t - 2*q*t + t^2 + t)*(q^2 - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^13*t^13 + 2*q^11*t^15 - 3*q^14*t^11 - 6*q^13*t^12 - 2*q^12*t^13 + 4*q^11*t^14 - 23*q^10*t^15 - 2*q^9*t^16 + 7*q^14*t^10 - 4*q^13*t^11 + 15*q^12*t^12 + 9*q^11*t^13 - 4*q^10*t^14 + 52*q^9*t^15 + 13*q^8*t^16 + 15*q^7*t^17 - 3*q^6*t^18 + q^15*t^8 + 9*q^14*t^9 + 5*q^13*t^10 - 2*q^12*t^11 - 32*q^11*t^12 + 55*q^10*t^13 - 43*q^9*t^14 - 66*q^8*t^15 - 9*q^7*t^16 - 56*q^6*t^17 + 6*q^5*t^18 - q^16*t^6 + 3*q^15*t^7 - 45*q^14*t^8 + 47*q^13*t^9 - 52*q^12*t^10 - 90*q^11*t^11 + 150*q^10*t^12 - 190*q^9*t^13 + 2*q^8*t^14 + 97*q^7*t^15 + q^6*t^16 + 61*q^5*t^17 + 5*q^4*t^18 + 14*q^15*t^6 - 53*q^14*t^7 + 105*q^13*t^8 - 55*q^12*t^9 - 90*q^11*t^10 + 278*q^10*t^11 - 16*q^9*t^12 - 5*q^8*t^13 + 178*q^7*t^14 + 5*q^6*t^15 - 99*q^5*t^16 + 10*q^4*t^17 - 20*q^3*t^18 - q^16*t^4 - q^15*t^5 + 11*q^14*t^6 - 22*q^13*t^7 + 133*q^12*t^8 - 8*q^11*t^9 - 94*q^10*t^10 + 123*q^9*t^11 - 379*q^8*t^12 + 30*q^7*t^13 + 30*q^6*t^14 - 198*q^5*t^15 + 115*q^4*t^16 - 13*q^3*t^17 + 5*q^2*t^18 + q*t^19 - 3*q^15*t^4 + 75*q^14*t^5 - 171*q^13*t^6 + 170*q^12*t^7 - 81*q^11*t^8 - 539*q^10*t^9 + 525*q^9*t^10 + 49*q^8*t^11 - 189*q^7*t^12 + 265*q^6*t^13 - 36*q^5*t^14 - 47*q^4*t^15 + 41*q^3*t^16 - 17*q^2*t^17 + 2*q*t^18 - 4*q^15*t^3 - 6*q^14*t^4 - 60*q^13*t^5 - 37*q^12*t^6 + 152*q^11*t^7 - 68*q^10*t^8 + 211*q^9*t^9 + 188*q^8*t^10 - 606*q^7*t^11 + 179*q^6*t^12 + 160*q^5*t^13 - 181*q^4*t^14 + 144*q^3*t^15 - 31*q^2*t^16 + 3*q*t^17 + 3*q^15*t^2 - 31*q^14*t^3 + 144*q^13*t^4 - 181*q^12*t^5 + 160*q^11*t^6 + 179*q^10*t^7 - 606*q^9*t^8 + 188*q^8*t^9 + 211*q^7*t^10 - 68*q^6*t^11 + 152*q^5*t^12 - 37*q^4*t^13 - 60*q^3*t^14 - 6*q^2*t^15 - 4*q*t^16 + 2*q^15*t - 17*q^14*t^2 + 41*q^13*t^3 - 47*q^12*t^4 - 36*q^11*t^5 + 265*q^10*t^6 - 189*q^9*t^7 + 49*q^8*t^8 + 525*q^7*t^9 - 539*q^6*t^10 - 81*q^5*t^11 + 170*q^4*t^12 - 171*q^3*t^13 + 75*q^2*t^14 - 3*q*t^15 + q^15 + 5*q^14*t - 13*q^13*t^2 + 115*q^12*t^3 - 198*q^11*t^4 + 30*q^10*t^5 + 30*q^9*t^6 - 379*q^8*t^7 + 123*q^7*t^8 - 94*q^6*t^9 - 8*q^5*t^10 + 133*q^4*t^11 - 22*q^3*t^12 + 11*q^2*t^13 - q*t^14 - t^15 - 20*q^13*t + 10*q^12*t^2 - 99*q^11*t^3 + 5*q^10*t^4 + 178*q^9*t^5 - 5*q^8*t^6 - 16*q^7*t^7 + 278*q^6*t^8 - 90*q^5*t^9 - 55*q^4*t^10 + 105*q^3*t^11 - 53*q^2*t^12 + 14*q*t^13 + 5*q^12*t + 61*q^11*t^2 + q^10*t^3 + 97*q^9*t^4 + 2*q^8*t^5 - 190*q^7*t^6 + 150*q^6*t^7 - 90*q^5*t^8 - 52*q^4*t^9 + 47*q^3*t^10 - 45*q^2*t^11 + 3*q*t^12 - t^13 + 6*q^11*t - 56*q^10*t^2 - 9*q^9*t^3 - 66*q^8*t^4 - 43*q^7*t^5 + 55*q^6*t^6 - 32*q^5*t^7 - 2*q^4*t^8 + 5*q^3*t^9 + 9*q^2*t^10 + q*t^11 - 3*q^10*t + 15*q^9*t^2 + 13*q^8*t^3 + 52*q^7*t^4 - 4*q^6*t^5 + 9*q^5*t^6 + 15*q^4*t^7 - 4*q^3*t^8 + 7*q^2*t^9 - 2*q^7*t^3 - 23*q^6*t^4 + 4*q^5*t^5 - 2*q^4*t^6 - 6*q^3*t^7 - 3*q^2*t^8 + 2*q^5*t^4 + 2*q^3*t^6)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0281] 'F@\}w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^12*t^9 - 6*q^12*t^8 - 4*q^11*t^9 + 4*q^10*t^10 - 10*q^9*t^11 + 2*q^7*t^13 + q^13*t^6 - 7*q^12*t^7 + 22*q^11*t^8 + 5*q^10*t^9 - 8*q^9*t^10 + 25*q^8*t^11 + q^6*t^13 - 3*q^5*t^14 + q^14*t^4 - 8*q^13*t^5 + 32*q^12*t^6 + 2*q^11*t^7 - 66*q^10*t^8 + 60*q^9*t^9 - 22*q^8*t^10 - 36*q^7*t^11 + 23*q^6*t^12 - 22*q^5*t^13 + 8*q^4*t^14 + 4*q^14*t^3 - 29*q^13*t^4 + 80*q^12*t^5 - 123*q^11*t^6 - 67*q^10*t^7 + 232*q^9*t^8 - 177*q^8*t^9 - 30*q^7*t^10 + 85*q^6*t^11 - 45*q^5*t^12 + 21*q^4*t^13 - q^3*t^14 + 5*q^14*t^2 - 31*q^13*t^3 + 77*q^12*t^4 - 93*q^11*t^5 + 5*q^10*t^6 + 244*q^9*t^7 - 171*q^8*t^8 - 76*q^7*t^9 + 218*q^6*t^10 - 9*q^5*t^11 - 66*q^4*t^12 + 37*q^3*t^13 - 14*q^2*t^14 + 2*q^14*t - 14*q^13*t^2 + 4*q^12*t^3 + 86*q^11*t^4 - 126*q^10*t^5 + 71*q^9*t^6 + 100*q^8*t^7 - 328*q^7*t^8 + 269*q^6*t^9 - 16*q^5*t^10 - 225*q^4*t^11 + 126*q^3*t^12 - 25*q^2*t^13 + 3*q*t^14 + t^15 + q^14 + 3*q^13*t - 25*q^12*t^2 + 126*q^11*t^3 - 225*q^10*t^4 - 16*q^9*t^5 + 269*q^8*t^6 - 328*q^7*t^7 + 100*q^6*t^8 + 71*q^5*t^9 - 126*q^4*t^10 + 86*q^3*t^11 + 4*q^2*t^12 - 14*q*t^13 + 2*t^14 - 14*q^12*t + 37*q^11*t^2 - 66*q^10*t^3 - 9*q^9*t^4 + 218*q^8*t^5 - 76*q^7*t^6 - 171*q^6*t^7 + 244*q^5*t^8 + 5*q^4*t^9 - 93*q^3*t^10 + 77*q^2*t^11 - 31*q*t^12 + 5*t^13 - q^11*t + 21*q^10*t^2 - 45*q^9*t^3 + 85*q^8*t^4 - 30*q^7*t^5 - 177*q^6*t^6 + 232*q^5*t^7 - 67*q^4*t^8 - 123*q^3*t^9 + 80*q^2*t^10 - 29*q*t^11 + 4*t^12 + 8*q^10*t - 22*q^9*t^2 + 23*q^8*t^3 - 36*q^7*t^4 - 22*q^6*t^5 + 60*q^5*t^6 - 66*q^4*t^7 + 2*q^3*t^8 + 32*q^2*t^9 - 8*q*t^10 + t^11 - 3*q^9*t + q^8*t^2 + 25*q^6*t^4 - 8*q^5*t^5 + 5*q^4*t^6 + 22*q^3*t^7 - 7*q^2*t^8 + q*t^9 + 2*q^7*t^2 - 10*q^5*t^4 + 4*q^4*t^5 - 4*q^3*t^6 - 6*q^2*t^7 + 2*q^2*t^6)/((q*t^2 - 1)*(q^2 - t)*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0282] 'F@\~_'

Zeta functions

ask[-]:

(q^5*t^3 - 2*q^5*t^2 + q^6 - q^5*t + q^4*t^2 - 2*q^3*t^3 - 2*q^4*t + 8*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + q^2*t^2 - q*t^3 + t^4 - 2*q*t^2 + q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(q^12*t^11 + 6*q^11*t^12 + 7*q^10*t^13 - 5*q^13*t^9 - 14*q^12*t^10 - 8*q^11*t^11 - 19*q^10*t^12 - 47*q^9*t^13 - 18*q^8*t^14 - 2*q^7*t^15 + q^6*t^16 + 8*q^13*t^8 + 23*q^12*t^9 + 35*q^11*t^10 + 39*q^10*t^11 + 42*q^9*t^12 + 112*q^8*t^13 + 88*q^7*t^14 + 20*q^6*t^15 - 3*q^5*t^16 + 14*q^13*t^7 + 9*q^12*t^8 - 62*q^11*t^9 - 44*q^10*t^10 - 6*q^9*t^11 - 102*q^8*t^12 - 165*q^7*t^13 - 148*q^6*t^14 - 71*q^5*t^15 + q^4*t^16 - 20*q^13*t^6 - 61*q^12*t^7 - 46*q^11*t^8 - 62*q^10*t^9 + 129*q^9*t^10 - 82*q^8*t^11 - 19*q^7*t^12 + 256*q^6*t^13 + 126*q^5*t^14 + 89*q^4*t^15 + 12*q^3*t^16 - q^14*t^4 - 7*q^13*t^5 - 12*q^12*t^6 + 299*q^11*t^7 - 81*q^10*t^8 + 231*q^9*t^9 + 152*q^8*t^10 - 190*q^7*t^11 + 267*q^6*t^12 - 147*q^5*t^13 - 171*q^4*t^14 - 8*q^3*t^15 - 24*q^2*t^16 - 2*q^14*t^3 + 46*q^13*t^4 - 75*q^12*t^5 + 241*q^11*t^6 - 410*q^10*t^7 - 311*q^9*t^8 + 310*q^8*t^9 - 600*q^7*t^10 + 80*q^6*t^11 + 141*q^5*t^12 - 196*q^4*t^13 + 167*q^3*t^14 - 14*q^2*t^15 + 6*q*t^16 + t^17 - 4*q^14*t^2 + 36*q^13*t^3 - 149*q^12*t^4 + 62*q^11*t^5 + 51*q^10*t^6 - 346*q^9*t^7 + 888*q^8*t^8 - 78*q^7*t^9 - 206*q^6*t^10 + 526*q^5*t^11 - 352*q^4*t^12 + 36*q^3*t^13 + 10*q^2*t^14 - 14*q*t^15 + 2*t^16 - 2*q^14*t + 14*q^13*t^2 - 10*q^12*t^3 - 36*q^11*t^4 + 352*q^10*t^5 - 526*q^9*t^6 + 206*q^8*t^7 + 78*q^7*t^8 - 888*q^6*t^9 + 346*q^5*t^10 - 51*q^4*t^11 - 62*q^3*t^12 + 149*q^2*t^13 - 36*q*t^14 + 4*t^15 - q^14 - 6*q^13*t + 14*q^12*t^2 - 167*q^11*t^3 + 196*q^10*t^4 - 141*q^9*t^5 - 80*q^8*t^6 + 600*q^7*t^7 - 310*q^6*t^8 + 311*q^5*t^9 + 410*q^4*t^10 - 241*q^3*t^11 + 75*q^2*t^12 - 46*q*t^13 + 2*t^14 + 24*q^12*t + 8*q^11*t^2 + 171*q^10*t^3 + 147*q^9*t^4 - 267*q^8*t^5 + 190*q^7*t^6 - 152*q^6*t^7 - 231*q^5*t^8 + 81*q^4*t^9 - 299*q^3*t^10 + 12*q^2*t^11 + 7*q*t^12 + t^13 - 12*q^11*t - 89*q^10*t^2 - 126*q^9*t^3 - 256*q^8*t^4 + 19*q^7*t^5 + 82*q^6*t^6 - 129*q^5*t^7 + 62*q^4*t^8 + 46*q^3*t^9 + 61*q^2*t^10 + 20*q*t^11 - q^10*t + 71*q^9*t^2 + 148*q^8*t^3 + 165*q^7*t^4 + 102*q^6*t^5 + 6*q^5*t^6 + 44*q^4*t^7 + 62*q^3*t^8 - 9*q^2*t^9 - 14*q*t^10 + 3*q^9*t - 20*q^8*t^2 - 88*q^7*t^3 - 112*q^6*t^4 - 42*q^5*t^5 - 39*q^4*t^6 - 35*q^3*t^7 - 23*q^2*t^8 - 8*q*t^9 - q^8*t + 2*q^7*t^2 + 18*q^6*t^3 + 47*q^5*t^4 + 19*q^4*t^5 + 8*q^3*t^6 + 14*q^2*t^7 + 5*q*t^8 - 7*q^4*t^4 - 6*q^3*t^5 - q^2*t^6)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0283] 'F@\~g'

Zeta functions

ask[-]:

(q^5*t^3 + q^7 - q^6*t - 2*q^5*t^2 - q^4*t^3 - 2*q^5*t + 5*q^4*t^2 - q^3*t^3 - q^4*t + 5*q^3*t^2 - 2*q^2*t^3 - q^3*t - 2*q^2*t^2 - q*t^3 + t^4 + q^2*t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^16*t^11 + 2*q^15*t^12 - 2*q^13*t^14 - 2*q^12*t^15 - 2*q^17*t^9 - 5*q^16*t^10 - q^14*t^12 - 13*q^13*t^13 + 2*q^12*t^14 + 25*q^11*t^15 + 5*q^10*t^16 - 2*q^9*t^17 + q^8*t^18 + 4*q^17*t^8 + 4*q^16*t^9 + 2*q^15*t^10 + 17*q^14*t^11 + 8*q^13*t^12 + 11*q^12*t^13 + 9*q^11*t^14 - 52*q^10*t^15 - 36*q^9*t^16 - 6*q^8*t^17 - 3*q^7*t^18 + 4*q^17*t^7 + 3*q^16*t^8 - 17*q^15*t^9 - 2*q^14*t^10 - 2*q^13*t^11 - 53*q^12*t^12 - 42*q^11*t^13 + 38*q^10*t^14 + 46*q^9*t^15 + 50*q^8*t^16 + 52*q^7*t^17 + 14*q^6*t^18 - q^5*t^19 - 8*q^17*t^6 - 12*q^16*t^7 + 20*q^15*t^8 - 88*q^14*t^9 + 51*q^13*t^10 + 126*q^12*t^11 - 104*q^11*t^12 + 159*q^10*t^13 + 38*q^9*t^14 - 133*q^8*t^15 - 8*q^7*t^16 - 68*q^6*t^17 - 53*q^5*t^18 + 2*q^4*t^19 - q^18*t^4 + 5*q^17*t^5 - 45*q^16*t^6 + 152*q^15*t^7 - 134*q^14*t^8 + 38*q^13*t^9 + 419*q^12*t^10 - 602*q^11*t^11 - 102*q^10*t^12 + 337*q^9*t^13 - 365*q^8*t^14 + 18*q^7*t^15 + 133*q^6*t^16 - 9*q^5*t^17 + 73*q^4*t^18 + 5*q^3*t^19 - 2*q^18*t^3 + 36*q^17*t^4 - 105*q^16*t^5 + 228*q^15*t^6 - 51*q^14*t^7 - 542*q^13*t^8 + 617*q^12*t^9 - 355*q^11*t^10 - 383*q^10*t^11 + 1256*q^9*t^12 - 403*q^8*t^13 - 299*q^7*t^14 + 530*q^6*t^15 - 150*q^5*t^16 - 76*q^4*t^17 + 2*q^3*t^18 - 17*q^2*t^19 - 4*q^18*t^2 + 28*q^17*t^3 - 109*q^16*t^4 + 66*q^15*t^5 + 211*q^14*t^6 - 807*q^13*t^7 + 822*q^12*t^8 + 816*q^11*t^9 - 1554*q^10*t^10 + 769*q^9*t^11 + 21*q^8*t^12 - 1057*q^7*t^13 + 687*q^6*t^14 - 70*q^5*t^15 - 259*q^4*t^16 + 164*q^3*t^17 - 14*q^2*t^18 + 3*q*t^19 + t^20 - 2*q^18*t + 16*q^17*t^2 + 7*q^16*t^3 - 122*q^15*t^4 + 388*q^14*t^5 - 454*q^13*t^6 - 126*q^12*t^7 + 1036*q^11*t^8 - 1806*q^10*t^9 + 1806*q^8*t^11 - 1036*q^7*t^12 + 126*q^6*t^13 + 454*q^5*t^14 - 388*q^4*t^15 + 122*q^3*t^16 - 7*q^2*t^17 - 16*q*t^18 + 2*t^19 - q^18 - 3*q^17*t + 14*q^16*t^2 - 164*q^15*t^3 + 259*q^14*t^4 + 70*q^13*t^5 - 687*q^12*t^6 + 1057*q^11*t^7 - 21*q^10*t^8 - 769*q^9*t^9 + 1554*q^8*t^10 - 816*q^7*t^11 - 822*q^6*t^12 + 807*q^5*t^13 - 211*q^4*t^14 - 66*q^3*t^15 + 109*q^2*t^16 - 28*q*t^17 + 4*t^18 + 17*q^16*t - 2*q^15*t^2 + 76*q^14*t^3 + 150*q^13*t^4 - 530*q^12*t^5 + 299*q^11*t^6 + 403*q^10*t^7 - 1256*q^9*t^8 + 383*q^8*t^9 + 355*q^7*t^10 - 617*q^6*t^11 + 542*q^5*t^12 + 51*q^4*t^13 - 228*q^3*t^14 + 105*q^2*t^15 - 36*q*t^16 + 2*t^17 - 5*q^15*t - 73*q^14*t^2 + 9*q^13*t^3 - 133*q^12*t^4 - 18*q^11*t^5 + 365*q^10*t^6 - 337*q^9*t^7 + 102*q^8*t^8 + 602*q^7*t^9 - 419*q^6*t^10 - 38*q^5*t^11 + 134*q^4*t^12 - 152*q^3*t^13 + 45*q^2*t^14 - 5*q*t^15 + t^16 - 2*q^14*t + 53*q^13*t^2 + 68*q^12*t^3 + 8*q^11*t^4 + 133*q^10*t^5 - 38*q^9*t^6 - 159*q^8*t^7 + 104*q^7*t^8 - 126*q^6*t^9 - 51*q^5*t^10 + 88*q^4*t^11 - 20*q^3*t^12 + 12*q^2*t^13 + 8*q*t^14 + q^13*t - 14*q^12*t^2 - 52*q^11*t^3 - 50*q^10*t^4 - 46*q^9*t^5 - 38*q^8*t^6 + 42*q^7*t^7 + 53*q^6*t^8 + 2*q^5*t^9 + 2*q^4*t^10 + 17*q^3*t^11 - 3*q^2*t^12 - 4*q*t^13 + 3*q^11*t^2 + 6*q^10*t^3 + 36*q^9*t^4 + 52*q^8*t^5 - 9*q^7*t^6 - 11*q^6*t^7 - 8*q^5*t^8 - 17*q^4*t^9 - 2*q^3*t^10 - 4*q^2*t^11 - 4*q*t^12 - q^10*t^2 + 2*q^9*t^3 - 5*q^8*t^4 - 25*q^7*t^5 - 2*q^6*t^6 + 13*q^5*t^7 + q^4*t^8 + 5*q^2*t^10 + 2*q*t^11 + 2*q^6*t^5 + 2*q^5*t^6 - 2*q^3*t^8 - q^2*t^9)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0284] 'F@\~w'

Zeta functions

ask[-]:

(q^2 - t)^2*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^20*t^9 - 6*q^20*t^8 - 3*q^19*t^9 - 2*q^18*t^10 - 11*q^17*t^11 + 6*q^16*t^12 - q^15*t^13 - 2*q^14*t^14 + q^13*t^15 - 4*q^20*t^7 + 22*q^19*t^8 + 4*q^18*t^9 + 14*q^17*t^10 + 24*q^16*t^11 - 10*q^15*t^12 + 16*q^14*t^13 - 2*q^12*t^15 + q^22*t^4 - 3*q^21*t^5 + 26*q^20*t^6 - 11*q^19*t^7 - 40*q^18*t^8 + 47*q^17*t^9 - 65*q^16*t^10 - 27*q^15*t^11 + 20*q^14*t^12 - 42*q^13*t^13 - q^12*t^14 - 2*q^11*t^15 + q^10*t^16 + 2*q^22*t^3 - 22*q^21*t^4 + 44*q^20*t^5 - 96*q^19*t^6 - 16*q^18*t^7 + 118*q^17*t^8 - 141*q^16*t^9 + 20*q^15*t^10 + 31*q^14*t^11 - 2*q^13*t^12 + 25*q^12*t^13 - 12*q^11*t^14 + 19*q^10*t^15 + 12*q^9*t^16 - 6*q^8*t^17 + 4*q^22*t^2 - 22*q^21*t^3 + 62*q^20*t^4 - 22*q^19*t^5 - 35*q^18*t^6 + 129*q^17*t^7 + 36*q^16*t^8 - 61*q^15*t^9 + 117*q^14*t^10 + 152*q^13*t^11 - 57*q^12*t^12 - 10*q^11*t^13 + 58*q^10*t^14 - 9*q^9*t^15 - 45*q^8*t^16 + 13*q^7*t^17 + 2*q^6*t^18 + 2*q^22*t - 14*q^21*t^2 + 6*q^20*t^3 + 80*q^19*t^4 - 183*q^18*t^5 + 61*q^17*t^6 + 307*q^16*t^7 - 356*q^15*t^8 - 123*q^14*t^9 + 141*q^13*t^10 - 135*q^12*t^11 - 181*q^11*t^12 - 6*q^10*t^13 - 6*q^9*t^14 - 36*q^8*t^15 + 41*q^7*t^16 - 10*q^6*t^17 - 4*q^5*t^18 + q^22 + q^21*t - 18*q^20*t^2 + 89*q^19*t^3 - 152*q^18*t^4 - 69*q^17*t^5 + 265*q^16*t^6 - 248*q^15*t^7 - 402*q^14*t^8 + 304*q^13*t^9 + 383*q^12*t^10 - 395*q^11*t^11 - 48*q^10*t^12 + 321*q^9*t^13 + 5*q^8*t^14 - 66*q^7*t^15 + 11*q^6*t^16 + 17*q^5*t^17 + q^4*t^18 - 12*q^20*t + 20*q^19*t^2 + 8*q^18*t^3 - 80*q^17*t^4 + 101*q^16*t^5 + 253*q^15*t^6 - 240*q^14*t^7 + 93*q^13*t^8 + 599*q^12*t^9 - 266*q^11*t^10 - 252*q^10*t^11 + 449*q^9*t^12 + 79*q^8*t^13 - 258*q^7*t^14 + 60*q^6*t^15 + 56*q^5*t^16 - 37*q^4*t^17 - q^3*t^18 + q^19*t + 37*q^18*t^2 - 56*q^17*t^3 - 60*q^16*t^4 + 258*q^15*t^5 - 79*q^14*t^6 - 449*q^13*t^7 + 252*q^12*t^8 + 266*q^11*t^9 - 599*q^10*t^10 - 93*q^9*t^11 + 240*q^8*t^12 - 253*q^7*t^13 - 101*q^6*t^14 + 80*q^5*t^15 - 8*q^4*t^16 - 20*q^3*t^17 + 12*q^2*t^18 - q^18*t - 17*q^17*t^2 - 11*q^16*t^3 + 66*q^15*t^4 - 5*q^14*t^5 - 321*q^13*t^6 + 48*q^12*t^7 + 395*q^11*t^8 - 383*q^10*t^9 - 304*q^9*t^10 + 402*q^8*t^11 + 248*q^7*t^12 - 265*q^6*t^13 + 69*q^5*t^14 + 152*q^4*t^15 - 89*q^3*t^16 + 18*q^2*t^17 - q*t^18 - t^19 + 4*q^17*t + 10*q^16*t^2 - 41*q^15*t^3 + 36*q^14*t^4 + 6*q^13*t^5 + 6*q^12*t^6 + 181*q^11*t^7 + 135*q^10*t^8 - 141*q^9*t^9 + 123*q^8*t^10 + 356*q^7*t^11 - 307*q^6*t^12 - 61*q^5*t^13 + 183*q^4*t^14 - 80*q^3*t^15 - 6*q^2*t^16 + 14*q*t^17 - 2*t^18 - 2*q^16*t - 13*q^15*t^2 + 45*q^14*t^3 + 9*q^13*t^4 - 58*q^12*t^5 + 10*q^11*t^6 + 57*q^10*t^7 - 152*q^9*t^8 - 117*q^8*t^9 + 61*q^7*t^10 - 36*q^6*t^11 - 129*q^5*t^12 + 35*q^4*t^13 + 22*q^3*t^14 - 62*q^2*t^15 + 22*q*t^16 - 4*t^17 + 6*q^14*t^2 - 12*q^13*t^3 - 19*q^12*t^4 + 12*q^11*t^5 - 25*q^10*t^6 + 2*q^9*t^7 - 31*q^8*t^8 - 20*q^7*t^9 + 141*q^6*t^10 - 118*q^5*t^11 + 16*q^4*t^12 + 96*q^3*t^13 - 44*q^2*t^14 + 22*q*t^15 - 2*t^16 - q^12*t^3 + 2*q^11*t^4 + q^10*t^5 + 42*q^9*t^6 - 20*q^8*t^7 + 27*q^7*t^8 + 65*q^6*t^9 - 47*q^5*t^10 + 40*q^4*t^11 + 11*q^3*t^12 - 26*q^2*t^13 + 3*q*t^14 - t^15 + 2*q^10*t^4 - 16*q^8*t^6 + 10*q^7*t^7 - 24*q^6*t^8 - 14*q^5*t^9 - 4*q^4*t^10 - 22*q^3*t^11 + 4*q^2*t^12 - q^9*t^4 + 2*q^8*t^5 + q^7*t^6 - 6*q^6*t^7 + 11*q^5*t^8 + 2*q^4*t^9 + 3*q^3*t^10 + 6*q^2*t^11 - 2*q^2*t^10)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0285] 'F@]eg'

Zeta functions

ask[-]:

-(q^5*t^5 - 4*q^6*t^3 + 3*q^5*t^4 - 4*q^4*t^5 - q^7*t + 13*q^6*t^2 - 12*q^5*t^3 + 10*q^4*t^4 - q^3*t^5 - q^7 + q^6*t - 20*q^5*t^2 + 26*q^4*t^3 - 21*q^3*t^4 + 10*q^2*t^5 + 10*q^5*t - 21*q^4*t^2 + 26*q^3*t^3 - 20*q^2*t^4 + q*t^5 - t^6 - q^4*t + 10*q^3*t^2 - 12*q^2*t^3 + 13*q*t^4 - t^5 - 4*q^3*t + 3*q^2*t^2 - 4*q*t^3 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^16*t^17 + 4*q^15*t^18 + 7*q^14*t^19 + 3*q^13*t^20 - 2*q^17*t^15 - 17*q^16*t^16 - 41*q^15*t^17 - 43*q^14*t^18 - 51*q^13*t^19 - 45*q^12*t^20 - 13*q^11*t^21 + 2*q^10*t^22 + q^19*t^12 - 3*q^18*t^13 + 26*q^17*t^14 + 94*q^16*t^15 + 109*q^15*t^16 + 212*q^14*t^17 + 325*q^13*t^18 + 255*q^12*t^19 + 191*q^11*t^20 + 101*q^10*t^21 + 10*q^9*t^22 - q^7*t^24 + q^20*t^10 - 23*q^18*t^12 - 68*q^17*t^13 - 87*q^16*t^14 - 366*q^15*t^15 - 604*q^14*t^16 - 657*q^13*t^17 - 1073*q^12*t^18 - 1001*q^11*t^19 - 535*q^10*t^20 - 299*q^9*t^21 - 114*q^8*t^22 - 10*q^7*t^23 + 6*q^6*t^24 - 2*q^20*t^9 - 7*q^19*t^10 + 79*q^18*t^11 - 14*q^17*t^12 + 46*q^16*t^13 + 443*q^15*t^14 + 461*q^14*t^15 + 1342*q^13*t^16 + 2052*q^12*t^17 + 1974*q^11*t^18 + 2260*q^10*t^19 + 1434*q^9*t^20 + 515*q^8*t^21 + 333*q^7*t^22 + 62*q^6*t^23 - 13*q^5*t^24 - 19*q^19*t^9 + 132*q^18*t^10 - 29*q^17*t^11 - 157*q^16*t^12 + 1202*q^15*t^13 + 19*q^14*t^14 - 1096*q^13*t^15 - 424*q^12*t^16 - 3246*q^11*t^17 - 3739*q^10*t^18 - 2791*q^9*t^19 - 2537*q^8*t^20 - 1043*q^7*t^21 - 402*q^6*t^22 - 158*q^5*t^23 + 8*q^4*t^24 - q^21*t^6 + 15*q^20*t^7 - 55*q^19*t^8 - 98*q^18*t^9 - 165*q^17*t^10 - 673*q^16*t^11 - 925*q^15*t^12 - 2415*q^14*t^13 - 4243*q^13*t^14 - 835*q^12*t^15 + 232*q^11*t^16 + 454*q^10*t^17 + 4648*q^9*t^18 + 3748*q^8*t^19 + 2091*q^7*t^20 + 1749*q^6*t^21 + 387*q^5*t^22 + 147*q^4*t^23 + 19*q^3*t^24 - q^21*t^5 + 34*q^20*t^6 - 65*q^19*t^7 + 232*q^18*t^8 - 256*q^17*t^9 + 1680*q^16*t^10 - 593*q^15*t^11 + 3484*q^14*t^12 + 8491*q^13*t^13 + 5363*q^12*t^14 + 9262*q^11*t^15 + 2973*q^10*t^16 - 4*q^9*t^17 - 238*q^8*t^18 - 4466*q^7*t^19 - 1701*q^6*t^20 - 1092*q^5*t^21 - 625*q^4*t^22 - 38*q^2*t^24 - 7*q^21*t^4 + 18*q^20*t^5 - 311*q^19*t^6 + 1125*q^18*t^7 - 2165*q^17*t^8 + 3631*q^16*t^9 - 1305*q^15*t^10 - 4101*q^14*t^11 + 5420*q^13*t^12 - 19036*q^12*t^13 - 12821*q^11*t^14 - 4547*q^10*t^15 - 15258*q^9*t^16 - 448*q^8*t^17 + 340*q^7*t^18 - 198*q^6*t^19 + 2633*q^5*t^20 + 206*q^4*t^21 + 379*q^3*t^22 + 25*q^2*t^23 + 9*q*t^24 + t^25 - 3*q^21*t^3 + 107*q^20*t^4 - 445*q^19*t^5 + 1868*q^18*t^6 - 4218*q^17*t^7 + 1764*q^16*t^8 + 112*q^15*t^9 - 15332*q^14*t^10 + 12133*q^13*t^11 - 4732*q^12*t^12 - 1035*q^11*t^13 + 34014*q^10*t^14 - 279*q^9*t^15 + 7183*q^8*t^16 + 12907*q^7*t^17 - 4621*q^6*t^18 + 1480*q^5*t^19 - 413*q^4*t^20 - 745*q^3*t^21 + 79*q^2*t^22 - 45*q*t^23 + t^24 - 7*q^21*t^2 + 64*q^20*t^3 - 587*q^19*t^4 + 1255*q^18*t^5 - 2375*q^17*t^6 + 1596*q^16*t^7 + 10535*q^15*t^8 - 8665*q^14*t^9 + 20000*q^13*t^10 + 15218*q^12*t^11 - 18252*q^11*t^12 + 18252*q^10*t^13 - 15218*q^9*t^14 - 20000*q^8*t^15 + 8665*q^7*t^16 - 10535*q^6*t^17 - 1596*q^5*t^18 + 2375*q^4*t^19 - 1255*q^3*t^20 + 587*q^2*t^21 - 64*q*t^22 + 7*t^23 - q^21*t + 45*q^20*t^2 - 79*q^19*t^3 + 745*q^18*t^4 + 413*q^17*t^5 - 1480*q^16*t^6 + 4621*q^15*t^7 - 12907*q^14*t^8 - 7183*q^13*t^9 + 279*q^12*t^10 - 34014*q^11*t^11 + 1035*q^10*t^12 + 4732*q^9*t^13 - 12133*q^8*t^14 + 15332*q^7*t^15 - 112*q^6*t^16 - 1764*q^5*t^17 + 4218*q^4*t^18 - 1868*q^3*t^19 + 445*q^2*t^20 - 107*q*t^21 + 3*t^22 - q^21 - 9*q^20*t - 25*q^19*t^2 - 379*q^18*t^3 - 206*q^17*t^4 - 2633*q^16*t^5 + 198*q^15*t^6 - 340*q^14*t^7 + 448*q^13*t^8 + 15258*q^12*t^9 + 4547*q^11*t^10 + 12821*q^10*t^11 + 19036*q^9*t^12 - 5420*q^8*t^13 + 4101*q^7*t^14 + 1305*q^6*t^15 - 3631*q^5*t^16 + 2165*q^4*t^17 - 1125*q^3*t^18 + 311*q^2*t^19 - 18*q*t^20 + 7*t^21 + 38*q^19*t + 625*q^17*t^3 + 1092*q^16*t^4 + 1701*q^15*t^5 + 4466*q^14*t^6 + 238*q^13*t^7 + 4*q^12*t^8 - 2973*q^11*t^9 - 9262*q^10*t^10 - 5363*q^9*t^11 - 8491*q^8*t^12 - 3484*q^7*t^13 + 593*q^6*t^14 - 1680*q^5*t^15 + 256*q^4*t^16 - 232*q^3*t^17 + 65*q^2*t^18 - 34*q*t^19 + t^20 - 19*q^18*t - 147*q^17*t^2 - 387*q^16*t^3 - 1749*q^15*t^4 - 2091*q^14*t^5 - 3748*q^13*t^6 - 4648*q^12*t^7 - 454*q^11*t^8 - 232*q^10*t^9 + 835*q^9*t^10 + 4243*q^8*t^11 + 2415*q^7*t^12 + 925*q^6*t^13 + 673*q^5*t^14 + 165*q^4*t^15 + 98*q^3*t^16 + 55*q^2*t^17 - 15*q*t^18 + t^19 - 8*q^17*t + 158*q^16*t^2 + 402*q^15*t^3 + 1043*q^14*t^4 + 2537*q^13*t^5 + 2791*q^12*t^6 + 3739*q^11*t^7 + 3246*q^10*t^8 + 424*q^9*t^9 + 1096*q^8*t^10 - 19*q^7*t^11 - 1202*q^6*t^12 + 157*q^5*t^13 + 29*q^4*t^14 - 132*q^3*t^15 + 19*q^2*t^16 + 13*q^16*t - 62*q^15*t^2 - 333*q^14*t^3 - 515*q^13*t^4 - 1434*q^12*t^5 - 2260*q^11*t^6 - 1974*q^10*t^7 - 2052*q^9*t^8 - 1342*q^8*t^9 - 461*q^7*t^10 - 443*q^6*t^11 - 46*q^5*t^12 + 14*q^4*t^13 - 79*q^3*t^14 + 7*q^2*t^15 + 2*q*t^16 - 6*q^15*t + 10*q^14*t^2 + 114*q^13*t^3 + 299*q^12*t^4 + 535*q^11*t^5 + 1001*q^10*t^6 + 1073*q^9*t^7 + 657*q^8*t^8 + 604*q^7*t^9 + 366*q^6*t^10 + 87*q^5*t^11 + 68*q^4*t^12 + 23*q^3*t^13 - q*t^15 + q^14*t - 10*q^12*t^3 - 101*q^11*t^4 - 191*q^10*t^5 - 255*q^9*t^6 - 325*q^8*t^7 - 212*q^7*t^8 - 109*q^6*t^9 - 94*q^5*t^10 - 26*q^4*t^11 + 3*q^3*t^12 - q^2*t^13 - 2*q^11*t^3 + 13*q^10*t^4 + 45*q^9*t^5 + 51*q^8*t^6 + 43*q^7*t^7 + 41*q^6*t^8 + 17*q^5*t^9 + 2*q^4*t^10 - 3*q^8*t^5 - 7*q^7*t^6 - 4*q^6*t^7 - q^5*t^8)/((q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [5, 6]]

[0286] 'F@]rw'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^13*t^19 - 2*q^18*t^13 + 2*q^17*t^14 + 6*q^16*t^15 - 13*q^15*t^16 - 10*q^14*t^17 + 17*q^13*t^18 - 13*q^12*t^19 - 9*q^11*t^20 + q^10*t^21 - q^9*t^22 - 3*q^19*t^11 - 7*q^18*t^12 + 26*q^17*t^13 + 41*q^16*t^14 - 70*q^15*t^15 - 22*q^14*t^16 + 127*q^13*t^17 - 17*q^12*t^18 - 32*q^11*t^19 + 35*q^10*t^20 + 21*q^9*t^21 + 6*q^8*t^22 - q^7*t^23 + 5*q^19*t^10 + 21*q^18*t^11 - 11*q^17*t^12 - 86*q^16*t^13 - 109*q^15*t^14 + 92*q^14*t^15 + 196*q^13*t^16 - 171*q^12*t^17 - 215*q^11*t^18 + 97*q^10*t^19 + 37*q^9*t^20 - 92*q^8*t^21 - 35*q^7*t^22 + 5*q^6*t^23 + 7*q^19*t^9 + 4*q^18*t^10 - 124*q^17*t^11 - 94*q^16*t^12 + 506*q^15*t^13 + 248*q^14*t^14 - 501*q^13*t^15 - 168*q^12*t^16 + 27*q^11*t^17 + 314*q^10*t^18 + 146*q^9*t^19 - 174*q^8*t^20 + 70*q^7*t^21 + 102*q^6*t^22 - 5*q^5*t^23 - 10*q^19*t^8 - 35*q^18*t^9 + 115*q^17*t^10 + 77*q^16*t^11 + 426*q^15*t^12 - 547*q^14*t^13 - 1491*q^13*t^14 + 1195*q^12*t^15 + 1127*q^11*t^16 - 576*q^10*t^17 - 146*q^9*t^18 - 172*q^8*t^19 - 31*q^7*t^20 + 86*q^6*t^21 - 110*q^5*t^22 - 12*q^4*t^23 - q^20*t^6 - 2*q^19*t^7 - 53*q^18*t^8 + 293*q^17*t^9 - 251*q^16*t^10 - 743*q^15*t^11 + 297*q^14*t^12 - 31*q^13*t^13 + 1477*q^12*t^14 + 639*q^11*t^15 - 2987*q^10*t^16 - 143*q^9*t^17 + 1157*q^8*t^18 - 247*q^7*t^19 + 107*q^6*t^20 + 5*q^5*t^21 - 10*q^4*t^22 + 29*q^3*t^23 + 27*q^19*t^6 - 47*q^18*t^7 + 55*q^17*t^8 + 17*q^16*t^9 - 907*q^15*t^10 + 1678*q^14*t^11 + 1093*q^13*t^12 - 2471*q^12*t^13 + 143*q^11*t^14 - 476*q^10*t^15 + 791*q^9*t^16 + 2318*q^8*t^17 - 1022*q^7*t^18 - 611*q^6*t^19 + 310*q^5*t^20 - 112*q^4*t^21 + 31*q^3*t^22 - 8*q^2*t^23 - q*t^24 - q^20*t^4 + 8*q^18*t^6 - 214*q^17*t^7 + 576*q^16*t^8 - 430*q^15*t^9 + 4*q^14*t^10 + 1479*q^13*t^11 - 3540*q^12*t^12 + 477*q^11*t^13 + 3968*q^10*t^14 - 2098*q^9*t^15 - 608*q^8*t^16 - 272*q^7*t^17 - 750*q^6*t^18 + 867*q^5*t^19 + 17*q^4*t^20 - 67*q^3*t^21 + 14*q^2*t^22 - 2*q*t^23 - 6*q^19*t^4 + 109*q^18*t^5 - 187*q^17*t^6 + 85*q^16*t^7 + 431*q^15*t^8 - 1493*q^14*t^9 + 1411*q^13*t^10 + 20*q^12*t^11 - 1914*q^11*t^12 + 3752*q^10*t^13 - 1965*q^9*t^14 - 2350*q^8*t^15 + 2706*q^7*t^16 - 72*q^6*t^17 - 236*q^5*t^18 + 55*q^4*t^19 - 237*q^3*t^20 + 50*q^2*t^21 - 3*q*t^22 - 4*q^19*t^3 - 22*q^18*t^4 - 59*q^17*t^5 - 423*q^16*t^6 + 1244*q^15*t^7 - 580*q^14*t^8 - 1214*q^13*t^9 + 2473*q^12*t^10 - 2041*q^11*t^11 + 2041*q^9*t^13 - 2473*q^8*t^14 + 1214*q^7*t^15 + 580*q^6*t^16 - 1244*q^5*t^17 + 423*q^4*t^18 + 59*q^3*t^19 + 22*q^2*t^20 + 4*q*t^21 + 3*q^19*t^2 - 50*q^18*t^3 + 237*q^17*t^4 - 55*q^16*t^5 + 236*q^15*t^6 + 72*q^14*t^7 - 2706*q^13*t^8 + 2350*q^12*t^9 + 1965*q^11*t^10 - 3752*q^10*t^11 + 1914*q^9*t^12 - 20*q^8*t^13 - 1411*q^7*t^14 + 1493*q^6*t^15 - 431*q^5*t^16 - 85*q^4*t^17 + 187*q^3*t^18 - 109*q^2*t^19 + 6*q*t^20 + 2*q^19*t - 14*q^18*t^2 + 67*q^17*t^3 - 17*q^16*t^4 - 867*q^15*t^5 + 750*q^14*t^6 + 272*q^13*t^7 + 608*q^12*t^8 + 2098*q^11*t^9 - 3968*q^10*t^10 - 477*q^9*t^11 + 3540*q^8*t^12 - 1479*q^7*t^13 - 4*q^6*t^14 + 430*q^5*t^15 - 576*q^4*t^16 + 214*q^3*t^17 - 8*q^2*t^18 + t^20 + q^19 + 8*q^18*t - 31*q^17*t^2 + 112*q^16*t^3 - 310*q^15*t^4 + 611*q^14*t^5 + 1022*q^13*t^6 - 2318*q^12*t^7 - 791*q^11*t^8 + 476*q^10*t^9 - 143*q^9*t^10 + 2471*q^8*t^11 - 1093*q^7*t^12 - 1678*q^6*t^13 + 907*q^5*t^14 - 17*q^4*t^15 - 55*q^3*t^16 + 47*q^2*t^17 - 27*q*t^18 - 29*q^17*t + 10*q^16*t^2 - 5*q^15*t^3 - 107*q^14*t^4 + 247*q^13*t^5 - 1157*q^12*t^6 + 143*q^11*t^7 + 2987*q^10*t^8 - 639*q^9*t^9 - 1477*q^8*t^10 + 31*q^7*t^11 - 297*q^6*t^12 + 743*q^5*t^13 + 251*q^4*t^14 - 293*q^3*t^15 + 53*q^2*t^16 + 2*q*t^17 + t^18 + 12*q^16*t + 110*q^15*t^2 - 86*q^14*t^3 + 31*q^13*t^4 + 172*q^12*t^5 + 146*q^11*t^6 + 576*q^10*t^7 - 1127*q^9*t^8 - 1195*q^8*t^9 + 1491*q^7*t^10 + 547*q^6*t^11 - 426*q^5*t^12 - 77*q^4*t^13 - 115*q^3*t^14 + 35*q^2*t^15 + 10*q*t^16 + 5*q^15*t - 102*q^14*t^2 - 70*q^13*t^3 + 174*q^12*t^4 - 146*q^11*t^5 - 314*q^10*t^6 - 27*q^9*t^7 + 168*q^8*t^8 + 501*q^7*t^9 - 248*q^6*t^10 - 506*q^5*t^11 + 94*q^4*t^12 + 124*q^3*t^13 - 4*q^2*t^14 - 7*q*t^15 - 5*q^14*t + 35*q^13*t^2 + 92*q^12*t^3 - 37*q^11*t^4 - 97*q^10*t^5 + 215*q^9*t^6 + 171*q^8*t^7 - 196*q^7*t^8 - 92*q^6*t^9 + 109*q^5*t^10 + 86*q^4*t^11 + 11*q^3*t^12 - 21*q^2*t^13 - 5*q*t^14 + q^13*t - 6*q^12*t^2 - 21*q^11*t^3 - 35*q^10*t^4 + 32*q^9*t^5 + 17*q^8*t^6 - 127*q^7*t^7 + 22*q^6*t^8 + 70*q^5*t^9 - 41*q^4*t^10 - 26*q^3*t^11 + 7*q^2*t^12 + 3*q*t^13 + q^11*t^2 - q^10*t^3 + 9*q^9*t^4 + 13*q^8*t^5 - 17*q^7*t^6 + 10*q^6*t^7 + 13*q^5*t^8 - 6*q^4*t^9 - 2*q^3*t^10 + 2*q^2*t^11 - 2*q^7*t^5)/((q*t^2 - 1)^2*(q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0287] 'F@]uW'

Zeta functions

ask[-]:

-(q^6*t^2 + q^6*t - 6*q^5*t^2 + 2*q^4*t^3 + q^6 + 2*q^4*t^2 - 7*q^4*t + 12*q^3*t^2 - 7*q^2*t^3 + 2*q^2*t^2 + t^4 + 2*q^2*t - 6*q*t^2 + t^3 + t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(q^17*t^12 + 7*q^16*t^13 + 9*q^15*t^14 - q^14*t^15 - 4*q^13*t^16 - 2*q^12*t^17 - 3*q^18*t^10 - 16*q^17*t^11 - 27*q^16*t^12 - 25*q^15*t^13 - 36*q^14*t^14 - 36*q^13*t^15 - 4*q^12*t^16 + 30*q^11*t^17 + 10*q^10*t^18 - 3*q^9*t^19 + 12*q^18*t^9 + 43*q^17*t^10 + 29*q^16*t^11 + 65*q^15*t^12 + 149*q^14*t^13 + 99*q^13*t^14 + 119*q^12*t^15 + 118*q^11*t^16 - 61*q^10*t^17 - 60*q^9*t^18 + 8*q^8*t^19 - q^7*t^20 - 4*q^19*t^7 - 7*q^18*t^8 + 24*q^17*t^9 - 73*q^16*t^10 - 130*q^15*t^11 + 64*q^14*t^12 - 220*q^13*t^13 - 424*q^12*t^14 - 277*q^11*t^15 - 305*q^10*t^16 - 78*q^9*t^17 + 97*q^8*t^18 + 5*q^7*t^19 + 8*q^6*t^20 + q^20*t^5 + 3*q^19*t^6 - 14*q^18*t^7 - 71*q^17*t^8 - 25*q^16*t^9 - 188*q^15*t^10 - 70*q^14*t^11 - 24*q^13*t^12 - 255*q^12*t^13 + 482*q^11*t^14 + 980*q^10*t^15 + 550*q^9*t^16 + 283*q^8*t^17 + 71*q^7*t^18 - 20*q^6*t^19 - 23*q^5*t^20 + q^20*t^4 - 8*q^19*t^5 + 33*q^18*t^6 - 145*q^17*t^7 + 350*q^16*t^8 + 426*q^15*t^9 - 87*q^14*t^10 + 1285*q^13*t^11 + 850*q^12*t^12 + 113*q^11*t^13 + 495*q^10*t^14 - 1260*q^9*t^15 - 1394*q^8*t^16 - 339*q^7*t^17 - 293*q^6*t^18 - 56*q^5*t^19 + 29*q^4*t^20 + q^20*t^3 - 27*q^19*t^4 + 139*q^18*t^5 - 73*q^17*t^6 + 238*q^16*t^7 + 525*q^15*t^8 - 1666*q^14*t^9 - 334*q^13*t^10 - 471*q^12*t^11 - 3563*q^11*t^12 - 1021*q^10*t^13 - 174*q^9*t^14 - 68*q^8*t^15 + 1695*q^7*t^16 + 780*q^6*t^17 + 235*q^5*t^18 + 148*q^4*t^19 - 4*q^3*t^20 + 3*q^20*t^2 - 16*q^19*t^3 + 91*q^18*t^4 - 131*q^17*t^5 - 765*q^16*t^6 + 73*q^15*t^7 - 1307*q^14*t^8 - 590*q^13*t^9 + 2991*q^12*t^10 + 93*q^11*t^11 + 1864*q^10*t^12 + 4717*q^9*t^13 + 500*q^8*t^14 - 188*q^7*t^15 - 248*q^6*t^16 - 994*q^5*t^17 - 285*q^4*t^18 - 60*q^3*t^19 - 28*q^2*t^20 - 16*q^19*t^2 - 74*q^18*t^3 + 48*q^17*t^4 - 384*q^16*t^5 + 1151*q^15*t^6 + 2233*q^14*t^7 - 207*q^13*t^8 + 2898*q^12*t^9 + 531*q^11*t^10 - 3964*q^10*t^11 + 237*q^9*t^12 - 2762*q^8*t^13 - 3676*q^7*t^14 + 550*q^6*t^15 + 52*q^5*t^16 + 177*q^4*t^17 + 328*q^3*t^18 + 5*q^2*t^19 + 12*q*t^20 + t^21 + q^20 + 12*q^19*t + 5*q^18*t^2 + 328*q^17*t^3 + 177*q^16*t^4 + 52*q^15*t^5 + 550*q^14*t^6 - 3676*q^13*t^7 - 2762*q^12*t^8 + 237*q^11*t^9 - 3964*q^10*t^10 + 531*q^9*t^11 + 2898*q^8*t^12 - 207*q^7*t^13 + 2233*q^6*t^14 + 1151*q^5*t^15 - 384*q^4*t^16 + 48*q^3*t^17 - 74*q^2*t^18 - 16*q*t^19 - 28*q^18*t - 60*q^17*t^2 - 285*q^16*t^3 - 994*q^15*t^4 - 248*q^14*t^5 - 188*q^13*t^6 + 500*q^12*t^7 + 4717*q^11*t^8 + 1864*q^10*t^9 + 93*q^9*t^10 + 2991*q^8*t^11 - 590*q^7*t^12 - 1307*q^6*t^13 + 73*q^5*t^14 - 765*q^4*t^15 - 131*q^3*t^16 + 91*q^2*t^17 - 16*q*t^18 + 3*t^19 - 4*q^17*t + 148*q^16*t^2 + 235*q^15*t^3 + 780*q^14*t^4 + 1695*q^13*t^5 - 68*q^12*t^6 - 174*q^11*t^7 - 1021*q^10*t^8 - 3563*q^9*t^9 - 471*q^8*t^10 - 334*q^7*t^11 - 1666*q^6*t^12 + 525*q^5*t^13 + 238*q^4*t^14 - 73*q^3*t^15 + 139*q^2*t^16 - 27*q*t^17 + t^18 + 29*q^16*t - 56*q^15*t^2 - 293*q^14*t^3 - 339*q^13*t^4 - 1394*q^12*t^5 - 1260*q^11*t^6 + 495*q^10*t^7 + 113*q^9*t^8 + 850*q^8*t^9 + 1285*q^7*t^10 - 87*q^6*t^11 + 426*q^5*t^12 + 350*q^4*t^13 - 145*q^3*t^14 + 33*q^2*t^15 - 8*q*t^16 + t^17 - 23*q^15*t - 20*q^14*t^2 + 71*q^13*t^3 + 283*q^12*t^4 + 550*q^11*t^5 + 980*q^10*t^6 + 482*q^9*t^7 - 255*q^8*t^8 - 24*q^7*t^9 - 70*q^6*t^10 - 188*q^5*t^11 - 25*q^4*t^12 - 71*q^3*t^13 - 14*q^2*t^14 + 3*q*t^15 + t^16 + 8*q^14*t + 5*q^13*t^2 + 97*q^12*t^3 - 78*q^11*t^4 - 305*q^10*t^5 - 277*q^9*t^6 - 424*q^8*t^7 - 220*q^7*t^8 + 64*q^6*t^9 - 130*q^5*t^10 - 73*q^4*t^11 + 24*q^3*t^12 - 7*q^2*t^13 - 4*q*t^14 - q^13*t + 8*q^12*t^2 - 60*q^11*t^3 - 61*q^10*t^4 + 118*q^9*t^5 + 119*q^8*t^6 + 99*q^7*t^7 + 149*q^6*t^8 + 65*q^5*t^9 + 29*q^4*t^10 + 43*q^3*t^11 + 12*q^2*t^12 - 3*q^11*t^2 + 10*q^10*t^3 + 30*q^9*t^4 - 4*q^8*t^5 - 36*q^7*t^6 - 36*q^6*t^7 - 25*q^5*t^8 - 27*q^4*t^9 - 16*q^3*t^10 - 3*q^2*t^11 - 2*q^8*t^4 - 4*q^7*t^5 - q^6*t^6 + 9*q^5*t^7 + 7*q^4*t^8 + q^3*t^9)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0288] 'F@]uw'

Zeta functions

ask[-]:

(q^6*t^3 + 2*q^6*t^2 - 8*q^5*t^3 + 2*q^4*t^4 - q^7 + q^5*t^2 + 6*q^4*t^3 - q^3*t^4 + 6*q^5*t - 14*q^4*t^2 + 14*q^3*t^3 - 6*q^2*t^4 + q^4*t - 6*q^3*t^2 - q^2*t^3 + t^5 - 2*q^3*t + 8*q^2*t^2 - 2*q*t^3 - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^9*t^12 + 4*q^8*t^13 - q^6*t^15 - 3*q^10*t^10 - 9*q^9*t^11 - q^8*t^12 - 10*q^7*t^13 - 14*q^6*t^14 + 5*q^5*t^15 + 10*q^10*t^9 + 9*q^9*t^10 - 9*q^8*t^11 + 42*q^7*t^12 - 9*q^6*t^13 + 64*q^5*t^14 - 7*q^4*t^15 - q^11*t^7 + 8*q^10*t^8 + 19*q^9*t^9 - 64*q^8*t^10 + 125*q^7*t^11 - 92*q^6*t^12 - 31*q^5*t^13 - 84*q^4*t^14 - 8*q^3*t^15 - q^11*t^6 - 35*q^10*t^7 - 16*q^9*t^8 - 29*q^8*t^9 - 112*q^7*t^10 + 33*q^6*t^11 - 160*q^5*t^12 + 229*q^4*t^13 + 20*q^3*t^14 + 27*q^2*t^15 + q^12*t^4 + q^11*t^5 + 8*q^10*t^6 - 57*q^9*t^7 + 387*q^8*t^8 - 571*q^7*t^9 + 898*q^6*t^10 - 442*q^5*t^11 + 392*q^4*t^12 - 238*q^3*t^13 - 15*q^2*t^14 - 11*q*t^15 - t^16 - q^12*t^3 - 13*q^11*t^4 + 115*q^10*t^5 - 210*q^9*t^6 + 625*q^8*t^7 - 956*q^7*t^8 + 877*q^6*t^9 - 858*q^5*t^10 + 27*q^4*t^11 - 64*q^3*t^12 + 39*q^2*t^13 + 22*q*t^14 + t^15 + 3*q^12*t^2 - 5*q^11*t^3 + 80*q^10*t^4 - 357*q^9*t^5 + 139*q^8*t^6 - 336*q^7*t^7 + 336*q^5*t^9 - 139*q^4*t^10 + 357*q^3*t^11 - 80*q^2*t^12 + 5*q*t^13 - 3*t^14 - q^12*t - 22*q^11*t^2 - 39*q^10*t^3 + 64*q^9*t^4 - 27*q^8*t^5 + 858*q^7*t^6 - 877*q^6*t^7 + 956*q^5*t^8 - 625*q^4*t^9 + 210*q^3*t^10 - 115*q^2*t^11 + 13*q*t^12 + t^13 + q^12 + 11*q^11*t + 15*q^10*t^2 + 238*q^9*t^3 - 392*q^8*t^4 + 442*q^7*t^5 - 898*q^6*t^6 + 571*q^5*t^7 - 387*q^4*t^8 + 57*q^3*t^9 - 8*q^2*t^10 - q*t^11 - t^12 - 27*q^10*t - 20*q^9*t^2 - 229*q^8*t^3 + 160*q^7*t^4 - 33*q^6*t^5 + 112*q^5*t^6 + 29*q^4*t^7 + 16*q^3*t^8 + 35*q^2*t^9 + q*t^10 + 8*q^9*t + 84*q^8*t^2 + 31*q^7*t^3 + 92*q^6*t^4 - 125*q^5*t^5 + 64*q^4*t^6 - 19*q^3*t^7 - 8*q^2*t^8 + q*t^9 + 7*q^8*t - 64*q^7*t^2 + 9*q^6*t^3 - 42*q^5*t^4 + 9*q^4*t^5 - 9*q^3*t^6 - 10*q^2*t^7 - 5*q^7*t + 14*q^6*t^2 + 10*q^5*t^3 + q^4*t^4 + 9*q^3*t^5 + 3*q^2*t^6 + q^6*t - 4*q^4*t^3 - q^3*t^4)/((t^2 - q)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0289] 'F@]vw'

Zeta functions

ask[-]:

(2*q^5*t^2 - q^4*t^3 - q^6 - 3*q^4*t^2 + 5*q^4*t - 4*q^3*t^2 + 5*q^2*t^3 - 3*q^2*t^2 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(q^29*t^12 + 6*q^28*t^13 + 9*q^27*t^14 + 8*q^26*t^15 - 3*q^30*t^10 - 12*q^29*t^11 - 16*q^28*t^12 - 36*q^27*t^13 - 69*q^26*t^14 - 78*q^25*t^15 - 23*q^24*t^16 - 3*q^23*t^17 - q^22*t^18 + q^21*t^19 + 6*q^30*t^9 + 16*q^29*t^10 + 16*q^28*t^11 + 62*q^27*t^12 + 146*q^26*t^13 + 232*q^25*t^14 + 266*q^24*t^15 + 148*q^23*t^16 + 20*q^22*t^17 + 2*q^21*t^18 - 2*q^20*t^19 + 14*q^30*t^8 + 47*q^29*t^9 + 8*q^28*t^10 + 53*q^27*t^11 + 60*q^26*t^12 - 206*q^25*t^13 - 552*q^24*t^14 - 466*q^23*t^15 - 222*q^22*t^16 + 27*q^21*t^17 + 37*q^20*t^18 - q^18*t^20 + q^17*t^21 - 2*q^31*t^6 - 29*q^30*t^7 - 94*q^29*t^8 - 195*q^28*t^9 - 405*q^27*t^10 - 488*q^26*t^11 - 425*q^25*t^12 - 214*q^24*t^13 + 507*q^23*t^14 + 445*q^22*t^15 - 239*q^21*t^16 - 527*q^20*t^17 - 312*q^19*t^18 - 28*q^18*t^19 + 2*q^17*t^20 - 12*q^16*t^21 + q^32*t^4 - q^31*t^5 - 11*q^30*t^6 - 63*q^29*t^7 + 321*q^28*t^8 + 447*q^27*t^9 + 758*q^26*t^10 + 1571*q^25*t^11 + 1244*q^24*t^12 + 388*q^23*t^13 + 141*q^22*t^14 + 290*q^21*t^15 + 1408*q^20*t^16 + 1587*q^19*t^17 + 810*q^18*t^18 + 131*q^17*t^19 + 17*q^16*t^20 + 34*q^15*t^21 - q^14*t^22 - q^32*t^3 - 9*q^31*t^4 + 96*q^30*t^5 + 120*q^29*t^6 + 470*q^28*t^7 + 245*q^27*t^8 - 848*q^26*t^9 - 734*q^25*t^10 - 1044*q^24*t^11 - 1679*q^23*t^12 + 270*q^22*t^13 + 700*q^21*t^14 - 726*q^20*t^15 - 2445*q^19*t^16 - 2386*q^18*t^17 - 684*q^17*t^18 + 195*q^16*t^19 + 62*q^15*t^20 - 16*q^14*t^21 + 12*q^13*t^22 + 2*q^12*t^23 + 3*q^32*t^2 + 2*q^31*t^3 + 51*q^30*t^4 - 247*q^29*t^5 - 894*q^28*t^6 - 849*q^27*t^7 - 1270*q^26*t^8 - 558*q^25*t^9 + 596*q^24*t^10 - 612*q^23*t^11 - 1842*q^22*t^12 - 2923*q^21*t^13 - 3149*q^20*t^14 - 694*q^19*t^15 + 1511*q^18*t^16 + 1469*q^17*t^17 - 818*q^16*t^18 - 1568*q^15*t^19 - 620*q^14*t^20 - 162*q^13*t^21 - 47*q^12*t^22 - 2*q^11*t^23 - q^10*t^24 - q^32*t - 25*q^31*t^2 - 74*q^30*t^3 - 15*q^29*t^4 + 73*q^28*t^5 + 1433*q^27*t^6 + 1943*q^26*t^7 + 522*q^25*t^8 + 556*q^24*t^9 + 1534*q^23*t^10 + 1731*q^22*t^11 + 4463*q^21*t^12 + 6944*q^20*t^13 + 5847*q^19*t^14 + 1339*q^18*t^15 - 656*q^17*t^16 + 1033*q^16*t^17 + 3369*q^15*t^18 + 3059*q^14*t^19 + 1247*q^13*t^20 + 313*q^12*t^21 + 55*q^11*t^22 - 14*q^10*t^23 + 4*q^9*t^24 + q^32 + 11*q^31*t + 46*q^30*t^2 + 291*q^29*t^3 + 272*q^28*t^4 - 117*q^27*t^5 - 400*q^26*t^6 - 984*q^25*t^7 + 423*q^24*t^8 + 2864*q^23*t^9 + 1148*q^22*t^10 - 2238*q^21*t^11 - 4017*q^20*t^12 - 4347*q^19*t^13 - 2585*q^18*t^14 + 556*q^17*t^15 + 2576*q^16*t^16 - 512*q^15*t^17 - 4502*q^14*t^18 - 3131*q^13*t^19 - 553*q^12*t^20 + 248*q^11*t^21 + 211*q^10*t^22 + 64*q^9*t^23 - 12*q^8*t^24 - q^7*t^25 - 27*q^30*t - 112*q^29*t^2 - 352*q^28*t^3 - 813*q^27*t^4 - 277*q^26*t^5 + 257*q^25*t^6 - 1409*q^24*t^7 - 4288*q^23*t^8 - 4912*q^22*t^9 - 4387*q^21*t^10 - 2606*q^20*t^11 - 410*q^19*t^12 + 10*q^18*t^13 - 5315*q^17*t^14 - 8450*q^16*t^15 - 5476*q^15*t^16 - 1175*q^14*t^17 + 1817*q^13*t^18 + 802*q^12*t^19 - 1383*q^11*t^20 - 1449*q^10*t^21 - 720*q^9*t^22 - 153*q^8*t^23 + 22*q^7*t^24 + 6*q^6*t^25 + 14*q^29*t + 165*q^28*t^2 + 376*q^27*t^3 + 432*q^26*t^4 + 165*q^25*t^5 - 393*q^24*t^6 + 544*q^23*t^7 + 4978*q^22*t^8 + 6610*q^21*t^9 + 3496*q^20*t^10 + 755*q^19*t^11 + 2503*q^18*t^12 + 5374*q^17*t^13 + 6434*q^16*t^14 + 9517*q^15*t^15 + 8364*q^14*t^16 + 1212*q^13*t^17 - 921*q^12*t^18 + 1515*q^11*t^19 + 3119*q^10*t^20 + 2039*q^9*t^21 + 749*q^8*t^22 + 115*q^7*t^23 - 30*q^6*t^24 - 12*q^5*t^25 - 12*q^28*t - 75*q^27*t^2 - 214*q^26*t^3 + 194*q^25*t^4 + 1464*q^24*t^5 + 2102*q^23*t^6 + 503*q^22*t^7 - 2011*q^21*t^8 - 1520*q^20*t^9 + 1440*q^19*t^10 + 3249*q^18*t^11 + 5316*q^17*t^12 - 5316*q^15*t^14 - 3249*q^14*t^15 - 1440*q^13*t^16 + 1520*q^12*t^17 + 2011*q^11*t^18 - 503*q^10*t^19 - 2102*q^9*t^20 - 1464*q^8*t^21 - 194*q^7*t^22 + 214*q^6*t^23 + 75*q^5*t^24 + 12*q^4*t^25 + 12*q^27*t + 30*q^26*t^2 - 115*q^25*t^3 - 749*q^24*t^4 - 2039*q^23*t^5 - 3119*q^22*t^6 - 1515*q^21*t^7 + 921*q^20*t^8 - 1212*q^19*t^9 - 8364*q^18*t^10 - 9517*q^17*t^11 - 6434*q^16*t^12 - 5374*q^15*t^13 - 2503*q^14*t^14 - 755*q^13*t^15 - 3496*q^12*t^16 - 6610*q^11*t^17 - 4978*q^10*t^18 - 544*q^9*t^19 + 393*q^8*t^20 - 165*q^7*t^21 - 432*q^6*t^22 - 376*q^5*t^23 - 165*q^4*t^24 - 14*q^3*t^25 - 6*q^26*t - 22*q^25*t^2 + 153*q^24*t^3 + 720*q^23*t^4 + 1449*q^22*t^5 + 1383*q^21*t^6 - 802*q^20*t^7 - 1817*q^19*t^8 + 1175*q^18*t^9 + 5476*q^17*t^10 + 8450*q^16*t^11 + 5315*q^15*t^12 - 10*q^14*t^13 + 410*q^13*t^14 + 2606*q^12*t^15 + 4387*q^11*t^16 + 4912*q^10*t^17 + 4288*q^9*t^18 + 1409*q^8*t^19 - 257*q^7*t^20 + 277*q^6*t^21 + 813*q^5*t^22 + 352*q^4*t^23 + 112*q^3*t^24 + 27*q^2*t^25 + q^25*t + 12*q^24*t^2 - 64*q^23*t^3 - 211*q^22*t^4 - 248*q^21*t^5 + 553*q^20*t^6 + 3131*q^19*t^7 + 4502*q^18*t^8 + 512*q^17*t^9 - 2576*q^16*t^10 - 556*q^15*t^11 + 2585*q^14*t^12 + 4347*q^13*t^13 + 4017*q^12*t^14 + 2238*q^11*t^15 - 1148*q^10*t^16 - 2864*q^9*t^17 - 423*q^8*t^18 + 984*q^7*t^19 + 400*q^6*t^20 + 117*q^5*t^21 - 272*q^4*t^22 - 291*q^3*t^23 - 46*q^2*t^24 - 11*q*t^25 - t^26 - 4*q^23*t^2 + 14*q^22*t^3 - 55*q^21*t^4 - 313*q^20*t^5 - 1247*q^19*t^6 - 3059*q^18*t^7 - 3369*q^17*t^8 - 1033*q^16*t^9 + 656*q^15*t^10 - 1339*q^14*t^11 - 5847*q^13*t^12 - 6944*q^12*t^13 - 4463*q^11*t^14 - 1731*q^10*t^15 - 1534*q^9*t^16 - 556*q^8*t^17 - 522*q^7*t^18 - 1943*q^6*t^19 - 1433*q^5*t^20 - 73*q^4*t^21 + 15*q^3*t^22 + 74*q^2*t^23 + 25*q*t^24 + t^25 + q^22*t^2 + 2*q^21*t^3 + 47*q^20*t^4 + 162*q^19*t^5 + 620*q^18*t^6 + 1568*q^17*t^7 + 818*q^16*t^8 - 1469*q^15*t^9 - 1511*q^14*t^10 + 694*q^13*t^11 + 3149*q^12*t^12 + 2923*q^11*t^13 + 1842*q^10*t^14 + 612*q^9*t^15 - 596*q^8*t^16 + 558*q^7*t^17 + 1270*q^6*t^18 + 849*q^5*t^19 + 894*q^4*t^20 + 247*q^3*t^21 - 51*q^2*t^22 - 2*q*t^23 - 3*t^24 - 2*q^20*t^3 - 12*q^19*t^4 + 16*q^18*t^5 - 62*q^17*t^6 - 195*q^16*t^7 + 684*q^15*t^8 + 2386*q^14*t^9 + 2445*q^13*t^10 + 726*q^12*t^11 - 700*q^11*t^12 - 270*q^10*t^13 + 1679*q^9*t^14 + 1044*q^8*t^15 + 734*q^7*t^16 + 848*q^6*t^17 - 245*q^5*t^18 - 470*q^4*t^19 - 120*q^3*t^20 - 96*q^2*t^21 + 9*q*t^22 + t^23 + q^18*t^4 - 34*q^17*t^5 - 17*q^16*t^6 - 131*q^15*t^7 - 810*q^14*t^8 - 1587*q^13*t^9 - 1408*q^12*t^10 - 290*q^11*t^11 - 141*q^10*t^12 - 388*q^9*t^13 - 1244*q^8*t^14 - 1571*q^7*t^15 - 758*q^6*t^16 - 447*q^5*t^17 - 321*q^4*t^18 + 63*q^3*t^19 + 11*q^2*t^20 + q*t^21 - t^22 + 12*q^16*t^5 - 2*q^15*t^6 + 28*q^14*t^7 + 312*q^13*t^8 + 527*q^12*t^9 + 239*q^11*t^10 - 445*q^10*t^11 - 507*q^9*t^12 + 214*q^8*t^13 + 425*q^7*t^14 + 488*q^6*t^15 + 405*q^5*t^16 + 195*q^4*t^17 + 94*q^3*t^18 + 29*q^2*t^19 + 2*q*t^20 - q^15*t^5 + q^14*t^6 - 37*q^12*t^8 - 27*q^11*t^9 + 222*q^10*t^10 + 466*q^9*t^11 + 552*q^8*t^12 + 206*q^7*t^13 - 60*q^6*t^14 - 53*q^5*t^15 - 8*q^4*t^16 - 47*q^3*t^17 - 14*q^2*t^18 + 2*q^12*t^7 - 2*q^11*t^8 - 20*q^10*t^9 - 148*q^9*t^10 - 266*q^8*t^11 - 232*q^7*t^12 - 146*q^6*t^13 - 62*q^5*t^14 - 16*q^4*t^15 - 16*q^3*t^16 - 6*q^2*t^17 - q^11*t^7 + q^10*t^8 + 3*q^9*t^9 + 23*q^8*t^10 + 78*q^7*t^11 + 69*q^6*t^12 + 36*q^5*t^13 + 16*q^4*t^14 + 12*q^3*t^15 + 3*q^2*t^16 - 8*q^6*t^11 - 9*q^5*t^12 - 6*q^4*t^13 - q^3*t^14)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0290] 'F@]}w'

Zeta functions

ask[-]:

(q^6*t^3 + q^6*t^2 - 6*q^5*t^3 + q^4*t^4 - q^7 + q^6*t + 5*q^4*t^3 + 5*q^5*t - 11*q^4*t^2 + 11*q^3*t^3 - 5*q^2*t^4 - 5*q^3*t^2 - q*t^4 + t^5 - q^3*t + 6*q^2*t^2 - q*t^3 - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(2*q^12*t^13 + 3*q^14*t^10 + q^13*t^11 - 10*q^12*t^12 - 8*q^11*t^13 + 11*q^10*t^14 - 11*q^9*t^15 - 6*q^8*t^16 + 2*q^7*t^17 - q^15*t^8 - 3*q^14*t^9 - 4*q^13*t^10 - 43*q^12*t^11 + 18*q^11*t^12 + 76*q^10*t^13 - 31*q^9*t^14 + 15*q^8*t^15 + 37*q^7*t^16 + 5*q^6*t^17 - 3*q^5*t^18 - 11*q^14*t^8 + 52*q^13*t^9 + 55*q^12*t^10 + 81*q^11*t^11 + 15*q^10*t^12 - 143*q^9*t^13 - 69*q^8*t^14 - 5*q^7*t^15 - 48*q^6*t^16 - 49*q^5*t^17 + 8*q^4*t^18 + 2*q^15*t^6 - 2*q^14*t^7 - 5*q^13*t^8 + 7*q^12*t^9 - 264*q^11*t^10 - 289*q^10*t^11 + 181*q^9*t^12 + 45*q^8*t^13 + 153*q^7*t^14 + 135*q^6*t^15 - 4*q^5*t^16 + 82*q^4*t^17 + q^3*t^18 + q^16*t^4 - q^15*t^5 + 52*q^14*t^6 - 196*q^13*t^7 + 108*q^12*t^8 - 49*q^11*t^9 + 26*q^10*t^10 + 976*q^9*t^11 - 144*q^8*t^12 - 340*q^7*t^13 + 72*q^6*t^14 - 194*q^5*t^15 - 73*q^4*t^16 - 20*q^3*t^17 - 20*q^2*t^18 - 23*q^15*t^4 + 73*q^14*t^5 - 208*q^13*t^6 + 402*q^12*t^7 + 528*q^11*t^8 - 394*q^10*t^9 + 41*q^9*t^10 - 627*q^8*t^11 - 866*q^7*t^12 + 492*q^6*t^13 + 164*q^5*t^14 - 136*q^4*t^15 + 179*q^3*t^16 - 9*q^2*t^17 + 9*q*t^18 + t^19 + 2*q^16*t^2 - 8*q^15*t^3 + 65*q^14*t^4 - 5*q^13*t^5 - 143*q^12*t^6 - 53*q^11*t^7 - 1080*q^10*t^8 - 498*q^9*t^9 + 1182*q^8*t^10 + 152*q^7*t^11 + 627*q^6*t^12 + 313*q^5*t^13 - 403*q^4*t^14 + 109*q^3*t^15 - 52*q^2*t^16 - 10*q*t^17 - 10*q^15*t^2 - 52*q^14*t^3 + 109*q^13*t^4 - 403*q^12*t^5 + 313*q^11*t^6 + 627*q^10*t^7 + 152*q^9*t^8 + 1182*q^8*t^9 - 498*q^7*t^10 - 1080*q^6*t^11 - 53*q^5*t^12 - 143*q^4*t^13 - 5*q^3*t^14 + 65*q^2*t^15 - 8*q*t^16 + 2*t^17 + q^16 + 9*q^15*t - 9*q^14*t^2 + 179*q^13*t^3 - 136*q^12*t^4 + 164*q^11*t^5 + 492*q^10*t^6 - 866*q^9*t^7 - 627*q^8*t^8 + 41*q^7*t^9 - 394*q^6*t^10 + 528*q^5*t^11 + 402*q^4*t^12 - 208*q^3*t^13 + 73*q^2*t^14 - 23*q*t^15 - 20*q^14*t - 20*q^13*t^2 - 73*q^12*t^3 - 194*q^11*t^4 + 72*q^10*t^5 - 340*q^9*t^6 - 144*q^8*t^7 + 976*q^7*t^8 + 26*q^6*t^9 - 49*q^5*t^10 + 108*q^4*t^11 - 196*q^3*t^12 + 52*q^2*t^13 - q*t^14 + t^15 + q^13*t + 82*q^12*t^2 - 4*q^11*t^3 + 135*q^10*t^4 + 153*q^9*t^5 + 45*q^8*t^6 + 181*q^7*t^7 - 289*q^6*t^8 - 264*q^5*t^9 + 7*q^4*t^10 - 5*q^3*t^11 - 2*q^2*t^12 + 2*q*t^13 + 8*q^12*t - 49*q^11*t^2 - 48*q^10*t^3 - 5*q^9*t^4 - 69*q^8*t^5 - 143*q^7*t^6 + 15*q^6*t^7 + 81*q^5*t^8 + 55*q^4*t^9 + 52*q^3*t^10 - 11*q^2*t^11 - 3*q^11*t + 5*q^10*t^2 + 37*q^9*t^3 + 15*q^8*t^4 - 31*q^7*t^5 + 76*q^6*t^6 + 18*q^5*t^7 - 43*q^4*t^8 - 4*q^3*t^9 - 3*q^2*t^10 - q*t^11 + 2*q^9*t^2 - 6*q^8*t^3 - 11*q^7*t^4 + 11*q^6*t^5 - 8*q^5*t^6 - 10*q^4*t^7 + q^3*t^8 + 3*q^2*t^9 + 2*q^4*t^6)/((q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0291] 'F@]~_'

Zeta functions

ask[-]:

(q^8*t^4 + q^9*t^2 - 5*q^8*t^3 + q^6*t^5 - q^10 + q^9*t + 4*q^8*t^2 + q^7*t^3 - 3*q^6*t^4 - 4*q^5*t^5 + 3*q^8*t - 12*q^7*t^2 + 15*q^6*t^3 + 11*q^5*t^4 + 2*q^4*t^5 + 3*q^7*t - 17*q^6*t^2 - 2*q^5*t^3 - 17*q^4*t^4 + 3*q^3*t^5 + 2*q^6*t + 11*q^5*t^2 + 15*q^4*t^3 - 12*q^3*t^4 + 3*q^2*t^5 - 4*q^5*t - 3*q^4*t^2 + q^3*t^3 + 4*q^2*t^4 + q*t^5 - t^6 + q^4*t - 5*q^2*t^3 + q*t^4 + q^2*t^2)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(5*q^19*t^11 + 6*q^18*t^12 + 22*q^17*t^13 + 6*q^16*t^14 + 7*q^15*t^15 - 4*q^19*t^10 - 16*q^18*t^11 - 40*q^17*t^12 - 178*q^16*t^13 - 120*q^15*t^14 - 80*q^14*t^15 - 22*q^13*t^16 - 26*q^19*t^9 - 19*q^18*t^10 - 95*q^17*t^11 + 100*q^16*t^12 + 558*q^15*t^13 + 633*q^14*t^14 + 478*q^13*t^15 + 246*q^12*t^16 + 14*q^11*t^17 - 6*q^10*t^18 + 3*q^9*t^19 + 20*q^19*t^8 + 69*q^18*t^9 + 215*q^17*t^10 + 975*q^16*t^11 + 293*q^15*t^12 - 854*q^14*t^13 - 1534*q^13*t^14 - 1562*q^12*t^15 - 1118*q^11*t^16 - 187*q^10*t^17 + 19*q^9*t^18 - 17*q^8*t^19 + q^7*t^20 - 2*q^20*t^6 + 68*q^19*t^7 + 14*q^18*t^8 + 127*q^17*t^9 - 618*q^16*t^10 - 3208*q^15*t^11 - 2931*q^14*t^12 - 294*q^13*t^13 + 1836*q^12*t^14 + 3008*q^11*t^15 + 2710*q^10*t^16 + 859*q^9*t^17 + 44*q^8*t^18 + 48*q^7*t^19 - 5*q^6*t^20 - q^21*t^4 + 3*q^20*t^5 - 32*q^19*t^6 - 164*q^18*t^7 - 615*q^17*t^8 - 1981*q^16*t^9 + 668*q^15*t^10 + 5744*q^14*t^11 + 8075*q^13*t^12 + 5413*q^12*t^13 + 780*q^11*t^14 - 3848*q^10*t^15 - 4033*q^9*t^16 - 1815*q^8*t^17 - 372*q^7*t^18 - 104*q^6*t^19 + 10*q^5*t^20 + 14*q^20*t^4 - 148*q^19*t^5 + 64*q^18*t^6 + 156*q^17*t^7 + 1642*q^16*t^8 + 7209*q^15*t^9 + 3742*q^14*t^10 - 6564*q^13*t^11 - 12035*q^12*t^12 - 12588*q^11*t^13 - 7968*q^10*t^14 + 2214*q^9*t^15 + 4480*q^8*t^16 + 2059*q^7*t^17 + 774*q^6*t^18 + 214*q^5*t^19 - 9*q^4*t^20 - 2*q^21*t^2 + 8*q^20*t^3 - 22*q^19*t^4 + 400*q^18*t^5 + 944*q^17*t^6 + 888*q^16*t^7 - 3164*q^15*t^8 - 12437*q^14*t^9 - 14939*q^13*t^10 - 947*q^12*t^11 + 11555*q^11*t^12 + 16634*q^10*t^13 + 13946*q^9*t^14 + 2870*q^8*t^15 - 3438*q^7*t^16 - 1729*q^6*t^17 - 705*q^5*t^18 - 287*q^4*t^19 - 7*q^3*t^20 + 16*q^20*t^2 + 85*q^19*t^3 - 182*q^18*t^4 - 502*q^17*t^5 - 2706*q^16*t^6 - 6285*q^15*t^7 + 2448*q^14*t^8 + 16022*q^13*t^9 + 22455*q^12*t^10 + 16346*q^11*t^11 - 500*q^10*t^12 - 16546*q^9*t^13 - 14230*q^8*t^14 - 5519*q^7*t^15 + 438*q^6*t^16 + 1138*q^5*t^17 + 505*q^4*t^18 + 145*q^3*t^19 + 28*q^2*t^20 - q^21 - 11*q^20*t - 30*q^19*t^2 - 366*q^18*t^3 - 57*q^17*t^4 + 907*q^16*t^5 + 3996*q^15*t^6 + 12332*q^14*t^7 + 7502*q^13*t^8 - 14052*q^12*t^9 - 23376*q^11*t^10 - 23376*q^10*t^11 - 14052*q^9*t^12 + 7502*q^8*t^13 + 12332*q^7*t^14 + 3996*q^6*t^15 + 907*q^5*t^16 - 57*q^4*t^17 - 366*q^3*t^18 - 30*q^2*t^19 - 11*q*t^20 - t^21 + 28*q^19*t + 145*q^18*t^2 + 505*q^17*t^3 + 1138*q^16*t^4 + 438*q^15*t^5 - 5519*q^14*t^6 - 14230*q^13*t^7 - 16546*q^12*t^8 - 500*q^11*t^9 + 16346*q^10*t^10 + 22455*q^9*t^11 + 16022*q^8*t^12 + 2448*q^7*t^13 - 6285*q^6*t^14 - 2706*q^5*t^15 - 502*q^4*t^16 - 182*q^3*t^17 + 85*q^2*t^18 + 16*q*t^19 - 7*q^18*t - 287*q^17*t^2 - 705*q^16*t^3 - 1729*q^15*t^4 - 3438*q^14*t^5 + 2870*q^13*t^6 + 13946*q^12*t^7 + 16634*q^11*t^8 + 11555*q^10*t^9 - 947*q^9*t^10 - 14939*q^8*t^11 - 12437*q^7*t^12 - 3164*q^6*t^13 + 888*q^5*t^14 + 944*q^4*t^15 + 400*q^3*t^16 - 22*q^2*t^17 + 8*q*t^18 - 2*t^19 - 9*q^17*t + 214*q^16*t^2 + 774*q^15*t^3 + 2059*q^14*t^4 + 4480*q^13*t^5 + 2214*q^12*t^6 - 7968*q^11*t^7 - 12588*q^10*t^8 - 12035*q^9*t^9 - 6564*q^8*t^10 + 3742*q^7*t^11 + 7209*q^6*t^12 + 1642*q^5*t^13 + 156*q^4*t^14 + 64*q^3*t^15 - 148*q^2*t^16 + 14*q*t^17 + 10*q^16*t - 104*q^15*t^2 - 372*q^14*t^3 - 1815*q^13*t^4 - 4033*q^12*t^5 - 3848*q^11*t^6 + 780*q^10*t^7 + 5413*q^9*t^8 + 8075*q^8*t^9 + 5744*q^7*t^10 + 668*q^6*t^11 - 1981*q^5*t^12 - 615*q^4*t^13 - 164*q^3*t^14 - 32*q^2*t^15 + 3*q*t^16 - t^17 - 5*q^15*t + 48*q^14*t^2 + 44*q^13*t^3 + 859*q^12*t^4 + 2710*q^11*t^5 + 3008*q^10*t^6 + 1836*q^9*t^7 - 294*q^8*t^8 - 2931*q^7*t^9 - 3208*q^6*t^10 - 618*q^5*t^11 + 127*q^4*t^12 + 14*q^3*t^13 + 68*q^2*t^14 - 2*q*t^15 + q^14*t - 17*q^13*t^2 + 19*q^12*t^3 - 187*q^11*t^4 - 1118*q^10*t^5 - 1562*q^9*t^6 - 1534*q^8*t^7 - 854*q^7*t^8 + 293*q^6*t^9 + 975*q^5*t^10 + 215*q^4*t^11 + 69*q^3*t^12 + 20*q^2*t^13 + 3*q^12*t^2 - 6*q^11*t^3 + 14*q^10*t^4 + 246*q^9*t^5 + 478*q^8*t^6 + 633*q^7*t^7 + 558*q^6*t^8 + 100*q^5*t^9 - 95*q^4*t^10 - 19*q^3*t^11 - 26*q^2*t^12 - 22*q^8*t^5 - 80*q^7*t^6 - 120*q^6*t^7 - 178*q^5*t^8 - 40*q^4*t^9 - 16*q^3*t^10 - 4*q^2*t^11 + 7*q^6*t^6 + 6*q^5*t^7 + 22*q^4*t^8 + 6*q^3*t^9 + 5*q^2*t^10)/((q^2 - t)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0292] 'F@]~w'

Zeta functions

ask[-]:

(q^3*t^2 - q^4 + q^3*t - 3*q^2*t^2 + 3*q^2*t - q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^25*t^11 - 2*q^25*t^10 - q^24*t^11 - 2*q^23*t^12 - 13*q^22*t^13 + 2*q^21*t^14 - q^20*t^15 - 2*q^19*t^16 + q^18*t^17 + q^26*t^8 - 26*q^25*t^9 - q^24*t^10 + 12*q^23*t^11 - q^22*t^12 + 36*q^21*t^13 + 25*q^20*t^14 + 14*q^19*t^15 + 2*q^18*t^16 - 2*q^17*t^17 + 2*q^27*t^6 + 9*q^26*t^7 + 10*q^25*t^8 + 66*q^24*t^9 + 82*q^23*t^10 + 12*q^22*t^11 - 74*q^21*t^12 - 55*q^20*t^13 - 70*q^19*t^14 - 44*q^18*t^15 + 2*q^17*t^16 + q^16*t^17 - 2*q^15*t^18 + q^14*t^19 - q^28*t^4 - q^27*t^5 - 28*q^26*t^6 + 65*q^25*t^7 - 79*q^24*t^8 - 174*q^23*t^9 - 92*q^22*t^10 - 164*q^21*t^11 + 112*q^20*t^12 + 169*q^19*t^13 + 101*q^18*t^14 + 5*q^17*t^15 - 66*q^16*t^16 - 6*q^15*t^17 + 19*q^14*t^18 - 10*q^13*t^19 + 14*q^27*t^4 - 46*q^26*t^5 + 95*q^25*t^6 - 210*q^24*t^7 - 221*q^23*t^8 + 536*q^22*t^9 + 224*q^21*t^10 - 95*q^20*t^11 + 108*q^19*t^12 - 232*q^18*t^13 - 165*q^17*t^14 + 208*q^16*t^15 + 221*q^15*t^16 + 50*q^14*t^17 - 22*q^13*t^18 + 21*q^12*t^19 - 2*q^28*t^2 + 8*q^27*t^3 - 45*q^26*t^4 + 43*q^25*t^5 + 211*q^24*t^6 + 138*q^23*t^7 + 590*q^22*t^8 - 211*q^21*t^9 - 878*q^20*t^10 + 356*q^19*t^11 + 90*q^18*t^12 + 245*q^17*t^13 + 205*q^16*t^14 - 612*q^15*t^15 - 394*q^14*t^16 - 9*q^13*t^17 - 28*q^12*t^18 - 14*q^11*t^19 + 3*q^10*t^20 + 12*q^27*t^2 + 27*q^26*t^3 - 78*q^25*t^4 + 207*q^24*t^5 - 427*q^23*t^6 - 800*q^22*t^7 - 90*q^21*t^8 + 307*q^20*t^9 + 535*q^19*t^10 - 284*q^18*t^11 - 234*q^17*t^12 - 546*q^16*t^13 - 561*q^15*t^14 + 964*q^14*t^15 + 560*q^13*t^16 - 259*q^12*t^17 + 13*q^11*t^18 - 47*q^10*t^19 - 26*q^9*t^20 + 7*q^8*t^21 - q^28 - 7*q^27*t - 133*q^25*t^3 + 59*q^24*t^4 + 14*q^23*t^5 - 160*q^22*t^6 + 979*q^21*t^7 + 254*q^20*t^8 - 1413*q^19*t^9 - 564*q^18*t^10 + 506*q^17*t^11 + 873*q^16*t^12 + 830*q^15*t^13 + 356*q^14*t^14 - 707*q^13*t^15 - 279*q^12*t^16 + 422*q^11*t^17 + 150*q^10*t^18 + 147*q^9*t^19 + 74*q^8*t^20 - 18*q^7*t^21 - 2*q^6*t^22 + 18*q^26*t + 31*q^25*t^2 + 53*q^24*t^3 + 239*q^23*t^4 - 45*q^22*t^5 - 16*q^21*t^6 - 290*q^20*t^7 + 495*q^19*t^8 + 1761*q^18*t^9 - 37*q^17*t^10 - 41*q^16*t^11 - 458*q^15*t^12 - 1963*q^14*t^13 + 134*q^13*t^14 + 1226*q^12*t^15 - 407*q^11*t^16 - 563*q^10*t^17 - 176*q^9*t^18 - 180*q^8*t^19 - 65*q^7*t^20 + 20*q^6*t^21 + 4*q^5*t^22 - 3*q^25*t - 86*q^24*t^2 - 26*q^23*t^3 - 45*q^22*t^4 - 193*q^21*t^5 + 78*q^20*t^6 + 392*q^19*t^7 - 871*q^18*t^8 - 2064*q^17*t^9 + 216*q^16*t^10 + 1084*q^15*t^11 + 63*q^14*t^12 + 662*q^13*t^13 - 355*q^12*t^14 - 1146*q^11*t^15 + 225*q^10*t^16 + 379*q^9*t^17 + 88*q^8*t^18 + 120*q^7*t^19 - 36*q^6*t^20 - 41*q^5*t^21 - q^4*t^22 + q^24*t + 41*q^23*t^2 + 36*q^22*t^3 - 120*q^21*t^4 - 88*q^20*t^5 - 379*q^19*t^6 - 225*q^18*t^7 + 1146*q^17*t^8 + 355*q^16*t^9 - 662*q^15*t^10 - 63*q^14*t^11 - 1084*q^13*t^12 - 216*q^12*t^13 + 2064*q^11*t^14 + 871*q^10*t^15 - 392*q^9*t^16 - 78*q^8*t^17 + 193*q^7*t^18 + 45*q^6*t^19 + 26*q^5*t^20 + 86*q^4*t^21 + 3*q^3*t^22 - 4*q^23*t - 20*q^22*t^2 + 65*q^21*t^3 + 180*q^20*t^4 + 176*q^19*t^5 + 563*q^18*t^6 + 407*q^17*t^7 - 1226*q^16*t^8 - 134*q^15*t^9 + 1963*q^14*t^10 + 458*q^13*t^11 + 41*q^12*t^12 + 37*q^11*t^13 - 1761*q^10*t^14 - 495*q^9*t^15 + 290*q^8*t^16 + 16*q^7*t^17 + 45*q^6*t^18 - 239*q^5*t^19 - 53*q^4*t^20 - 31*q^3*t^21 - 18*q^2*t^22 + 2*q^22*t + 18*q^21*t^2 - 74*q^20*t^3 - 147*q^19*t^4 - 150*q^18*t^5 - 422*q^17*t^6 + 279*q^16*t^7 + 707*q^15*t^8 - 356*q^14*t^9 - 830*q^13*t^10 - 873*q^12*t^11 - 506*q^11*t^12 + 564*q^10*t^13 + 1413*q^9*t^14 - 254*q^8*t^15 - 979*q^7*t^16 + 160*q^6*t^17 - 14*q^5*t^18 - 59*q^4*t^19 + 133*q^3*t^20 + 7*q*t^22 + t^23 - 7*q^20*t^2 + 26*q^19*t^3 + 47*q^18*t^4 - 13*q^17*t^5 + 259*q^16*t^6 - 560*q^15*t^7 - 964*q^14*t^8 + 561*q^13*t^9 + 546*q^12*t^10 + 234*q^11*t^11 + 284*q^10*t^12 - 535*q^9*t^13 - 307*q^8*t^14 + 90*q^7*t^15 + 800*q^6*t^16 + 427*q^5*t^17 - 207*q^4*t^18 + 78*q^3*t^19 - 27*q^2*t^20 - 12*q*t^21 - 3*q^18*t^3 + 14*q^17*t^4 + 28*q^16*t^5 + 9*q^15*t^6 + 394*q^14*t^7 + 612*q^13*t^8 - 205*q^12*t^9 - 245*q^11*t^10 - 90*q^10*t^11 - 356*q^9*t^12 + 878*q^8*t^13 + 211*q^7*t^14 - 590*q^6*t^15 - 138*q^5*t^16 - 211*q^4*t^17 - 43*q^3*t^18 + 45*q^2*t^19 - 8*q*t^20 + 2*t^21 - 21*q^16*t^4 + 22*q^15*t^5 - 50*q^14*t^6 - 221*q^13*t^7 - 208*q^12*t^8 + 165*q^11*t^9 + 232*q^10*t^10 - 108*q^9*t^11 + 95*q^8*t^12 - 224*q^7*t^13 - 536*q^6*t^14 + 221*q^5*t^15 + 210*q^4*t^16 - 95*q^3*t^17 + 46*q^2*t^18 - 14*q*t^19 + 10*q^15*t^4 - 19*q^14*t^5 + 6*q^13*t^6 + 66*q^12*t^7 - 5*q^11*t^8 - 101*q^10*t^9 - 169*q^9*t^10 - 112*q^8*t^11 + 164*q^7*t^12 + 92*q^6*t^13 + 174*q^5*t^14 + 79*q^4*t^15 - 65*q^3*t^16 + 28*q^2*t^17 + q*t^18 + t^19 - q^14*t^4 + 2*q^13*t^5 - q^12*t^6 - 2*q^11*t^7 + 44*q^10*t^8 + 70*q^9*t^9 + 55*q^8*t^10 + 74*q^7*t^11 - 12*q^6*t^12 - 82*q^5*t^13 - 66*q^4*t^14 - 10*q^3*t^15 - 9*q^2*t^16 - 2*q*t^17 + 2*q^11*t^6 - 2*q^10*t^7 - 14*q^9*t^8 - 25*q^8*t^9 - 36*q^7*t^10 + q^6*t^11 - 12*q^5*t^12 + q^4*t^13 + 26*q^3*t^14 - q^2*t^15 - q^10*t^6 + 2*q^9*t^7 + q^8*t^8 - 2*q^7*t^9 + 13*q^6*t^10 + 2*q^5*t^11 + q^4*t^12 + 2*q^3*t^13 - 2*q^3*t^12)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^4*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0293] 'F@^^w'

Zeta functions

ask[-]:

(q^6 + q^5*t - q^4*t^2 - 4*q^4*t + q^3*t^2 - q^3*t + 4*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(q^23*t^11 + 2*q^25*t^8 - 3*q^24*t^9 - 5*q^23*t^10 - 2*q^21*t^12 - q^20*t^13 + 2*q^19*t^14 - q^18*t^15 + 4*q^25*t^7 - 3*q^24*t^8 - 13*q^23*t^9 + 30*q^22*t^10 + 17*q^21*t^11 - 11*q^20*t^12 - 3*q^19*t^13 - q^18*t^14 + 2*q^17*t^15 - 2*q^26*t^5 - 13*q^25*t^6 + 17*q^24*t^7 - 13*q^23*t^8 + 28*q^22*t^9 + 6*q^21*t^10 - 76*q^20*t^11 + 11*q^19*t^12 + 38*q^18*t^13 - 4*q^17*t^14 + 4*q^26*t^4 - 15*q^25*t^5 + 61*q^24*t^6 - 5*q^23*t^7 - 126*q^22*t^8 + 44*q^21*t^9 - 31*q^20*t^10 + 33*q^19*t^11 + 30*q^18*t^12 - 90*q^17*t^13 + 19*q^16*t^14 - 12*q^14*t^16 + 5*q^13*t^17 - q^27*t^2 + 7*q^26*t^3 - 9*q^25*t^4 - 5*q^24*t^5 + 53*q^23*t^6 - 190*q^22*t^7 + 210*q^21*t^8 + 197*q^20*t^9 - 181*q^19*t^10 - 28*q^18*t^11 + 30*q^17*t^12 + 122*q^16*t^13 - 11*q^15*t^14 - 47*q^14*t^15 + 25*q^13*t^16 - 12*q^12*t^17 + 6*q^26*t^2 + 5*q^25*t^3 - 104*q^24*t^4 + 134*q^23*t^5 - 43*q^22*t^6 - 66*q^21*t^7 + 176*q^20*t^8 - 325*q^19*t^9 + 114*q^18*t^10 + 224*q^17*t^11 - 91*q^16*t^12 - 79*q^15*t^13 - 43*q^14*t^14 + 76*q^13*t^15 + 13*q^12*t^16 + 12*q^11*t^17 - q^9*t^19 - q^27 - 5*q^26*t + 10*q^25*t^2 - 46*q^24*t^3 + 116*q^23*t^4 + 119*q^22*t^5 - 392*q^21*t^6 + 149*q^20*t^7 + 47*q^19*t^8 + 55*q^18*t^9 - 188*q^17*t^10 - 402*q^16*t^11 + 315*q^15*t^12 + 14*q^14*t^13 - 123*q^13*t^14 + 17*q^12*t^15 - 51*q^11*t^16 + 9*q^10*t^17 + 7*q^9*t^18 - 2*q^8*t^19 + 12*q^25*t + 12*q^24*t^2 - 54*q^23*t^3 + 66*q^22*t^4 - 156*q^21*t^5 + 162*q^20*t^6 + 221*q^19*t^7 - 120*q^18*t^8 - 123*q^17*t^9 - 46*q^16*t^10 + 631*q^15*t^11 - 121*q^14*t^12 - 382*q^13*t^13 + 223*q^12*t^14 + 79*q^11*t^15 + 5*q^10*t^16 - 47*q^9*t^17 - 35*q^8*t^18 + 9*q^7*t^19 + 2*q^6*t^20 + 3*q^24*t - 55*q^23*t^2 + 45*q^22*t^3 + 93*q^21*t^4 - 115*q^20*t^5 - 116*q^19*t^6 - 101*q^18*t^7 + 374*q^17*t^8 + 12*q^16*t^9 - 198*q^15*t^10 + 74*q^14*t^11 + 85*q^13*t^12 + 81*q^12*t^13 + 49*q^11*t^14 - 81*q^10*t^15 - 36*q^9*t^16 + 65*q^8*t^17 + 38*q^7*t^18 - 5*q^6*t^19 - 4*q^5*t^20 - q^23*t + 13*q^22*t^2 + 19*q^21*t^3 - 107*q^20*t^4 + 19*q^19*t^5 + 75*q^18*t^6 + 204*q^17*t^7 - 233*q^16*t^8 - 664*q^15*t^9 + 389*q^14*t^10 + 389*q^13*t^11 - 664*q^12*t^12 - 233*q^11*t^13 + 204*q^10*t^14 + 75*q^9*t^15 + 19*q^8*t^16 - 107*q^7*t^17 + 19*q^6*t^18 + 13*q^5*t^19 - q^4*t^20 - 4*q^22*t - 5*q^21*t^2 + 38*q^20*t^3 + 65*q^19*t^4 - 36*q^18*t^5 - 81*q^17*t^6 + 49*q^16*t^7 + 81*q^15*t^8 + 85*q^14*t^9 + 74*q^13*t^10 - 198*q^12*t^11 + 12*q^11*t^12 + 374*q^10*t^13 - 101*q^9*t^14 - 116*q^8*t^15 - 115*q^7*t^16 + 93*q^6*t^17 + 45*q^5*t^18 - 55*q^4*t^19 + 3*q^3*t^20 + 2*q^21*t + 9*q^20*t^2 - 35*q^19*t^3 - 47*q^18*t^4 + 5*q^17*t^5 + 79*q^16*t^6 + 223*q^15*t^7 - 382*q^14*t^8 - 121*q^13*t^9 + 631*q^12*t^10 - 46*q^11*t^11 - 123*q^10*t^12 - 120*q^9*t^13 + 221*q^8*t^14 + 162*q^7*t^15 - 156*q^6*t^16 + 66*q^5*t^17 - 54*q^4*t^18 + 12*q^3*t^19 + 12*q^2*t^20 - 2*q^19*t^2 + 7*q^18*t^3 + 9*q^17*t^4 - 51*q^16*t^5 + 17*q^15*t^6 - 123*q^14*t^7 + 14*q^13*t^8 + 315*q^12*t^9 - 402*q^11*t^10 - 188*q^10*t^11 + 55*q^9*t^12 + 47*q^8*t^13 + 149*q^7*t^14 - 392*q^6*t^15 + 119*q^5*t^16 + 116*q^4*t^17 - 46*q^3*t^18 + 10*q^2*t^19 - 5*q*t^20 - t^21 - q^18*t^2 + 12*q^16*t^4 + 13*q^15*t^5 + 76*q^14*t^6 - 43*q^13*t^7 - 79*q^12*t^8 - 91*q^11*t^9 + 224*q^10*t^10 + 114*q^9*t^11 - 325*q^8*t^12 + 176*q^7*t^13 - 66*q^6*t^14 - 43*q^5*t^15 + 134*q^4*t^16 - 104*q^3*t^17 + 5*q^2*t^18 + 6*q*t^19 - 12*q^15*t^4 + 25*q^14*t^5 - 47*q^13*t^6 - 11*q^12*t^7 + 122*q^11*t^8 + 30*q^10*t^9 - 28*q^9*t^10 - 181*q^8*t^11 + 197*q^7*t^12 + 210*q^6*t^13 - 190*q^5*t^14 + 53*q^4*t^15 - 5*q^3*t^16 - 9*q^2*t^17 + 7*q*t^18 - t^19 + 5*q^14*t^4 - 12*q^13*t^5 + 19*q^11*t^7 - 90*q^10*t^8 + 30*q^9*t^9 + 33*q^8*t^10 - 31*q^7*t^11 + 44*q^6*t^12 - 126*q^5*t^13 - 5*q^4*t^14 + 61*q^3*t^15 - 15*q^2*t^16 + 4*q*t^17 - 4*q^10*t^7 + 38*q^9*t^8 + 11*q^8*t^9 - 76*q^7*t^10 + 6*q^6*t^11 + 28*q^5*t^12 - 13*q^4*t^13 + 17*q^3*t^14 - 13*q^2*t^15 - 2*q*t^16 + 2*q^10*t^6 - q^9*t^7 - 3*q^8*t^8 - 11*q^7*t^9 + 17*q^6*t^10 + 30*q^5*t^11 - 13*q^4*t^12 - 3*q^3*t^13 + 4*q^2*t^14 - q^9*t^6 + 2*q^8*t^7 - q^7*t^8 - 2*q^6*t^9 - 5*q^4*t^11 - 3*q^3*t^12 + 2*q^2*t^13 + q^4*t^10)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0294] 'F@^vo'

Zeta functions

ask[-]:

(q^8*t^3 + q^10 - 3*q^8*t^2 - 3*q^8*t + 2*q^7*t^2 - q^6*t^3 - 2*q^5*t^4 - 2*q^7*t + 13*q^6*t^2 + 2*q^5*t^3 + 2*q^4*t^4 - 2*q^6*t - 2*q^5*t^2 - 13*q^4*t^3 + 2*q^3*t^4 + 2*q^5*t + q^4*t^2 - 2*q^3*t^3 + 3*q^2*t^4 + 3*q^2*t^3 - t^5 - q^2*t^2)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(4*q^19*t^11 + 4*q^18*t^12 + 7*q^17*t^13 - 4*q^20*t^9 - 7*q^19*t^10 - 20*q^18*t^11 - 27*q^17*t^12 - 71*q^16*t^13 - 30*q^15*t^14 - 5*q^14*t^15 - q^13*t^16 + 3*q^20*t^8 - 6*q^19*t^9 + 19*q^18*t^10 + 67*q^17*t^11 + 111*q^16*t^12 + 247*q^15*t^13 + 208*q^14*t^14 + 97*q^13*t^15 + 37*q^12*t^16 - 2*q^11*t^17 - 2*q^10*t^18 + q^9*t^19 + q^21*t^6 + 21*q^20*t^7 + 16*q^19*t^8 + 59*q^18*t^9 + 59*q^17*t^10 + 34*q^16*t^11 - 306*q^15*t^12 - 560*q^14*t^13 - 570*q^13*t^14 - 443*q^12*t^15 - 269*q^11*t^16 - 26*q^10*t^17 + 9*q^9*t^18 - 5*q^8*t^19 - 2*q^21*t^5 - 19*q^20*t^6 - 24*q^19*t^7 - 148*q^18*t^8 - 338*q^17*t^9 - 272*q^16*t^10 - 639*q^15*t^11 - 36*q^14*t^12 + 970*q^13*t^13 + 1078*q^12*t^14 + 890*q^11*t^15 + 799*q^10*t^16 + 249*q^9*t^17 - 2*q^8*t^18 + 14*q^7*t^19 + q^21*t^4 - 41*q^20*t^5 + 55*q^19*t^6 - 9*q^18*t^7 + 40*q^17*t^8 + 861*q^16*t^9 + 1329*q^15*t^10 + 1384*q^14*t^11 + 1383*q^13*t^12 - 156*q^12*t^13 - 1475*q^11*t^14 - 1408*q^10*t^15 - 1146*q^9*t^16 - 659*q^8*t^17 - 130*q^7*t^18 - 28*q^6*t^19 - q^5*t^20 - q^22*t^2 + 7*q^21*t^3 - 3*q^20*t^4 + 85*q^19*t^5 + 294*q^18*t^6 + 205*q^17*t^7 + 74*q^16*t^8 - 39*q^15*t^9 - 2634*q^14*t^10 - 3573*q^13*t^11 - 2418*q^12*t^12 - 1654*q^11*t^13 - 62*q^10*t^14 + 1810*q^9*t^15 + 1324*q^8*t^16 + 699*q^7*t^17 + 344*q^6*t^18 + 80*q^5*t^19 + 2*q^4*t^20 + 12*q^21*t^2 + 26*q^20*t^3 - 108*q^19*t^4 - 5*q^18*t^5 - 580*q^17*t^6 - 1767*q^16*t^7 - 645*q^15*t^8 - 556*q^14*t^9 + 533*q^13*t^10 + 5273*q^12*t^11 + 5065*q^11*t^12 + 2127*q^10*t^13 + 1917*q^9*t^14 - 259*q^8*t^15 - 1476*q^7*t^16 - 553*q^6*t^17 - 267*q^5*t^18 - 150*q^4*t^19 - 7*q^3*t^20 - q^22 - 7*q^21*t - 17*q^20*t^2 - 144*q^19*t^3 - 37*q^18*t^4 + 253*q^17*t^5 + 412*q^16*t^6 + 2341*q^15*t^7 + 4005*q^14*t^8 + 1498*q^13*t^9 + 634*q^12*t^10 - 1827*q^11*t^11 - 5797*q^10*t^12 - 4241*q^9*t^13 - 1489*q^8*t^14 - 1013*q^7*t^15 + 365*q^6*t^16 + 530*q^5*t^17 + 145*q^4*t^18 + 80*q^3*t^19 + 20*q^2*t^20 + 20*q^20*t + 80*q^19*t^2 + 145*q^18*t^3 + 530*q^17*t^4 + 365*q^16*t^5 - 1013*q^15*t^6 - 1489*q^14*t^7 - 4241*q^13*t^8 - 5797*q^12*t^9 - 1827*q^11*t^10 + 634*q^10*t^11 + 1498*q^9*t^12 + 4005*q^8*t^13 + 2341*q^7*t^14 + 412*q^6*t^15 + 253*q^5*t^16 - 37*q^4*t^17 - 144*q^3*t^18 - 17*q^2*t^19 - 7*q*t^20 - t^21 - 7*q^19*t - 150*q^18*t^2 - 267*q^17*t^3 - 553*q^16*t^4 - 1476*q^15*t^5 - 259*q^14*t^6 + 1917*q^13*t^7 + 2127*q^12*t^8 + 5065*q^11*t^9 + 5273*q^10*t^10 + 533*q^9*t^11 - 556*q^8*t^12 - 645*q^7*t^13 - 1767*q^6*t^14 - 580*q^5*t^15 - 5*q^4*t^16 - 108*q^3*t^17 + 26*q^2*t^18 + 12*q*t^19 + 2*q^18*t + 80*q^17*t^2 + 344*q^16*t^3 + 699*q^15*t^4 + 1324*q^14*t^5 + 1810*q^13*t^6 - 62*q^12*t^7 - 1654*q^11*t^8 - 2418*q^10*t^9 - 3573*q^9*t^10 - 2634*q^8*t^11 - 39*q^7*t^12 + 74*q^6*t^13 + 205*q^5*t^14 + 294*q^4*t^15 + 85*q^3*t^16 - 3*q^2*t^17 + 7*q*t^18 - t^19 - q^17*t - 28*q^16*t^2 - 130*q^15*t^3 - 659*q^14*t^4 - 1146*q^13*t^5 - 1408*q^12*t^6 - 1475*q^11*t^7 - 156*q^10*t^8 + 1383*q^9*t^9 + 1384*q^8*t^10 + 1329*q^7*t^11 + 861*q^6*t^12 + 40*q^5*t^13 - 9*q^4*t^14 + 55*q^3*t^15 - 41*q^2*t^16 + q*t^17 + 14*q^15*t^2 - 2*q^14*t^3 + 249*q^13*t^4 + 799*q^12*t^5 + 890*q^11*t^6 + 1078*q^10*t^7 + 970*q^9*t^8 - 36*q^8*t^9 - 639*q^7*t^10 - 272*q^6*t^11 - 338*q^5*t^12 - 148*q^4*t^13 - 24*q^3*t^14 - 19*q^2*t^15 - 2*q*t^16 - 5*q^14*t^2 + 9*q^13*t^3 - 26*q^12*t^4 - 269*q^11*t^5 - 443*q^10*t^6 - 570*q^9*t^7 - 560*q^8*t^8 - 306*q^7*t^9 + 34*q^6*t^10 + 59*q^5*t^11 + 59*q^4*t^12 + 16*q^3*t^13 + 21*q^2*t^14 + q*t^15 + q^13*t^2 - 2*q^12*t^3 - 2*q^11*t^4 + 37*q^10*t^5 + 97*q^9*t^6 + 208*q^8*t^7 + 247*q^7*t^8 + 111*q^6*t^9 + 67*q^5*t^10 + 19*q^4*t^11 - 6*q^3*t^12 + 3*q^2*t^13 - q^9*t^5 - 5*q^8*t^6 - 30*q^7*t^7 - 71*q^6*t^8 - 27*q^5*t^9 - 20*q^4*t^10 - 7*q^3*t^11 - 4*q^2*t^12 + 7*q^5*t^8 + 4*q^4*t^9 + 4*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0295] 'F@^vw'

Zeta functions

ask[-]:

(q^8 - q^6*t^2 + q^5*t^3 - 3*q^6*t - q^4*t^3 - q^5*t + 8*q^4*t^2 - q^3*t^3 - q^4*t - 3*q^2*t^3 + q^3*t - q^2*t^2 + t^4)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(2*q^31*t^11 + 2*q^30*t^12 + 3*q^29*t^13 - 2*q^32*t^9 - 4*q^31*t^10 - 7*q^30*t^11 - 12*q^29*t^12 - 30*q^28*t^13 - 11*q^27*t^14 - 5*q^26*t^15 + q^25*t^16 + 2*q^32*t^8 - 6*q^31*t^9 + 6*q^30*t^10 + 22*q^29*t^11 + 41*q^28*t^12 + 84*q^27*t^13 + 68*q^26*t^14 + 48*q^25*t^15 - q^24*t^16 + q^23*t^17 + 2*q^22*t^18 - q^21*t^19 + q^33*t^6 + 12*q^32*t^7 + 10*q^31*t^8 + 26*q^30*t^9 + 54*q^29*t^10 + 62*q^28*t^11 - 113*q^27*t^12 - 161*q^26*t^13 - 102*q^25*t^14 - 102*q^24*t^15 - 34*q^23*t^16 + q^22*t^17 - 6*q^21*t^18 + 2*q^20*t^19 - 2*q^33*t^5 - 15*q^32*t^6 - 2*q^31*t^7 - 78*q^30*t^8 - 147*q^29*t^9 - 127*q^28*t^10 - 329*q^27*t^11 - 82*q^26*t^12 + 218*q^25*t^13 + 104*q^24*t^14 - 61*q^23*t^15 - 13*q^22*t^16 - 49*q^21*t^17 - 6*q^20*t^18 + q^18*t^20 + q^33*t^4 - 25*q^32*t^5 + 43*q^31*t^6 - 16*q^30*t^7 - 86*q^29*t^8 + 310*q^28*t^9 + 555*q^27*t^10 + 333*q^26*t^11 + 291*q^25*t^12 + 180*q^24*t^13 + 22*q^23*t^14 + 318*q^22*t^15 + 308*q^21*t^16 + 295*q^20*t^17 + 129*q^19*t^18 - 9*q^18*t^19 - 9*q^17*t^20 + 6*q^16*t^21 - q^34*t^2 + 7*q^33*t^3 - 3*q^32*t^4 + 40*q^31*t^5 + 193*q^30*t^6 + 49*q^29*t^7 + 146*q^28*t^8 + 428*q^27*t^9 - 747*q^26*t^10 - 802*q^25*t^11 + 400*q^24*t^12 + 183*q^23*t^13 - 525*q^22*t^14 - 534*q^21*t^15 - 486*q^20*t^16 - 515*q^19*t^17 - 289*q^18*t^18 + 7*q^17*t^19 + 19*q^16*t^20 - 19*q^15*t^21 - q^14*t^22 + 10*q^33*t^2 + 7*q^32*t^3 - 96*q^31*t^4 + 49*q^30*t^5 - 219*q^29*t^6 - 822*q^28*t^7 - 238*q^27*t^8 - 244*q^26*t^9 - 554*q^25*t^10 + 94*q^24*t^11 - 551*q^23*t^12 - 1488*q^22*t^13 - 310*q^21*t^14 + 237*q^20*t^15 + 398*q^19*t^16 + 330*q^18*t^17 - 55*q^17*t^18 - 222*q^16*t^19 - 30*q^15*t^20 + 25*q^14*t^21 - q^13*t^22 - 2*q^12*t^23 - q^34 - 5*q^33*t - 6*q^32*t^2 - 68*q^31*t^3 + 5*q^30*t^4 + 159*q^29*t^5 - 95*q^28*t^6 + 368*q^27*t^7 + 1277*q^26*t^8 + 113*q^25*t^9 - 734*q^24*t^10 + 1001*q^23*t^11 + 2532*q^22*t^12 + 1812*q^21*t^13 + 414*q^20*t^14 + 1035*q^19*t^15 + 707*q^18*t^16 - 40*q^17*t^17 + 628*q^16*t^18 + 807*q^15*t^19 + 163*q^14*t^20 + 24*q^13*t^21 + 15*q^12*t^22 + 3*q^11*t^23 + q^10*t^24 + 14*q^32*t + 43*q^31*t^2 + 11*q^30*t^3 + 235*q^29*t^4 + 258*q^28*t^5 - 295*q^27*t^6 + 209*q^26*t^7 + 655*q^25*t^8 - 6*q^24*t^9 + 882*q^23*t^10 + 1384*q^22*t^11 - 1824*q^21*t^12 - 2698*q^20*t^13 + 8*q^19*t^14 + 419*q^18*t^15 - 757*q^17*t^16 - 768*q^16*t^17 - 873*q^15*t^18 - 823*q^14*t^19 - 225*q^13*t^20 - 96*q^12*t^21 - 43*q^11*t^22 + 8*q^10*t^23 - 2*q^9*t^24 - 2*q^31*t - 78*q^30*t^2 - 76*q^29*t^3 - 12*q^28*t^4 - 448*q^27*t^5 - 413*q^26*t^6 + 251*q^25*t^7 - 938*q^24*t^8 - 2793*q^23*t^9 - 2392*q^22*t^10 - 672*q^21*t^11 + 728*q^20*t^12 - 1335*q^19*t^13 - 1776*q^18*t^14 - 582*q^17*t^15 - 1512*q^16*t^16 - 831*q^15*t^17 + 1018*q^14*t^18 + 362*q^13*t^19 - 274*q^12*t^20 - 73*q^11*t^21 - 23*q^10*t^22 - 33*q^9*t^23 + 4*q^8*t^24 + 5*q^30*t + 16*q^29*t^2 + 44*q^28*t^3 + 15*q^27*t^4 - 176*q^26*t^5 - 192*q^25*t^6 + 427*q^24*t^7 + 766*q^23*t^8 + 803*q^22*t^9 + 2332*q^21*t^10 + 2190*q^20*t^11 - 2241*q^19*t^12 - 13*q^18*t^13 + 5603*q^17*t^14 + 3049*q^16*t^15 + 481*q^15*t^16 + 1532*q^14*t^17 + 466*q^13*t^18 + 340*q^12*t^19 + 564*q^11*t^20 + 335*q^10*t^21 + 237*q^9*t^22 + 90*q^8*t^23 - 11*q^7*t^24 - 2*q^6*t^25 - 6*q^29*t - 11*q^28*t^2 + 125*q^27*t^3 + 185*q^26*t^4 + 187*q^25*t^5 + 879*q^24*t^6 + 835*q^23*t^7 - 545*q^22*t^8 - 278*q^21*t^9 + 1300*q^20*t^10 + 2176*q^19*t^11 + 1264*q^18*t^12 - 1264*q^16*t^14 - 2176*q^15*t^15 - 1300*q^14*t^16 + 278*q^13*t^17 + 545*q^12*t^18 - 835*q^11*t^19 - 879*q^10*t^20 - 187*q^9*t^21 - 185*q^8*t^22 - 125*q^7*t^23 + 11*q^6*t^24 + 6*q^5*t^25 + 2*q^28*t + 11*q^27*t^2 - 90*q^26*t^3 - 237*q^25*t^4 - 335*q^24*t^5 - 564*q^23*t^6 - 340*q^22*t^7 - 466*q^21*t^8 - 1532*q^20*t^9 - 481*q^19*t^10 - 3049*q^18*t^11 - 5603*q^17*t^12 + 13*q^16*t^13 + 2241*q^15*t^14 - 2190*q^14*t^15 - 2332*q^13*t^16 - 803*q^12*t^17 - 766*q^11*t^18 - 427*q^10*t^19 + 192*q^9*t^20 + 176*q^8*t^21 - 15*q^7*t^22 - 44*q^6*t^23 - 16*q^5*t^24 - 5*q^4*t^25 - 4*q^26*t^2 + 33*q^25*t^3 + 23*q^24*t^4 + 73*q^23*t^5 + 274*q^22*t^6 - 362*q^21*t^7 - 1018*q^20*t^8 + 831*q^19*t^9 + 1512*q^18*t^10 + 582*q^17*t^11 + 1776*q^16*t^12 + 1335*q^15*t^13 - 728*q^14*t^14 + 672*q^13*t^15 + 2392*q^12*t^16 + 2793*q^11*t^17 + 938*q^10*t^18 - 251*q^9*t^19 + 413*q^8*t^20 + 448*q^7*t^21 + 12*q^6*t^22 + 76*q^5*t^23 + 78*q^4*t^24 + 2*q^3*t^25 + 2*q^25*t^2 - 8*q^24*t^3 + 43*q^23*t^4 + 96*q^22*t^5 + 225*q^21*t^6 + 823*q^20*t^7 + 873*q^19*t^8 + 768*q^18*t^9 + 757*q^17*t^10 - 419*q^16*t^11 - 8*q^15*t^12 + 2698*q^14*t^13 + 1824*q^13*t^14 - 1384*q^12*t^15 - 882*q^11*t^16 + 6*q^10*t^17 - 655*q^9*t^18 - 209*q^8*t^19 + 295*q^7*t^20 - 258*q^6*t^21 - 235*q^5*t^22 - 11*q^4*t^23 - 43*q^3*t^24 - 14*q^2*t^25 - q^24*t^2 - 3*q^23*t^3 - 15*q^22*t^4 - 24*q^21*t^5 - 163*q^20*t^6 - 807*q^19*t^7 - 628*q^18*t^8 + 40*q^17*t^9 - 707*q^16*t^10 - 1035*q^15*t^11 - 414*q^14*t^12 - 1812*q^13*t^13 - 2532*q^12*t^14 - 1001*q^11*t^15 + 734*q^10*t^16 - 113*q^9*t^17 - 1277*q^8*t^18 - 368*q^7*t^19 + 95*q^6*t^20 - 159*q^5*t^21 - 5*q^4*t^22 + 68*q^3*t^23 + 6*q^2*t^24 + 5*q*t^25 + t^26 + 2*q^22*t^3 + q^21*t^4 - 25*q^20*t^5 + 30*q^19*t^6 + 222*q^18*t^7 + 55*q^17*t^8 - 330*q^16*t^9 - 398*q^15*t^10 - 237*q^14*t^11 + 310*q^13*t^12 + 1488*q^12*t^13 + 551*q^11*t^14 - 94*q^10*t^15 + 554*q^9*t^16 + 244*q^8*t^17 + 238*q^7*t^18 + 822*q^6*t^19 + 219*q^5*t^20 - 49*q^4*t^21 + 96*q^3*t^22 - 7*q^2*t^23 - 10*q*t^24 + q^20*t^4 + 19*q^19*t^5 - 19*q^18*t^6 - 7*q^17*t^7 + 289*q^16*t^8 + 515*q^15*t^9 + 486*q^14*t^10 + 534*q^13*t^11 + 525*q^12*t^12 - 183*q^11*t^13 - 400*q^10*t^14 + 802*q^9*t^15 + 747*q^8*t^16 - 428*q^7*t^17 - 146*q^6*t^18 - 49*q^5*t^19 - 193*q^4*t^20 - 40*q^3*t^21 + 3*q^2*t^22 - 7*q*t^23 + t^24 - 6*q^18*t^5 + 9*q^17*t^6 + 9*q^16*t^7 - 129*q^15*t^8 - 295*q^14*t^9 - 308*q^13*t^10 - 318*q^12*t^11 - 22*q^11*t^12 - 180*q^10*t^13 - 291*q^9*t^14 - 333*q^8*t^15 - 555*q^7*t^16 - 310*q^6*t^17 + 86*q^5*t^18 + 16*q^4*t^19 - 43*q^3*t^20 + 25*q^2*t^21 - q*t^22 - q^16*t^6 + 6*q^14*t^8 + 49*q^13*t^9 + 13*q^12*t^10 + 61*q^11*t^11 - 104*q^10*t^12 - 218*q^9*t^13 + 82*q^8*t^14 + 329*q^7*t^15 + 127*q^6*t^16 + 147*q^5*t^17 + 78*q^4*t^18 + 2*q^3*t^19 + 15*q^2*t^20 + 2*q*t^21 - 2*q^14*t^7 + 6*q^13*t^8 - q^12*t^9 + 34*q^11*t^10 + 102*q^10*t^11 + 102*q^9*t^12 + 161*q^8*t^13 + 113*q^7*t^14 - 62*q^6*t^15 - 54*q^5*t^16 - 26*q^4*t^17 - 10*q^3*t^18 - 12*q^2*t^19 - q*t^20 + q^13*t^7 - 2*q^12*t^8 - q^11*t^9 + q^10*t^10 - 48*q^9*t^11 - 68*q^8*t^12 - 84*q^7*t^13 - 41*q^6*t^14 - 22*q^5*t^15 - 6*q^4*t^16 + 6*q^3*t^17 - 2*q^2*t^18 - q^9*t^10 + 5*q^8*t^11 + 11*q^7*t^12 + 30*q^6*t^13 + 12*q^5*t^14 + 7*q^4*t^15 + 4*q^3*t^16 + 2*q^2*t^17 - 3*q^5*t^13 - 2*q^4*t^14 - 2*q^3*t^15)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0296] 'F@^~o'

Zeta functions

ask[-]:

(q^9 + q^6*t^3 - 3*q^7*t - 2*q^6*t^2 - q^5*t^3 + 5*q^5*t^2 - q^4*t^3 - q^5*t + 5*q^4*t^2 - q^4*t - 2*q^3*t^2 - 3*q^2*t^3 + q^3*t + t^4)/((q^3 - t)*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(q^16*t^11 - q^17*t^9 - q^16*t^10 - q^14*t^12 - 5*q^13*t^13 + q^12*t^14 + q^17*t^8 - 6*q^16*t^9 + q^15*t^10 + 3*q^14*t^11 + 5*q^13*t^12 + 11*q^12*t^13 - q^11*t^14 + 3*q^10*t^15 - q^9*t^16 + q^18*t^6 + 8*q^17*t^7 + q^16*t^8 + 4*q^15*t^9 + 17*q^14*t^10 + 10*q^13*t^11 - 35*q^12*t^12 - 9*q^11*t^13 + 9*q^10*t^14 - 8*q^9*t^15 + 2*q^8*t^16 - 2*q^18*t^5 - 11*q^17*t^6 + 9*q^16*t^7 - 25*q^15*t^8 - 4*q^14*t^9 + 11*q^13*t^10 - 75*q^12*t^11 + 33*q^11*t^12 + 36*q^10*t^13 - 23*q^9*t^14 - 9*q^8*t^15 + q^18*t^4 - 19*q^17*t^5 + 48*q^16*t^6 - 31*q^15*t^7 - 88*q^14*t^8 + 92*q^13*t^9 + 47*q^12*t^10 - 34*q^11*t^11 + 37*q^10*t^12 + 9*q^9*t^13 - 15*q^8*t^14 + 32*q^7*t^15 + 5*q^6*t^16 - q^19*t^2 + 7*q^18*t^3 - 10*q^17*t^4 + 27*q^16*t^5 + 65*q^15*t^6 - 88*q^14*t^7 + 93*q^13*t^8 + 163*q^12*t^9 - 268*q^11*t^10 + q^10*t^11 + 156*q^9*t^12 - 84*q^8*t^13 - 28*q^7*t^14 + 6*q^6*t^15 - 6*q^5*t^16 - q^4*t^17 + 10*q^18*t^2 + q^17*t^3 - 70*q^16*t^4 + 69*q^15*t^5 - 51*q^14*t^6 - 146*q^13*t^7 + 203*q^12*t^8 - 79*q^11*t^9 - 142*q^10*t^10 + 148*q^9*t^11 - 63*q^8*t^12 - 126*q^7*t^13 + 78*q^6*t^14 + 23*q^5*t^15 - 30*q^4*t^16 - q^3*t^17 - q^19 - 5*q^18*t - 2*q^17*t^2 - 40*q^16*t^3 + 67*q^15*t^4 + 96*q^14*t^5 - 234*q^13*t^6 - 7*q^12*t^7 + 250*q^11*t^8 - 279*q^10*t^9 - 34*q^9*t^10 + 345*q^8*t^11 - 66*q^7*t^12 - 27*q^6*t^13 + 51*q^5*t^14 - 31*q^4*t^15 + 14*q^3*t^16 + 13*q^2*t^17 + 13*q^17*t + 14*q^16*t^2 - 31*q^15*t^3 + 51*q^14*t^4 - 27*q^13*t^5 - 66*q^12*t^6 + 345*q^11*t^7 - 34*q^10*t^8 - 279*q^9*t^9 + 250*q^8*t^10 - 7*q^7*t^11 - 234*q^6*t^12 + 96*q^5*t^13 + 67*q^4*t^14 - 40*q^3*t^15 - 2*q^2*t^16 - 5*q*t^17 - t^18 - q^16*t - 30*q^15*t^2 + 23*q^14*t^3 + 78*q^13*t^4 - 126*q^12*t^5 - 63*q^11*t^6 + 148*q^10*t^7 - 142*q^9*t^8 - 79*q^8*t^9 + 203*q^7*t^10 - 146*q^6*t^11 - 51*q^5*t^12 + 69*q^4*t^13 - 70*q^3*t^14 + q^2*t^15 + 10*q*t^16 - q^15*t - 6*q^14*t^2 + 6*q^13*t^3 - 28*q^12*t^4 - 84*q^11*t^5 + 156*q^10*t^6 + q^9*t^7 - 268*q^8*t^8 + 163*q^7*t^9 + 93*q^6*t^10 - 88*q^5*t^11 + 65*q^4*t^12 + 27*q^3*t^13 - 10*q^2*t^14 + 7*q*t^15 - t^16 + 5*q^13*t^2 + 32*q^12*t^3 - 15*q^11*t^4 + 9*q^10*t^5 + 37*q^9*t^6 - 34*q^8*t^7 + 47*q^7*t^8 + 92*q^6*t^9 - 88*q^5*t^10 - 31*q^4*t^11 + 48*q^3*t^12 - 19*q^2*t^13 + q*t^14 - 9*q^11*t^3 - 23*q^10*t^4 + 36*q^9*t^5 + 33*q^8*t^6 - 75*q^7*t^7 + 11*q^6*t^8 - 4*q^5*t^9 - 25*q^4*t^10 + 9*q^3*t^11 - 11*q^2*t^12 - 2*q*t^13 + 2*q^11*t^2 - 8*q^10*t^3 + 9*q^9*t^4 - 9*q^8*t^5 - 35*q^7*t^6 + 10*q^6*t^7 + 17*q^5*t^8 + 4*q^4*t^9 + q^3*t^10 + 8*q^2*t^11 + q*t^12 - q^10*t^2 + 3*q^9*t^3 - q^8*t^4 + 11*q^7*t^5 + 5*q^6*t^6 + 3*q^5*t^7 + q^4*t^8 - 6*q^3*t^9 + q^2*t^10 + q^7*t^4 - 5*q^6*t^5 - q^5*t^6 - q^3*t^8 - q^2*t^9 + q^3*t^7)/((q^3 - t)*(q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0297] 'F@^~w'

Zeta functions

ask[-]:

(q^2 - t)^3/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(q^27*t^11 - 3*q^28*t^9 - 3*q^27*t^10 + q^26*t^11 - 5*q^25*t^12 + 4*q^23*t^14 - 2*q^22*t^15 + q^30*t^6 + 4*q^29*t^7 + 2*q^28*t^8 - q^27*t^9 + 24*q^26*t^10 - q^24*t^12 - 4*q^23*t^13 - 7*q^22*t^14 + 4*q^21*t^15 - 2*q^30*t^5 - 8*q^29*t^6 + 3*q^28*t^7 - 21*q^27*t^8 + 4*q^26*t^9 - q^25*t^10 - 30*q^24*t^11 + 13*q^23*t^12 + 33*q^22*t^13 + 2*q^21*t^14 - 4*q^20*t^15 + 2*q^19*t^16 + q^30*t^4 - 12*q^29*t^5 + 39*q^28*t^6 - 4*q^27*t^7 - 72*q^26*t^8 + 83*q^25*t^9 - 52*q^24*t^10 - 12*q^23*t^11 + 7*q^22*t^12 - 66*q^21*t^13 + 19*q^20*t^14 + 3*q^19*t^15 - 17*q^18*t^16 + 8*q^17*t^17 - q^31*t^2 + 7*q^30*t^3 - 8*q^29*t^4 + 28*q^28*t^5 + 56*q^27*t^6 - 148*q^26*t^7 + 161*q^25*t^8 + 74*q^24*t^9 - 105*q^23*t^10 + 35*q^22*t^11 + 55*q^21*t^12 + 53*q^20*t^13 - 49*q^19*t^14 - 26*q^18*t^15 + 26*q^17*t^16 - 18*q^16*t^17 - 2*q^15*t^18 + 8*q^30*t^2 - 8*q^29*t^3 - 75*q^28*t^4 + 58*q^27*t^5 - 80*q^26*t^6 - 41*q^25*t^7 + 182*q^24*t^8 - 189*q^23*t^9 + 31*q^22*t^10 + 73*q^21*t^11 - 57*q^20*t^12 - q^19*t^13 + 53*q^18*t^14 + 33*q^17*t^15 + 17*q^16*t^16 + 11*q^15*t^17 + q^14*t^18 - q^31 - 3*q^30*t + 4*q^29*t^2 - 29*q^28*t^3 + 90*q^27*t^4 + 111*q^26*t^5 - 266*q^25*t^6 + 54*q^24*t^7 - 53*q^23*t^8 + 91*q^22*t^9 - 187*q^21*t^10 - 76*q^20*t^11 + 269*q^19*t^12 - 169*q^18*t^13 - 161*q^17*t^14 + 70*q^16*t^15 - 49*q^15*t^16 + 30*q^14*t^17 + 14*q^13*t^18 - 8*q^12*t^19 + 8*q^29*t + 12*q^28*t^2 - 29*q^27*t^3 + 54*q^26*t^4 - 61*q^25*t^5 + 55*q^24*t^6 + 190*q^23*t^7 + 228*q^22*t^8 - 331*q^21*t^9 - 178*q^20*t^10 + 495*q^19*t^11 - 234*q^18*t^12 - 101*q^17*t^13 + 182*q^16*t^14 + 2*q^15*t^15 - 15*q^14*t^16 - 87*q^13*t^17 - 39*q^12*t^18 + 24*q^11*t^19 + 3*q^10*t^20 + 5*q^28*t - 52*q^27*t^2 - 7*q^26*t^3 + 83*q^25*t^4 - 93*q^24*t^5 - 86*q^23*t^6 - 7*q^22*t^7 + 152*q^21*t^8 - 130*q^20*t^9 + 165*q^19*t^10 + 66*q^18*t^11 + 103*q^17*t^12 - 161*q^16*t^13 + 101*q^15*t^14 + 9*q^14*t^15 - 35*q^13*t^16 + 85*q^12*t^17 + 34*q^11*t^18 - 27*q^10*t^19 - 5*q^9*t^20 - q^27*t + 30*q^26*t^2 + 30*q^25*t^3 - 60*q^24*t^4 - 77*q^23*t^5 - 198*q^22*t^6 + 426*q^21*t^7 - 76*q^20*t^8 - 552*q^19*t^9 + 220*q^18*t^10 + 391*q^17*t^11 - 487*q^16*t^12 - 226*q^15*t^13 + 303*q^14*t^14 + 128*q^13*t^15 - 27*q^12*t^16 - 73*q^11*t^17 + 13*q^10*t^18 + 13*q^9*t^19 + 4*q^8*t^20 - q^7*t^21 - q^26*t - 34*q^25*t^2 + 30*q^24*t^3 + 113*q^23*t^4 - 39*q^22*t^5 + 174*q^21*t^6 - 36*q^20*t^7 - 427*q^19*t^8 + 82*q^18*t^9 + 259*q^17*t^10 + 96*q^16*t^11 - 400*q^15*t^12 + 330*q^14*t^13 - 41*q^13*t^14 - 288*q^12*t^15 - 124*q^11*t^16 + 125*q^10*t^17 + 72*q^9*t^18 - 8*q^8*t^19 - 14*q^7*t^20 + q^6*t^21 - q^25*t + 14*q^24*t^2 + 8*q^23*t^3 - 72*q^22*t^4 - 125*q^21*t^5 + 124*q^20*t^6 + 288*q^19*t^7 + 41*q^18*t^8 - 330*q^17*t^9 + 400*q^16*t^10 - 96*q^15*t^11 - 259*q^14*t^12 - 82*q^13*t^13 + 427*q^12*t^14 + 36*q^11*t^15 - 174*q^10*t^16 + 39*q^9*t^17 - 113*q^8*t^18 - 30*q^7*t^19 + 34*q^6*t^20 + q^5*t^21 + q^24*t - 4*q^23*t^2 - 13*q^22*t^3 - 13*q^21*t^4 + 73*q^20*t^5 + 27*q^19*t^6 - 128*q^18*t^7 - 303*q^17*t^8 + 226*q^16*t^9 + 487*q^15*t^10 - 391*q^14*t^11 - 220*q^13*t^12 + 552*q^12*t^13 + 76*q^11*t^14 - 426*q^10*t^15 + 198*q^9*t^16 + 77*q^8*t^17 + 60*q^7*t^18 - 30*q^6*t^19 - 30*q^5*t^20 + q^4*t^21 + 5*q^22*t^2 + 27*q^21*t^3 - 34*q^20*t^4 - 85*q^19*t^5 + 35*q^18*t^6 - 9*q^17*t^7 - 101*q^16*t^8 + 161*q^15*t^9 - 103*q^14*t^10 - 66*q^13*t^11 - 165*q^12*t^12 + 130*q^11*t^13 - 152*q^10*t^14 + 7*q^9*t^15 + 86*q^8*t^16 + 93*q^7*t^17 - 83*q^6*t^18 + 7*q^5*t^19 + 52*q^4*t^20 - 5*q^3*t^21 - 3*q^21*t^2 - 24*q^20*t^3 + 39*q^19*t^4 + 87*q^18*t^5 + 15*q^17*t^6 - 2*q^16*t^7 - 182*q^15*t^8 + 101*q^14*t^9 + 234*q^13*t^10 - 495*q^12*t^11 + 178*q^11*t^12 + 331*q^10*t^13 - 228*q^9*t^14 - 190*q^8*t^15 - 55*q^7*t^16 + 61*q^6*t^17 - 54*q^5*t^18 + 29*q^4*t^19 - 12*q^3*t^20 - 8*q^2*t^21 + 8*q^19*t^3 - 14*q^18*t^4 - 30*q^17*t^5 + 49*q^16*t^6 - 70*q^15*t^7 + 161*q^14*t^8 + 169*q^13*t^9 - 269*q^12*t^10 + 76*q^11*t^11 + 187*q^10*t^12 - 91*q^9*t^13 + 53*q^8*t^14 - 54*q^7*t^15 + 266*q^6*t^16 - 111*q^5*t^17 - 90*q^4*t^18 + 29*q^3*t^19 - 4*q^2*t^20 + 3*q*t^21 + t^22 - q^17*t^4 - 11*q^16*t^5 - 17*q^15*t^6 - 33*q^14*t^7 - 53*q^13*t^8 + q^12*t^9 + 57*q^11*t^10 - 73*q^10*t^11 - 31*q^9*t^12 + 189*q^8*t^13 - 182*q^7*t^14 + 41*q^6*t^15 + 80*q^5*t^16 - 58*q^4*t^17 + 75*q^3*t^18 + 8*q^2*t^19 - 8*q*t^20 + 2*q^16*t^4 + 18*q^15*t^5 - 26*q^14*t^6 + 26*q^13*t^7 + 49*q^12*t^8 - 53*q^11*t^9 - 55*q^10*t^10 - 35*q^9*t^11 + 105*q^8*t^12 - 74*q^7*t^13 - 161*q^6*t^14 + 148*q^5*t^15 - 56*q^4*t^16 - 28*q^3*t^17 + 8*q^2*t^18 - 7*q*t^19 + t^20 - 8*q^14*t^5 + 17*q^13*t^6 - 3*q^12*t^7 - 19*q^11*t^8 + 66*q^10*t^9 - 7*q^9*t^10 + 12*q^8*t^11 + 52*q^7*t^12 - 83*q^6*t^13 + 72*q^5*t^14 + 4*q^4*t^15 - 39*q^3*t^16 + 12*q^2*t^17 - q*t^18 - 2*q^12*t^6 + 4*q^11*t^7 - 2*q^10*t^8 - 33*q^9*t^9 - 13*q^8*t^10 + 30*q^7*t^11 + q^6*t^12 - 4*q^5*t^13 + 21*q^4*t^14 - 3*q^3*t^15 + 8*q^2*t^16 + 2*q*t^17 - 4*q^10*t^7 + 7*q^9*t^8 + 4*q^8*t^9 + q^7*t^10 - 24*q^5*t^12 + q^4*t^13 - 2*q^3*t^14 - 4*q^2*t^15 - q*t^16 + 2*q^9*t^7 - 4*q^8*t^8 + 5*q^6*t^10 - q^5*t^11 + 3*q^4*t^12 + 3*q^3*t^13 - q^4*t^11)/((q^4 - t)*(q^3 - t)*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0298] 'F@_qW'

Zeta functions

ask[-]:

(q^6*t^3 - 3*q^5*t^3 + 4*q^5*t^2 - 2*q^4*t^3 - 3*q^5*t - q^4*t^2 + 8*q^3*t^3 - q^2*t^4 + 3*q^4*t - 12*q^3*t^2 + 3*q^2*t^3 - q^4 + 8*q^3*t - q^2*t^2 - 3*q*t^3 - 2*q^2*t + 4*q*t^2 - 3*q*t + t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^13*t^14 + 9*q^13*t^13 - 7*q^12*t^14 + 5*q^13*t^12 - 51*q^12*t^13 + 22*q^11*t^14 - 28*q^12*t^12 + 107*q^11*t^13 - 41*q^10*t^14 - 34*q^12*t^11 + 92*q^11*t^12 - 70*q^10*t^13 + 39*q^9*t^14 - q^8*t^15 - 16*q^12*t^10 + 148*q^11*t^11 - 285*q^10*t^12 - 20*q^9*t^13 - 4*q^8*t^14 + q^12*t^9 + 91*q^11*t^10 - 48*q^10*t^11 + 443*q^9*t^12 - 24*q^8*t^13 - 3*q^7*t^14 + 39*q^11*t^9 - 407*q^10*t^10 - 473*q^9*t^11 - 146*q^8*t^12 + 38*q^7*t^13 + 9*q^11*t^8 - 49*q^10*t^9 + 1114*q^9*t^10 + 465*q^8*t^11 - 139*q^7*t^12 - 6*q^6*t^13 + 2*q^11*t^7 - 59*q^10*t^8 - 659*q^9*t^9 - 1037*q^8*t^10 + 164*q^7*t^11 + 69*q^6*t^12 - 23*q^10*t^7 + 522*q^9*t^8 + 1538*q^8*t^9 - 417*q^7*t^10 - 209*q^6*t^11 - 4*q^5*t^12 - 8*q^10*t^6 - 221*q^9*t^7 - 1297*q^8*t^8 - 372*q^7*t^9 + 836*q^6*t^10 + 31*q^5*t^11 + 89*q^9*t^6 + 1377*q^8*t^7 + 246*q^7*t^8 - 1006*q^6*t^9 - 251*q^5*t^10 - q^4*t^11 - 10*q^9*t^5 - 600*q^8*t^6 - 1813*q^7*t^7 + 1813*q^6*t^8 + 600*q^5*t^9 + 10*q^4*t^10 + q^9*t^4 + 251*q^8*t^5 + 1006*q^7*t^6 - 246*q^6*t^7 - 1377*q^5*t^8 - 89*q^4*t^9 - 31*q^8*t^4 - 836*q^7*t^5 + 372*q^6*t^6 + 1297*q^5*t^7 + 221*q^4*t^8 + 8*q^3*t^9 + 4*q^8*t^3 + 209*q^7*t^4 + 417*q^6*t^5 - 1538*q^5*t^6 - 522*q^4*t^7 + 23*q^3*t^8 - 69*q^7*t^3 - 164*q^6*t^4 + 1037*q^5*t^5 + 659*q^4*t^6 + 59*q^3*t^7 - 2*q^2*t^8 + 6*q^7*t^2 + 139*q^6*t^3 - 465*q^5*t^4 - 1114*q^4*t^5 + 49*q^3*t^6 - 9*q^2*t^7 - 38*q^6*t^2 + 146*q^5*t^3 + 473*q^4*t^4 + 407*q^3*t^5 - 39*q^2*t^6 + 3*q^6*t + 24*q^5*t^2 - 443*q^4*t^3 + 48*q^3*t^4 - 91*q^2*t^5 - q*t^6 + 4*q^5*t + 20*q^4*t^2 + 285*q^3*t^3 - 148*q^2*t^4 + 16*q*t^5 + q^5 - 39*q^4*t + 70*q^3*t^2 - 92*q^2*t^3 + 34*q*t^4 + 41*q^3*t - 107*q^2*t^2 + 28*q*t^3 - 22*q^2*t + 51*q*t^2 - 5*t^3 + 7*q*t - 9*t^2 - t)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 6], [2, 3], [2, 5], [3, 5], [4, 6], [5, 6]]

[0299] 'F@_zw'

Zeta functions

ask[-]:

(q^5*t^3 - 3*q^4*t^2 - 4*q^3*t^3 + q^2*t^4 + 6*q^3*t^2 - q^2*t^3 - q^3*t + 6*q^2*t^2 + q^3 - 4*q^2*t - 3*q*t^2 + t)*(q - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

-(2*q^9*t^16 + q^8*t^17 - q^11*t^13 - 9*q^10*t^14 + 5*q^9*t^15 - 10*q^8*t^16 - 6*q^7*t^17 + 12*q^11*t^12 - 19*q^10*t^13 + 82*q^9*t^14 - 72*q^8*t^15 + 40*q^7*t^16 + 11*q^6*t^17 - 4*q^12*t^10 + 36*q^11*t^11 - 145*q^10*t^12 + 239*q^9*t^13 - 362*q^8*t^14 + 315*q^7*t^15 - 124*q^6*t^16 - 15*q^12*t^9 + 77*q^11*t^10 - 297*q^10*t^11 + 640*q^9*t^12 - 820*q^8*t^13 + 736*q^7*t^14 - 548*q^6*t^15 + 191*q^5*t^16 - 22*q^4*t^17 + q^3*t^18 - 11*q^12*t^8 + 106*q^11*t^9 - 332*q^10*t^10 + 778*q^9*t^11 - 1179*q^8*t^12 + 1158*q^7*t^13 - 604*q^6*t^14 + 314*q^5*t^15 - 84*q^4*t^16 + 10*q^3*t^17 + 3*q^12*t^7 + 29*q^11*t^8 - 238*q^10*t^9 + 653*q^9*t^10 - 1083*q^8*t^11 + 1240*q^7*t^12 - 946*q^6*t^13 + 204*q^5*t^14 + 30*q^4*t^15 - 12*q^3*t^16 + 3*q^12*t^6 + q^11*t^7 - 128*q^10*t^8 + 694*q^9*t^9 - 1561*q^8*t^10 + 1960*q^7*t^11 - 1766*q^6*t^12 + 1176*q^5*t^13 - 356*q^4*t^14 - 17*q^3*t^15 + 6*q^2*t^16 + q^12*t^5 + 28*q^11*t^6 - 255*q^10*t^7 + 828*q^9*t^8 - 2080*q^8*t^9 + 3249*q^7*t^10 - 3018*q^6*t^11 + 1946*q^5*t^12 - 937*q^4*t^13 + 302*q^3*t^14 - 10*q^2*t^15 - 7*q^11*t^5 - 115*q^10*t^6 + 694*q^9*t^7 - 1546*q^8*t^8 + 2476*q^7*t^9 - 2798*q^6*t^10 + 1739*q^5*t^11 - 602*q^4*t^12 + 107*q^3*t^13 - 49*q^2*t^14 - q*t^15 - 4*q^11*t^4 + 73*q^10*t^5 + 54*q^9*t^6 - 702*q^8*t^7 + 1478*q^7*t^8 - 1666*q^6*t^9 + 1478*q^5*t^10 - 702*q^4*t^11 + 54*q^3*t^12 + 73*q^2*t^13 - 4*q*t^14 - q^11*t^3 - 49*q^10*t^4 + 107*q^9*t^5 - 602*q^8*t^6 + 1739*q^7*t^7 - 2798*q^6*t^8 + 2476*q^5*t^9 - 1546*q^4*t^10 + 694*q^3*t^11 - 115*q^2*t^12 - 7*q*t^13 - 10*q^10*t^3 + 302*q^9*t^4 - 937*q^8*t^5 + 1946*q^7*t^6 - 3018*q^6*t^7 + 3249*q^5*t^8 - 2080*q^4*t^9 + 828*q^3*t^10 - 255*q^2*t^11 + 28*q*t^12 + t^13 + 6*q^10*t^2 - 17*q^9*t^3 - 356*q^8*t^4 + 1176*q^7*t^5 - 1766*q^6*t^6 + 1960*q^5*t^7 - 1561*q^4*t^8 + 694*q^3*t^9 - 128*q^2*t^10 + q*t^11 + 3*t^12 - 12*q^9*t^2 + 30*q^8*t^3 + 204*q^7*t^4 - 946*q^6*t^5 + 1240*q^5*t^6 - 1083*q^4*t^7 + 653*q^3*t^8 - 238*q^2*t^9 + 29*q*t^10 + 3*t^11 + 10*q^9*t - 84*q^8*t^2 + 314*q^7*t^3 - 604*q^6*t^4 + 1158*q^5*t^5 - 1179*q^4*t^6 + 778*q^3*t^7 - 332*q^2*t^8 + 106*q*t^9 - 11*t^10 + q^9 - 22*q^8*t + 191*q^7*t^2 - 548*q^6*t^3 + 736*q^5*t^4 - 820*q^4*t^5 + 640*q^3*t^6 - 297*q^2*t^7 + 77*q*t^8 - 15*t^9 - 124*q^6*t^2 + 315*q^5*t^3 - 362*q^4*t^4 + 239*q^3*t^5 - 145*q^2*t^6 + 36*q*t^7 - 4*t^8 + 11*q^6*t + 40*q^5*t^2 - 72*q^4*t^3 + 82*q^3*t^4 - 19*q^2*t^5 + 12*q*t^6 - 6*q^5*t - 10*q^4*t^2 + 5*q^3*t^3 - 9*q^2*t^4 - q*t^5 + q^4*t + 2*q^3*t^2)/((q*t^2 - 1)^2*(q*t + 1)*(q*t - 1)^2*(t^2 - q)^2*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0300] 'F@`Zw'

Zeta functions

ask[-]:

(q^5*t^4 - q^6*t^2 + 3*q^5*t^3 - 5*q^4*t^4 - 3*q^5*t^2 + 4*q^3*t^4 + 2*q^5*t + 7*q^4*t^2 - 10*q^3*t^3 + 7*q^2*t^4 - q*t^5 + q^5 - 7*q^4*t + 10*q^3*t^2 - 7*q^2*t^3 - 2*q*t^4 - 4*q^3*t + 3*q*t^3 + 5*q^2*t - 3*q*t^2 + t^3 - q*t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

(q^12*t^17 + q^11*t^18 - 4*q^12*t^16 - 2*q^11*t^17 - 7*q^10*t^18 - q^9*t^19 - q^14*t^13 + 3*q^13*t^14 + q^12*t^15 - 3*q^11*t^16 + 20*q^10*t^17 + 6*q^9*t^18 + 8*q^8*t^19 - q^14*t^12 + 14*q^13*t^13 - 31*q^12*t^14 + 27*q^11*t^15 + 32*q^10*t^16 - 62*q^9*t^17 + 22*q^8*t^18 - 21*q^7*t^19 - 4*q^14*t^11 + 25*q^13*t^12 - 129*q^12*t^13 + 323*q^11*t^14 - 451*q^10*t^15 + 276*q^9*t^16 - 103*q^8*t^17 + q^7*t^18 + 18*q^6*t^19 - q^14*t^10 + 32*q^13*t^11 - 130*q^12*t^12 + 342*q^11*t^13 - 764*q^10*t^14 + 1070*q^9*t^15 - 858*q^8*t^16 + 458*q^7*t^17 - 106*q^6*t^18 + 10*q^5*t^19 - q^4*t^20 - q^14*t^9 + 11*q^13*t^10 - 77*q^12*t^11 + 83*q^11*t^12 + 199*q^10*t^13 - 344*q^9*t^14 + 85*q^8*t^15 + 244*q^7*t^16 - 216*q^6*t^17 + 48*q^5*t^18 - 6*q^4*t^19 + 18*q^13*t^9 - 161*q^12*t^10 + 695*q^11*t^11 - 1137*q^10*t^12 + 468*q^9*t^13 + 987*q^8*t^14 - 1319*q^7*t^15 + 593*q^6*t^16 - 143*q^5*t^17 + 17*q^4*t^18 + 5*q^13*t^8 - 143*q^12*t^9 + 931*q^11*t^10 - 3122*q^10*t^11 + 5743*q^9*t^12 - 5940*q^8*t^13 + 2996*q^7*t^14 - 694*q^6*t^15 + 20*q^5*t^16 + 46*q^4*t^17 - 4*q^3*t^18 + 4*q^13*t^7 + 7*q^12*t^8 - 58*q^11*t^9 - 339*q^10*t^10 + 2186*q^9*t^11 - 5339*q^8*t^12 + 6259*q^7*t^13 - 3825*q^6*t^14 + 1404*q^5*t^15 - 264*q^4*t^16 + 9*q^3*t^17 - 38*q^12*t^7 + 77*q^11*t^8 + 489*q^10*t^9 - 2337*q^9*t^10 + 4071*q^8*t^11 - 3104*q^7*t^12 + 1190*q^6*t^13 + 21*q^5*t^14 - 220*q^4*t^15 + 47*q^3*t^16 - 23*q^12*t^6 + 497*q^11*t^7 - 2259*q^10*t^8 + 4632*q^9*t^9 - 4473*q^8*t^10 + 1559*q^7*t^11 + 1041*q^6*t^12 - 1632*q^5*t^13 + 640*q^4*t^14 - 62*q^3*t^15 - q^12*t^5 + 9*q^11*t^6 - 881*q^10*t^7 + 4651*q^9*t^8 - 10485*q^8*t^9 + 13310*q^7*t^10 - 10485*q^6*t^11 + 4651*q^5*t^12 - 881*q^4*t^13 + 9*q^3*t^14 - q^2*t^15 - 62*q^11*t^5 + 640*q^10*t^6 - 1632*q^9*t^7 + 1041*q^8*t^8 + 1559*q^7*t^9 - 4473*q^6*t^10 + 4632*q^5*t^11 - 2259*q^4*t^12 + 497*q^3*t^13 - 23*q^2*t^14 + 47*q^11*t^4 - 220*q^10*t^5 + 21*q^9*t^6 + 1190*q^8*t^7 - 3104*q^7*t^8 + 4071*q^6*t^9 - 2337*q^5*t^10 + 489*q^4*t^11 + 77*q^3*t^12 - 38*q^2*t^13 + 9*q^11*t^3 - 264*q^10*t^4 + 1404*q^9*t^5 - 3825*q^8*t^6 + 6259*q^7*t^7 - 5339*q^6*t^8 + 2186*q^5*t^9 - 339*q^4*t^10 - 58*q^3*t^11 + 7*q^2*t^12 + 4*q*t^13 - 4*q^11*t^2 + 46*q^10*t^3 + 20*q^9*t^4 - 694*q^8*t^5 + 2996*q^7*t^6 - 5940*q^6*t^7 + 5743*q^5*t^8 - 3122*q^4*t^9 + 931*q^3*t^10 - 143*q^2*t^11 + 5*q*t^12 + 17*q^10*t^2 - 143*q^9*t^3 + 593*q^8*t^4 - 1319*q^7*t^5 + 987*q^6*t^6 + 468*q^5*t^7 - 1137*q^4*t^8 + 695*q^3*t^9 - 161*q^2*t^10 + 18*q*t^11 - 6*q^10*t + 48*q^9*t^2 - 216*q^8*t^3 + 244*q^7*t^4 + 85*q^6*t^5 - 344*q^5*t^6 + 199*q^4*t^7 + 83*q^3*t^8 - 77*q^2*t^9 + 11*q*t^10 - t^11 - q^10 + 10*q^9*t - 106*q^8*t^2 + 458*q^7*t^3 - 858*q^6*t^4 + 1070*q^5*t^5 - 764*q^4*t^6 + 342*q^3*t^7 - 130*q^2*t^8 + 32*q*t^9 - t^10 + 18*q^8*t + q^7*t^2 - 103*q^6*t^3 + 276*q^5*t^4 - 451*q^4*t^5 + 323*q^3*t^6 - 129*q^2*t^7 + 25*q*t^8 - 4*t^9 - 21*q^7*t + 22*q^6*t^2 - 62*q^5*t^3 + 32*q^4*t^4 + 27*q^3*t^5 - 31*q^2*t^6 + 14*q*t^7 - t^8 + 8*q^6*t + 6*q^5*t^2 + 20*q^4*t^3 - 3*q^3*t^4 + q^2*t^5 + 3*q*t^6 - t^7 - q^5*t - 7*q^4*t^2 - 2*q^3*t^3 - 4*q^2*t^4 + q^3*t^2 + q^2*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0301] 'F@`_w'

Zeta functions
ask[-]:	(q^7t^5 - 2q^6t^5 - 2q^6t^4 - 5q^5t^5 + 21q^5t^4 + 10q^4t^5 - q^3t^6 - q^6t^2 - 24q^5t^3 - 23q^4t^4 + 5q^3t^5 + 20q^5t^2 + 34q^4t^3 - 30q^3t^4 - 3q^2t^5 - 3q^5t - 30q^4t^2 + 34q^3t^3 + 20q^2t^4 + 5q^4t - 23q^3t^2 - 24q^2t^3 - qt^4 - q^4 + 10q^3t + 21q^2t^2 - 5q^2t - 2qt^2 - 2qt + t)/((qt - 1)^6q^4*(t - 1))
ask[+]:	(q^7t^5 - 2q^6t^5 - 2q^6t^4 - 5q^5t^5 + 21q^5t^4 + 10q^4t^5 - q^3t^6 - q^6t^2 - 24q^5t^3 - 23q^4t^4 + 5q^3t^5 + 20q^5t^2 + 34q^4t^3 - 30q^3t^4 - 3q^2t^5 - 3q^5t - 30q^4t^2 + 34q^3t^3 + 20q^2t^4 + 5q^4t - 23q^3t^2 - 24q^2t^3 - qt^4 - q^4 + 10q^3t + 21q^2t^2 - 5q^2t - 2qt^2 - 2qt + t)/((qt - 1)^6q^4*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 5], [2, 3], [2, 5], [3, 6], [4, 6], [5, 6]]

[0302] 'F@`zo'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(q^8*t^11 - 3*q^9*t^9 + 4*q^8*t^10 - 4*q^7*t^11 - 5*q^9*t^8 + 19*q^8*t^9 - 21*q^7*t^10 + 9*q^6*t^11 - 3*q^9*t^7 + 14*q^8*t^8 - 26*q^7*t^9 + 19*q^6*t^10 - 6*q^5*t^11 + 13*q^8*t^7 - 3*q^7*t^8 - 18*q^6*t^9 + 27*q^5*t^10 - 10*q^4*t^11 + q^3*t^12 + 17*q^8*t^6 - 69*q^7*t^7 + 38*q^6*t^8 + 20*q^5*t^9 - 26*q^4*t^10 + 6*q^3*t^11 + 9*q^8*t^5 - 58*q^7*t^6 + 129*q^6*t^7 - 84*q^5*t^8 + 23*q^4*t^9 - q^3*t^10 - 9*q^7*t^5 - 7*q^6*t^6 + 22*q^5*t^7 - 49*q^4*t^8 + 9*q^3*t^9 - 18*q^7*t^4 + 33*q^6*t^5 + 62*q^5*t^6 - 133*q^4*t^7 + 90*q^3*t^8 - 12*q^2*t^9 - 12*q^7*t^3 + 90*q^6*t^4 - 133*q^5*t^5 + 62*q^4*t^6 + 33*q^3*t^7 - 18*q^2*t^8 + 9*q^6*t^3 - 49*q^5*t^4 + 22*q^4*t^5 - 7*q^3*t^6 - 9*q^2*t^7 - q^6*t^2 + 23*q^5*t^3 - 84*q^4*t^4 + 129*q^3*t^5 - 58*q^2*t^6 + 9*q*t^7 + 6*q^6*t - 26*q^5*t^2 + 20*q^4*t^3 + 38*q^3*t^4 - 69*q^2*t^5 + 17*q*t^6 + q^6 - 10*q^5*t + 27*q^4*t^2 - 18*q^3*t^3 - 3*q^2*t^4 + 13*q*t^5 - 6*q^4*t + 19*q^3*t^2 - 26*q^2*t^3 + 14*q*t^4 - 3*t^5 + 9*q^3*t - 21*q^2*t^2 + 19*q*t^3 - 5*t^4 - 4*q^2*t + 4*q*t^2 - 3*t^3 + q*t)/((q*t^2 - 1)^3*(q*t - 1)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0303] 'F@`zw'

Zeta functions

ask[-]:

(q^6*t^2 - 2*q^4*t^3 - q^5*t - 3*q^4*t^2 + 3*q^3*t^3 - q^5 + 4*q^4*t - 2*q^3*t^2 + 4*q^2*t^3 - q*t^4 + 3*q^3*t - 3*q^2*t^2 - q*t^3 - 2*q^2*t + t^2)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

(2*q^16*t^16 + 4*q^15*t^17 + 4*q^14*t^18 - 6*q^16*t^15 - 8*q^15*t^16 - 16*q^14*t^17 - 30*q^13*t^18 - 8*q^12*t^19 - 2*q^11*t^20 - 4*q^16*t^14 + 7*q^15*t^15 + 37*q^13*t^17 + 74*q^12*t^18 + 33*q^11*t^19 + 22*q^10*t^20 + q^9*t^21 + q^18*t^11 - 3*q^17*t^12 + 25*q^16*t^13 - 3*q^15*t^14 + 6*q^14*t^15 + 115*q^13*t^16 - 40*q^12*t^17 - 91*q^11*t^18 - 35*q^10*t^19 - 66*q^9*t^20 - 9*q^8*t^21 - 10*q^17*t^11 + 16*q^16*t^12 - 10*q^15*t^13 + 7*q^14*t^14 - 30*q^13*t^15 - 219*q^12*t^16 - 78*q^11*t^17 + 11*q^10*t^18 + 67*q^8*t^20 + 26*q^7*t^21 + q^18*t^9 + 2*q^17*t^10 - 7*q^16*t^11 + 30*q^15*t^12 - 141*q^14*t^13 - 107*q^13*t^14 + 137*q^12*t^15 + 21*q^11*t^16 + 130*q^10*t^17 + 185*q^9*t^18 + 42*q^8*t^19 - 3*q^7*t^20 - 30*q^6*t^21 - 4*q^17*t^9 + 9*q^16*t^10 - 96*q^15*t^11 + 3*q^14*t^12 + 230*q^13*t^13 - q^12*t^14 - 37*q^11*t^15 + 210*q^10*t^16 + 145*q^9*t^17 - 161*q^8*t^18 - 171*q^7*t^19 - q^6*t^20 + 3*q^5*t^21 + q^4*t^22 - q^17*t^8 + 40*q^16*t^9 - 124*q^15*t^10 + 372*q^14*t^11 - 16*q^13*t^12 - 408*q^12*t^13 + 774*q^11*t^14 + 177*q^10*t^15 - 455*q^9*t^16 - 339*q^8*t^17 - 114*q^7*t^18 + 173*q^6*t^19 + 8*q^5*t^20 + 3*q^4*t^21 - 4*q^17*t^7 - 14*q^16*t^8 + 124*q^15*t^9 - 89*q^14*t^10 - 134*q^13*t^11 + 261*q^12*t^12 + 118*q^11*t^13 - 728*q^10*t^14 - 1188*q^9*t^15 + 156*q^8*t^16 + 674*q^7*t^17 + 21*q^6*t^18 + 14*q^5*t^19 - 21*q^4*t^20 + 10*q^16*t^7 + 65*q^15*t^8 - 423*q^14*t^9 + 379*q^13*t^10 + 239*q^12*t^11 - 1451*q^11*t^12 - 353*q^10*t^13 + 648*q^9*t^14 + 1087*q^8*t^15 + 545*q^7*t^16 - 424*q^6*t^17 - 93*q^5*t^18 - 12*q^4*t^19 + 3*q^3*t^20 + 7*q^16*t^6 - 171*q^15*t^7 + 326*q^14*t^8 - 40*q^13*t^9 - 526*q^12*t^10 - 366*q^11*t^11 + 834*q^10*t^12 + 2218*q^9*t^13 - 133*q^8*t^14 - 983*q^7*t^15 - 158*q^6*t^16 - 158*q^5*t^17 + 138*q^4*t^18 - 8*q^3*t^19 + 4*q^16*t^5 + 10*q^15*t^6 + 226*q^14*t^7 - 524*q^13*t^8 - 378*q^12*t^9 + 1469*q^11*t^10 + 1187*q^10*t^11 - 510*q^9*t^12 - 1491*q^8*t^13 - 972*q^7*t^14 + 251*q^6*t^15 + 340*q^5*t^16 + 9*q^4*t^17 - 21*q^3*t^18 + 38*q^15*t^5 - 321*q^14*t^6 + 342*q^13*t^7 + 309*q^12*t^8 + 1024*q^11*t^9 - 102*q^10*t^10 - 3100*q^9*t^11 - 102*q^8*t^12 + 1024*q^7*t^13 + 309*q^6*t^14 + 342*q^5*t^15 - 321*q^4*t^16 + 38*q^3*t^17 - 21*q^15*t^4 + 9*q^14*t^5 + 340*q^13*t^6 + 251*q^12*t^7 - 972*q^11*t^8 - 1491*q^10*t^9 - 510*q^9*t^10 + 1187*q^8*t^11 + 1469*q^7*t^12 - 378*q^6*t^13 - 524*q^5*t^14 + 226*q^4*t^15 + 10*q^3*t^16 + 4*q^2*t^17 - 8*q^15*t^3 + 138*q^14*t^4 - 158*q^13*t^5 - 158*q^12*t^6 - 983*q^11*t^7 - 133*q^10*t^8 + 2218*q^9*t^9 + 834*q^8*t^10 - 366*q^7*t^11 - 526*q^6*t^12 - 40*q^5*t^13 + 326*q^4*t^14 - 171*q^3*t^15 + 7*q^2*t^16 + 3*q^15*t^2 - 12*q^14*t^3 - 93*q^13*t^4 - 424*q^12*t^5 + 545*q^11*t^6 + 1087*q^10*t^7 + 648*q^9*t^8 - 353*q^8*t^9 - 1451*q^7*t^10 + 239*q^6*t^11 + 379*q^5*t^12 - 423*q^4*t^13 + 65*q^3*t^14 + 10*q^2*t^15 - 21*q^14*t^2 + 14*q^13*t^3 + 21*q^12*t^4 + 674*q^11*t^5 + 156*q^10*t^6 - 1188*q^9*t^7 - 728*q^8*t^8 + 118*q^7*t^9 + 261*q^6*t^10 - 134*q^5*t^11 - 89*q^4*t^12 + 124*q^3*t^13 - 14*q^2*t^14 - 4*q*t^15 + 3*q^14*t + 8*q^13*t^2 + 173*q^12*t^3 - 114*q^11*t^4 - 339*q^10*t^5 - 455*q^9*t^6 + 177*q^8*t^7 + 774*q^7*t^8 - 408*q^6*t^9 - 16*q^5*t^10 + 372*q^4*t^11 - 124*q^3*t^12 + 40*q^2*t^13 - q*t^14 + q^14 + 3*q^13*t - q^12*t^2 - 171*q^11*t^3 - 161*q^10*t^4 + 145*q^9*t^5 + 210*q^8*t^6 - 37*q^7*t^7 - q^6*t^8 + 230*q^5*t^9 + 3*q^4*t^10 - 96*q^3*t^11 + 9*q^2*t^12 - 4*q*t^13 - 30*q^12*t - 3*q^11*t^2 + 42*q^10*t^3 + 185*q^9*t^4 + 130*q^8*t^5 + 21*q^7*t^6 + 137*q^6*t^7 - 107*q^5*t^8 - 141*q^4*t^9 + 30*q^3*t^10 - 7*q^2*t^11 + 2*q*t^12 + t^13 + 26*q^11*t + 67*q^10*t^2 + 11*q^8*t^4 - 78*q^7*t^5 - 219*q^6*t^6 - 30*q^5*t^7 + 7*q^4*t^8 - 10*q^3*t^9 + 16*q^2*t^10 - 10*q*t^11 - 9*q^10*t - 66*q^9*t^2 - 35*q^8*t^3 - 91*q^7*t^4 - 40*q^6*t^5 + 115*q^5*t^6 + 6*q^4*t^7 - 3*q^3*t^8 + 25*q^2*t^9 - 3*q*t^10 + t^11 + q^9*t + 22*q^8*t^2 + 33*q^7*t^3 + 74*q^6*t^4 + 37*q^5*t^5 + 7*q^3*t^7 - 4*q^2*t^8 - 2*q^7*t^2 - 8*q^6*t^3 - 30*q^5*t^4 - 16*q^4*t^5 - 8*q^3*t^6 - 6*q^2*t^7 + 4*q^4*t^4 + 4*q^3*t^5 + 2*q^2*t^6)/((q*t^2 - 1)^4*(q^2 - t)*(q*t - 1)*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0304] 'F@`~o'

Zeta functions

ask[-]:

(q^7*t^2 - q^6*t^3 + q^5*t^4 - q^7*t + q^6*t^2 - 3*q^5*t^3 - q^4*t^4 - q^7 + 3*q^6*t - 3*q^5*t^2 + 5*q^4*t^3 + q^3*t^4 + 4*q^5*t - 8*q^4*t^2 + 8*q^3*t^3 - 4*q^2*t^4 - q^4*t - 5*q^3*t^2 + 3*q^2*t^3 - 3*q*t^4 + t^5 + q^3*t + 3*q^2*t^2 - q*t^3 + t^4 - q^2*t + q*t^2 - t^3)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(2*q^15*t^10 + 8*q^14*t^11 + 15*q^13*t^12 + 10*q^12*t^13 + 4*q^11*t^14 - 2*q^15*t^9 - 10*q^14*t^10 - 45*q^13*t^11 - 102*q^12*t^12 - 92*q^11*t^13 - 53*q^10*t^14 - 8*q^9*t^15 - 8*q^15*t^8 - 31*q^14*t^9 - 46*q^13*t^10 + 78*q^12*t^11 + 282*q^11*t^12 + 332*q^10*t^13 + 251*q^9*t^14 + 71*q^8*t^15 + 7*q^7*t^16 + 10*q^15*t^7 + 39*q^14*t^8 + 195*q^13*t^9 + 443*q^12*t^10 + 214*q^11*t^11 - 293*q^10*t^12 - 636*q^9*t^13 - 615*q^8*t^14 - 245*q^7*t^15 - 45*q^6*t^16 - 3*q^5*t^17 - q^16*t^5 + 8*q^15*t^6 + 51*q^14*t^7 + 21*q^13*t^8 - 463*q^12*t^9 - 1284*q^11*t^10 - 1343*q^10*t^11 - 509*q^9*t^12 + 649*q^8*t^13 + 893*q^7*t^14 + 434*q^6*t^15 + 127*q^5*t^16 + 13*q^4*t^17 + q^16*t^4 - 14*q^15*t^5 - 30*q^14*t^6 - 378*q^13*t^7 - 773*q^12*t^8 + 226*q^11*t^9 + 1962*q^10*t^10 + 2865*q^9*t^11 + 2236*q^8*t^12 + 80*q^7*t^13 - 825*q^6*t^14 - 474*q^5*t^15 - 168*q^4*t^16 - 28*q^3*t^17 + 2*q^16*t^3 - 4*q^15*t^4 - 70*q^14*t^5 + 47*q^13*t^6 + 947*q^12*t^7 + 2403*q^11*t^8 + 1795*q^10*t^9 - 1177*q^9*t^10 - 3603*q^8*t^11 - 3457*q^7*t^12 - 1194*q^6*t^13 + 353*q^5*t^14 + 393*q^4*t^15 + 101*q^3*t^16 + 32*q^2*t^17 - 5*q^16*t^2 + 18*q^15*t^3 - 26*q^14*t^4 + 498*q^13*t^5 + 606*q^12*t^6 - 1438*q^11*t^7 - 3867*q^10*t^8 - 4533*q^9*t^9 - 1936*q^8*t^10 + 2612*q^7*t^11 + 3371*q^6*t^12 + 1372*q^5*t^13 + 154*q^4*t^14 - 187*q^3*t^15 - 63*q^2*t^16 - 7*q*t^17 - t^18 - q^16*t + 37*q^15*t^2 - 20*q^14*t^3 - 73*q^13*t^4 - 958*q^12*t^5 - 2290*q^11*t^6 + 166*q^10*t^7 + 4297*q^9*t^8 + 5406*q^8*t^9 + 4297*q^7*t^10 + 166*q^6*t^11 - 2290*q^5*t^12 - 958*q^4*t^13 - 73*q^3*t^14 - 20*q^2*t^15 + 37*q*t^16 - t^17 - q^16 - 7*q^15*t - 63*q^14*t^2 - 187*q^13*t^3 + 154*q^12*t^4 + 1372*q^11*t^5 + 3371*q^10*t^6 + 2612*q^9*t^7 - 1936*q^8*t^8 - 4533*q^7*t^9 - 3867*q^6*t^10 - 1438*q^5*t^11 + 606*q^4*t^12 + 498*q^3*t^13 - 26*q^2*t^14 + 18*q*t^15 - 5*t^16 + 32*q^14*t + 101*q^13*t^2 + 393*q^12*t^3 + 353*q^11*t^4 - 1194*q^10*t^5 - 3457*q^9*t^6 - 3603*q^8*t^7 - 1177*q^7*t^8 + 1795*q^6*t^9 + 2403*q^5*t^10 + 947*q^4*t^11 + 47*q^3*t^12 - 70*q^2*t^13 - 4*q*t^14 + 2*t^15 - 28*q^13*t - 168*q^12*t^2 - 474*q^11*t^3 - 825*q^10*t^4 + 80*q^9*t^5 + 2236*q^8*t^6 + 2865*q^7*t^7 + 1962*q^6*t^8 + 226*q^5*t^9 - 773*q^4*t^10 - 378*q^3*t^11 - 30*q^2*t^12 - 14*q*t^13 + t^14 + 13*q^12*t + 127*q^11*t^2 + 434*q^10*t^3 + 893*q^9*t^4 + 649*q^8*t^5 - 509*q^7*t^6 - 1343*q^6*t^7 - 1284*q^5*t^8 - 463*q^4*t^9 + 21*q^3*t^10 + 51*q^2*t^11 + 8*q*t^12 - t^13 - 3*q^11*t - 45*q^10*t^2 - 245*q^9*t^3 - 615*q^8*t^4 - 636*q^7*t^5 - 293*q^6*t^6 + 214*q^5*t^7 + 443*q^4*t^8 + 195*q^3*t^9 + 39*q^2*t^10 + 10*q*t^11 + 7*q^9*t^2 + 71*q^8*t^3 + 251*q^7*t^4 + 332*q^6*t^5 + 282*q^5*t^6 + 78*q^4*t^7 - 46*q^3*t^8 - 31*q^2*t^9 - 8*q*t^10 - 8*q^7*t^3 - 53*q^6*t^4 - 92*q^5*t^5 - 102*q^4*t^6 - 45*q^3*t^7 - 10*q^2*t^8 - 2*q*t^9 + 4*q^5*t^4 + 10*q^4*t^5 + 15*q^3*t^6 + 8*q^2*t^7 + 2*q*t^8)/((q^2 - t)*(q*t - 1)*(q + t)^3*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0305] 'F@`~w'

Zeta functions

ask[-]:

(q^5*t^2 - q^5*t - 2*q^3*t^3 - q^5 + 3*q^4*t - 4*q^3*t^2 + 4*q^2*t^3 + 4*q^3*t - 4*q^2*t^2 + 3*q*t^3 - t^4 - 2*q^2*t - t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^24*t^10 + q^23*t^11 - q^24*t^9 - q^23*t^10 - 12*q^22*t^11 - 3*q^21*t^12 + q^20*t^13 - 3*q^19*t^14 + q^18*t^15 - 2*q^25*t^7 - 8*q^23*t^9 - 2*q^22*t^10 + 40*q^21*t^11 + 13*q^20*t^12 + 14*q^19*t^13 + 11*q^18*t^14 - 8*q^17*t^15 + 2*q^16*t^16 + 5*q^26*t^5 - 13*q^25*t^6 + 31*q^24*t^7 - 31*q^23*t^8 + 88*q^22*t^9 + 52*q^21*t^10 - 118*q^20*t^11 - 19*q^19*t^12 - 60*q^18*t^13 - 11*q^17*t^14 + 28*q^16*t^15 - 14*q^15*t^16 + 2*q^14*t^17 - 5*q^26*t^4 - 30*q^25*t^5 + 102*q^24*t^6 - 67*q^23*t^7 - 29*q^22*t^8 - 143*q^21*t^9 - 223*q^20*t^10 + 142*q^19*t^11 + 121*q^18*t^12 + 75*q^17*t^13 - 56*q^16*t^14 - 71*q^15*t^15 + 49*q^14*t^16 - 15*q^13*t^17 + 6*q^26*t^3 + 39*q^25*t^4 - 32*q^24*t^5 - 134*q^23*t^6 - 204*q^22*t^7 + 351*q^21*t^8 + 256*q^20*t^9 + 205*q^19*t^10 + 71*q^18*t^11 - 419*q^17*t^12 + 2*q^16*t^13 + 272*q^15*t^14 + 106*q^14*t^15 - 75*q^13*t^16 + 46*q^12*t^17 - 4*q^11*t^18 - 9*q^26*t^2 + 4*q^25*t^3 - 193*q^24*t^4 + 357*q^23*t^5 + 181*q^22*t^6 + 298*q^21*t^7 - 223*q^20*t^8 - 697*q^19*t^9 - 19*q^18*t^10 - 2*q^17*t^11 + 749*q^16*t^12 + 17*q^15*t^13 - 784*q^14*t^14 + 23*q^13*t^15 + 49*q^12*t^16 - 79*q^11*t^17 + 25*q^10*t^18 - q^9*t^19 - q^26*t + 49*q^25*t^2 - 36*q^24*t^3 + 257*q^23*t^4 - 252*q^22*t^5 - 1059*q^21*t^6 + 351*q^20*t^7 + 358*q^19*t^8 + 267*q^18*t^9 + 169*q^17*t^10 - 481*q^16*t^11 - 1249*q^15*t^12 - 50*q^14*t^13 + 1316*q^13*t^14 - 290*q^12*t^15 - 64*q^11*t^16 + 66*q^10*t^17 - 81*q^9*t^18 + 10*q^8*t^19 - q^26 - 2*q^25*t - 55*q^24*t^2 - 104*q^23*t^3 + 27*q^22*t^4 - 169*q^21*t^5 + 1370*q^20*t^6 - 307*q^19*t^7 - 1492*q^18*t^8 + 422*q^17*t^9 - 121*q^16*t^10 + 940*q^15*t^11 + 1867*q^14*t^12 - 619*q^13*t^13 - 1204*q^12*t^14 + 501*q^11*t^15 + 207*q^10*t^16 + 148*q^8*t^18 - 28*q^7*t^19 + 18*q^24*t + 24*q^23*t^2 + 149*q^22*t^3 + 124*q^21*t^4 - 157*q^20*t^5 - 918*q^19*t^6 + 626*q^18*t^7 + 2239*q^17*t^8 - 1077*q^16*t^9 + 201*q^15*t^10 - 358*q^14*t^11 - 2773*q^13*t^12 + 1776*q^12*t^13 + 1239*q^11*t^14 - 981*q^10*t^15 - 218*q^9*t^16 - 88*q^8*t^17 - 130*q^7*t^18 + 46*q^6*t^19 - 2*q^5*t^20 - 4*q^23*t - 82*q^22*t^2 + 17*q^21*t^3 - 196*q^20*t^4 + 143*q^19*t^5 + 1011*q^18*t^6 - 981*q^17*t^7 - 2589*q^16*t^8 + 1075*q^15*t^9 + 510*q^14*t^10 - 231*q^13*t^11 + 1765*q^12*t^12 - 1882*q^11*t^13 - 1395*q^10*t^14 + 1079*q^9*t^15 + 172*q^8*t^16 + 46*q^7*t^17 + 48*q^6*t^18 - 70*q^5*t^19 + 4*q^4*t^20 - 4*q^22*t + 70*q^21*t^2 - 48*q^20*t^3 - 46*q^19*t^4 - 172*q^18*t^5 - 1079*q^17*t^6 + 1395*q^16*t^7 + 1882*q^15*t^8 - 1765*q^14*t^9 + 231*q^13*t^10 - 510*q^12*t^11 - 1075*q^11*t^12 + 2589*q^10*t^13 + 981*q^9*t^14 - 1011*q^8*t^15 - 143*q^7*t^16 + 196*q^6*t^17 - 17*q^5*t^18 + 82*q^4*t^19 + 4*q^3*t^20 + 2*q^21*t - 46*q^20*t^2 + 130*q^19*t^3 + 88*q^18*t^4 + 218*q^17*t^5 + 981*q^16*t^6 - 1239*q^15*t^7 - 1776*q^14*t^8 + 2773*q^13*t^9 + 358*q^12*t^10 - 201*q^11*t^11 + 1077*q^10*t^12 - 2239*q^9*t^13 - 626*q^8*t^14 + 918*q^7*t^15 + 157*q^6*t^16 - 124*q^5*t^17 - 149*q^4*t^18 - 24*q^3*t^19 - 18*q^2*t^20 + 28*q^19*t^2 - 148*q^18*t^3 - 207*q^16*t^5 - 501*q^15*t^6 + 1204*q^14*t^7 + 619*q^13*t^8 - 1867*q^12*t^9 - 940*q^11*t^10 + 121*q^10*t^11 - 422*q^9*t^12 + 1492*q^8*t^13 + 307*q^7*t^14 - 1370*q^6*t^15 + 169*q^5*t^16 - 27*q^4*t^17 + 104*q^3*t^18 + 55*q^2*t^19 + 2*q*t^20 + t^21 - 10*q^18*t^2 + 81*q^17*t^3 - 66*q^16*t^4 + 64*q^15*t^5 + 290*q^14*t^6 - 1316*q^13*t^7 + 50*q^12*t^8 + 1249*q^11*t^9 + 481*q^10*t^10 - 169*q^9*t^11 - 267*q^8*t^12 - 358*q^7*t^13 - 351*q^6*t^14 + 1059*q^5*t^15 + 252*q^4*t^16 - 257*q^3*t^17 + 36*q^2*t^18 - 49*q*t^19 + t^20 + q^17*t^2 - 25*q^16*t^3 + 79*q^15*t^4 - 49*q^14*t^5 - 23*q^13*t^6 + 784*q^12*t^7 - 17*q^11*t^8 - 749*q^10*t^9 + 2*q^9*t^10 + 19*q^8*t^11 + 697*q^7*t^12 + 223*q^6*t^13 - 298*q^5*t^14 - 181*q^4*t^15 - 357*q^3*t^16 + 193*q^2*t^17 - 4*q*t^18 + 9*t^19 + 4*q^15*t^3 - 46*q^14*t^4 + 75*q^13*t^5 - 106*q^12*t^6 - 272*q^11*t^7 - 2*q^10*t^8 + 419*q^9*t^9 - 71*q^8*t^10 - 205*q^7*t^11 - 256*q^6*t^12 - 351*q^5*t^13 + 204*q^4*t^14 + 134*q^3*t^15 + 32*q^2*t^16 - 39*q*t^17 - 6*t^18 + 15*q^13*t^4 - 49*q^12*t^5 + 71*q^11*t^6 + 56*q^10*t^7 - 75*q^9*t^8 - 121*q^8*t^9 - 142*q^7*t^10 + 223*q^6*t^11 + 143*q^5*t^12 + 29*q^4*t^13 + 67*q^3*t^14 - 102*q^2*t^15 + 30*q*t^16 + 5*t^17 - 2*q^12*t^4 + 14*q^11*t^5 - 28*q^10*t^6 + 11*q^9*t^7 + 60*q^8*t^8 + 19*q^7*t^9 + 118*q^6*t^10 - 52*q^5*t^11 - 88*q^4*t^12 + 31*q^3*t^13 - 31*q^2*t^14 + 13*q*t^15 - 5*t^16 - 2*q^10*t^5 + 8*q^9*t^6 - 11*q^8*t^7 - 14*q^7*t^8 - 13*q^6*t^9 - 40*q^5*t^10 + 2*q^4*t^11 + 8*q^3*t^12 + 2*q*t^14 - q^8*t^6 + 3*q^7*t^7 - q^6*t^8 + 3*q^5*t^9 + 12*q^4*t^10 + q^3*t^11 + q^2*t^12 - q^3*t^10 - q^2*t^11)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^4*(q*t - 1)*(q + t)*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0306] 'F@dzw'

Zeta functions

ask[-]:

(q^5*t^2 - q^5*t - 2*q^3*t^3 - q^5 + 3*q^4*t - 4*q^3*t^2 + 4*q^2*t^3 + 4*q^3*t - 4*q^2*t^2 + 3*q*t^3 - t^4 - 2*q^2*t - t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(2*q^15*t^15 + 2*q^14*t^16 + 2*q^13*t^17 - 6*q^15*t^14 - 6*q^14*t^15 - 6*q^13*t^16 - 20*q^12*t^17 - 4*q^11*t^18 - 4*q^15*t^13 + 15*q^14*t^14 + 2*q^13*t^15 + 19*q^12*t^16 + 50*q^11*t^17 + 15*q^10*t^18 + 12*q^9*t^19 - q^8*t^20 + q^17*t^10 - 6*q^16*t^11 + 34*q^15*t^12 - 18*q^14*t^13 - 39*q^13*t^14 + 104*q^12*t^15 - 53*q^11*t^16 - 80*q^10*t^17 - 44*q^8*t^19 - q^7*t^20 - 13*q^16*t^10 + 43*q^15*t^11 - 72*q^14*t^12 + 19*q^13*t^13 + 104*q^12*t^14 - 223*q^11*t^15 - 18*q^10*t^16 + 97*q^9*t^17 - 13*q^8*t^18 + 38*q^7*t^19 + 14*q^6*t^20 + q^17*t^8 + 9*q^16*t^9 - 29*q^15*t^10 + 33*q^14*t^11 - 43*q^13*t^12 - 100*q^12*t^13 + 84*q^11*t^14 + 16*q^10*t^15 + 111*q^9*t^16 + 35*q^8*t^17 - 65*q^7*t^18 + 25*q^6*t^19 - 23*q^5*t^20 + 2*q^16*t^8 - 62*q^15*t^9 + 97*q^14*t^10 - 91*q^13*t^11 + 22*q^12*t^12 + 261*q^11*t^13 - 224*q^10*t^14 + 34*q^9*t^15 + 98*q^8*t^16 - 104*q^7*t^17 + 21*q^6*t^18 - 3*q^5*t^19 + 2*q^4*t^20 + q^3*t^21 - 3*q^16*t^7 + 65*q^15*t^8 - 113*q^14*t^9 + 206*q^13*t^10 - 22*q^12*t^11 - 251*q^11*t^12 + 457*q^10*t^13 - 81*q^9*t^14 - 18*q^8*t^15 - 32*q^7*t^16 - 182*q^6*t^17 + 107*q^5*t^18 - 29*q^4*t^19 + 4*q^3*t^20 - 7*q^16*t^6 + 26*q^15*t^7 - 133*q^14*t^8 + 238*q^13*t^9 - 88*q^12*t^10 - 209*q^11*t^11 + 386*q^10*t^12 - 504*q^9*t^13 - 503*q^8*t^14 + 152*q^7*t^15 + 153*q^6*t^16 + 60*q^5*t^17 - 6*q^4*t^18 + 3*q^3*t^19 - 13*q^15*t^6 + 183*q^14*t^7 - 351*q^13*t^8 + 196*q^12*t^9 - 20*q^11*t^10 - 742*q^10*t^11 + 640*q^9*t^12 - 44*q^8*t^13 + 363*q^7*t^14 + 395*q^6*t^15 - 427*q^5*t^16 + 82*q^4*t^17 - 22*q^3*t^18 - 10*q^15*t^5 + 9*q^14*t^6 - 237*q^13*t^7 + 241*q^12*t^8 + 144*q^11*t^9 - 359*q^10*t^10 + 610*q^9*t^11 + 294*q^8*t^12 - 484*q^7*t^13 - 123*q^6*t^14 + 43*q^5*t^15 + 3*q^4*t^16 + 28*q^3*t^17 - 3*q^2*t^18 + 15*q^15*t^4 - 79*q^14*t^5 + 328*q^13*t^6 - 387*q^12*t^7 + 108*q^11*t^8 + 416*q^10*t^9 - 543*q^9*t^10 + 543*q^8*t^11 - 416*q^7*t^12 - 108*q^6*t^13 + 387*q^5*t^14 - 328*q^4*t^15 + 79*q^3*t^16 - 15*q^2*t^17 + 3*q^15*t^3 - 28*q^14*t^4 - 3*q^13*t^5 - 43*q^12*t^6 + 123*q^11*t^7 + 484*q^10*t^8 - 294*q^9*t^9 - 610*q^8*t^10 + 359*q^7*t^11 - 144*q^6*t^12 - 241*q^5*t^13 + 237*q^4*t^14 - 9*q^3*t^15 + 10*q^2*t^16 + 22*q^14*t^3 - 82*q^13*t^4 + 427*q^12*t^5 - 395*q^11*t^6 - 363*q^10*t^7 + 44*q^9*t^8 - 640*q^8*t^9 + 742*q^7*t^10 + 20*q^6*t^11 - 196*q^5*t^12 + 351*q^4*t^13 - 183*q^3*t^14 + 13*q^2*t^15 - 3*q^14*t^2 + 6*q^13*t^3 - 60*q^12*t^4 - 153*q^11*t^5 - 152*q^10*t^6 + 503*q^9*t^7 + 504*q^8*t^8 - 386*q^7*t^9 + 209*q^6*t^10 + 88*q^5*t^11 - 238*q^4*t^12 + 133*q^3*t^13 - 26*q^2*t^14 + 7*q*t^15 - 4*q^14*t + 29*q^13*t^2 - 107*q^12*t^3 + 182*q^11*t^4 + 32*q^10*t^5 + 18*q^9*t^6 + 81*q^8*t^7 - 457*q^7*t^8 + 251*q^6*t^9 + 22*q^5*t^10 - 206*q^4*t^11 + 113*q^3*t^12 - 65*q^2*t^13 + 3*q*t^14 - q^14 - 2*q^13*t + 3*q^12*t^2 - 21*q^11*t^3 + 104*q^10*t^4 - 98*q^9*t^5 - 34*q^8*t^6 + 224*q^7*t^7 - 261*q^6*t^8 - 22*q^5*t^9 + 91*q^4*t^10 - 97*q^3*t^11 + 62*q^2*t^12 - 2*q*t^13 + 23*q^12*t - 25*q^11*t^2 + 65*q^10*t^3 - 35*q^9*t^4 - 111*q^8*t^5 - 16*q^7*t^6 - 84*q^6*t^7 + 100*q^5*t^8 + 43*q^4*t^9 - 33*q^3*t^10 + 29*q^2*t^11 - 9*q*t^12 - t^13 - 14*q^11*t - 38*q^10*t^2 + 13*q^9*t^3 - 97*q^8*t^4 + 18*q^7*t^5 + 223*q^6*t^6 - 104*q^5*t^7 - 19*q^4*t^8 + 72*q^3*t^9 - 43*q^2*t^10 + 13*q*t^11 + q^10*t + 44*q^9*t^2 + 80*q^7*t^4 + 53*q^6*t^5 - 104*q^5*t^6 + 39*q^4*t^7 + 18*q^3*t^8 - 34*q^2*t^9 + 6*q*t^10 - t^11 + q^9*t - 12*q^8*t^2 - 15*q^7*t^3 - 50*q^6*t^4 - 19*q^5*t^5 - 2*q^4*t^6 - 15*q^3*t^7 + 4*q^2*t^8 + 4*q^6*t^3 + 20*q^5*t^4 + 6*q^4*t^5 + 6*q^3*t^6 + 6*q^2*t^7 - 2*q^4*t^4 - 2*q^3*t^5 - 2*q^2*t^6)/((q*t^2 - 1)^4*(q^2 - t)*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0307] 'F@d~o'

Zeta functions

ask[-]:

(q^7*t^3 - q^6*t^4 + q^5*t^5 - 3*q^7*t^2 + 3*q^6*t^3 - 5*q^5*t^4 - q^4*t^5 + q^8 - 2*q^7*t + 7*q^6*t^2 - q^5*t^3 + 9*q^4*t^4 + q^3*t^5 - 5*q^6*t + 8*q^5*t^2 - 26*q^4*t^3 + 8*q^3*t^4 - 5*q^2*t^5 + q^5*t + 9*q^4*t^2 - q^3*t^3 + 7*q^2*t^4 - 2*q*t^5 + t^6 - q^4*t - 5*q^3*t^2 + 3*q^2*t^3 - 3*q*t^4 + q^3*t - q^2*t^2 + q*t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(2*q^15*t^12 + 5*q^14*t^13 + 9*q^13*t^14 + 5*q^12*t^15 + 2*q^11*t^16 - 4*q^15*t^11 - 12*q^14*t^12 - 35*q^13*t^13 - 71*q^12*t^14 - 54*q^11*t^15 - 28*q^10*t^16 - 3*q^9*t^17 - 8*q^15*t^10 - 15*q^14*t^11 - 10*q^13*t^12 + 117*q^12*t^13 + 240*q^11*t^14 + 226*q^10*t^15 + 150*q^9*t^16 + 34*q^8*t^17 + 2*q^7*t^18 + 22*q^15*t^9 + 51*q^14*t^10 + 173*q^13*t^11 + 303*q^12*t^12 - 82*q^11*t^13 - 441*q^10*t^14 - 557*q^9*t^15 - 415*q^8*t^16 - 137*q^7*t^17 - 20*q^6*t^18 - q^5*t^19 + q^17*t^6 - 3*q^16*t^7 + 5*q^15*t^8 + 19*q^14*t^9 - 98*q^13*t^10 - 721*q^12*t^11 - 1122*q^11*t^12 - 596*q^10*t^13 + 219*q^9*t^14 + 950*q^8*t^15 + 721*q^7*t^16 + 268*q^6*t^17 + 76*q^5*t^18 + 5*q^4*t^19 + q^17*t^5 - 11*q^16*t^6 - 28*q^15*t^7 - 28*q^14*t^8 - 476*q^13*t^9 - 431*q^12*t^10 + 1573*q^11*t^11 + 2488*q^10*t^12 + 2028*q^9*t^13 + 785*q^8*t^14 - 922*q^7*t^15 - 920*q^6*t^16 - 342*q^5*t^17 - 113*q^4*t^18 - 16*q^3*t^19 + 7*q^17*t^4 - 24*q^16*t^5 + 65*q^15*t^6 - 60*q^14*t^7 + 182*q^13*t^8 + 2002*q^12*t^9 + 1974*q^11*t^10 - 1260*q^10*t^11 - 3498*q^9*t^12 - 3937*q^8*t^13 - 1774*q^7*t^14 + 318*q^6*t^15 + 741*q^5*t^16 + 394*q^4*t^17 + 61*q^3*t^18 + 25*q^2*t^19 + 3*q^17*t^3 - 82*q^16*t^4 + 266*q^15*t^5 - 154*q^14*t^6 + 438*q^13*t^7 + 464*q^12*t^8 - 5041*q^11*t^9 - 4811*q^10*t^10 - 19*q^9*t^11 + 2317*q^8*t^12 + 4756*q^7*t^13 + 2558*q^6*t^14 - 69*q^5*t^15 - 310*q^4*t^16 - 262*q^3*t^17 - 47*q^2*t^18 - 6*q*t^19 - t^20 + 7*q^17*t^2 - 35*q^16*t^3 + 324*q^15*t^4 - 654*q^14*t^5 - 775*q^13*t^6 - 562*q^12*t^7 - 1957*q^11*t^8 + 5448*q^10*t^9 + 9303*q^9*t^10 + 1883*q^8*t^11 - 1620*q^7*t^12 - 2303*q^6*t^13 - 2575*q^5*t^14 - 316*q^4*t^15 + 377*q^3*t^16 - 6*q^2*t^17 + 40*q*t^18 - t^19 + q^17*t - 40*q^16*t^2 + 6*q^15*t^3 - 377*q^14*t^4 + 316*q^13*t^5 + 2575*q^12*t^6 + 2303*q^11*t^7 + 1620*q^10*t^8 - 1883*q^9*t^9 - 9303*q^8*t^10 - 5448*q^7*t^11 + 1957*q^6*t^12 + 562*q^5*t^13 + 775*q^4*t^14 + 654*q^3*t^15 - 324*q^2*t^16 + 35*q*t^17 - 7*t^18 + q^17 + 6*q^16*t + 47*q^15*t^2 + 262*q^14*t^3 + 310*q^13*t^4 + 69*q^12*t^5 - 2558*q^11*t^6 - 4756*q^10*t^7 - 2317*q^9*t^8 + 19*q^8*t^9 + 4811*q^7*t^10 + 5041*q^6*t^11 - 464*q^5*t^12 - 438*q^4*t^13 + 154*q^3*t^14 - 266*q^2*t^15 + 82*q*t^16 - 3*t^17 - 25*q^15*t - 61*q^14*t^2 - 394*q^13*t^3 - 741*q^12*t^4 - 318*q^11*t^5 + 1774*q^10*t^6 + 3937*q^9*t^7 + 3498*q^8*t^8 + 1260*q^7*t^9 - 1974*q^6*t^10 - 2002*q^5*t^11 - 182*q^4*t^12 + 60*q^3*t^13 - 65*q^2*t^14 + 24*q*t^15 - 7*t^16 + 16*q^14*t + 113*q^13*t^2 + 342*q^12*t^3 + 920*q^11*t^4 + 922*q^10*t^5 - 785*q^9*t^6 - 2028*q^8*t^7 - 2488*q^7*t^8 - 1573*q^6*t^9 + 431*q^5*t^10 + 476*q^4*t^11 + 28*q^3*t^12 + 28*q^2*t^13 + 11*q*t^14 - t^15 - 5*q^13*t - 76*q^12*t^2 - 268*q^11*t^3 - 721*q^10*t^4 - 950*q^9*t^5 - 219*q^8*t^6 + 596*q^7*t^7 + 1122*q^6*t^8 + 721*q^5*t^9 + 98*q^4*t^10 - 19*q^3*t^11 - 5*q^2*t^12 + 3*q*t^13 - t^14 + q^12*t + 20*q^11*t^2 + 137*q^10*t^3 + 415*q^9*t^4 + 557*q^8*t^5 + 441*q^7*t^6 + 82*q^6*t^7 - 303*q^5*t^8 - 173*q^4*t^9 - 51*q^3*t^10 - 22*q^2*t^11 - 2*q^10*t^2 - 34*q^9*t^3 - 150*q^8*t^4 - 226*q^7*t^5 - 240*q^6*t^6 - 117*q^5*t^7 + 10*q^4*t^8 + 15*q^3*t^9 + 8*q^2*t^10 + 3*q^8*t^3 + 28*q^7*t^4 + 54*q^6*t^5 + 71*q^5*t^6 + 35*q^4*t^7 + 12*q^3*t^8 + 4*q^2*t^9 - 2*q^6*t^4 - 5*q^5*t^5 - 9*q^4*t^6 - 5*q^3*t^7 - 2*q^2*t^8)/((q^2 - t)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0308] 'F@fbo'

Zeta functions

ask[-]:

(q^8*t^5 + 2*q^7*t^6 - 5*q^8*t^4 - 9*q^7*t^5 - 5*q^6*t^6 - 2*q^5*t^7 + 13*q^8*t^3 + 4*q^7*t^4 + 40*q^6*t^5 - 4*q^5*t^6 + 7*q^4*t^7 - 16*q^8*t^2 + 7*q^7*t^3 - 62*q^6*t^4 - 2*q^5*t^5 - 10*q^4*t^6 - q^3*t^7 + q^9 + 28*q^7*t^2 - 33*q^6*t^3 + 98*q^5*t^4 - 73*q^4*t^5 + 33*q^3*t^6 - 12*q^2*t^7 - 12*q^7*t + 33*q^6*t^2 - 73*q^5*t^3 + 98*q^4*t^4 - 33*q^3*t^5 + 28*q^2*t^6 + t^8 - q^6*t - 10*q^5*t^2 - 2*q^4*t^3 - 62*q^3*t^4 + 7*q^2*t^5 - 16*q*t^6 + 7*q^5*t - 4*q^4*t^2 + 40*q^3*t^3 + 4*q^2*t^4 + 13*q*t^5 - 2*q^4*t - 5*q^3*t^2 - 9*q^2*t^3 - 5*q*t^4 + 2*q^2*t^2 + q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^5)

ask[+]:

-(q^16*t^20 - q^15*t^21 - 5*q^14*t^22 - 8*q^13*t^23 - q^12*t^24 - q^19*t^16 + 4*q^18*t^17 - 9*q^17*t^18 - 4*q^16*t^19 + 35*q^15*t^20 + 43*q^14*t^21 + 31*q^13*t^22 + 65*q^12*t^23 + 30*q^11*t^24 + 2*q^10*t^25 - 4*q^20*t^14 + 6*q^19*t^15 + 36*q^18*t^16 - 50*q^17*t^17 - 61*q^16*t^18 + 36*q^15*t^19 - 189*q^14*t^20 - 371*q^13*t^21 - 196*q^12*t^22 - 208*q^11*t^23 - 177*q^10*t^24 - 37*q^9*t^25 - 4*q^8*t^26 + q^7*t^27 - q^21*t^12 + 15*q^19*t^14 - 44*q^18*t^15 - 48*q^17*t^16 + 133*q^16*t^17 + 370*q^15*t^18 + 166*q^14*t^19 + 424*q^13*t^20 + 1198*q^12*t^21 + 967*q^11*t^22 + 451*q^10*t^23 + 455*q^9*t^24 + 201*q^8*t^25 + 30*q^7*t^26 - 5*q^6*t^27 + 2*q^21*t^11 + 31*q^20*t^12 - 39*q^19*t^13 - 224*q^18*t^14 + 463*q^17*t^15 + 154*q^16*t^16 - 807*q^15*t^17 - 262*q^14*t^18 - 426*q^13*t^19 - 1300*q^12*t^20 - 1831*q^11*t^21 - 2340*q^10*t^22 - 1222*q^9*t^23 - 603*q^8*t^24 - 496*q^7*t^25 - 111*q^6*t^26 + 9*q^5*t^27 + 4*q^21*t^10 - 8*q^20*t^11 - 78*q^19*t^12 + 18*q^18*t^13 + 644*q^17*t^14 - 740*q^16*t^15 - 2645*q^15*t^16 + 1509*q^14*t^17 + 1299*q^13*t^18 - 2574*q^12*t^19 + 1707*q^11*t^20 + 3266*q^10*t^21 + 2357*q^9*t^22 + 2420*q^8*t^23 + 856*q^7*t^24 + 548*q^6*t^25 + 238*q^5*t^26 - q^4*t^27 - 10*q^21*t^9 - 105*q^20*t^10 + 216*q^19*t^11 + 556*q^18*t^12 - 1360*q^17*t^13 + 863*q^16*t^14 + 1784*q^15*t^15 + 4079*q^14*t^16 + 4814*q^13*t^17 - 2255*q^12*t^18 + 4151*q^11*t^19 + 5059*q^10*t^20 - 4916*q^9*t^21 - 2732*q^8*t^22 - 1557*q^7*t^23 - 1530*q^6*t^24 - 372*q^5*t^25 - 232*q^4*t^26 - 27*q^3*t^27 + q^21*t^8 + 11*q^20*t^9 + 292*q^19*t^10 + 141*q^18*t^11 - 3079*q^17*t^12 + 2778*q^16*t^13 + 4050*q^15*t^14 - 11184*q^14*t^15 - 6213*q^13*t^16 - 4660*q^12*t^17 - 10150*q^11*t^18 - 2683*q^10*t^19 - 8821*q^9*t^20 - 2011*q^8*t^21 + 5458*q^7*t^22 + 205*q^6*t^23 + 936*q^5*t^24 + 574*q^4*t^25 + 38*q^3*t^26 + 45*q^2*t^27 - q^22*t^6 + 25*q^21*t^7 + 87*q^20*t^8 - 409*q^19*t^9 - 927*q^18*t^10 + 2231*q^17*t^11 - 1888*q^16*t^12 + 2112*q^15*t^13 - 10731*q^14*t^14 - 116*q^13*t^15 + 28896*q^12*t^16 - 2237*q^11*t^17 + 6535*q^10*t^18 + 19238*q^9*t^19 + 2043*q^8*t^20 + 6190*q^7*t^21 - 1586*q^6*t^22 - 2233*q^5*t^23 + 427*q^4*t^24 - 510*q^3*t^25 - 8*q^2*t^26 - 13*q*t^27 - t^28 - q^22*t^5 + 31*q^21*t^6 - 137*q^20*t^7 + 349*q^19*t^8 - 2210*q^18*t^9 + 9703*q^17*t^10 - 10322*q^16*t^11 + 829*q^15*t^12 + 24426*q^14*t^13 - 8428*q^13*t^14 + 21520*q^12*t^15 - 11129*q^11*t^16 - 30373*q^10*t^17 + 18423*q^9*t^18 - 17214*q^8*t^19 - 14339*q^7*t^20 + 3648*q^6*t^21 - 2699*q^5*t^22 + 1504*q^4*t^23 + 194*q^3*t^24 + 4*q^2*t^25 + 38*q*t^26 - t^27 - 7*q^22*t^4 + 23*q^21*t^5 - 607*q^20*t^6 + 2438*q^19*t^7 - 4921*q^18*t^8 + 8366*q^17*t^9 - 8845*q^16*t^10 - 14178*q^15*t^11 + 35570*q^14*t^12 - 51243*q^13*t^13 - 31548*q^12*t^14 + 25969*q^11*t^15 - 37877*q^10*t^16 + 22215*q^9*t^17 + 10410*q^8*t^18 - 16236*q^7*t^19 + 19203*q^6*t^20 - 450*q^5*t^21 - 2121*q^4*t^22 + 1009*q^3*t^23 - 544*q^2*t^24 + 65*q*t^25 - 7*t^26 - 3*q^22*t^3 + 129*q^21*t^4 - 592*q^20*t^5 + 2975*q^19*t^6 - 6083*q^18*t^7 + 940*q^17*t^8 + 7198*q^16*t^9 - 22900*q^15*t^10 + 34754*q^14*t^11 - 11731*q^13*t^12 - 15982*q^12*t^13 + 96846*q^11*t^14 - 15982*q^10*t^15 - 11731*q^9*t^16 + 34754*q^8*t^17 - 22900*q^7*t^18 + 7198*q^6*t^19 + 940*q^5*t^20 - 6083*q^4*t^21 + 2975*q^3*t^22 - 592*q^2*t^23 + 129*q*t^24 - 3*t^25 - 7*q^22*t^2 + 65*q^21*t^3 - 544*q^20*t^4 + 1009*q^19*t^5 - 2121*q^18*t^6 - 450*q^17*t^7 + 19203*q^16*t^8 - 16236*q^15*t^9 + 10410*q^14*t^10 + 22215*q^13*t^11 - 37877*q^12*t^12 + 25969*q^11*t^13 - 31548*q^10*t^14 - 51243*q^9*t^15 + 35570*q^8*t^16 - 14178*q^7*t^17 - 8845*q^6*t^18 + 8366*q^5*t^19 - 4921*q^4*t^20 + 2438*q^3*t^21 - 607*q^2*t^22 + 23*q*t^23 - 7*t^24 - q^22*t + 38*q^21*t^2 + 4*q^20*t^3 + 194*q^19*t^4 + 1504*q^18*t^5 - 2699*q^17*t^6 + 3648*q^16*t^7 - 14339*q^15*t^8 - 17214*q^14*t^9 + 18423*q^13*t^10 - 30373*q^12*t^11 - 11129*q^11*t^12 + 21520*q^10*t^13 - 8428*q^9*t^14 + 24426*q^8*t^15 + 829*q^7*t^16 - 10322*q^6*t^17 + 9703*q^5*t^18 - 2210*q^4*t^19 + 349*q^3*t^20 - 137*q^2*t^21 + 31*q*t^22 - t^23 - q^22 - 13*q^21*t - 8*q^20*t^2 - 510*q^19*t^3 + 427*q^18*t^4 - 2233*q^17*t^5 - 1586*q^16*t^6 + 6190*q^15*t^7 + 2043*q^14*t^8 + 19238*q^13*t^9 + 6535*q^12*t^10 - 2237*q^11*t^11 + 28896*q^10*t^12 - 116*q^9*t^13 - 10731*q^8*t^14 + 2112*q^7*t^15 - 1888*q^6*t^16 + 2231*q^5*t^17 - 927*q^4*t^18 - 409*q^3*t^19 + 87*q^2*t^20 + 25*q*t^21 - t^22 + 45*q^20*t + 38*q^19*t^2 + 574*q^18*t^3 + 936*q^17*t^4 + 205*q^16*t^5 + 5458*q^15*t^6 - 2011*q^14*t^7 - 8821*q^13*t^8 - 2683*q^12*t^9 - 10150*q^11*t^10 - 4660*q^10*t^11 - 6213*q^9*t^12 - 11184*q^8*t^13 + 4050*q^7*t^14 + 2778*q^6*t^15 - 3079*q^5*t^16 + 141*q^4*t^17 + 292*q^3*t^18 + 11*q^2*t^19 + q*t^20 - 27*q^19*t - 232*q^18*t^2 - 372*q^17*t^3 - 1530*q^16*t^4 - 1557*q^15*t^5 - 2732*q^14*t^6 - 4916*q^13*t^7 + 5059*q^12*t^8 + 4151*q^11*t^9 - 2255*q^10*t^10 + 4814*q^9*t^11 + 4079*q^8*t^12 + 1784*q^7*t^13 + 863*q^6*t^14 - 1360*q^5*t^15 + 556*q^4*t^16 + 216*q^3*t^17 - 105*q^2*t^18 - 10*q*t^19 - q^18*t + 238*q^17*t^2 + 548*q^16*t^3 + 856*q^15*t^4 + 2420*q^14*t^5 + 2357*q^13*t^6 + 3266*q^12*t^7 + 1707*q^11*t^8 - 2574*q^10*t^9 + 1299*q^9*t^10 + 1509*q^8*t^11 - 2645*q^7*t^12 - 740*q^6*t^13 + 644*q^5*t^14 + 18*q^4*t^15 - 78*q^3*t^16 - 8*q^2*t^17 + 4*q*t^18 + 9*q^17*t - 111*q^16*t^2 - 496*q^15*t^3 - 603*q^14*t^4 - 1222*q^13*t^5 - 2340*q^12*t^6 - 1831*q^11*t^7 - 1300*q^10*t^8 - 426*q^9*t^9 - 262*q^8*t^10 - 807*q^7*t^11 + 154*q^6*t^12 + 463*q^5*t^13 - 224*q^4*t^14 - 39*q^3*t^15 + 31*q^2*t^16 + 2*q*t^17 - 5*q^16*t + 30*q^15*t^2 + 201*q^14*t^3 + 455*q^13*t^4 + 451*q^12*t^5 + 967*q^11*t^6 + 1198*q^10*t^7 + 424*q^9*t^8 + 166*q^8*t^9 + 370*q^7*t^10 + 133*q^6*t^11 - 48*q^5*t^12 - 44*q^4*t^13 + 15*q^3*t^14 - q*t^16 + q^15*t - 4*q^14*t^2 - 37*q^13*t^3 - 177*q^12*t^4 - 208*q^11*t^5 - 196*q^10*t^6 - 371*q^9*t^7 - 189*q^8*t^8 + 36*q^7*t^9 - 61*q^6*t^10 - 50*q^5*t^11 + 36*q^4*t^12 + 6*q^3*t^13 - 4*q^2*t^14 + 2*q^12*t^3 + 30*q^11*t^4 + 65*q^10*t^5 + 31*q^9*t^6 + 43*q^8*t^7 + 35*q^7*t^8 - 4*q^6*t^9 - 9*q^5*t^10 + 4*q^4*t^11 - q^3*t^12 - q^10*t^4 - 8*q^9*t^5 - 5*q^8*t^6 - q^7*t^7 + q^6*t^8)/((q^2 - t)^2*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6]]

[0309] 'F@h^g'

Zeta functions

ask[-]:

(2*q^5*t^3 - q^4*t^4 + q^6*t - 8*q^5*t^2 + 4*q^4*t^3 - 2*q^3*t^4 + q^6 - 2*q^5*t + 14*q^4*t^2 - 10*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 10*q^3*t^2 - 14*q^2*t^3 + 2*q*t^4 - t^5 + 2*q^3*t - 4*q^2*t^2 + 8*q*t^3 - t^4 + q^2*t - 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^7*t^6 + q^6*t^7 + q^5*t^8 + q^4*t^9 + 3*q^7*t^5 - 12*q^6*t^6 - 16*q^5*t^7 + 6*q^4*t^8 - 9*q^3*t^9 + 11*q^7*t^4 - 34*q^6*t^5 + 77*q^5*t^6 + 23*q^4*t^7 - 4*q^3*t^8 + 15*q^2*t^9 + 10*q^7*t^3 - 108*q^6*t^4 + 209*q^5*t^5 - 308*q^4*t^6 + 73*q^3*t^7 - 43*q^2*t^8 - t^10 + 11*q^7*t^2 - 79*q^6*t^3 + 383*q^5*t^4 - 520*q^4*t^5 + 542*q^3*t^6 - 158*q^2*t^7 + 48*q*t^8 - 3*t^9 + 3*q^7*t - 48*q^6*t^2 + 158*q^5*t^3 - 542*q^4*t^4 + 520*q^3*t^5 - 383*q^2*t^6 + 79*q*t^7 - 11*t^8 + q^7 + 43*q^5*t^2 - 73*q^4*t^3 + 308*q^3*t^4 - 209*q^2*t^5 + 108*q*t^6 - 10*t^7 - 15*q^5*t + 4*q^4*t^2 - 23*q^3*t^3 - 77*q^2*t^4 + 34*q*t^5 - 11*t^6 + 9*q^4*t - 6*q^3*t^2 + 16*q^2*t^3 + 12*q*t^4 - 3*t^5 - q^3*t - q^2*t^2 - q*t^3 - t^4)/(q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0310] 'F@hqw'

Zeta functions

ask[-]:

-(3*q^4*t - 4*q^3*t^2 + q^4 - 4*q^3*t + 6*q^2*t^2 - 6*q^2*t + 4*q*t^2 - t^3 + 4*q*t - 3*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^11*t^15 + 2*q^10*t^16 - 3*q^11*t^14 - 3*q^10*t^15 - 10*q^9*t^16 - 2*q^8*t^17 + q^12*t^12 - 2*q^11*t^13 - 4*q^10*t^14 + 24*q^9*t^15 + 9*q^8*t^16 + 11*q^7*t^17 + 5*q^12*t^11 - 14*q^11*t^12 + 15*q^10*t^13 + 58*q^9*t^14 - 110*q^8*t^15 + 36*q^7*t^16 - 26*q^6*t^17 + 13*q^12*t^10 - 95*q^11*t^11 + 273*q^10*t^12 - 386*q^9*t^13 + 194*q^8*t^14 + 47*q^7*t^15 - 40*q^6*t^16 + 24*q^5*t^17 + 10*q^12*t^9 - 145*q^11*t^10 + 598*q^10*t^11 - 1303*q^9*t^12 + 1633*q^8*t^13 - 1162*q^7*t^14 + 379*q^6*t^15 - 87*q^5*t^16 + 6*q^4*t^17 - q^3*t^18 + 5*q^12*t^8 - 55*q^11*t^9 + 349*q^10*t^10 - 1093*q^9*t^11 + 1858*q^8*t^12 - 2067*q^7*t^13 + 1439*q^6*t^14 - 454*q^5*t^15 + 97*q^4*t^16 - 7*q^3*t^17 - 33*q^11*t^8 + 155*q^10*t^9 - 399*q^9*t^10 + 696*q^8*t^11 - 478*q^7*t^12 + 395*q^6*t^13 - 356*q^5*t^14 + 72*q^4*t^15 - 16*q^3*t^16 - 36*q^11*t^7 + 471*q^10*t^8 - 1566*q^9*t^9 + 2734*q^8*t^10 - 2752*q^7*t^11 + 1145*q^6*t^12 - 61*q^5*t^13 - 20*q^4*t^14 + 22*q^3*t^15 - 25*q^11*t^6 + 281*q^10*t^7 - 1758*q^9*t^8 + 4758*q^8*t^9 - 7171*q^7*t^10 + 6611*q^6*t^11 - 3422*q^5*t^12 + 843*q^4*t^13 - 129*q^3*t^14 + 6*q^2*t^15 - q^11*t^5 + 40*q^10*t^6 - 243*q^9*t^7 + 1502*q^8*t^8 - 3991*q^7*t^9 + 5226*q^6*t^10 - 4317*q^5*t^11 + 2071*q^4*t^12 - 411*q^3*t^13 + 43*q^2*t^14 + 18*q^10*t^5 - 262*q^9*t^6 + 489*q^8*t^7 - 728*q^7*t^8 + 1158*q^6*t^9 - 728*q^5*t^10 + 489*q^4*t^11 - 262*q^3*t^12 + 18*q^2*t^13 + 43*q^10*t^4 - 411*q^9*t^5 + 2071*q^8*t^6 - 4317*q^7*t^7 + 5226*q^6*t^8 - 3991*q^5*t^9 + 1502*q^4*t^10 - 243*q^3*t^11 + 40*q^2*t^12 - q*t^13 + 6*q^10*t^3 - 129*q^9*t^4 + 843*q^8*t^5 - 3422*q^7*t^6 + 6611*q^6*t^7 - 7171*q^5*t^8 + 4758*q^4*t^9 - 1758*q^3*t^10 + 281*q^2*t^11 - 25*q*t^12 + 22*q^9*t^3 - 20*q^8*t^4 - 61*q^7*t^5 + 1145*q^6*t^6 - 2752*q^5*t^7 + 2734*q^4*t^8 - 1566*q^3*t^9 + 471*q^2*t^10 - 36*q*t^11 - 16*q^9*t^2 + 72*q^8*t^3 - 356*q^7*t^4 + 395*q^6*t^5 - 478*q^5*t^6 + 696*q^4*t^7 - 399*q^3*t^8 + 155*q^2*t^9 - 33*q*t^10 - 7*q^9*t + 97*q^8*t^2 - 454*q^7*t^3 + 1439*q^6*t^4 - 2067*q^5*t^5 + 1858*q^4*t^6 - 1093*q^3*t^7 + 349*q^2*t^8 - 55*q*t^9 + 5*t^10 - q^9 + 6*q^8*t - 87*q^7*t^2 + 379*q^6*t^3 - 1162*q^5*t^4 + 1633*q^4*t^5 - 1303*q^3*t^6 + 598*q^2*t^7 - 145*q*t^8 + 10*t^9 + 24*q^7*t - 40*q^6*t^2 + 47*q^5*t^3 + 194*q^4*t^4 - 386*q^3*t^5 + 273*q^2*t^6 - 95*q*t^7 + 13*t^8 - 26*q^6*t + 36*q^5*t^2 - 110*q^4*t^3 + 58*q^3*t^4 + 15*q^2*t^5 - 14*q*t^6 + 5*t^7 + 11*q^5*t + 9*q^4*t^2 + 24*q^3*t^3 - 4*q^2*t^4 - 2*q*t^5 + t^6 - 2*q^4*t - 10*q^3*t^2 - 3*q^2*t^3 - 3*q*t^4 + 2*q^2*t^2 + q*t^3)/((q*t^2 - 1)^4*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 6], [5, 6]]

[0311] 'F@huw'

Zeta functions

ask[-]:

(q^6*t^4 - 6*q^5*t^4 + q^4*t^5 + q^7*t - 8*q^6*t^2 + 18*q^5*t^3 - 4*q^4*t^4 + 2*q^3*t^5 + q^7 - 3*q^6*t + 13*q^5*t^2 - 28*q^4*t^3 + 19*q^3*t^4 - 7*q^2*t^5 - 7*q^5*t + 19*q^4*t^2 - 28*q^3*t^3 + 13*q^2*t^4 - 3*q*t^5 + t^6 + 2*q^4*t - 4*q^3*t^2 + 18*q^2*t^3 - 8*q*t^4 + t^5 + q^3*t - 6*q^2*t^2 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

-(q^9*t^12 + q^8*t^13 - q^6*t^15 - 2*q^10*t^10 - 7*q^9*t^11 + 2*q^8*t^12 + q^7*t^13 - 6*q^6*t^14 + 4*q^5*t^15 - q^11*t^8 + 11*q^10*t^9 + 2*q^9*t^10 + 10*q^8*t^11 - 10*q^7*t^12 - 6*q^6*t^13 + 22*q^5*t^14 - 3*q^4*t^15 + q^12*t^6 - 4*q^11*t^7 + 13*q^10*t^8 - 6*q^9*t^9 - 59*q^8*t^10 + 61*q^7*t^11 + 41*q^6*t^12 - 62*q^5*t^13 - 4*q^4*t^14 - 13*q^3*t^15 + q^12*t^5 - 16*q^11*t^6 - 4*q^10*t^7 + 5*q^9*t^8 - 56*q^8*t^9 + 148*q^7*t^10 - 137*q^6*t^11 - 120*q^5*t^12 + 174*q^4*t^13 - 32*q^3*t^14 + 26*q^2*t^15 + 7*q^12*t^4 - 21*q^11*t^5 + 119*q^10*t^6 - 181*q^9*t^7 + 193*q^8*t^8 - 75*q^7*t^9 - 190*q^6*t^10 + 392*q^5*t^11 - 73*q^4*t^12 - 55*q^3*t^13 - 21*q^2*t^14 - 6*q*t^15 - t^16 + 3*q^12*t^3 - 83*q^11*t^4 + 302*q^10*t^5 - 696*q^9*t^6 + 1008*q^8*t^7 - 610*q^7*t^8 - 182*q^6*t^9 + 814*q^5*t^10 - 1089*q^4*t^11 + 510*q^3*t^12 - 113*q^2*t^13 + 38*q*t^14 - t^15 + 7*q^12*t^2 - 53*q^11*t^3 + 377*q^10*t^4 - 1018*q^9*t^5 + 1371*q^8*t^6 - 1237*q^7*t^7 + 1237*q^5*t^9 - 1371*q^4*t^10 + 1018*q^3*t^11 - 377*q^2*t^12 + 53*q*t^13 - 7*t^14 + q^12*t - 38*q^11*t^2 + 113*q^10*t^3 - 510*q^9*t^4 + 1089*q^8*t^5 - 814*q^7*t^6 + 182*q^6*t^7 + 610*q^5*t^8 - 1008*q^4*t^9 + 696*q^3*t^10 - 302*q^2*t^11 + 83*q*t^12 - 3*t^13 + q^12 + 6*q^11*t + 21*q^10*t^2 + 55*q^9*t^3 + 73*q^8*t^4 - 392*q^7*t^5 + 190*q^6*t^6 + 75*q^5*t^7 - 193*q^4*t^8 + 181*q^3*t^9 - 119*q^2*t^10 + 21*q*t^11 - 7*t^12 - 26*q^10*t + 32*q^9*t^2 - 174*q^8*t^3 + 120*q^7*t^4 + 137*q^6*t^5 - 148*q^5*t^6 + 56*q^4*t^7 - 5*q^3*t^8 + 4*q^2*t^9 + 16*q*t^10 - t^11 + 13*q^9*t + 4*q^8*t^2 + 62*q^7*t^3 - 41*q^6*t^4 - 61*q^5*t^5 + 59*q^4*t^6 + 6*q^3*t^7 - 13*q^2*t^8 + 4*q*t^9 - t^10 + 3*q^8*t - 22*q^7*t^2 + 6*q^6*t^3 + 10*q^5*t^4 - 10*q^4*t^5 - 2*q^3*t^6 - 11*q^2*t^7 + q*t^8 - 4*q^7*t + 6*q^6*t^2 - q^5*t^3 - 2*q^4*t^4 + 7*q^3*t^5 + 2*q^2*t^6 + q^6*t - q^4*t^3 - q^3*t^4)/((t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 6], [5, 6]]

[0312] 'F@h}o'

Zeta functions

ask[-]:

(3*q^5*t^3 - 2*q^4*t^4 - 7*q^5*t^2 + 2*q^4*t^3 + q^6 + 12*q^4*t^2 - 10*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 10*q^3*t^2 - 12*q^2*t^3 - t^5 - 2*q^2*t^2 + 7*q*t^3 + 2*q^2*t - 3*q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(3*q^12*t^12 + 9*q^11*t^13 + 12*q^10*t^14 + 5*q^9*t^15 - 6*q^12*t^11 - 24*q^11*t^12 - 61*q^10*t^13 - 86*q^9*t^14 - 47*q^8*t^15 - 8*q^7*t^16 - 12*q^12*t^10 - 27*q^11*t^11 + 28*q^10*t^12 + 200*q^9*t^13 + 279*q^8*t^14 + 173*q^7*t^15 + 53*q^6*t^16 + 2*q^5*t^17 - q^13*t^8 + 38*q^12*t^9 + 100*q^11*t^10 + 294*q^10*t^11 + 257*q^9*t^12 - 329*q^8*t^13 - 550*q^7*t^14 - 351*q^6*t^15 - 144*q^5*t^16 - 10*q^4*t^17 + q^14*t^6 - 4*q^13*t^7 + 14*q^12*t^8 + 13*q^11*t^9 - 369*q^10*t^10 - 1101*q^9*t^11 - 1024*q^8*t^12 + 24*q^7*t^13 + 677*q^6*t^14 + 529*q^5*t^15 + 169*q^4*t^16 + 27*q^3*t^17 + q^14*t^5 - 5*q^13*t^6 - 70*q^12*t^7 - 114*q^11*t^8 - 715*q^10*t^9 + 323*q^9*t^10 + 2559*q^8*t^11 + 1974*q^7*t^12 + 642*q^6*t^13 - 378*q^5*t^14 - 624*q^4*t^15 - 78*q^3*t^16 - 35*q^2*t^17 + 7*q^14*t^4 - 33*q^13*t^5 + 68*q^12*t^6 - 6*q^11*t^7 + 926*q^10*t^8 + 2565*q^9*t^9 + 292*q^8*t^10 - 3093*q^7*t^11 - 2720*q^6*t^12 - 1111*q^5*t^13 + 130*q^4*t^14 + 361*q^3*t^15 + 52*q^2*t^16 + 9*q*t^17 + t^18 + 3*q^14*t^3 - 90*q^13*t^4 + 453*q^12*t^5 - 464*q^11*t^6 + 923*q^10*t^7 - 1856*q^9*t^8 - 6271*q^8*t^9 - 228*q^7*t^10 + 1916*q^6*t^11 + 1862*q^5*t^12 + 1678*q^4*t^13 - 448*q^3*t^14 + 11*q^2*t^15 - 42*q*t^16 + t^17 + 7*q^14*t^2 - 44*q^13*t^3 + 387*q^12*t^4 - 1449*q^11*t^5 + 160*q^10*t^6 - 1529*q^9*t^7 + 859*q^8*t^8 + 8960*q^7*t^9 + 859*q^6*t^10 - 1529*q^5*t^11 + 160*q^4*t^12 - 1449*q^3*t^13 + 387*q^2*t^14 - 44*q*t^15 + 7*t^16 + q^14*t - 42*q^13*t^2 + 11*q^12*t^3 - 448*q^11*t^4 + 1678*q^10*t^5 + 1862*q^9*t^6 + 1916*q^8*t^7 - 228*q^7*t^8 - 6271*q^6*t^9 - 1856*q^5*t^10 + 923*q^4*t^11 - 464*q^3*t^12 + 453*q^2*t^13 - 90*q*t^14 + 3*t^15 + q^14 + 9*q^13*t + 52*q^12*t^2 + 361*q^11*t^3 + 130*q^10*t^4 - 1111*q^9*t^5 - 2720*q^8*t^6 - 3093*q^7*t^7 + 292*q^6*t^8 + 2565*q^5*t^9 + 926*q^4*t^10 - 6*q^3*t^11 + 68*q^2*t^12 - 33*q*t^13 + 7*t^14 - 35*q^12*t - 78*q^11*t^2 - 624*q^10*t^3 - 378*q^9*t^4 + 642*q^8*t^5 + 1974*q^7*t^6 + 2559*q^6*t^7 + 323*q^5*t^8 - 715*q^4*t^9 - 114*q^3*t^10 - 70*q^2*t^11 - 5*q*t^12 + t^13 + 27*q^11*t + 169*q^10*t^2 + 529*q^9*t^3 + 677*q^8*t^4 + 24*q^7*t^5 - 1024*q^6*t^6 - 1101*q^5*t^7 - 369*q^4*t^8 + 13*q^3*t^9 + 14*q^2*t^10 - 4*q*t^11 + t^12 - 10*q^10*t - 144*q^9*t^2 - 351*q^8*t^3 - 550*q^7*t^4 - 329*q^6*t^5 + 257*q^5*t^6 + 294*q^4*t^7 + 100*q^3*t^8 + 38*q^2*t^9 - q*t^10 + 2*q^9*t + 53*q^8*t^2 + 173*q^7*t^3 + 279*q^6*t^4 + 200*q^5*t^5 + 28*q^4*t^6 - 27*q^3*t^7 - 12*q^2*t^8 - 8*q^7*t^2 - 47*q^6*t^3 - 86*q^5*t^4 - 61*q^4*t^5 - 24*q^3*t^6 - 6*q^2*t^7 + 5*q^5*t^3 + 12*q^4*t^4 + 9*q^3*t^5 + 3*q^2*t^6)/((q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0313] 'F@jRw'

Zeta functions

ask[-]:

-(q^5*t^5 - 4*q^6*t^3 + 3*q^5*t^4 - 4*q^4*t^5 + 9*q^6*t^2 - 6*q^5*t^3 + 6*q^4*t^4 - q^7 - 16*q^5*t^2 + 20*q^4*t^3 - 17*q^3*t^4 + 9*q^2*t^5 + 9*q^5*t - 17*q^4*t^2 + 20*q^3*t^3 - 16*q^2*t^4 - t^6 + 6*q^3*t^2 - 6*q^2*t^3 + 9*q*t^4 - 4*q^3*t + 3*q^2*t^2 - 4*q*t^3 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^17*t^14 + 5*q^16*t^15 + 13*q^15*t^16 + 11*q^14*t^17 + 6*q^13*t^18 - q^18*t^12 - 7*q^17*t^13 - 26*q^16*t^14 - 60*q^15*t^15 - 109*q^14*t^16 - 104*q^13*t^17 - 71*q^12*t^18 - 17*q^11*t^19 - q^10*t^20 + 3*q^18*t^11 + 13*q^17*t^12 + 29*q^16*t^13 + 92*q^15*t^14 + 285*q^14*t^15 + 452*q^13*t^16 + 450*q^12*t^17 + 347*q^11*t^18 + 143*q^10*t^19 + 20*q^9*t^20 + 2*q^8*t^21 - 2*q^18*t^10 + 24*q^17*t^11 + 48*q^16*t^12 + 39*q^15*t^13 + 33*q^14*t^14 - 528*q^13*t^15 - 1125*q^12*t^16 - 1234*q^11*t^17 - 954*q^10*t^18 - 513*q^9*t^19 - 128*q^8*t^20 - 16*q^7*t^21 + 2*q^19*t^8 - 16*q^18*t^9 - 54*q^17*t^10 - 109*q^16*t^11 - 508*q^15*t^12 - 1015*q^14*t^13 - 940*q^13*t^14 - 25*q^12*t^15 + 1274*q^11*t^16 + 2267*q^10*t^17 + 1846*q^9*t^18 + 1006*q^8*t^19 + 380*q^7*t^20 + 68*q^6*t^21 - q^20*t^6 + q^19*t^7 + 25*q^18*t^8 - 103*q^17*t^9 + 155*q^16*t^10 + 479*q^15*t^11 + 928*q^14*t^12 + 3643*q^13*t^13 + 4332*q^12*t^14 + 2030*q^11*t^15 + 128*q^10*t^16 - 2030*q^9*t^17 - 2706*q^8*t^18 - 1406*q^7*t^19 - 553*q^6*t^20 - 166*q^5*t^21 - 4*q^4*t^22 - q^20*t^5 + 9*q^19*t^6 + 34*q^18*t^7 - 26*q^17*t^8 + 366*q^16*t^9 + 961*q^15*t^10 - 14*q^14*t^11 - 1273*q^13*t^12 - 5293*q^12*t^13 - 9525*q^11*t^14 - 6983*q^10*t^15 - 2161*q^9*t^16 + 135*q^8*t^17 + 2198*q^7*t^18 + 1715*q^6*t^19 + 500*q^5*t^20 + 185*q^4*t^21 + 21*q^3*t^22 - 7*q^20*t^4 + 29*q^19*t^5 - 174*q^18*t^6 + 348*q^17*t^7 - 381*q^16*t^8 - 1700*q^15*t^9 - 2555*q^14*t^10 - 5396*q^13*t^11 - 1477*q^12*t^12 + 5928*q^11*t^13 + 10234*q^10*t^14 + 11730*q^9*t^15 + 5714*q^8*t^16 + 726*q^7*t^17 - 534*q^6*t^18 - 1262*q^5*t^19 - 545*q^4*t^20 - 51*q^3*t^21 - 35*q^2*t^22 - 3*q^20*t^3 + 104*q^19*t^4 - 366*q^18*t^5 + 658*q^17*t^6 - 914*q^16*t^7 - 1796*q^15*t^8 + 5949*q^14*t^9 + 5799*q^13*t^10 + 9368*q^12*t^11 + 13426*q^11*t^12 - 2230*q^10*t^13 - 10105*q^9*t^14 - 8243*q^8*t^15 - 8015*q^7*t^16 - 2001*q^6*t^17 + 484*q^5*t^18 + 245*q^4*t^19 + 419*q^3*t^20 + 18*q^2*t^21 + 10*q*t^22 + t^23 - 7*q^20*t^2 + 41*q^19*t^3 - 393*q^18*t^4 + 693*q^17*t^5 + 615*q^16*t^6 - 26*q^15*t^7 + 6433*q^14*t^8 - 2768*q^13*t^9 - 15507*q^12*t^10 - 9709*q^11*t^11 - 17420*q^10*t^12 - 12647*q^9*t^13 + 8522*q^8*t^14 + 5864*q^7*t^15 + 2851*q^6*t^16 + 3146*q^5*t^17 - 198*q^4*t^18 - 312*q^3*t^19 - 33*q^2*t^20 - 34*q*t^21 + t^22 - q^20*t + 34*q^19*t^2 + 33*q^18*t^3 + 312*q^17*t^4 + 198*q^16*t^5 - 3146*q^15*t^6 - 2851*q^14*t^7 - 5864*q^13*t^8 - 8522*q^12*t^9 + 12647*q^11*t^10 + 17420*q^10*t^11 + 9709*q^9*t^12 + 15507*q^8*t^13 + 2768*q^7*t^14 - 6433*q^6*t^15 + 26*q^5*t^16 - 615*q^4*t^17 - 693*q^3*t^18 + 393*q^2*t^19 - 41*q*t^20 + 7*t^21 - q^20 - 10*q^19*t - 18*q^18*t^2 - 419*q^17*t^3 - 245*q^16*t^4 - 484*q^15*t^5 + 2001*q^14*t^6 + 8015*q^13*t^7 + 8243*q^12*t^8 + 10105*q^11*t^9 + 2230*q^10*t^10 - 13426*q^9*t^11 - 9368*q^8*t^12 - 5799*q^7*t^13 - 5949*q^6*t^14 + 1796*q^5*t^15 + 914*q^4*t^16 - 658*q^3*t^17 + 366*q^2*t^18 - 104*q*t^19 + 3*t^20 + 35*q^18*t + 51*q^17*t^2 + 545*q^16*t^3 + 1262*q^15*t^4 + 534*q^14*t^5 - 726*q^13*t^6 - 5714*q^12*t^7 - 11730*q^11*t^8 - 10234*q^10*t^9 - 5928*q^9*t^10 + 1477*q^8*t^11 + 5396*q^7*t^12 + 2555*q^6*t^13 + 1700*q^5*t^14 + 381*q^4*t^15 - 348*q^3*t^16 + 174*q^2*t^17 - 29*q*t^18 + 7*t^19 - 21*q^17*t - 185*q^16*t^2 - 500*q^15*t^3 - 1715*q^14*t^4 - 2198*q^13*t^5 - 135*q^12*t^6 + 2161*q^11*t^7 + 6983*q^10*t^8 + 9525*q^9*t^9 + 5293*q^8*t^10 + 1273*q^7*t^11 + 14*q^6*t^12 - 961*q^5*t^13 - 366*q^4*t^14 + 26*q^3*t^15 - 34*q^2*t^16 - 9*q*t^17 + t^18 + 4*q^16*t + 166*q^15*t^2 + 553*q^14*t^3 + 1406*q^13*t^4 + 2706*q^12*t^5 + 2030*q^11*t^6 - 128*q^10*t^7 - 2030*q^9*t^8 - 4332*q^8*t^9 - 3643*q^7*t^10 - 928*q^6*t^11 - 479*q^5*t^12 - 155*q^4*t^13 + 103*q^3*t^14 - 25*q^2*t^15 - q*t^16 + t^17 - 68*q^14*t^2 - 380*q^13*t^3 - 1006*q^12*t^4 - 1846*q^11*t^5 - 2267*q^10*t^6 - 1274*q^9*t^7 + 25*q^8*t^8 + 940*q^7*t^9 + 1015*q^6*t^10 + 508*q^5*t^11 + 109*q^4*t^12 + 54*q^3*t^13 + 16*q^2*t^14 - 2*q*t^15 + 16*q^13*t^2 + 128*q^12*t^3 + 513*q^11*t^4 + 954*q^10*t^5 + 1234*q^9*t^6 + 1125*q^8*t^7 + 528*q^7*t^8 - 33*q^6*t^9 - 39*q^5*t^10 - 48*q^4*t^11 - 24*q^3*t^12 + 2*q^2*t^13 - 2*q^12*t^2 - 20*q^11*t^3 - 143*q^10*t^4 - 347*q^9*t^5 - 450*q^8*t^6 - 452*q^7*t^7 - 285*q^6*t^8 - 92*q^5*t^9 - 29*q^4*t^10 - 13*q^3*t^11 - 3*q^2*t^12 + q^10*t^3 + 17*q^9*t^4 + 71*q^8*t^5 + 104*q^7*t^6 + 109*q^6*t^7 + 60*q^5*t^8 + 26*q^4*t^9 + 7*q^3*t^10 + q^2*t^11 - 6*q^7*t^5 - 11*q^6*t^6 - 13*q^5*t^7 - 5*q^4*t^8 - q^3*t^9)/((q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0314] 'F@nBg'

Zeta functions

ask[-]:

-(q^7*t^2 - q^6*t^3 + q^5*t^4 + 2*q^7*t - 10*q^6*t^2 + 8*q^5*t^3 - 4*q^4*t^4 + q^7 - q^6*t + 5*q^5*t^2 + q^4*t^3 - q^3*t^4 - 10*q^5*t + 22*q^4*t^2 - 22*q^3*t^3 + 10*q^2*t^4 + q^4*t - q^3*t^2 - 5*q^2*t^3 + q*t^4 - t^5 + 4*q^3*t - 8*q^2*t^2 + 10*q*t^3 - 2*t^4 - q^2*t + q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(2*q^22*t^20 - 4*q^19*t^23 - 8*q^23*t^18 + 9*q^22*t^19 + 5*q^21*t^20 - 23*q^20*t^21 - 13*q^19*t^22 + 46*q^18*t^23 + 7*q^17*t^24 + 5*q^16*t^25 + 3*q^15*t^26 - q^14*t^27 - q^25*t^15 + 12*q^24*t^16 - 26*q^23*t^17 - 27*q^22*t^18 + 75*q^21*t^19 - 10*q^20*t^20 - 61*q^19*t^21 + 73*q^18*t^22 - 42*q^17*t^23 - 71*q^16*t^24 - 102*q^15*t^25 - 36*q^14*t^26 + 14*q^13*t^27 - q^12*t^28 - q^11*t^29 - 3*q^26*t^13 + 3*q^25*t^14 + 48*q^24*t^15 + 13*q^23*t^16 - 116*q^22*t^17 + 245*q^21*t^18 + 54*q^20*t^19 - 259*q^19*t^20 + 65*q^18*t^21 + 105*q^17*t^22 - 2*q^16*t^23 + 85*q^15*t^24 + 315*q^14*t^25 + 247*q^13*t^26 + 14*q^12*t^27 + 9*q^11*t^28 - 3*q^10*t^29 + 2*q^9*t^30 - 5*q^25*t^13 - 90*q^24*t^14 + 53*q^23*t^15 - 188*q^22*t^16 - 82*q^21*t^17 + 35*q^20*t^18 - 447*q^19*t^19 - 201*q^18*t^20 + 607*q^17*t^21 + 40*q^16*t^22 - 318*q^15*t^23 - 236*q^14*t^24 - 363*q^13*t^25 - 561*q^12*t^26 - 274*q^11*t^27 - 111*q^10*t^28 + 11*q^9*t^29 - 8*q^8*t^30 + 2*q^7*t^31 - q^27*t^10 + 20*q^26*t^11 - 3*q^25*t^12 - 154*q^24*t^13 + 352*q^23*t^14 + 374*q^22*t^15 - 848*q^21*t^16 + 891*q^20*t^17 + 1071*q^19*t^18 - 682*q^18*t^19 + 758*q^17*t^20 + 176*q^16*t^21 - 934*q^15*t^22 - 488*q^14*t^23 + 696*q^13*t^24 + 755*q^12*t^25 + 480*q^11*t^26 + 627*q^10*t^27 + 381*q^9*t^28 + 90*q^8*t^29 + 22*q^7*t^30 - 13*q^6*t^31 + 2*q^27*t^9 + 5*q^26*t^10 - 73*q^25*t^11 + 164*q^24*t^12 - 46*q^23*t^13 + 642*q^22*t^14 - 1582*q^21*t^15 + 194*q^20*t^16 + 1846*q^19*t^17 - 2615*q^18*t^18 - 1795*q^17*t^19 + 752*q^16*t^20 + 331*q^15*t^21 - 58*q^14*t^22 + 1490*q^13*t^23 + 915*q^12*t^24 - 1249*q^11*t^25 - 629*q^10*t^26 - 674*q^9*t^27 - 459*q^8*t^28 - 378*q^7*t^29 - 83*q^6*t^30 + 32*q^5*t^31 + q^27*t^8 - 9*q^26*t^9 - 47*q^25*t^10 + 585*q^24*t^11 - 1457*q^23*t^12 + 622*q^22*t^13 + 210*q^21*t^14 - 2197*q^20*t^15 + 2462*q^19*t^16 - 363*q^18*t^17 - 2235*q^17*t^18 + 3170*q^16*t^19 + 3532*q^15*t^20 - 1531*q^14*t^21 - 2725*q^13*t^22 - 272*q^12*t^23 - 1776*q^11*t^24 - 670*q^10*t^25 + 611*q^9*t^26 + 844*q^8*t^27 + 282*q^7*t^28 + 441*q^6*t^29 + 212*q^5*t^30 - 32*q^4*t^31 - 18*q^27*t^7 + 11*q^26*t^8 + 8*q^25*t^9 + 402*q^24*t^10 - 1809*q^23*t^11 + 1411*q^22*t^12 + 3487*q^21*t^13 - 4063*q^20*t^14 + 2072*q^19*t^15 + 3806*q^18*t^16 - 2122*q^17*t^17 - 1286*q^16*t^18 + 2318*q^15*t^19 - 1730*q^14*t^20 - 6268*q^13*t^21 + 4066*q^12*t^22 + 4358*q^11*t^23 + 79*q^10*t^24 + 1634*q^9*t^25 + 664*q^8*t^26 - 281*q^7*t^27 - 511*q^6*t^28 - 191*q^5*t^29 - 215*q^4*t^30 - 8*q^3*t^31 + q^28*t^5 - 3*q^27*t^6 + 51*q^26*t^7 - 257*q^25*t^8 + 362*q^24*t^9 - 520*q^23*t^10 + 602*q^22*t^11 + 2796*q^21*t^12 - 5205*q^20*t^13 - 2179*q^19*t^14 + 3322*q^18*t^15 - 398*q^17*t^16 - 7253*q^16*t^17 - 516*q^15*t^18 + 6886*q^14*t^19 - 4246*q^13*t^20 + 2135*q^12*t^21 + 4764*q^11*t^22 - 4336*q^10*t^23 - 3329*q^9*t^24 - 1383*q^8*t^25 + 186*q^7*t^26 - 1188*q^6*t^27 + 306*q^5*t^28 + 307*q^4*t^29 + 8*q^3*t^30 + 43*q^2*t^31 + q^28*t^4 + 10*q^27*t^5 + 129*q^26*t^6 - 577*q^25*t^7 + 1196*q^24*t^8 + 372*q^23*t^9 - 2315*q^22*t^10 + 1883*q^21*t^11 - 1076*q^20*t^12 - 2797*q^19*t^13 + 3841*q^18*t^14 + 5813*q^17*t^15 - 3661*q^16*t^16 - 3958*q^15*t^17 + 12524*q^14*t^18 + 399*q^13*t^19 - 8530*q^12*t^20 + 1294*q^11*t^21 + 492*q^10*t^22 - 2258*q^9*t^23 + 762*q^8*t^24 + 4182*q^7*t^25 - 269*q^6*t^26 - 48*q^5*t^27 + 689*q^4*t^28 - 363*q^3*t^29 + 34*q^2*t^30 - 16*q*t^31 - t^32 + q^28*t^3 - 38*q^27*t^4 + 184*q^26*t^5 - 622*q^25*t^6 + 897*q^24*t^7 + 299*q^23*t^8 - 4495*q^22*t^9 + 2434*q^21*t^10 + 3387*q^20*t^11 - 3401*q^19*t^12 + 788*q^18*t^13 + 3839*q^17*t^14 - 1301*q^16*t^15 - 9205*q^15*t^16 + 5445*q^14*t^17 + 3713*q^13*t^18 - 10987*q^12*t^19 - 659*q^11*t^20 + 6966*q^10*t^21 + 1418*q^9*t^22 - 2228*q^8*t^23 + 1688*q^7*t^24 - 340*q^6*t^25 - 2151*q^5*t^26 + 771*q^4*t^27 - 316*q^3*t^28 + 24*q^2*t^29 + 13*q*t^30 + 3*q^28*t^2 - 40*q^27*t^3 + 140*q^26*t^4 - 239*q^25*t^5 - 509*q^24*t^6 + 1399*q^23*t^7 - 2544*q^22*t^8 + 2162*q^21*t^9 + 5280*q^20*t^10 - 3280*q^19*t^11 - 4202*q^18*t^12 + 1345*q^17*t^13 + 3748*q^16*t^14 - 7323*q^15*t^15 + 7323*q^13*t^17 - 3748*q^12*t^18 - 1345*q^11*t^19 + 4202*q^10*t^20 + 3280*q^9*t^21 - 5280*q^8*t^22 - 2162*q^7*t^23 + 2544*q^6*t^24 - 1399*q^5*t^25 + 509*q^4*t^26 + 239*q^3*t^27 - 140*q^2*t^28 + 40*q*t^29 - 3*t^30 - 13*q^27*t^2 - 24*q^26*t^3 + 316*q^25*t^4 - 771*q^24*t^5 + 2151*q^23*t^6 + 340*q^22*t^7 - 1688*q^21*t^8 + 2228*q^20*t^9 - 1418*q^19*t^10 - 6966*q^18*t^11 + 659*q^17*t^12 + 10987*q^16*t^13 - 3713*q^15*t^14 - 5445*q^14*t^15 + 9205*q^13*t^16 + 1301*q^12*t^17 - 3839*q^11*t^18 - 788*q^10*t^19 + 3401*q^9*t^20 - 3387*q^8*t^21 - 2434*q^7*t^22 + 4495*q^6*t^23 - 299*q^5*t^24 - 897*q^4*t^25 + 622*q^3*t^26 - 184*q^2*t^27 + 38*q*t^28 - t^29 + q^28 + 16*q^27*t - 34*q^26*t^2 + 363*q^25*t^3 - 689*q^24*t^4 + 48*q^23*t^5 + 269*q^22*t^6 - 4182*q^21*t^7 - 762*q^20*t^8 + 2258*q^19*t^9 - 492*q^18*t^10 - 1294*q^17*t^11 + 8530*q^16*t^12 - 399*q^15*t^13 - 12524*q^14*t^14 + 3958*q^13*t^15 + 3661*q^12*t^16 - 5813*q^11*t^17 - 3841*q^10*t^18 + 2797*q^9*t^19 + 1076*q^8*t^20 - 1883*q^7*t^21 + 2315*q^6*t^22 - 372*q^5*t^23 - 1196*q^4*t^24 + 577*q^3*t^25 - 129*q^2*t^26 - 10*q*t^27 - t^28 - 43*q^26*t - 8*q^25*t^2 - 307*q^24*t^3 - 306*q^23*t^4 + 1188*q^22*t^5 - 186*q^21*t^6 + 1383*q^20*t^7 + 3329*q^19*t^8 + 4336*q^18*t^9 - 4764*q^17*t^10 - 2135*q^16*t^11 + 4246*q^15*t^12 - 6886*q^14*t^13 + 516*q^13*t^14 + 7253*q^12*t^15 + 398*q^11*t^16 - 3322*q^10*t^17 + 2179*q^9*t^18 + 5205*q^8*t^19 - 2796*q^7*t^20 - 602*q^6*t^21 + 520*q^5*t^22 - 362*q^4*t^23 + 257*q^3*t^24 - 51*q^2*t^25 + 3*q*t^26 - t^27 + 8*q^25*t + 215*q^24*t^2 + 191*q^23*t^3 + 511*q^22*t^4 + 281*q^21*t^5 - 664*q^20*t^6 - 1634*q^19*t^7 - 79*q^18*t^8 - 4358*q^17*t^9 - 4066*q^16*t^10 + 6268*q^15*t^11 + 1730*q^14*t^12 - 2318*q^13*t^13 + 1286*q^12*t^14 + 2122*q^11*t^15 - 3806*q^10*t^16 - 2072*q^9*t^17 + 4063*q^8*t^18 - 3487*q^7*t^19 - 1411*q^6*t^20 + 1809*q^5*t^21 - 402*q^4*t^22 - 8*q^3*t^23 - 11*q^2*t^24 + 18*q*t^25 + 32*q^24*t - 212*q^23*t^2 - 441*q^22*t^3 - 282*q^21*t^4 - 844*q^20*t^5 - 611*q^19*t^6 + 670*q^18*t^7 + 1776*q^17*t^8 + 272*q^16*t^9 + 2725*q^15*t^10 + 1531*q^14*t^11 - 3532*q^13*t^12 - 3170*q^12*t^13 + 2235*q^11*t^14 + 363*q^10*t^15 - 2462*q^9*t^16 + 2197*q^8*t^17 - 210*q^7*t^18 - 622*q^6*t^19 + 1457*q^5*t^20 - 585*q^4*t^21 + 47*q^3*t^22 + 9*q^2*t^23 - q*t^24 - 32*q^23*t + 83*q^22*t^2 + 378*q^21*t^3 + 459*q^20*t^4 + 674*q^19*t^5 + 629*q^18*t^6 + 1249*q^17*t^7 - 915*q^16*t^8 - 1490*q^15*t^9 + 58*q^14*t^10 - 331*q^13*t^11 - 752*q^12*t^12 + 1795*q^11*t^13 + 2615*q^10*t^14 - 1846*q^9*t^15 - 194*q^8*t^16 + 1582*q^7*t^17 - 642*q^6*t^18 + 46*q^5*t^19 - 164*q^4*t^20 + 73*q^3*t^21 - 5*q^2*t^22 - 2*q*t^23 + 13*q^22*t - 22*q^21*t^2 - 90*q^20*t^3 - 381*q^19*t^4 - 627*q^18*t^5 - 480*q^17*t^6 - 755*q^16*t^7 - 696*q^15*t^8 + 488*q^14*t^9 + 934*q^13*t^10 - 176*q^12*t^11 - 758*q^11*t^12 + 682*q^10*t^13 - 1071*q^9*t^14 - 891*q^8*t^15 + 848*q^7*t^16 - 374*q^6*t^17 - 352*q^5*t^18 + 154*q^4*t^19 + 3*q^3*t^20 - 20*q^2*t^21 + q*t^22 - 2*q^21*t + 8*q^20*t^2 - 11*q^19*t^3 + 111*q^18*t^4 + 274*q^17*t^5 + 561*q^16*t^6 + 363*q^15*t^7 + 236*q^14*t^8 + 318*q^13*t^9 - 40*q^12*t^10 - 607*q^11*t^11 + 201*q^10*t^12 + 447*q^9*t^13 - 35*q^8*t^14 + 82*q^7*t^15 + 188*q^6*t^16 - 53*q^5*t^17 + 90*q^4*t^18 + 5*q^3*t^19 - 2*q^19*t^2 + 3*q^18*t^3 - 9*q^17*t^4 - 14*q^16*t^5 - 247*q^15*t^6 - 315*q^14*t^7 - 85*q^13*t^8 + 2*q^12*t^9 - 105*q^11*t^10 - 65*q^10*t^11 + 259*q^9*t^12 - 54*q^8*t^13 - 245*q^7*t^14 + 116*q^6*t^15 - 13*q^5*t^16 - 48*q^4*t^17 - 3*q^3*t^18 + 3*q^2*t^19 + q^17*t^3 + q^16*t^4 - 14*q^15*t^5 + 36*q^14*t^6 + 102*q^13*t^7 + 71*q^12*t^8 + 42*q^11*t^9 - 73*q^10*t^10 + 61*q^9*t^11 + 10*q^8*t^12 - 75*q^7*t^13 + 27*q^6*t^14 + 26*q^5*t^15 - 12*q^4*t^16 + q^3*t^17 + q^14*t^5 - 3*q^13*t^6 - 5*q^12*t^7 - 7*q^11*t^8 - 46*q^10*t^9 + 13*q^9*t^10 + 23*q^8*t^11 - 5*q^7*t^12 - 9*q^6*t^13 + 8*q^5*t^14 + 4*q^9*t^9 - 2*q^6*t^12)/((t^4 - q)*(q^3 - t^2)^2*(q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [5, 6]]

[0315] 'F@nRw'

Zeta functions

ask[-]:

(3*q^5*t^2 - 2*q^4*t^3 - q^6 - q^5*t - 3*q^4*t^2 + q^3*t^3 + 6*q^4*t - 6*q^3*t^2 + 6*q^2*t^3 + q^3*t - 3*q^2*t^2 - q*t^3 - t^4 - 2*q^2*t + 3*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(3*q^17*t^13 + 7*q^16*t^14 + 17*q^15*t^15 + 10*q^14*t^16 + 5*q^13*t^17 - 3*q^18*t^11 - 10*q^17*t^12 - 29*q^16*t^13 - 52*q^15*t^14 - 130*q^14*t^15 - 112*q^13*t^16 - 72*q^12*t^17 - 12*q^11*t^18 + 5*q^18*t^10 - 3*q^17*t^11 + 4*q^16*t^12 + 61*q^15*t^13 + 211*q^14*t^14 + 436*q^13*t^15 + 472*q^12*t^16 + 395*q^11*t^17 + 132*q^10*t^18 + 8*q^9*t^19 + q^8*t^20 - q^19*t^8 + 15*q^18*t^9 + 45*q^17*t^10 + 96*q^16*t^11 + 160*q^15*t^12 + 358*q^14*t^13 - 256*q^13*t^14 - 922*q^12*t^15 - 1119*q^11*t^16 - 1070*q^10*t^17 - 563*q^9*t^18 - 94*q^8*t^19 - 10*q^7*t^20 + q^6*t^21 - 23*q^18*t^8 + 14*q^17*t^9 - 160*q^16*t^10 - 629*q^15*t^11 - 892*q^14*t^12 - 1741*q^13*t^13 - 1025*q^12*t^14 + 733*q^11*t^15 + 1864*q^10*t^16 + 1772*q^9*t^17 + 1175*q^8*t^18 + 372*q^7*t^19 + 57*q^6*t^20 - 5*q^5*t^21 + 3*q^19*t^6 - 46*q^18*t^7 - 77*q^17*t^8 - 147*q^16*t^9 - 85*q^15*t^10 + 751*q^14*t^11 + 2953*q^13*t^12 + 4298*q^12*t^13 + 3733*q^11*t^14 + 1716*q^10*t^15 - 1503*q^9*t^16 - 2314*q^8*t^17 - 1417*q^7*t^18 - 641*q^6*t^19 - 175*q^5*t^20 + 7*q^4*t^21 + q^20*t^4 - 2*q^19*t^5 + 63*q^18*t^6 - 54*q^17*t^7 + 660*q^16*t^8 + 1551*q^15*t^9 + 781*q^14*t^10 + 1356*q^13*t^11 - 3075*q^12*t^12 - 8068*q^11*t^13 - 6976*q^10*t^14 - 4487*q^9*t^15 - 1183*q^8*t^16 + 1975*q^7*t^17 + 1374*q^6*t^18 + 541*q^5*t^19 + 247*q^4*t^20 + 8*q^3*t^21 - 21*q^19*t^4 + 142*q^18*t^5 - 129*q^17*t^6 + 152*q^16*t^7 - 500*q^15*t^8 - 4647*q^14*t^9 - 5042*q^13*t^10 - 3890*q^12*t^11 - 1571*q^11*t^12 + 6766*q^10*t^13 + 10549*q^9*t^14 + 5762*q^8*t^15 + 2800*q^7*t^16 - 64*q^6*t^17 - 1024*q^5*t^18 - 400*q^4*t^19 - 118*q^3*t^20 - 29*q^2*t^21 + 2*q^20*t^2 - 10*q^19*t^3 + 35*q^18*t^4 - 243*q^17*t^5 - 948*q^16*t^6 - 677*q^15*t^7 + 300*q^14*t^8 + 3973*q^13*t^9 + 11827*q^12*t^10 + 10162*q^11*t^11 + 4628*q^10*t^12 + 189*q^9*t^13 - 7544*q^8*t^14 - 7336*q^7*t^15 - 2097*q^6*t^16 - 667*q^5*t^17 + 50*q^4*t^18 + 339*q^3*t^19 + 16*q^2*t^20 + 12*q*t^21 + t^22 - 13*q^19*t^2 - 87*q^18*t^3 + 193*q^17*t^4 + 129*q^16*t^5 + 2124*q^15*t^6 + 4660*q^14*t^7 + 636*q^13*t^8 - 2064*q^12*t^9 - 9386*q^11*t^10 - 16408*q^10*t^11 - 9386*q^9*t^12 - 2064*q^8*t^13 + 636*q^7*t^14 + 4660*q^6*t^15 + 2124*q^5*t^16 + 129*q^4*t^17 + 193*q^3*t^18 - 87*q^2*t^19 - 13*q*t^20 + q^20 + 12*q^19*t + 16*q^18*t^2 + 339*q^17*t^3 + 50*q^16*t^4 - 667*q^15*t^5 - 2097*q^14*t^6 - 7336*q^13*t^7 - 7544*q^12*t^8 + 189*q^11*t^9 + 4628*q^10*t^10 + 10162*q^9*t^11 + 11827*q^8*t^12 + 3973*q^7*t^13 + 300*q^6*t^14 - 677*q^5*t^15 - 948*q^4*t^16 - 243*q^3*t^17 + 35*q^2*t^18 - 10*q*t^19 + 2*t^20 - 29*q^18*t - 118*q^17*t^2 - 400*q^16*t^3 - 1024*q^15*t^4 - 64*q^14*t^5 + 2800*q^13*t^6 + 5762*q^12*t^7 + 10549*q^11*t^8 + 6766*q^10*t^9 - 1571*q^9*t^10 - 3890*q^8*t^11 - 5042*q^7*t^12 - 4647*q^6*t^13 - 500*q^5*t^14 + 152*q^4*t^15 - 129*q^3*t^16 + 142*q^2*t^17 - 21*q*t^18 + 8*q^17*t + 247*q^16*t^2 + 541*q^15*t^3 + 1374*q^14*t^4 + 1975*q^13*t^5 - 1183*q^12*t^6 - 4487*q^11*t^7 - 6976*q^10*t^8 - 8068*q^9*t^9 - 3075*q^8*t^10 + 1356*q^7*t^11 + 781*q^6*t^12 + 1551*q^5*t^13 + 660*q^4*t^14 - 54*q^3*t^15 + 63*q^2*t^16 - 2*q*t^17 + t^18 + 7*q^16*t - 175*q^15*t^2 - 641*q^14*t^3 - 1417*q^13*t^4 - 2314*q^12*t^5 - 1503*q^11*t^6 + 1716*q^10*t^7 + 3733*q^9*t^8 + 4298*q^8*t^9 + 2953*q^7*t^10 + 751*q^6*t^11 - 85*q^5*t^12 - 147*q^4*t^13 - 77*q^3*t^14 - 46*q^2*t^15 + 3*q*t^16 - 5*q^15*t + 57*q^14*t^2 + 372*q^13*t^3 + 1175*q^12*t^4 + 1772*q^11*t^5 + 1864*q^10*t^6 + 733*q^9*t^7 - 1025*q^8*t^8 - 1741*q^7*t^9 - 892*q^6*t^10 - 629*q^5*t^11 - 160*q^4*t^12 + 14*q^3*t^13 - 23*q^2*t^14 + q^14*t - 10*q^13*t^2 - 94*q^12*t^3 - 563*q^11*t^4 - 1070*q^10*t^5 - 1119*q^9*t^6 - 922*q^8*t^7 - 256*q^7*t^8 + 358*q^6*t^9 + 160*q^5*t^10 + 96*q^4*t^11 + 45*q^3*t^12 + 15*q^2*t^13 - q*t^14 + q^12*t^2 + 8*q^11*t^3 + 132*q^10*t^4 + 395*q^9*t^5 + 472*q^8*t^6 + 436*q^7*t^7 + 211*q^6*t^8 + 61*q^5*t^9 + 4*q^4*t^10 - 3*q^3*t^11 + 5*q^2*t^12 - 12*q^9*t^4 - 72*q^8*t^5 - 112*q^7*t^6 - 130*q^6*t^7 - 52*q^5*t^8 - 29*q^4*t^9 - 10*q^3*t^10 - 3*q^2*t^11 + 5*q^7*t^5 + 10*q^6*t^6 + 17*q^5*t^7 + 7*q^4*t^8 + 3*q^3*t^9)/((q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0316] 'F@nrw'

Zeta functions

ask[-]:

(q^7*t^2 - q^6*t^3 + q^5*t^4 - q^8 + q^7*t - q^6*t^2 - 3*q^5*t^3 - q^4*t^4 + 4*q^6*t - 4*q^5*t^2 + 10*q^4*t^3 - 10*q^4*t^2 + 4*q^3*t^3 - 4*q^2*t^4 + q^4*t + 3*q^3*t^2 + q^2*t^3 - q*t^4 + t^5 - q^3*t + q^2*t^2 - q*t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^17*t^11 + 2*q^16*t^12 + 7*q^15*t^13 + 2*q^14*t^14 + 2*q^13*t^15 - 2*q^17*t^10 - 3*q^16*t^11 - 13*q^15*t^12 - 57*q^14*t^13 - 32*q^13*t^14 - 25*q^12*t^15 - 3*q^11*t^16 - 10*q^17*t^9 - 7*q^16*t^10 - 40*q^15*t^11 + 35*q^14*t^12 + 154*q^13*t^13 + 158*q^12*t^14 + 151*q^11*t^15 + 39*q^10*t^16 - q^9*t^17 + q^8*t^18 + 10*q^17*t^8 + q^16*t^9 + 76*q^15*t^10 + 353*q^14*t^11 + 55*q^13*t^12 - 191*q^12*t^13 - 360*q^11*t^14 - 434*q^10*t^15 - 207*q^9*t^16 - 19*q^8*t^17 - 4*q^7*t^18 + 32*q^17*t^7 + 8*q^16*t^8 + 112*q^15*t^9 - 193*q^14*t^10 - 1007*q^13*t^11 - 797*q^12*t^12 - 204*q^11*t^13 + 524*q^10*t^14 + 707*q^9*t^15 + 487*q^8*t^16 + 131*q^7*t^17 + 21*q^6*t^18 - q^5*t^19 - q^19*t^4 + q^18*t^5 - 28*q^17*t^6 - 12*q^16*t^7 - 269*q^15*t^8 - 834*q^14*t^9 + 345*q^13*t^10 + 1511*q^12*t^11 + 2052*q^11*t^12 + 1652*q^10*t^13 - 184*q^9*t^14 - 938*q^8*t^15 - 604*q^7*t^16 - 268*q^6*t^17 - 85*q^5*t^18 + 2*q^4*t^19 + 14*q^18*t^4 - 89*q^17*t^5 + 73*q^16*t^6 - 74*q^15*t^7 + 472*q^14*t^8 + 2625*q^13*t^9 + 941*q^12*t^10 - 1819*q^11*t^11 - 2899*q^10*t^12 - 2947*q^9*t^13 - 1285*q^8*t^14 + 865*q^7*t^15 + 631*q^6*t^16 + 222*q^5*t^17 + 143*q^4*t^18 + 7*q^3*t^19 - 2*q^19*t^2 + 8*q^18*t^3 - 36*q^17*t^4 + 178*q^16*t^5 + 495*q^15*t^6 + 321*q^14*t^7 - 1028*q^13*t^8 - 3404*q^12*t^9 - 4324*q^11*t^10 - 230*q^10*t^11 + 3675*q^9*t^12 + 3107*q^8*t^13 + 1971*q^7*t^14 + 87*q^6*t^15 - 529*q^5*t^16 - 198*q^4*t^17 - 68*q^3*t^18 - 23*q^2*t^19 + 14*q^18*t^2 + 50*q^17*t^3 - 116*q^16*t^4 - 65*q^15*t^5 - 1210*q^14*t^6 - 2299*q^13*t^7 + 1485*q^12*t^8 + 3934*q^11*t^9 + 5268*q^10*t^10 + 4021*q^9*t^11 - 1614*q^8*t^12 - 3721*q^7*t^13 - 1288*q^6*t^14 - 382*q^5*t^15 - 22*q^4*t^16 + 213*q^3*t^17 + 12*q^2*t^18 + 9*q*t^19 + t^20 - q^19 - 9*q^18*t - 12*q^17*t^2 - 213*q^16*t^3 + 22*q^15*t^4 + 382*q^14*t^5 + 1288*q^13*t^6 + 3721*q^12*t^7 + 1614*q^11*t^8 - 4021*q^10*t^9 - 5268*q^9*t^10 - 3934*q^8*t^11 - 1485*q^7*t^12 + 2299*q^6*t^13 + 1210*q^5*t^14 + 65*q^4*t^15 + 116*q^3*t^16 - 50*q^2*t^17 - 14*q*t^18 + 23*q^17*t + 68*q^16*t^2 + 198*q^15*t^3 + 529*q^14*t^4 - 87*q^13*t^5 - 1971*q^12*t^6 - 3107*q^11*t^7 - 3675*q^10*t^8 + 230*q^9*t^9 + 4324*q^8*t^10 + 3404*q^7*t^11 + 1028*q^6*t^12 - 321*q^5*t^13 - 495*q^4*t^14 - 178*q^3*t^15 + 36*q^2*t^16 - 8*q*t^17 + 2*t^18 - 7*q^16*t - 143*q^15*t^2 - 222*q^14*t^3 - 631*q^13*t^4 - 865*q^12*t^5 + 1285*q^11*t^6 + 2947*q^10*t^7 + 2899*q^9*t^8 + 1819*q^8*t^9 - 941*q^7*t^10 - 2625*q^6*t^11 - 472*q^5*t^12 + 74*q^4*t^13 - 73*q^3*t^14 + 89*q^2*t^15 - 14*q*t^16 - 2*q^15*t + 85*q^14*t^2 + 268*q^13*t^3 + 604*q^12*t^4 + 938*q^11*t^5 + 184*q^10*t^6 - 1652*q^9*t^7 - 2052*q^8*t^8 - 1511*q^7*t^9 - 345*q^6*t^10 + 834*q^5*t^11 + 269*q^4*t^12 + 12*q^3*t^13 + 28*q^2*t^14 - q*t^15 + t^16 + q^14*t - 21*q^13*t^2 - 131*q^12*t^3 - 487*q^11*t^4 - 707*q^10*t^5 - 524*q^9*t^6 + 204*q^8*t^7 + 797*q^7*t^8 + 1007*q^6*t^9 + 193*q^5*t^10 - 112*q^4*t^11 - 8*q^3*t^12 - 32*q^2*t^13 + 4*q^12*t^2 + 19*q^11*t^3 + 207*q^10*t^4 + 434*q^9*t^5 + 360*q^8*t^6 + 191*q^7*t^7 - 55*q^6*t^8 - 353*q^5*t^9 - 76*q^4*t^10 - q^3*t^11 - 10*q^2*t^12 - q^11*t^2 + q^10*t^3 - 39*q^9*t^4 - 151*q^8*t^5 - 158*q^7*t^6 - 154*q^6*t^7 - 35*q^5*t^8 + 40*q^4*t^9 + 7*q^3*t^10 + 10*q^2*t^11 + 3*q^8*t^4 + 25*q^7*t^5 + 32*q^6*t^6 + 57*q^5*t^7 + 13*q^4*t^8 + 3*q^3*t^9 + 2*q^2*t^10 - 2*q^6*t^5 - 2*q^5*t^6 - 7*q^4*t^7 - 2*q^3*t^8 - 2*q^2*t^9)/((q^2 - t)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0317] 'F@ozg'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(2*q^9*t^20 + 2*q^12*t^16 - 3*q^11*t^17 - 16*q^10*t^18 + 11*q^9*t^19 - 8*q^8*t^20 - 4*q^7*t^21 + q^13*t^14 - q^12*t^15 + 16*q^11*t^16 + 2*q^10*t^17 + 54*q^9*t^18 - 21*q^8*t^19 - 3*q^7*t^20 + 20*q^6*t^21 - 2*q^13*t^13 - 32*q^12*t^14 + 33*q^11*t^15 - 40*q^10*t^16 - 73*q^9*t^17 - 2*q^8*t^18 - 44*q^7*t^19 + 64*q^6*t^20 - 42*q^5*t^21 + 3*q^13*t^12 - 3*q^12*t^13 + 105*q^11*t^14 - 141*q^10*t^15 + 142*q^9*t^16 + 13*q^8*t^17 + 97*q^7*t^18 - 19*q^6*t^19 - 71*q^5*t^20 + 38*q^4*t^21 + 24*q^13*t^11 - 45*q^12*t^12 + 234*q^11*t^13 - 934*q^10*t^14 + 1667*q^9*t^15 - 1964*q^8*t^16 + 1565*q^7*t^17 - 1097*q^6*t^18 + 486*q^5*t^19 - 73*q^4*t^20 - q^2*t^22 - 7*q^14*t^9 + 44*q^13*t^10 - 378*q^12*t^11 + 1200*q^11*t^12 - 2850*q^10*t^13 + 5337*q^9*t^14 - 6699*q^8*t^15 + 5929*q^7*t^16 - 3783*q^6*t^17 + 1894*q^5*t^18 - 645*q^4*t^19 + 102*q^3*t^20 - 6*q^2*t^21 - 11*q^14*t^8 + 136*q^13*t^9 - 717*q^12*t^10 + 2526*q^11*t^11 - 5501*q^10*t^12 + 8501*q^9*t^13 - 10409*q^8*t^14 + 9314*q^7*t^15 - 5878*q^6*t^16 + 2595*q^5*t^17 - 856*q^4*t^18 + 200*q^3*t^19 - 20*q^2*t^20 - 11*q^14*t^7 + 148*q^13*t^8 - 791*q^12*t^9 + 2330*q^11*t^10 - 5228*q^10*t^11 + 8190*q^9*t^12 - 8992*q^8*t^13 + 7561*q^7*t^14 - 4768*q^6*t^15 + 1917*q^5*t^16 - 435*q^4*t^17 + 18*q^3*t^18 + q^2*t^19 - 5*q^14*t^6 + 59*q^13*t^7 - 309*q^12*t^8 + 1291*q^11*t^9 - 2750*q^10*t^10 + 5188*q^9*t^11 - 7653*q^8*t^12 + 7883*q^7*t^13 - 5925*q^6*t^14 + 3666*q^5*t^15 - 1520*q^4*t^16 + 394*q^3*t^17 - 38*q^2*t^18 + 3*q*t^19 + 9*q^13*t^6 - 123*q^12*t^7 + 826*q^11*t^8 - 3446*q^10*t^9 + 7341*q^9*t^10 - 12094*q^8*t^11 + 15720*q^7*t^12 - 14543*q^6*t^13 + 9206*q^5*t^14 - 4433*q^4*t^15 + 1491*q^3*t^16 - 289*q^2*t^17 + 23*q*t^18 + 28*q^13*t^5 - 344*q^12*t^6 + 1613*q^11*t^7 - 5206*q^10*t^8 + 12057*q^9*t^9 - 18344*q^8*t^10 + 20652*q^7*t^11 - 18344*q^6*t^12 + 12057*q^5*t^13 - 5206*q^4*t^14 + 1613*q^3*t^15 - 344*q^2*t^16 + 28*q*t^17 + 23*q^13*t^4 - 289*q^12*t^5 + 1491*q^11*t^6 - 4433*q^10*t^7 + 9206*q^9*t^8 - 14543*q^8*t^9 + 15720*q^7*t^10 - 12094*q^6*t^11 + 7341*q^5*t^12 - 3446*q^4*t^13 + 826*q^3*t^14 - 123*q^2*t^15 + 9*q*t^16 + 3*q^13*t^3 - 38*q^12*t^4 + 394*q^11*t^5 - 1520*q^10*t^6 + 3666*q^9*t^7 - 5925*q^8*t^8 + 7883*q^7*t^9 - 7653*q^6*t^10 + 5188*q^5*t^11 - 2750*q^4*t^12 + 1291*q^3*t^13 - 309*q^2*t^14 + 59*q*t^15 - 5*t^16 + q^12*t^3 + 18*q^11*t^4 - 435*q^10*t^5 + 1917*q^9*t^6 - 4768*q^8*t^7 + 7561*q^7*t^8 - 8992*q^6*t^9 + 8190*q^5*t^10 - 5228*q^4*t^11 + 2330*q^3*t^12 - 791*q^2*t^13 + 148*q*t^14 - 11*t^15 - 20*q^12*t^2 + 200*q^11*t^3 - 856*q^10*t^4 + 2595*q^9*t^5 - 5878*q^8*t^6 + 9314*q^7*t^7 - 10409*q^6*t^8 + 8501*q^5*t^9 - 5501*q^4*t^10 + 2526*q^3*t^11 - 717*q^2*t^12 + 136*q*t^13 - 11*t^14 - 6*q^12*t + 102*q^11*t^2 - 645*q^10*t^3 + 1894*q^9*t^4 - 3783*q^8*t^5 + 5929*q^7*t^6 - 6699*q^6*t^7 + 5337*q^5*t^8 - 2850*q^4*t^9 + 1200*q^3*t^10 - 378*q^2*t^11 + 44*q*t^12 - 7*t^13 - q^12 - 73*q^10*t^2 + 486*q^9*t^3 - 1097*q^8*t^4 + 1565*q^7*t^5 - 1964*q^6*t^6 + 1667*q^5*t^7 - 934*q^4*t^8 + 234*q^3*t^9 - 45*q^2*t^10 + 24*q*t^11 + 38*q^10*t - 71*q^9*t^2 - 19*q^8*t^3 + 97*q^7*t^4 + 13*q^6*t^5 + 142*q^5*t^6 - 141*q^4*t^7 + 105*q^3*t^8 - 3*q^2*t^9 + 3*q*t^10 - 42*q^9*t + 64*q^8*t^2 - 44*q^7*t^3 - 2*q^6*t^4 - 73*q^5*t^5 - 40*q^4*t^6 + 33*q^3*t^7 - 32*q^2*t^8 - 2*q*t^9 + 20*q^8*t - 3*q^7*t^2 - 21*q^6*t^3 + 54*q^5*t^4 + 2*q^4*t^5 + 16*q^3*t^6 - q^2*t^7 + q*t^8 - 4*q^7*t - 8*q^6*t^2 + 11*q^5*t^3 - 16*q^4*t^4 - 3*q^3*t^5 + 2*q^2*t^6 + 2*q^5*t^2)/((q*t^2 - 1)^3*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0318] 'F@o}w'

Zeta functions

ask[-]:

(q^4*t^2 - q^4*t + q^3*t^2 - q^4 + q^3*t - 5*q^2*t^2 + 5*q^2*t - q*t^2 + t^3 - q*t + t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^14*t^13 + 3*q^13*t^14 - q^16*t^10 - q^15*t^11 + q^14*t^12 - 4*q^13*t^13 - 25*q^12*t^14 - 5*q^11*t^15 + 3*q^10*t^16 - 5*q^16*t^9 + 9*q^15*t^10 + 12*q^14*t^11 - 9*q^13*t^12 + 2*q^12*t^13 + 70*q^11*t^14 + 32*q^10*t^15 - 5*q^9*t^16 - q^8*t^17 - q^7*t^18 + 5*q^17*t^7 - 21*q^16*t^8 + 48*q^15*t^9 - 5*q^14*t^10 - 102*q^13*t^11 + 74*q^12*t^12 + 43*q^11*t^13 - 129*q^10*t^14 - 69*q^9*t^15 - 11*q^8*t^16 - 5*q^7*t^17 + 4*q^6*t^18 + 17*q^17*t^6 - 74*q^16*t^7 + 119*q^15*t^8 - 21*q^14*t^9 - 295*q^13*t^10 + 318*q^12*t^11 + 41*q^11*t^12 - 337*q^10*t^13 + 166*q^9*t^14 + 156*q^8*t^15 + 2*q^7*t^16 + 35*q^6*t^17 - 3*q^5*t^18 + 19*q^17*t^5 - 125*q^16*t^6 + 191*q^15*t^7 + 74*q^14*t^8 - 549*q^13*t^9 + 662*q^12*t^10 + 262*q^11*t^11 - 818*q^10*t^12 + 450*q^9*t^13 + 224*q^8*t^14 - 355*q^7*t^15 - 2*q^6*t^16 - 38*q^5*t^17 - 11*q^4*t^18 + 10*q^17*t^4 - 75*q^16*t^5 + 176*q^15*t^6 + 168*q^14*t^7 - 825*q^13*t^8 + 608*q^12*t^9 + 560*q^11*t^10 - 1577*q^10*t^11 + 564*q^9*t^12 + 732*q^8*t^13 - 691*q^7*t^14 + 155*q^6*t^15 + 183*q^5*t^16 - 22*q^4*t^17 + 22*q^3*t^18 + q^17*t^3 - 26*q^16*t^4 + 37*q^15*t^5 + 81*q^14*t^6 - 630*q^13*t^7 + 508*q^12*t^8 + 1007*q^11*t^9 - 1490*q^10*t^10 + 362*q^9*t^11 + 1364*q^8*t^12 - 1168*q^7*t^13 - 204*q^6*t^14 + 410*q^5*t^15 - 200*q^4*t^16 - 10*q^3*t^17 - q^2*t^18 - q*t^19 - 14*q^16*t^3 + 93*q^15*t^4 - 10*q^14*t^5 - 156*q^13*t^6 + 345*q^12*t^7 + 320*q^11*t^8 - 1227*q^10*t^9 - 237*q^9*t^10 + 1243*q^8*t^11 - 909*q^7*t^12 - 337*q^6*t^13 + 839*q^5*t^14 - 132*q^4*t^15 - 88*q^3*t^16 + 55*q^2*t^17 - 5*q*t^18 - 17*q^16*t^2 + 106*q^15*t^3 - 225*q^14*t^4 - 188*q^13*t^5 + 485*q^12*t^6 - 285*q^11*t^7 - 482*q^10*t^8 + 782*q^9*t^9 + 782*q^8*t^10 - 482*q^7*t^11 - 285*q^6*t^12 + 485*q^5*t^13 - 188*q^4*t^14 - 225*q^3*t^15 + 106*q^2*t^16 - 17*q*t^17 - 5*q^16*t + 55*q^15*t^2 - 88*q^14*t^3 - 132*q^13*t^4 + 839*q^12*t^5 - 337*q^11*t^6 - 909*q^10*t^7 + 1243*q^9*t^8 - 237*q^8*t^9 - 1227*q^7*t^10 + 320*q^6*t^11 + 345*q^5*t^12 - 156*q^4*t^13 - 10*q^3*t^14 + 93*q^2*t^15 - 14*q*t^16 - q^16 - q^15*t - 10*q^14*t^2 - 200*q^13*t^3 + 410*q^12*t^4 - 204*q^11*t^5 - 1168*q^10*t^6 + 1364*q^9*t^7 + 362*q^8*t^8 - 1490*q^7*t^9 + 1007*q^6*t^10 + 508*q^5*t^11 - 630*q^4*t^12 + 81*q^3*t^13 + 37*q^2*t^14 - 26*q*t^15 + t^16 + 22*q^14*t - 22*q^13*t^2 + 183*q^12*t^3 + 155*q^11*t^4 - 691*q^10*t^5 + 732*q^9*t^6 + 564*q^8*t^7 - 1577*q^7*t^8 + 560*q^6*t^9 + 608*q^5*t^10 - 825*q^4*t^11 + 168*q^3*t^12 + 176*q^2*t^13 - 75*q*t^14 + 10*t^15 - 11*q^13*t - 38*q^12*t^2 - 2*q^11*t^3 - 355*q^10*t^4 + 224*q^9*t^5 + 450*q^8*t^6 - 818*q^7*t^7 + 262*q^6*t^8 + 662*q^5*t^9 - 549*q^4*t^10 + 74*q^3*t^11 + 191*q^2*t^12 - 125*q*t^13 + 19*t^14 - 3*q^12*t + 35*q^11*t^2 + 2*q^10*t^3 + 156*q^9*t^4 + 166*q^8*t^5 - 337*q^7*t^6 + 41*q^6*t^7 + 318*q^5*t^8 - 295*q^4*t^9 - 21*q^3*t^10 + 119*q^2*t^11 - 74*q*t^12 + 17*t^13 + 4*q^11*t - 5*q^10*t^2 - 11*q^9*t^3 - 69*q^8*t^4 - 129*q^7*t^5 + 43*q^6*t^6 + 74*q^5*t^7 - 102*q^4*t^8 - 5*q^3*t^9 + 48*q^2*t^10 - 21*q*t^11 + 5*t^12 - q^10*t - q^9*t^2 - 5*q^8*t^3 + 32*q^7*t^4 + 70*q^6*t^5 + 2*q^5*t^6 - 9*q^4*t^7 + 12*q^3*t^8 + 9*q^2*t^9 - 5*q*t^10 + 3*q^7*t^3 - 5*q^6*t^4 - 25*q^5*t^5 - 4*q^4*t^6 + q^3*t^7 - q^2*t^8 - q*t^9 + 3*q^4*t^5 + q^3*t^6)/((q*t^2 - 1)^2*(q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0319] 'F@o~g'

Zeta functions

ask[-]:

ask[+]:

(2*q^14*t^11 - q^16*t^8 - 3*q^15*t^9 + 2*q^14*t^10 - 8*q^13*t^11 - 7*q^12*t^12 - q^11*t^13 + 6*q^15*t^8 + 8*q^14*t^9 + q^13*t^10 + 13*q^12*t^11 + 26*q^11*t^12 + 10*q^10*t^13 + 3*q^9*t^14 + q^8*t^15 + q^17*t^5 - 2*q^16*t^6 + 20*q^15*t^7 - 41*q^14*t^8 + 7*q^13*t^9 - 6*q^12*t^10 - 48*q^11*t^11 - 8*q^10*t^12 - 26*q^9*t^13 - 24*q^8*t^14 - 8*q^7*t^15 + q^6*t^16 + 2*q^17*t^4 - 26*q^16*t^5 + 68*q^15*t^6 - 136*q^14*t^7 + 43*q^13*t^8 + 151*q^12*t^9 - 144*q^11*t^10 + 84*q^10*t^11 + 23*q^9*t^12 - 37*q^8*t^13 + 78*q^7*t^14 + 26*q^6*t^15 - 4*q^5*t^16 + 9*q^17*t^3 - 60*q^16*t^4 + 160*q^15*t^5 - 148*q^14*t^6 - 59*q^13*t^7 + 504*q^12*t^8 - 502*q^11*t^9 - 50*q^10*t^10 + 371*q^9*t^11 - 179*q^8*t^12 + 54*q^7*t^13 - 50*q^6*t^14 - 57*q^5*t^15 + 5*q^4*t^16 + 12*q^17*t^2 - 71*q^16*t^3 + 171*q^15*t^4 - 33*q^14*t^5 - 497*q^13*t^6 + 855*q^12*t^7 - 531*q^11*t^8 - 578*q^10*t^9 + 1103*q^9*t^10 - 550*q^8*t^11 - 283*q^7*t^12 + 271*q^6*t^13 - 52*q^5*t^14 + 46*q^4*t^15 + 5*q^3*t^16 + 4*q^17*t - 42*q^16*t^2 + 61*q^15*t^3 + 126*q^14*t^4 - 713*q^13*t^5 + 897*q^12*t^6 + 218*q^11*t^7 - 1544*q^10*t^8 + 1591*q^9*t^9 - 86*q^8*t^10 - 965*q^7*t^11 + 847*q^6*t^12 - 134*q^5*t^13 - 129*q^4*t^14 + 40*q^3*t^15 - 17*q^2*t^16 + q^17 - q^16*t - 2*q^15*t^2 + 175*q^14*t^3 - 436*q^13*t^4 + 276*q^12*t^5 + 815*q^11*t^6 - 1894*q^10*t^7 + 1000*q^9*t^8 + 1000*q^8*t^9 - 1894*q^7*t^10 + 815*q^6*t^11 + 276*q^5*t^12 - 436*q^4*t^13 + 175*q^3*t^14 - 2*q^2*t^15 - q*t^16 + t^17 - 17*q^15*t + 40*q^14*t^2 - 129*q^13*t^3 - 134*q^12*t^4 + 847*q^11*t^5 - 965*q^10*t^6 - 86*q^9*t^7 + 1591*q^8*t^8 - 1544*q^7*t^9 + 218*q^6*t^10 + 897*q^5*t^11 - 713*q^4*t^12 + 126*q^3*t^13 + 61*q^2*t^14 - 42*q*t^15 + 4*t^16 + 5*q^14*t + 46*q^13*t^2 - 52*q^12*t^3 + 271*q^11*t^4 - 283*q^10*t^5 - 550*q^9*t^6 + 1103*q^8*t^7 - 578*q^7*t^8 - 531*q^6*t^9 + 855*q^5*t^10 - 497*q^4*t^11 - 33*q^3*t^12 + 171*q^2*t^13 - 71*q*t^14 + 12*t^15 + 5*q^13*t - 57*q^12*t^2 - 50*q^11*t^3 + 54*q^10*t^4 - 179*q^9*t^5 + 371*q^8*t^6 - 50*q^7*t^7 - 502*q^6*t^8 + 504*q^5*t^9 - 59*q^4*t^10 - 148*q^3*t^11 + 160*q^2*t^12 - 60*q*t^13 + 9*t^14 - 4*q^12*t + 26*q^11*t^2 + 78*q^10*t^3 - 37*q^9*t^4 + 23*q^8*t^5 + 84*q^7*t^6 - 144*q^6*t^7 + 151*q^5*t^8 + 43*q^4*t^9 - 136*q^3*t^10 + 68*q^2*t^11 - 26*q*t^12 + 2*t^13 + q^11*t - 8*q^10*t^2 - 24*q^9*t^3 - 26*q^8*t^4 - 8*q^7*t^5 - 48*q^6*t^6 - 6*q^5*t^7 + 7*q^4*t^8 - 41*q^3*t^9 + 20*q^2*t^10 - 2*q*t^11 + t^12 + q^9*t^2 + 3*q^8*t^3 + 10*q^7*t^4 + 26*q^6*t^5 + 13*q^5*t^6 + q^4*t^7 + 8*q^3*t^8 + 6*q^2*t^9 - q^6*t^4 - 7*q^5*t^5 - 8*q^4*t^6 + 2*q^3*t^7 - 3*q^2*t^8 - q*t^9 + 2*q^3*t^6)/((q*t^2 - 1)*(q^2 - t)^3*(t^2 - q)^2*(q + t)*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0320] 'F@o~w'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^24*t^10 + 3*q^23*t^11 - q^26*t^7 - 2*q^25*t^8 - 3*q^24*t^9 - 7*q^23*t^10 - 14*q^22*t^11 - 3*q^21*t^12 - 6*q^20*t^13 - q^19*t^14 + q^18*t^15 - 2*q^26*t^6 + 10*q^25*t^7 + 15*q^24*t^8 + 6*q^23*t^9 + 23*q^22*t^10 + 31*q^21*t^11 + 19*q^20*t^12 + 26*q^19*t^13 + q^18*t^14 - 3*q^17*t^15 + 2*q^16*t^16 + 3*q^27*t^4 - 12*q^26*t^5 + 33*q^25*t^6 - 23*q^24*t^7 - 83*q^23*t^8 + 35*q^22*t^9 - 37*q^21*t^10 - 61*q^20*t^11 - 26*q^19*t^12 - 30*q^18*t^13 + 10*q^17*t^14 + 2*q^16*t^15 - 7*q^15*t^16 + 10*q^27*t^3 - 51*q^26*t^4 + 68*q^25*t^5 - 43*q^24*t^6 - 100*q^23*t^7 + 196*q^22*t^8 - 23*q^21*t^9 - 26*q^20*t^10 + 47*q^19*t^11 - 8*q^18*t^12 - 26*q^17*t^13 - 56*q^16*t^14 - 2*q^15*t^15 + 9*q^14*t^16 - 5*q^13*t^17 - 2*q^12*t^18 + 11*q^27*t^2 - 67*q^26*t^3 + 136*q^25*t^4 + 4*q^24*t^5 - 160*q^23*t^6 + 195*q^22*t^7 + 16*q^21*t^8 - 59*q^20*t^9 - 24*q^19*t^10 + 37*q^18*t^11 + 177*q^17*t^12 + 93*q^16*t^13 + 73*q^15*t^14 + 31*q^14*t^15 + 5*q^13*t^16 + 22*q^12*t^17 + 6*q^11*t^18 + 4*q^27*t - 37*q^26*t^2 + 81*q^25*t^3 - 8*q^24*t^4 - 210*q^23*t^5 + 62*q^22*t^6 + 165*q^21*t^7 - 61*q^20*t^8 - 274*q^19*t^9 + 25*q^18*t^10 + 186*q^17*t^11 - 316*q^16*t^12 - 170*q^15*t^13 + 15*q^14*t^14 - 50*q^13*t^15 - 19*q^12*t^16 - 34*q^11*t^17 - q^10*t^18 + 2*q^9*t^19 + q^27 - 4*q^26*t + q^25*t^2 + 55*q^24*t^3 - 46*q^23*t^4 - 71*q^22*t^5 + 171*q^21*t^6 + 189*q^20*t^7 - 451*q^19*t^8 - 130*q^18*t^9 + 486*q^17*t^10 - 127*q^16*t^11 + 14*q^15*t^12 + 82*q^14*t^13 - 97*q^13*t^14 + 38*q^12*t^15 - 19*q^11*t^16 - 19*q^10*t^17 - 21*q^9*t^18 - 5*q^8*t^19 + q^7*t^20 - 8*q^25*t + 30*q^24*t^2 - 57*q^23*t^3 - 169*q^22*t^4 + 2*q^21*t^5 + 417*q^20*t^6 - 262*q^19*t^7 - 302*q^18*t^8 + 638*q^17*t^9 + 158*q^16*t^10 - 266*q^15*t^11 - 278*q^14*t^12 + 149*q^13*t^13 + 269*q^12*t^14 - 35*q^11*t^15 + 92*q^10*t^16 + 105*q^9*t^17 + 42*q^8*t^18 - 5*q^6*t^20 + q^24*t + 20*q^23*t^2 + 74*q^22*t^3 - 16*q^21*t^4 + 240*q^20*t^5 - 67*q^19*t^6 - 482*q^18*t^7 + 7*q^17*t^8 + 259*q^16*t^9 + 148*q^15*t^10 - 355*q^14*t^11 + 100*q^13*t^12 + 296*q^12*t^13 - 199*q^11*t^14 - 105*q^10*t^15 - 151*q^9*t^16 - 106*q^8*t^17 + 4*q^7*t^18 + 12*q^6*t^19 + 8*q^5*t^20 - 4*q^23*t - 20*q^22*t^2 - 110*q^21*t^3 + 97*q^20*t^4 + 144*q^19*t^5 - 120*q^18*t^6 - 50*q^17*t^7 + 237*q^16*t^8 + 418*q^15*t^9 - 592*q^14*t^10 - 592*q^13*t^11 + 418*q^12*t^12 + 237*q^11*t^13 - 50*q^10*t^14 - 120*q^9*t^15 + 144*q^8*t^16 + 97*q^7*t^17 - 110*q^6*t^18 - 20*q^5*t^19 - 4*q^4*t^20 + 8*q^22*t + 12*q^21*t^2 + 4*q^20*t^3 - 106*q^19*t^4 - 151*q^18*t^5 - 105*q^17*t^6 - 199*q^16*t^7 + 296*q^15*t^8 + 100*q^14*t^9 - 355*q^13*t^10 + 148*q^12*t^11 + 259*q^11*t^12 + 7*q^10*t^13 - 482*q^9*t^14 - 67*q^8*t^15 + 240*q^7*t^16 - 16*q^6*t^17 + 74*q^5*t^18 + 20*q^4*t^19 + q^3*t^20 - 5*q^21*t + 42*q^19*t^3 + 105*q^18*t^4 + 92*q^17*t^5 - 35*q^16*t^6 + 269*q^15*t^7 + 149*q^14*t^8 - 278*q^13*t^9 - 266*q^12*t^10 + 158*q^11*t^11 + 638*q^10*t^12 - 302*q^9*t^13 - 262*q^8*t^14 + 417*q^7*t^15 + 2*q^6*t^16 - 169*q^5*t^17 - 57*q^4*t^18 + 30*q^3*t^19 - 8*q^2*t^20 + q^20*t - 5*q^19*t^2 - 21*q^18*t^3 - 19*q^17*t^4 - 19*q^16*t^5 + 38*q^15*t^6 - 97*q^14*t^7 + 82*q^13*t^8 + 14*q^12*t^9 - 127*q^11*t^10 + 486*q^10*t^11 - 130*q^9*t^12 - 451*q^8*t^13 + 189*q^7*t^14 + 171*q^6*t^15 - 71*q^5*t^16 - 46*q^4*t^17 + 55*q^3*t^18 + q^2*t^19 - 4*q*t^20 + t^21 + 2*q^18*t^2 - q^17*t^3 - 34*q^16*t^4 - 19*q^15*t^5 - 50*q^14*t^6 + 15*q^13*t^7 - 170*q^12*t^8 - 316*q^11*t^9 + 186*q^10*t^10 + 25*q^9*t^11 - 274*q^8*t^12 - 61*q^7*t^13 + 165*q^6*t^14 + 62*q^5*t^15 - 210*q^4*t^16 - 8*q^3*t^17 + 81*q^2*t^18 - 37*q*t^19 + 4*t^20 + 6*q^16*t^3 + 22*q^15*t^4 + 5*q^14*t^5 + 31*q^13*t^6 + 73*q^12*t^7 + 93*q^11*t^8 + 177*q^10*t^9 + 37*q^9*t^10 - 24*q^8*t^11 - 59*q^7*t^12 + 16*q^6*t^13 + 195*q^5*t^14 - 160*q^4*t^15 + 4*q^3*t^16 + 136*q^2*t^17 - 67*q*t^18 + 11*t^19 - 2*q^15*t^3 - 5*q^14*t^4 + 9*q^13*t^5 - 2*q^12*t^6 - 56*q^11*t^7 - 26*q^10*t^8 - 8*q^9*t^9 + 47*q^8*t^10 - 26*q^7*t^11 - 23*q^6*t^12 + 196*q^5*t^13 - 100*q^4*t^14 - 43*q^3*t^15 + 68*q^2*t^16 - 51*q*t^17 + 10*t^18 - 7*q^12*t^5 + 2*q^11*t^6 + 10*q^10*t^7 - 30*q^9*t^8 - 26*q^8*t^9 - 61*q^7*t^10 - 37*q^6*t^11 + 35*q^5*t^12 - 83*q^4*t^13 - 23*q^3*t^14 + 33*q^2*t^15 - 12*q*t^16 + 3*t^17 + 2*q^11*t^5 - 3*q^10*t^6 + q^9*t^7 + 26*q^8*t^8 + 19*q^7*t^9 + 31*q^6*t^10 + 23*q^5*t^11 + 6*q^4*t^12 + 15*q^3*t^13 + 10*q^2*t^14 - 2*q*t^15 + q^9*t^6 - q^8*t^7 - 6*q^7*t^8 - 3*q^6*t^9 - 14*q^5*t^10 - 7*q^4*t^11 - 3*q^3*t^12 - 2*q^2*t^13 - q*t^14 + 3*q^4*t^10 + q^3*t^11)/((q^3 - t^2)*(q^3 - t)^2*(q*t^2 - 1)*(q^2 + t)*(q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0321] 'F@ptw'

Zeta functions

ask[-]:

-(q^6*t^2 + 2*q^6*t - 6*q^5*t^2 + q^4*t^3 + q^6 - 2*q^5*t + 2*q^4*t^2 + 2*q^3*t^3 - 7*q^4*t + 12*q^3*t^2 - 7*q^2*t^3 + 2*q^3*t + 2*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 6*q*t^2 + 2*t^3 + t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^20*t^17 + 4*q^19*t^18 + 10*q^18*t^19 + 8*q^17*t^20 + 5*q^16*t^21 - 2*q^21*t^15 - 9*q^20*t^16 - 35*q^19*t^17 - 49*q^18*t^18 - 80*q^17*t^19 - 84*q^16*t^20 - 78*q^15*t^21 - 22*q^14*t^22 - 5*q^13*t^23 + q^23*t^12 - 2*q^22*t^13 + 5*q^21*t^14 + 49*q^20*t^15 + 27*q^19*t^16 + 111*q^18*t^17 + 333*q^17*t^18 + 452*q^16*t^19 + 370*q^15*t^20 + 405*q^14*t^21 + 227*q^13*t^22 + 80*q^12*t^23 + 13*q^11*t^24 + q^10*t^25 + q^24*t^10 + 3*q^23*t^11 - 24*q^22*t^12 - 12*q^21*t^13 + 178*q^20*t^14 + 10*q^19*t^15 - 303*q^18*t^16 - 101*q^17*t^17 - 652*q^16*t^18 - 1579*q^15*t^19 - 1414*q^14*t^20 - 1193*q^13*t^21 - 852*q^12*t^22 - 445*q^11*t^23 - 150*q^10*t^24 - 19*q^9*t^25 + 5*q^23*t^10 - q^22*t^11 - 136*q^21*t^12 - 102*q^20*t^13 - 407*q^19*t^14 - 1223*q^18*t^15 - 205*q^17*t^16 + 379*q^16*t^17 + 521*q^15*t^18 + 2240*q^14*t^19 + 3537*q^13*t^20 + 2991*q^12*t^21 + 1965*q^11*t^22 + 1147*q^10*t^23 + 585*q^9*t^24 + 147*q^8*t^25 + 11*q^7*t^26 - 2*q^6*t^27 - 10*q^24*t^8 - 13*q^23*t^9 + 148*q^22*t^10 - 12*q^21*t^11 - 125*q^20*t^12 + 1370*q^19*t^13 + 1817*q^18*t^14 + 2407*q^17*t^15 + 3878*q^16*t^16 + 2512*q^15*t^17 - 374*q^14*t^18 - 1269*q^13*t^19 - 3917*q^12*t^20 - 5238*q^11*t^21 - 3863*q^10*t^22 - 1920*q^9*t^23 - 1054*q^8*t^24 - 453*q^7*t^25 - 80*q^6*t^26 + 8*q^5*t^27 + q^25*t^6 - 3*q^24*t^7 + 77*q^22*t^9 + 295*q^21*t^10 - 679*q^20*t^11 + 767*q^19*t^12 + 544*q^18*t^13 - 6643*q^17*t^14 - 6507*q^16*t^15 - 5937*q^15*t^16 - 10709*q^14*t^17 - 5963*q^13*t^18 - 488*q^12*t^19 + 1789*q^11*t^20 + 4346*q^10*t^21 + 5098*q^9*t^22 + 3016*q^8*t^23 + 1153*q^7*t^24 + 586*q^6*t^25 + 224*q^5*t^26 - 7*q^4*t^27 + q^25*t^5 + q^24*t^6 + 67*q^23*t^7 - 584*q^22*t^8 + 494*q^21*t^9 - 1290*q^20*t^10 - 3116*q^19*t^11 + 937*q^18*t^12 - 4913*q^17*t^13 + 991*q^16*t^14 + 15154*q^15*t^15 + 12011*q^14*t^16 + 12614*q^13*t^17 + 16531*q^12*t^18 + 9251*q^11*t^19 + 1371*q^10*t^20 - 1994*q^9*t^21 - 2860*q^8*t^22 - 3207*q^7*t^23 - 1379*q^6*t^24 - 302*q^5*t^25 - 257*q^4*t^26 - 17*q^3*t^27 + 3*q^25*t^4 - 22*q^24*t^5 + 244*q^23*t^6 - 797*q^22*t^7 + 1283*q^21*t^8 + 1834*q^20*t^9 - 1882*q^19*t^10 + 9341*q^18*t^11 + 10630*q^17*t^12 + 3269*q^16*t^13 + 9371*q^15*t^14 - 1950*q^14*t^15 - 20193*q^13*t^16 - 17707*q^12*t^17 - 15354*q^11*t^18 - 16244*q^10*t^19 - 10463*q^9*t^20 + 103*q^8*t^21 + 1247*q^7*t^22 + 907*q^6*t^23 + 1304*q^5*t^24 + 235*q^4*t^25 + 58*q^3*t^26 + 39*q^2*t^27 + 2*q^25*t^3 - 70*q^24*t^4 + 230*q^23*t^5 - 386*q^22*t^6 + 443*q^21*t^7 + 2638*q^20*t^8 - 4520*q^19*t^9 - 2574*q^18*t^10 - 1033*q^17*t^11 - 24628*q^16*t^12 - 23719*q^15*t^13 - 9041*q^14*t^14 - 12358*q^13*t^15 - 1211*q^12*t^16 + 19204*q^11*t^17 + 18843*q^10*t^18 + 9287*q^9*t^19 + 11967*q^8*t^20 + 6623*q^7*t^21 - 1509*q^6*t^22 - 225*q^5*t^23 + 3*q^4*t^24 - 368*q^3*t^25 + 41*q^2*t^26 - 14*q*t^27 - t^28 + 3*q^25*t^2 - 29*q^24*t^3 + 111*q^23*t^4 + 174*q^22*t^5 - 1653*q^21*t^6 + 142*q^20*t^7 - 3789*q^19*t^8 - 7488*q^18*t^9 + 7514*q^17*t^10 + 4680*q^16*t^11 + 9284*q^15*t^12 + 36490*q^14*t^13 + 34927*q^13*t^14 + 12857*q^12*t^15 + 10331*q^11*t^16 + 5752*q^10*t^17 - 13691*q^9*t^18 - 12186*q^8*t^19 - 2295*q^7*t^20 - 6074*q^6*t^21 - 1720*q^5*t^22 + 1151*q^4*t^23 - 336*q^3*t^24 + 100*q^2*t^25 + 2*q*t^26 - t^27 + q^25*t - 2*q^24*t^2 - 100*q^23*t^3 + 336*q^22*t^4 - 1151*q^21*t^5 + 1720*q^20*t^6 + 6074*q^19*t^7 + 2295*q^18*t^8 + 12186*q^17*t^9 + 13691*q^16*t^10 - 5752*q^15*t^11 - 10331*q^14*t^12 - 12857*q^13*t^13 - 34927*q^12*t^14 - 36490*q^11*t^15 - 9284*q^10*t^16 - 4680*q^9*t^17 - 7514*q^8*t^18 + 7488*q^7*t^19 + 3789*q^6*t^20 - 142*q^5*t^21 + 1653*q^4*t^22 - 174*q^3*t^23 - 111*q^2*t^24 + 29*q*t^25 - 3*t^26 + q^25 + 14*q^24*t - 41*q^23*t^2 + 368*q^22*t^3 - 3*q^21*t^4 + 225*q^20*t^5 + 1509*q^19*t^6 - 6623*q^18*t^7 - 11967*q^17*t^8 - 9287*q^16*t^9 - 18843*q^15*t^10 - 19204*q^14*t^11 + 1211*q^13*t^12 + 12358*q^12*t^13 + 9041*q^11*t^14 + 23719*q^10*t^15 + 24628*q^9*t^16 + 1033*q^8*t^17 + 2574*q^7*t^18 + 4520*q^6*t^19 - 2638*q^5*t^20 - 443*q^4*t^21 + 386*q^3*t^22 - 230*q^2*t^23 + 70*q*t^24 - 2*t^25 - 39*q^23*t - 58*q^22*t^2 - 235*q^21*t^3 - 1304*q^20*t^4 - 907*q^19*t^5 - 1247*q^18*t^6 - 103*q^17*t^7 + 10463*q^16*t^8 + 16244*q^15*t^9 + 15354*q^14*t^10 + 17707*q^13*t^11 + 20193*q^12*t^12 + 1950*q^11*t^13 - 9371*q^10*t^14 - 3269*q^9*t^15 - 10630*q^8*t^16 - 9341*q^7*t^17 + 1882*q^6*t^18 - 1834*q^5*t^19 - 1283*q^4*t^20 + 797*q^3*t^21 - 244*q^2*t^22 + 22*q*t^23 - 3*t^24 + 17*q^22*t + 257*q^21*t^2 + 302*q^20*t^3 + 1379*q^19*t^4 + 3207*q^18*t^5 + 2860*q^17*t^6 + 1994*q^16*t^7 - 1371*q^15*t^8 - 9251*q^14*t^9 - 16531*q^13*t^10 - 12614*q^12*t^11 - 12011*q^11*t^12 - 15154*q^10*t^13 - 991*q^9*t^14 + 4913*q^8*t^15 - 937*q^7*t^16 + 3116*q^6*t^17 + 1290*q^5*t^18 - 494*q^4*t^19 + 584*q^3*t^20 - 67*q^2*t^21 - q*t^22 - t^23 + 7*q^21*t - 224*q^20*t^2 - 586*q^19*t^3 - 1153*q^18*t^4 - 3016*q^17*t^5 - 5098*q^16*t^6 - 4346*q^15*t^7 - 1789*q^14*t^8 + 488*q^13*t^9 + 5963*q^12*t^10 + 10709*q^11*t^11 + 5937*q^10*t^12 + 6507*q^9*t^13 + 6643*q^8*t^14 - 544*q^7*t^15 - 767*q^6*t^16 + 679*q^5*t^17 - 295*q^4*t^18 - 77*q^3*t^19 + 3*q*t^21 - t^22 - 8*q^20*t + 80*q^19*t^2 + 453*q^18*t^3 + 1054*q^17*t^4 + 1920*q^16*t^5 + 3863*q^15*t^6 + 5238*q^14*t^7 + 3917*q^13*t^8 + 1269*q^12*t^9 + 374*q^11*t^10 - 2512*q^10*t^11 - 3878*q^9*t^12 - 2407*q^8*t^13 - 1817*q^7*t^14 - 1370*q^6*t^15 + 125*q^5*t^16 + 12*q^4*t^17 - 148*q^3*t^18 + 13*q^2*t^19 + 10*q*t^20 + 2*q^19*t - 11*q^18*t^2 - 147*q^17*t^3 - 585*q^16*t^4 - 1147*q^15*t^5 - 1965*q^14*t^6 - 2991*q^13*t^7 - 3537*q^12*t^8 - 2240*q^11*t^9 - 521*q^10*t^10 - 379*q^9*t^11 + 205*q^8*t^12 + 1223*q^7*t^13 + 407*q^6*t^14 + 102*q^5*t^15 + 136*q^4*t^16 + q^3*t^17 - 5*q^2*t^18 + 19*q^16*t^3 + 150*q^15*t^4 + 445*q^14*t^5 + 852*q^13*t^6 + 1193*q^12*t^7 + 1414*q^11*t^8 + 1579*q^10*t^9 + 652*q^9*t^10 + 101*q^8*t^11 + 303*q^7*t^12 - 10*q^6*t^13 - 178*q^5*t^14 + 12*q^4*t^15 + 24*q^3*t^16 - 3*q^2*t^17 - q*t^18 - q^15*t^3 - 13*q^14*t^4 - 80*q^13*t^5 - 227*q^12*t^6 - 405*q^11*t^7 - 370*q^10*t^8 - 452*q^9*t^9 - 333*q^8*t^10 - 111*q^7*t^11 - 27*q^6*t^12 - 49*q^5*t^13 - 5*q^4*t^14 + 2*q^3*t^15 - q^2*t^16 + 5*q^12*t^5 + 22*q^11*t^6 + 78*q^10*t^7 + 84*q^9*t^8 + 80*q^8*t^9 + 49*q^7*t^10 + 35*q^6*t^11 + 9*q^5*t^12 + 2*q^4*t^13 - 5*q^9*t^7 - 8*q^8*t^8 - 10*q^7*t^9 - 4*q^6*t^10 - q^5*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0322] 'F@p|w'

Zeta functions

ask[-]:

-(q^6*t^2 + q^6*t - 5*q^5*t^2 + q^4*t^3 + q^6 - q^5*t + 2*q^4*t^2 + q^3*t^3 - 6*q^4*t + 10*q^3*t^2 - 6*q^2*t^3 + q^3*t + 2*q^2*t^2 - q*t^3 + t^4 + q^2*t - 5*q*t^2 + t^3 + t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(q^15*t^10 - 3*q^14*t^11 + 3*q^13*t^12 - 5*q^12*t^13 + 2*q^11*t^14 - 2*q^16*t^8 - 8*q^15*t^9 + 4*q^14*t^10 + 25*q^13*t^11 - 33*q^12*t^12 + 33*q^11*t^13 + 5*q^10*t^14 - 6*q^9*t^15 + q^17*t^6 + 2*q^16*t^7 - 10*q^15*t^8 + 79*q^14*t^9 + 11*q^13*t^10 - 123*q^12*t^11 + 56*q^11*t^12 - 34*q^10*t^13 - 57*q^9*t^14 + 6*q^8*t^15 + q^7*t^16 + 2*q^6*t^17 + q^17*t^5 - q^16*t^6 + 7*q^15*t^7 + 6*q^14*t^8 - 218*q^13*t^9 - 71*q^12*t^10 + 99*q^11*t^11 + 151*q^10*t^12 + 33*q^9*t^13 + 61*q^8*t^14 + 41*q^7*t^15 + 16*q^6*t^16 - 11*q^5*t^17 + 3*q^17*t^4 - 22*q^16*t^5 + 75*q^15*t^6 - 228*q^14*t^7 + 9*q^13*t^8 + 679*q^12*t^9 - 60*q^11*t^10 + 182*q^10*t^11 - 217*q^9*t^12 - 382*q^8*t^13 + 8*q^7*t^14 - 25*q^6*t^15 - 84*q^5*t^16 + 20*q^4*t^17 + 2*q^17*t^3 - 50*q^16*t^4 + 144*q^15*t^5 - 203*q^14*t^6 + 431*q^13*t^7 + 594*q^12*t^8 - 1325*q^11*t^9 - 561*q^10*t^10 + 192*q^9*t^11 - 232*q^8*t^12 + 576*q^7*t^13 + 233*q^6*t^14 - 106*q^5*t^15 + 113*q^4*t^16 - 6*q^3*t^17 + 3*q^17*t^2 - 16*q^16*t^3 + 110*q^15*t^4 - 13*q^14*t^5 - 300*q^13*t^6 - 331*q^12*t^7 - 813*q^11*t^8 + 110*q^10*t^9 + 2273*q^9*t^10 + 92*q^8*t^11 - 297*q^7*t^12 - 50*q^6*t^13 - 337*q^5*t^14 - 40*q^4*t^15 + 3*q^3*t^16 - 20*q^2*t^17 + q^17*t - 3*q^16*t^2 - 67*q^15*t^3 + 134*q^14*t^4 - 602*q^13*t^5 + 491*q^12*t^6 + 1594*q^11*t^7 - 211*q^10*t^8 + 793*q^9*t^9 - 1236*q^8*t^10 - 2083*q^7*t^11 + 622*q^6*t^12 + 345*q^5*t^13 - 172*q^4*t^14 + 227*q^3*t^15 - 40*q^2*t^16 + 8*q*t^17 + t^18 + q^17 + 8*q^16*t - 40*q^15*t^2 + 227*q^14*t^3 - 172*q^13*t^4 + 345*q^12*t^5 + 622*q^11*t^6 - 2083*q^10*t^7 - 1236*q^9*t^8 + 793*q^8*t^9 - 211*q^7*t^10 + 1594*q^6*t^11 + 491*q^5*t^12 - 602*q^4*t^13 + 134*q^3*t^14 - 67*q^2*t^15 - 3*q*t^16 + t^17 - 20*q^15*t + 3*q^14*t^2 - 40*q^13*t^3 - 337*q^12*t^4 - 50*q^11*t^5 - 297*q^10*t^6 + 92*q^9*t^7 + 2273*q^8*t^8 + 110*q^7*t^9 - 813*q^6*t^10 - 331*q^5*t^11 - 300*q^4*t^12 - 13*q^3*t^13 + 110*q^2*t^14 - 16*q*t^15 + 3*t^16 - 6*q^14*t + 113*q^13*t^2 - 106*q^12*t^3 + 233*q^11*t^4 + 576*q^10*t^5 - 232*q^9*t^6 + 192*q^8*t^7 - 561*q^7*t^8 - 1325*q^6*t^9 + 594*q^5*t^10 + 431*q^4*t^11 - 203*q^3*t^12 + 144*q^2*t^13 - 50*q*t^14 + 2*t^15 + 20*q^13*t - 84*q^12*t^2 - 25*q^11*t^3 + 8*q^10*t^4 - 382*q^9*t^5 - 217*q^8*t^6 + 182*q^7*t^7 - 60*q^6*t^8 + 679*q^5*t^9 + 9*q^4*t^10 - 228*q^3*t^11 + 75*q^2*t^12 - 22*q*t^13 + 3*t^14 - 11*q^12*t + 16*q^11*t^2 + 41*q^10*t^3 + 61*q^9*t^4 + 33*q^8*t^5 + 151*q^7*t^6 + 99*q^6*t^7 - 71*q^5*t^8 - 218*q^4*t^9 + 6*q^3*t^10 + 7*q^2*t^11 - q*t^12 + t^13 + 2*q^11*t + q^10*t^2 + 6*q^9*t^3 - 57*q^8*t^4 - 34*q^7*t^5 + 56*q^6*t^6 - 123*q^5*t^7 + 11*q^4*t^8 + 79*q^3*t^9 - 10*q^2*t^10 + 2*q*t^11 + t^12 - 6*q^8*t^3 + 5*q^7*t^4 + 33*q^6*t^5 - 33*q^5*t^6 + 25*q^4*t^7 + 4*q^3*t^8 - 8*q^2*t^9 - 2*q*t^10 + 2*q^6*t^4 - 5*q^5*t^5 + 3*q^4*t^6 - 3*q^3*t^7 + q^2*t^8)/((q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0323] 'F@qZw'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^5*t^3 + 2*q^6*t - 15*q^5*t^2 + 12*q^4*t^3 - 4*q^3*t^4 + q^6 - 4*q^5*t + 20*q^4*t^2 - 14*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 14*q^3*t^2 - 20*q^2*t^3 + 4*q*t^4 - t^5 + 4*q^3*t - 12*q^2*t^2 + 15*q*t^3 - 2*t^4 + q*t^2 - 2*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(q^15*t^11 + q^13*t^13 - 5*q^12*t^14 - q^17*t^8 + 2*q^16*t^9 - 2*q^15*t^10 - 4*q^14*t^11 + q^13*t^12 - 12*q^12*t^13 + 30*q^11*t^14 + 15*q^10*t^15 + q^9*t^16 - 3*q^17*t^7 + 13*q^16*t^8 - 12*q^15*t^9 - 18*q^14*t^10 + 33*q^13*t^11 + 45*q^12*t^12 - 10*q^11*t^13 - 77*q^10*t^14 - 67*q^9*t^15 - 27*q^8*t^16 - 4*q^7*t^17 + q^6*t^18 - 13*q^17*t^6 + 43*q^16*t^7 - 8*q^15*t^8 - 105*q^14*t^9 + 140*q^13*t^10 + 39*q^12*t^11 - 403*q^11*t^12 + 69*q^10*t^13 + 259*q^9*t^14 + 123*q^8*t^15 + 94*q^7*t^16 + 36*q^6*t^17 - 4*q^5*t^18 - 18*q^17*t^5 + 148*q^16*t^6 - 219*q^15*t^7 - 230*q^14*t^8 + 609*q^13*t^9 - 177*q^12*t^10 - 425*q^11*t^11 + 918*q^10*t^12 + 290*q^9*t^13 - 612*q^8*t^14 - 319*q^7*t^15 - 95*q^6*t^16 - 105*q^5*t^17 + q^4*t^18 - 29*q^17*t^4 + 218*q^16*t^5 - 800*q^15*t^6 + 681*q^14*t^7 + 1337*q^13*t^8 - 1947*q^12*t^9 + 26*q^11*t^10 + 854*q^10*t^11 - 1203*q^9*t^12 - 848*q^8*t^13 + 555*q^7*t^14 + 696*q^6*t^15 + 104*q^5*t^16 + 103*q^4*t^17 + 19*q^3*t^18 - 16*q^17*t^3 + 284*q^16*t^4 - 1041*q^15*t^5 + 1904*q^14*t^6 + 16*q^13*t^7 - 5080*q^12*t^8 + 3576*q^11*t^9 + 2240*q^10*t^10 - 2676*q^9*t^11 + 1784*q^8*t^12 + 1302*q^7*t^13 - 552*q^6*t^14 - 513*q^5*t^15 - 341*q^4*t^16 + 5*q^3*t^17 - 34*q^2*t^18 - 13*q^17*t^2 + 114*q^16*t^3 - 889*q^15*t^4 + 1749*q^14*t^5 - 647*q^13*t^6 - 4137*q^12*t^7 + 8426*q^11*t^8 + 959*q^10*t^9 - 9277*q^9*t^10 + 3927*q^8*t^11 + 564*q^7*t^12 - 3249*q^6*t^13 + 1079*q^5*t^14 + 260*q^4*t^15 + 250*q^3*t^16 + 17*q^2*t^17 + 8*q*t^18 + t^19 - 2*q^17*t + 50*q^16*t^2 - 119*q^15*t^3 + 905*q^14*t^4 - 315*q^13*t^5 - 3141*q^12*t^6 + 5585*q^11*t^7 - 2786*q^10*t^8 - 10436*q^9*t^9 + 10436*q^8*t^10 + 2786*q^7*t^11 - 5585*q^6*t^12 + 3141*q^5*t^13 + 315*q^4*t^14 - 905*q^3*t^15 + 119*q^2*t^16 - 50*q*t^17 + 2*t^18 - q^17 - 8*q^16*t - 17*q^15*t^2 - 250*q^14*t^3 - 260*q^13*t^4 - 1079*q^12*t^5 + 3249*q^11*t^6 - 564*q^10*t^7 - 3927*q^9*t^8 + 9277*q^8*t^9 - 959*q^7*t^10 - 8426*q^6*t^11 + 4137*q^5*t^12 + 647*q^4*t^13 - 1749*q^3*t^14 + 889*q^2*t^15 - 114*q*t^16 + 13*t^17 + 34*q^15*t - 5*q^14*t^2 + 341*q^13*t^3 + 513*q^12*t^4 + 552*q^11*t^5 - 1302*q^10*t^6 - 1784*q^9*t^7 + 2676*q^8*t^8 - 2240*q^7*t^9 - 3576*q^6*t^10 + 5080*q^5*t^11 - 16*q^4*t^12 - 1904*q^3*t^13 + 1041*q^2*t^14 - 284*q*t^15 + 16*t^16 - 19*q^14*t - 103*q^13*t^2 - 104*q^12*t^3 - 696*q^11*t^4 - 555*q^10*t^5 + 848*q^9*t^6 + 1203*q^8*t^7 - 854*q^7*t^8 - 26*q^6*t^9 + 1947*q^5*t^10 - 1337*q^4*t^11 - 681*q^3*t^12 + 800*q^2*t^13 - 218*q*t^14 + 29*t^15 - q^13*t + 105*q^12*t^2 + 95*q^11*t^3 + 319*q^10*t^4 + 612*q^9*t^5 - 290*q^8*t^6 - 918*q^7*t^7 + 425*q^6*t^8 + 177*q^5*t^9 - 609*q^4*t^10 + 230*q^3*t^11 + 219*q^2*t^12 - 148*q*t^13 + 18*t^14 + 4*q^12*t - 36*q^11*t^2 - 94*q^10*t^3 - 123*q^9*t^4 - 259*q^8*t^5 - 69*q^7*t^6 + 403*q^6*t^7 - 39*q^5*t^8 - 140*q^4*t^9 + 105*q^3*t^10 + 8*q^2*t^11 - 43*q*t^12 + 13*t^13 - q^11*t + 4*q^10*t^2 + 27*q^9*t^3 + 67*q^8*t^4 + 77*q^7*t^5 + 10*q^6*t^6 - 45*q^5*t^7 - 33*q^4*t^8 + 18*q^3*t^9 + 12*q^2*t^10 - 13*q*t^11 + 3*t^12 - q^8*t^3 - 15*q^7*t^4 - 30*q^6*t^5 + 12*q^5*t^6 - q^4*t^7 + 4*q^3*t^8 + 2*q^2*t^9 - 2*q*t^10 + t^11 + 5*q^5*t^5 - q^4*t^6 - q^2*t^8)/((q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0324] 'F@vrw'

Zeta functions

ask[-]:

(q^5*t^3 + q^7 - 4*q^5*t^2 - 3*q^5*t + 7*q^4*t^2 - 2*q^3*t^3 - 2*q^4*t + 7*q^3*t^2 - 3*q^2*t^3 - 4*q^2*t^2 + t^4 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^17*t^11 + 2*q^16*t^12 + 4*q^15*t^13 - 2*q^18*t^9 - 4*q^17*t^10 - 10*q^16*t^11 - 12*q^15*t^12 - 36*q^14*t^13 - 13*q^13*t^14 - 5*q^12*t^15 + q^11*t^16 + q^10*t^17 + 4*q^18*t^8 - 4*q^17*t^9 + 3*q^16*t^10 + 34*q^15*t^11 + 61*q^14*t^12 + 111*q^13*t^13 + 75*q^12*t^14 + 56*q^11*t^15 + 5*q^10*t^16 - 9*q^9*t^17 + 12*q^18*t^7 + 3*q^17*t^8 + 12*q^16*t^9 + 43*q^15*t^10 + 65*q^14*t^11 - 192*q^13*t^12 - 277*q^12*t^13 - 158*q^11*t^14 - 170*q^10*t^15 - 78*q^9*t^16 + 18*q^8*t^17 + 2*q^7*t^18 - 2*q^19*t^5 - 19*q^18*t^6 + 8*q^17*t^7 - 46*q^16*t^8 - 156*q^15*t^9 - 92*q^14*t^10 - 384*q^13*t^11 + 4*q^12*t^12 + 517*q^11*t^13 + 369*q^10*t^14 + 191*q^9*t^15 + 198*q^8*t^16 + 39*q^7*t^17 - 2*q^6*t^18 - q^5*t^19 + 4*q^19*t^4 - 29*q^18*t^5 + 64*q^17*t^6 - 154*q^15*t^8 + 341*q^14*t^9 + 721*q^13*t^10 + 580*q^12*t^11 + 443*q^11*t^12 - 79*q^10*t^13 - 664*q^9*t^14 - 307*q^8*t^15 - 132*q^7*t^16 - 130*q^6*t^17 - 38*q^5*t^18 + 4*q^4*t^19 - q^20*t^2 + 7*q^19*t^3 - 6*q^18*t^4 + 14*q^17*t^5 + 152*q^16*t^6 + 27*q^15*t^7 + 82*q^14*t^8 + 445*q^13*t^9 - 1350*q^12*t^10 - 1757*q^11*t^11 - 385*q^10*t^12 - 382*q^9*t^13 + 39*q^8*t^14 + 580*q^7*t^15 + 99*q^6*t^16 + 53*q^5*t^17 + 94*q^4*t^18 + q^3*t^19 + 8*q^19*t^2 + 22*q^18*t^3 - 119*q^17*t^4 + 92*q^16*t^5 - 105*q^15*t^6 - 919*q^14*t^7 - 104*q^13*t^8 - 426*q^12*t^9 - 70*q^11*t^10 + 2412*q^10*t^11 + 1642*q^9*t^12 - 167*q^8*t^13 + 386*q^7*t^14 - 59*q^6*t^15 - 234*q^5*t^16 - 14*q^4*t^17 - 40*q^3*t^18 - 17*q^2*t^19 - q^20 - 7*q^19*t + q^18*t^2 - 93*q^17*t^3 + 49*q^16*t^4 + 203*q^15*t^5 - 234*q^14*t^6 + 731*q^13*t^7 + 1960*q^12*t^8 + 368*q^11*t^9 - 368*q^9*t^11 - 1960*q^8*t^12 - 731*q^7*t^13 + 234*q^6*t^14 - 203*q^5*t^15 - 49*q^4*t^16 + 93*q^3*t^17 - q^2*t^18 + 7*q*t^19 + t^20 + 17*q^18*t + 40*q^17*t^2 + 14*q^16*t^3 + 234*q^15*t^4 + 59*q^14*t^5 - 386*q^13*t^6 + 167*q^12*t^7 - 1642*q^11*t^8 - 2412*q^10*t^9 + 70*q^9*t^10 + 426*q^8*t^11 + 104*q^7*t^12 + 919*q^6*t^13 + 105*q^5*t^14 - 92*q^4*t^15 + 119*q^3*t^16 - 22*q^2*t^17 - 8*q*t^18 - q^17*t - 94*q^16*t^2 - 53*q^15*t^3 - 99*q^14*t^4 - 580*q^13*t^5 - 39*q^12*t^6 + 382*q^11*t^7 + 385*q^10*t^8 + 1757*q^9*t^9 + 1350*q^8*t^10 - 445*q^7*t^11 - 82*q^6*t^12 - 27*q^5*t^13 - 152*q^4*t^14 - 14*q^3*t^15 + 6*q^2*t^16 - 7*q*t^17 + t^18 - 4*q^16*t + 38*q^15*t^2 + 130*q^14*t^3 + 132*q^13*t^4 + 307*q^12*t^5 + 664*q^11*t^6 + 79*q^10*t^7 - 443*q^9*t^8 - 580*q^8*t^9 - 721*q^7*t^10 - 341*q^6*t^11 + 154*q^5*t^12 - 64*q^3*t^14 + 29*q^2*t^15 - 4*q*t^16 + q^15*t + 2*q^14*t^2 - 39*q^13*t^3 - 198*q^12*t^4 - 191*q^11*t^5 - 369*q^10*t^6 - 517*q^9*t^7 - 4*q^8*t^8 + 384*q^7*t^9 + 92*q^6*t^10 + 156*q^5*t^11 + 46*q^4*t^12 - 8*q^3*t^13 + 19*q^2*t^14 + 2*q*t^15 - 2*q^13*t^2 - 18*q^12*t^3 + 78*q^11*t^4 + 170*q^10*t^5 + 158*q^9*t^6 + 277*q^8*t^7 + 192*q^7*t^8 - 65*q^6*t^9 - 43*q^5*t^10 - 12*q^4*t^11 - 3*q^3*t^12 - 12*q^2*t^13 + 9*q^11*t^3 - 5*q^10*t^4 - 56*q^9*t^5 - 75*q^8*t^6 - 111*q^7*t^7 - 61*q^6*t^8 - 34*q^5*t^9 - 3*q^4*t^10 + 4*q^3*t^11 - 4*q^2*t^12 - q^10*t^3 - q^9*t^4 + 5*q^8*t^5 + 13*q^7*t^6 + 36*q^6*t^7 + 12*q^5*t^8 + 10*q^4*t^9 + 4*q^3*t^10 + 2*q^2*t^11 - 4*q^5*t^7 - 2*q^4*t^8 - 2*q^3*t^9)/((q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0325] 'F@v~w'

Zeta functions

ask[-]:

-(q^5 + q^4*t - 2*q^3*t - 2*q^2*t + q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

-(2*q^18*t^5 - 2*q^16*t^7 + 2*q^15*t^8 + q^20*t^2 - 2*q^19*t^3 - 4*q^17*t^5 - 4*q^16*t^6 + 3*q^15*t^7 - 4*q^14*t^8 - 4*q^19*t^2 - 2*q^18*t^3 + 16*q^17*t^4 - q^16*t^5 + 5*q^14*t^7 + q^20 + 2*q^19*t - 6*q^18*t^2 + 18*q^17*t^3 - 11*q^16*t^4 - 25*q^15*t^5 + 30*q^14*t^6 - 7*q^13*t^7 + 8*q^12*t^8 - 2*q^10*t^10 - 2*q^18*t + 4*q^16*t^3 - 22*q^15*t^4 + 13*q^14*t^5 - 14*q^13*t^6 - 7*q^12*t^7 - 6*q^11*t^8 - 2*q^10*t^9 + 2*q^9*t^10 - 10*q^17*t + 17*q^16*t^2 + 9*q^15*t^3 - 12*q^14*t^4 + 13*q^13*t^5 - 12*q^12*t^6 + 20*q^11*t^7 - 20*q^10*t^8 + 8*q^8*t^10 + q^7*t^11 + 3*q^16*t - 15*q^14*t^3 - 4*q^13*t^4 + 10*q^12*t^5 + 54*q^11*t^6 - 40*q^10*t^7 + 10*q^9*t^8 + 15*q^8*t^9 - 14*q^7*t^10 - q^6*t^11 + q^15*t - 2*q^14*t^2 - q^13*t^3 - 4*q^12*t^4 + 4*q^8*t^8 + q^7*t^9 + 2*q^6*t^10 - q^5*t^11 + q^14*t + 14*q^13*t^2 - 15*q^12*t^3 - 10*q^11*t^4 + 40*q^10*t^5 - 54*q^9*t^6 - 10*q^8*t^7 + 4*q^7*t^8 + 15*q^6*t^9 - 3*q^4*t^11 - q^13*t - 8*q^12*t^2 + 20*q^10*t^4 - 20*q^9*t^5 + 12*q^8*t^6 - 13*q^7*t^7 + 12*q^6*t^8 - 9*q^5*t^9 - 17*q^4*t^10 + 10*q^3*t^11 - 2*q^11*t^2 + 2*q^10*t^3 + 6*q^9*t^4 + 7*q^8*t^5 + 14*q^7*t^6 - 13*q^6*t^7 + 22*q^5*t^8 - 4*q^4*t^9 + 2*q^2*t^11 + 2*q^10*t^2 - 8*q^8*t^4 + 7*q^7*t^5 - 30*q^6*t^6 + 25*q^5*t^7 + 11*q^4*t^8 - 18*q^3*t^9 + 6*q^2*t^10 - 2*q*t^11 - t^12 - 5*q^6*t^5 + q^4*t^7 - 16*q^3*t^8 + 2*q^2*t^9 + 4*q*t^10 + 4*q^6*t^4 - 3*q^5*t^5 + 4*q^4*t^6 + 4*q^3*t^7 + 2*q*t^9 - t^10 - 2*q^5*t^4 + 2*q^4*t^5 - 2*q^2*t^7)/((q^4 - t)*(q^2 + t)*(q^2 - t)^3*(q - t)*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0326] 'F@~uw'

Zeta functions

ask[-]:

-(q^10 + q^9*t - 3*q^8*t - 2*q^7*t^2 + q^6*t^3 - 2*q^7*t + q^6*t^2 - q^5*t^3 + 8*q^5*t^2 - q^5*t + q^4*t^2 - 2*q^3*t^3 + q^4*t - 2*q^3*t^2 - 3*q^2*t^3 + q*t^3 + t^4)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(q^12*t^7 - q^12*t^6 - q^11*t^7 - q^9*t^9 - 5*q^12*t^5 + 4*q^11*t^6 - 2*q^9*t^8 + q^8*t^9 - q^14*t^2 + 3*q^13*t^3 + 6*q^11*t^5 + 3*q^10*t^6 - 5*q^9*t^7 + 2*q^8*t^8 + 6*q^7*t^9 + 6*q^13*t^2 - 2*q^12*t^3 - 21*q^11*t^4 + 21*q^10*t^5 + 5*q^9*t^6 - 10*q^8*t^7 - 4*q^6*t^9 - q^14 - 3*q^13*t + 3*q^12*t^2 - 8*q^11*t^3 + 9*q^10*t^4 - 3*q^9*t^5 - 32*q^8*t^6 + 6*q^7*t^7 + 19*q^6*t^8 - 12*q^5*t^9 - 3*q^4*t^10 + 6*q^12*t - 5*q^11*t^2 - 24*q^10*t^3 + 37*q^9*t^4 + 12*q^8*t^5 - 24*q^7*t^6 + 6*q^6*t^7 + 7*q^5*t^8 + 5*q^3*t^10 + 5*q^11*t + 7*q^9*t^3 + 6*q^8*t^4 - 24*q^7*t^5 + 12*q^6*t^6 + 37*q^5*t^7 - 24*q^4*t^8 - 5*q^3*t^9 + 6*q^2*t^10 - 3*q^10*t - 12*q^9*t^2 + 19*q^8*t^3 + 6*q^7*t^4 - 32*q^6*t^5 - 3*q^5*t^6 + 9*q^4*t^7 - 8*q^3*t^8 + 3*q^2*t^9 - 3*q*t^10 - t^11 - 4*q^8*t^2 - 10*q^6*t^4 + 5*q^5*t^5 + 21*q^4*t^6 - 21*q^3*t^7 - 2*q^2*t^8 + 6*q*t^9 + 6*q^7*t^2 + 2*q^6*t^3 - 5*q^5*t^4 + 3*q^4*t^5 + 6*q^3*t^6 + 3*q*t^8 - t^9 + q^6*t^2 - 2*q^5*t^3 + 4*q^3*t^5 - 5*q^2*t^6 - q^5*t^2 - q^3*t^4 - q^2*t^5 + q^2*t^4)/((q^3 - t)*(q + t)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0327] 'F@~v_'

Zeta functions
ask[-]:	(q^6t^2 - q^7 - q^6t + 2q^5t - q^4t^2 + 2q^4t - 2q^3t^2 + q^3t - 2q^2t^2 + qt^2 + t^3 - qt)/((qt - 1)(q - t)q^6(t - 1)^2)
ask[+]:	(q^6t^5 - 2q^8t^2 + q^7t^3 - 2q^6t^4 - q^5t^5 - q^8t + 9q^7t^2 - 3q^6t^3 - q^5t^4 + 2q^4t^5 - q^8 + 2q^7t - 4q^6t^2 - 5q^5t^3 + 9q^4t^4 - 5q^3t^5 - 2q^5t^2 + 2q^3t^4 + 5q^5t - 9q^4t^2 + 5q^3t^3 + 4q^2t^4 - 2qt^5 + t^6 - 2q^4t + q^3t^2 + 3q^2t^3 - 9qt^4 + t^5 + q^3t + 2q^2t^2 - qt^3 + 2t^4 - q^2t)/((q - t)q^7(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6]]

[0328] 'F@~vg'

Zeta functions

ask[-]:

-(q^9 - q^7*t^2 + q^6*t^3 - 2*q^7*t - q^6*t^2 - q^6*t + 5*q^5*t^2 - 2*q^4*t^3 - 2*q^5*t + 5*q^4*t^2 - q^3*t^3 - q^3*t^2 - 2*q^2*t^3 + q^3*t - q^2*t^2 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^13*t^7 + 2*q^12*t^8 + q^11*t^9 - 2*q^13*t^6 - 10*q^12*t^7 - 12*q^11*t^8 - 12*q^10*t^9 - q^14*t^4 - 9*q^13*t^5 + 5*q^12*t^6 + 12*q^11*t^7 + 28*q^10*t^8 + 34*q^9*t^9 + 2*q^8*t^10 + q^7*t^11 - q^15*t^2 + 3*q^14*t^3 + 6*q^13*t^4 + 26*q^12*t^5 + 30*q^11*t^6 + 4*q^10*t^7 - 56*q^9*t^8 - 18*q^8*t^9 + q^7*t^10 - 9*q^6*t^11 + 2*q^5*t^12 + 9*q^14*t^2 - q^13*t^3 - 45*q^12*t^4 - 9*q^11*t^5 - 64*q^10*t^6 - 85*q^9*t^7 + 63*q^8*t^8 - 7*q^7*t^9 - 24*q^6*t^10 + 4*q^5*t^11 - 3*q^4*t^12 - q^15 - 3*q^14*t - 10*q^13*t^2 - 22*q^12*t^3 + 34*q^11*t^4 + 34*q^10*t^5 + 48*q^9*t^6 + 46*q^8*t^7 + 33*q^7*t^8 + 13*q^6*t^9 + 10*q^5*t^10 + 32*q^4*t^11 + 2*q^3*t^12 + 9*q^13*t + 24*q^12*t^2 - q^11*t^3 + 46*q^10*t^4 + 7*q^9*t^5 - 83*q^8*t^6 + 83*q^7*t^7 - 7*q^6*t^8 - 46*q^5*t^9 + q^4*t^10 - 24*q^3*t^11 - 9*q^2*t^12 - 2*q^12*t - 32*q^11*t^2 - 10*q^10*t^3 - 13*q^9*t^4 - 33*q^8*t^5 - 46*q^7*t^6 - 48*q^6*t^7 - 34*q^5*t^8 - 34*q^4*t^9 + 22*q^3*t^10 + 10*q^2*t^11 + 3*q*t^12 + t^13 + 3*q^11*t - 4*q^10*t^2 + 24*q^9*t^3 + 7*q^8*t^4 - 63*q^7*t^5 + 85*q^6*t^6 + 64*q^5*t^7 + 9*q^4*t^8 + 45*q^3*t^9 + q^2*t^10 - 9*q*t^11 - 2*q^10*t + 9*q^9*t^2 - q^8*t^3 + 18*q^7*t^4 + 56*q^6*t^5 - 4*q^5*t^6 - 30*q^4*t^7 - 26*q^3*t^8 - 6*q^2*t^9 - 3*q*t^10 + t^11 - q^8*t^2 - 2*q^7*t^3 - 34*q^6*t^4 - 28*q^5*t^5 - 12*q^4*t^6 - 5*q^3*t^7 + 9*q^2*t^8 + q*t^9 + 12*q^5*t^4 + 12*q^4*t^5 + 10*q^3*t^6 + 2*q^2*t^7 - q^4*t^4 - 2*q^3*t^5 - 3*q^2*t^6)/((q^2 - t)*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0329] 'F@~vw'

Zeta functions

ask[-]:

-(q^10 - 2*q^8*t - q^7*t^2 + q^6*t^3 - q^7*t + q^6*t^2 - q^5*t^3 - q^6*t + 6*q^5*t^2 - q^4*t^3 - q^5*t + q^4*t^2 - q^3*t^3 + q^4*t - q^3*t^2 - 2*q^2*t^3 + t^4)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(q^20*t^7 - q^20*t^6 - q^19*t^7 - 3*q^18*t^8 - q^21*t^4 - 2*q^20*t^5 + 4*q^19*t^6 - q^18*t^7 + 2*q^17*t^8 + q^16*t^9 + 2*q^15*t^10 - q^14*t^11 - q^22*t^2 + 3*q^21*t^3 + 2*q^20*t^4 + 2*q^19*t^5 + 8*q^18*t^6 - 8*q^17*t^7 + 12*q^16*t^8 + 2*q^13*t^11 + 7*q^21*t^2 - 7*q^20*t^3 - 23*q^19*t^4 + 27*q^18*t^5 - 6*q^17*t^6 - 19*q^16*t^7 - 7*q^15*t^8 + 4*q^14*t^9 - 13*q^13*t^10 - 4*q^12*t^11 + q^11*t^12 - q^22 - q^21*t - q^20*t^2 - 12*q^19*t^3 + 22*q^18*t^4 + 18*q^17*t^5 - 90*q^16*t^6 + 37*q^15*t^7 + 28*q^14*t^8 - 23*q^13*t^9 + 6*q^12*t^10 + 6*q^11*t^11 - 7*q^10*t^12 + 2*q^9*t^13 + 4*q^20*t + 3*q^19*t^2 - 14*q^18*t^3 + 23*q^17*t^4 - 2*q^16*t^5 + 39*q^15*t^6 + 8*q^14*t^7 + 8*q^13*t^8 + 4*q^12*t^9 + 9*q^11*t^10 + 4*q^10*t^11 + 18*q^9*t^12 - 3*q^8*t^13 - q^7*t^14 + 7*q^19*t - 15*q^18*t^2 - 7*q^17*t^3 + 79*q^16*t^4 - 81*q^15*t^5 - 34*q^14*t^6 + 62*q^13*t^7 + 7*q^12*t^8 - 57*q^11*t^9 + 9*q^10*t^10 - 2*q^9*t^11 - 8*q^8*t^12 - 7*q^7*t^13 + 3*q^6*t^14 - 4*q^18*t - 9*q^17*t^2 + 25*q^16*t^3 - 45*q^15*t^4 - 27*q^14*t^5 + 21*q^13*t^6 + 2*q^12*t^7 - 65*q^11*t^8 + q^10*t^9 - q^9*t^10 + 9*q^8*t^11 - 23*q^7*t^12 + 9*q^6*t^13 - 3*q^5*t^14 + 3*q^17*t - 9*q^16*t^2 + 23*q^15*t^3 - 9*q^14*t^4 + q^13*t^5 - q^12*t^6 + 65*q^11*t^7 - 2*q^10*t^8 - 21*q^9*t^9 + 27*q^8*t^10 + 45*q^7*t^11 - 25*q^6*t^12 + 9*q^5*t^13 + 4*q^4*t^14 - 3*q^16*t + 7*q^15*t^2 + 8*q^14*t^3 + 2*q^13*t^4 - 9*q^12*t^5 + 57*q^11*t^6 - 7*q^10*t^7 - 62*q^9*t^8 + 34*q^8*t^9 + 81*q^7*t^10 - 79*q^6*t^11 + 7*q^5*t^12 + 15*q^4*t^13 - 7*q^3*t^14 + q^15*t + 3*q^14*t^2 - 18*q^13*t^3 - 4*q^12*t^4 - 9*q^11*t^5 - 4*q^10*t^6 - 8*q^9*t^7 - 8*q^8*t^8 - 39*q^7*t^9 + 2*q^6*t^10 - 23*q^5*t^11 + 14*q^4*t^12 - 3*q^3*t^13 - 4*q^2*t^14 - 2*q^13*t^2 + 7*q^12*t^3 - 6*q^11*t^4 - 6*q^10*t^5 + 23*q^9*t^6 - 28*q^8*t^7 - 37*q^7*t^8 + 90*q^6*t^9 - 18*q^5*t^10 - 22*q^4*t^11 + 12*q^3*t^12 + q^2*t^13 + q*t^14 + t^15 - q^11*t^3 + 4*q^10*t^4 + 13*q^9*t^5 - 4*q^8*t^6 + 7*q^7*t^7 + 19*q^6*t^8 + 6*q^5*t^9 - 27*q^4*t^10 + 23*q^3*t^11 + 7*q^2*t^12 - 7*q*t^13 - 2*q^9*t^4 - 12*q^6*t^7 + 8*q^5*t^8 - 8*q^4*t^9 - 2*q^3*t^10 - 2*q^2*t^11 - 3*q*t^12 + t^13 + q^8*t^4 - 2*q^7*t^5 - q^6*t^6 - 2*q^5*t^7 + q^4*t^8 - 4*q^3*t^9 + 2*q^2*t^10 + q*t^11 + 3*q^4*t^7 + q^3*t^8 + q^2*t^9 - q^2*t^8)/((q^3 - t)*(q^2 + t)*(q^2 - t)^3*(q + t)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0330] 'F@~~w'

Zeta functions

ask[-]:

-(q^3 - t)*(q^2 - t)^2/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

-(q^19*t^4 - 3*q^16*t^7 + 3*q^15*t^8 + q^20*t^2 - 2*q^19*t^3 - q^18*t^4 - 3*q^17*t^5 + 6*q^15*t^7 - 6*q^14*t^8 - 5*q^19*t^2 + 3*q^18*t^3 + 11*q^17*t^4 + 6*q^16*t^5 - 8*q^15*t^6 + 3*q^14*t^7 - 3*q^12*t^9 + q^20 - 5*q^18*t^2 + 16*q^17*t^3 - 13*q^16*t^4 - 34*q^15*t^5 + 35*q^14*t^6 - 11*q^13*t^7 + 6*q^12*t^8 + 9*q^11*t^9 + 3*q^18*t + 7*q^17*t^2 - 21*q^16*t^3 - 7*q^15*t^4 + 17*q^14*t^5 - 5*q^13*t^6 + 4*q^12*t^7 - 6*q^10*t^9 - 9*q^9*t^10 - 17*q^17*t + 7*q^16*t^2 + 50*q^15*t^3 - 8*q^14*t^4 + 11*q^13*t^5 - 28*q^12*t^6 - 6*q^11*t^7 - 31*q^10*t^8 - 4*q^9*t^9 + 30*q^8*t^10 + 3*q^7*t^11 + 14*q^16*t + 2*q^15*t^2 - 41*q^14*t^3 - 48*q^13*t^4 + 27*q^12*t^5 + 55*q^11*t^6 - 22*q^10*t^7 + 50*q^9*t^8 + 16*q^8*t^9 - 35*q^7*t^10 - 9*q^6*t^11 - 12*q^15*t - 9*q^14*t^2 + 5*q^13*t^3 + 60*q^12*t^4 - 17*q^11*t^5 + 17*q^9*t^7 - 60*q^8*t^8 - 5*q^7*t^9 + 9*q^6*t^10 + 12*q^5*t^11 + 9*q^14*t + 35*q^13*t^2 - 16*q^12*t^3 - 50*q^11*t^4 + 22*q^10*t^5 - 55*q^9*t^6 - 27*q^8*t^7 + 48*q^7*t^8 + 41*q^6*t^9 - 2*q^5*t^10 - 14*q^4*t^11 - 3*q^13*t - 30*q^12*t^2 + 4*q^11*t^3 + 31*q^10*t^4 + 6*q^9*t^5 + 28*q^8*t^6 - 11*q^7*t^7 + 8*q^6*t^8 - 50*q^5*t^9 - 7*q^4*t^10 + 17*q^3*t^11 + 9*q^11*t^2 + 6*q^10*t^3 - 4*q^8*t^5 + 5*q^7*t^6 - 17*q^6*t^7 + 7*q^5*t^8 + 21*q^4*t^9 - 7*q^3*t^10 - 3*q^2*t^11 - 9*q^9*t^3 - 6*q^8*t^4 + 11*q^7*t^5 - 35*q^6*t^6 + 34*q^5*t^7 + 13*q^4*t^8 - 16*q^3*t^9 + 5*q^2*t^10 - t^12 + 3*q^8*t^3 - 3*q^6*t^5 + 8*q^5*t^6 - 6*q^4*t^7 - 11*q^3*t^8 - 3*q^2*t^9 + 5*q*t^10 + 6*q^6*t^4 - 6*q^5*t^5 + 3*q^3*t^7 + q^2*t^8 + 2*q*t^9 - t^10 - 3*q^5*t^4 + 3*q^4*t^5 - q*t^8)/((q^4 - t)*(q^2 + t)*(q^2 - t)^3*(q - t)*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0331] 'FADlW'

Zeta functions

ask[-]:

ask[+]:

-(q^12*t^13 + q^11*t^14 + q^13*t^11 - 6*q^12*t^12 + 2*q^11*t^13 - 7*q^10*t^14 + q^13*t^10 - 7*q^12*t^11 + 22*q^11*t^12 - 20*q^10*t^13 + 18*q^9*t^14 + 5*q^12*t^10 - 13*q^11*t^11 + 20*q^10*t^12 + 11*q^9*t^13 - 15*q^8*t^14 - 11*q^12*t^9 + 38*q^11*t^10 - 25*q^10*t^11 - 62*q^9*t^12 + 28*q^8*t^13 - 7*q^7*t^14 + q^6*t^15 + 23*q^11*t^9 - 129*q^10*t^10 + 191*q^9*t^11 - 72*q^8*t^12 + 19*q^7*t^13 + 2*q^6*t^14 - 26*q^11*t^8 + 100*q^10*t^9 - 110*q^9*t^10 + 14*q^8*t^11 + 30*q^7*t^12 - 19*q^6*t^13 + q^5*t^14 + 23*q^11*t^7 - 72*q^10*t^8 + 26*q^9*t^9 + 164*q^8*t^10 - 231*q^7*t^11 + 80*q^6*t^12 - 6*q^5*t^13 - q^11*t^6 - 9*q^10*t^7 + 181*q^9*t^8 - 433*q^8*t^9 + 369*q^7*t^10 - 45*q^6*t^11 - 11*q^5*t^12 + q^4*t^13 - q^11*t^5 + 22*q^10*t^6 - 237*q^9*t^7 + 427*q^8*t^8 - 206*q^7*t^9 - 99*q^6*t^10 + 50*q^5*t^11 - 8*q^4*t^12 - 16*q^10*t^5 + 127*q^9*t^6 - 21*q^8*t^7 - 360*q^7*t^8 + 451*q^6*t^9 - 195*q^5*t^10 + 26*q^4*t^11 + 4*q^10*t^4 - 16*q^9*t^5 - 187*q^8*t^6 + 493*q^7*t^7 - 493*q^6*t^8 + 187*q^5*t^9 + 16*q^4*t^10 - 4*q^3*t^11 - 26*q^9*t^4 + 195*q^8*t^5 - 451*q^7*t^6 + 360*q^6*t^7 + 21*q^5*t^8 - 127*q^4*t^9 + 16*q^3*t^10 + 8*q^9*t^3 - 50*q^8*t^4 + 99*q^7*t^5 + 206*q^6*t^6 - 427*q^5*t^7 + 237*q^4*t^8 - 22*q^3*t^9 + q^2*t^10 - q^9*t^2 + 11*q^8*t^3 + 45*q^7*t^4 - 369*q^6*t^5 + 433*q^5*t^6 - 181*q^4*t^7 + 9*q^3*t^8 + q^2*t^9 + 6*q^8*t^2 - 80*q^7*t^3 + 231*q^6*t^4 - 164*q^5*t^5 - 26*q^4*t^6 + 72*q^3*t^7 - 23*q^2*t^8 - q^8*t + 19*q^7*t^2 - 30*q^6*t^3 - 14*q^5*t^4 + 110*q^4*t^5 - 100*q^3*t^6 + 26*q^2*t^7 - 2*q^7*t - 19*q^6*t^2 + 72*q^5*t^3 - 191*q^4*t^4 + 129*q^3*t^5 - 23*q^2*t^6 - q^7 + 7*q^6*t - 28*q^5*t^2 + 62*q^4*t^3 + 25*q^3*t^4 - 38*q^2*t^5 + 11*q*t^6 + 15*q^5*t - 11*q^4*t^2 - 20*q^3*t^3 + 13*q^2*t^4 - 5*q*t^5 - 18*q^4*t + 20*q^3*t^2 - 22*q^2*t^3 + 7*q*t^4 - t^5 + 7*q^3*t - 2*q^2*t^2 + 6*q*t^3 - t^4 - q^2*t - q*t^2)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^4*(q - t)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 3], [1, 5], [2, 5], [2, 6], [3, 4], [4, 5], [4, 6], [5, 6]]

[0332] 'FAEhw'

Zeta functions

ask[-]:

ask[+]:

-(q^15*t^20 - 4*q^16*t^18 + 3*q^15*t^19 - 5*q^14*t^20 - q^17*t^16 + 11*q^16*t^17 - q^15*t^18 - 4*q^14*t^19 + 8*q^13*t^20 - 3*q^17*t^15 + 17*q^16*t^16 - 64*q^15*t^17 + 70*q^14*t^18 - 33*q^13*t^19 + 3*q^12*t^20 - q^17*t^14 + 8*q^16*t^15 - 21*q^15*t^16 + 61*q^14*t^17 - 101*q^13*t^18 + 68*q^12*t^19 - 21*q^11*t^20 + q^10*t^21 + 12*q^16*t^14 - 60*q^15*t^15 + 83*q^14*t^16 - 21*q^12*t^18 + 6*q^11*t^19 + 6*q^10*t^20 + 11*q^16*t^13 - 101*q^15*t^14 + 302*q^14*t^15 - 483*q^13*t^16 + 321*q^12*t^17 - 86*q^11*t^18 - 14*q^10*t^19 + q^9*t^20 + 4*q^15*t^13 + 87*q^14*t^14 - 197*q^13*t^15 + 375*q^12*t^16 - 386*q^11*t^17 + 185*q^10*t^18 - 14*q^9*t^19 - 7*q^15*t^12 + 3*q^14*t^13 - 75*q^13*t^14 - 125*q^12*t^15 + 400*q^11*t^16 - 213*q^10*t^17 - q^9*t^18 + 2*q^8*t^19 - 16*q^15*t^11 + 100*q^14*t^12 - 286*q^13*t^13 + 828*q^12*t^14 - 1056*q^11*t^15 + 339*q^10*t^16 + 89*q^9*t^17 - 28*q^8*t^18 + q^15*t^10 - 43*q^14*t^11 + 268*q^13*t^12 - 709*q^12*t^13 + 406*q^11*t^14 + 636*q^10*t^15 - 600*q^9*t^16 + 109*q^8*t^17 + q^7*t^18 + q^15*t^9 + 6*q^14*t^10 + 21*q^13*t^11 - 552*q^12*t^12 + 1794*q^11*t^13 - 2424*q^10*t^14 + 1221*q^9*t^15 - 162*q^8*t^16 - 19*q^7*t^17 + q^14*t^9 - 51*q^13*t^10 + 444*q^12*t^11 - 949*q^11*t^12 + 970*q^10*t^13 - 168*q^9*t^14 - 271*q^8*t^15 + 126*q^7*t^16 - q^14*t^8 + 99*q^13*t^9 - 639*q^12*t^10 + 1348*q^11*t^11 - 1316*q^10*t^12 + 151*q^9*t^13 + 642*q^8*t^14 - 318*q^7*t^15 + 4*q^6*t^16 - 6*q^13*t^8 + 25*q^12*t^9 + 599*q^11*t^10 - 2221*q^10*t^11 + 3465*q^9*t^12 - 2676*q^8*t^13 + 755*q^7*t^14 + 26*q^6*t^15 - 4*q^13*t^7 - 7*q^12*t^8 - 565*q^11*t^9 + 1942*q^10*t^10 - 2554*q^9*t^11 + 1425*q^8*t^12 + 153*q^7*t^13 - 285*q^6*t^14 + 5*q^5*t^15 - 16*q^12*t^7 + 585*q^11*t^8 - 1449*q^10*t^9 + 799*q^9*t^10 + 799*q^8*t^11 - 1449*q^7*t^12 + 585*q^6*t^13 - 16*q^5*t^14 + 5*q^12*t^6 - 285*q^11*t^7 + 153*q^10*t^8 + 1425*q^9*t^9 - 2554*q^8*t^10 + 1942*q^7*t^11 - 565*q^6*t^12 - 7*q^5*t^13 - 4*q^4*t^14 + 26*q^11*t^6 + 755*q^10*t^7 - 2676*q^9*t^8 + 3465*q^8*t^9 - 2221*q^7*t^10 + 599*q^6*t^11 + 25*q^5*t^12 - 6*q^4*t^13 + 4*q^11*t^5 - 318*q^10*t^6 + 642*q^9*t^7 + 151*q^8*t^8 - 1316*q^7*t^9 + 1348*q^6*t^10 - 639*q^5*t^11 + 99*q^4*t^12 - q^3*t^13 + 126*q^10*t^5 - 271*q^9*t^6 - 168*q^8*t^7 + 970*q^7*t^8 - 949*q^6*t^9 + 444*q^5*t^10 - 51*q^4*t^11 + q^3*t^12 - 19*q^10*t^4 - 162*q^9*t^5 + 1221*q^8*t^6 - 2424*q^7*t^7 + 1794*q^6*t^8 - 552*q^5*t^9 + 21*q^4*t^10 + 6*q^3*t^11 + q^2*t^12 + q^10*t^3 + 109*q^9*t^4 - 600*q^8*t^5 + 636*q^7*t^6 + 406*q^6*t^7 - 709*q^5*t^8 + 268*q^4*t^9 - 43*q^3*t^10 + q^2*t^11 - 28*q^9*t^3 + 89*q^8*t^4 + 339*q^7*t^5 - 1056*q^6*t^6 + 828*q^5*t^7 - 286*q^4*t^8 + 100*q^3*t^9 - 16*q^2*t^10 + 2*q^9*t^2 - q^8*t^3 - 213*q^7*t^4 + 400*q^6*t^5 - 125*q^5*t^6 - 75*q^4*t^7 + 3*q^3*t^8 - 7*q^2*t^9 - 14*q^8*t^2 + 185*q^7*t^3 - 386*q^6*t^4 + 375*q^5*t^5 - 197*q^4*t^6 + 87*q^3*t^7 + 4*q^2*t^8 + q^8*t - 14*q^7*t^2 - 86*q^6*t^3 + 321*q^5*t^4 - 483*q^4*t^5 + 302*q^3*t^6 - 101*q^2*t^7 + 11*q*t^8 + 6*q^7*t + 6*q^6*t^2 - 21*q^5*t^3 + 83*q^3*t^5 - 60*q^2*t^6 + 12*q*t^7 + q^7 - 21*q^6*t + 68*q^5*t^2 - 101*q^4*t^3 + 61*q^3*t^4 - 21*q^2*t^5 + 8*q*t^6 - t^7 + 3*q^5*t - 33*q^4*t^2 + 70*q^3*t^3 - 64*q^2*t^4 + 17*q*t^5 - 3*t^6 + 8*q^4*t - 4*q^3*t^2 - q^2*t^3 + 11*q*t^4 - t^5 - 5*q^3*t + 3*q^2*t^2 - 4*q*t^3 + q^2*t)/((q*t^2 - 1)^2*(q*t + 1)^4*(q*t - 1)^6*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0333] 'FAG}w'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^4*t^3 + q^4*t^2 + 2*q^3*t^3 - q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - q*t^4 - q^4 + 5*q^3*t - 5*q^2*t^2 - q*t^3 + 2*q^2*t + q*t^2 - 2*q*t + t^2)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^10*t^17 - 3*q^9*t^18 - q^8*t^19 - q^12*t^14 - 4*q^11*t^15 + 14*q^10*t^16 - 16*q^9*t^17 + 17*q^8*t^18 + 6*q^7*t^19 + 5*q^12*t^13 - 31*q^11*t^14 + 94*q^10*t^15 - 156*q^9*t^16 + 106*q^8*t^17 - 57*q^7*t^18 - 13*q^6*t^19 - 2*q^13*t^11 + 49*q^12*t^12 - 181*q^11*t^13 + 417*q^10*t^14 - 681*q^9*t^15 + 758*q^8*t^16 - 439*q^7*t^17 + 159*q^6*t^18 + 6*q^5*t^19 - 20*q^13*t^10 + 116*q^12*t^11 - 506*q^11*t^12 + 1206*q^10*t^13 - 1822*q^9*t^14 + 2063*q^8*t^15 - 1724*q^7*t^16 + 855*q^6*t^17 - 262*q^5*t^18 + 17*q^4*t^19 - q^3*t^20 - 20*q^13*t^9 + 198*q^12*t^10 - 706*q^11*t^11 + 1795*q^10*t^12 - 3099*q^9*t^13 + 3414*q^8*t^14 - 2737*q^7*t^15 + 1718*q^6*t^16 - 653*q^5*t^17 + 159*q^4*t^18 - 9*q^3*t^19 - 5*q^13*t^8 + 92*q^12*t^9 - 628*q^11*t^10 + 1682*q^10*t^11 - 3031*q^9*t^12 + 4008*q^8*t^13 - 3285*q^7*t^14 + 1614*q^6*t^15 - 599*q^5*t^16 + 93*q^4*t^17 - 19*q^3*t^18 + 2*q^13*t^7 + 29*q^12*t^8 - 288*q^11*t^9 + 1566*q^10*t^10 - 3562*q^9*t^11 + 4901*q^8*t^12 - 5123*q^7*t^13 + 3548*q^6*t^14 - 1317*q^5*t^15 + 263*q^4*t^16 + 25*q^3*t^17 - 2*q^2*t^18 + 62*q^12*t^7 - 515*q^11*t^8 + 1899*q^10*t^9 - 5151*q^9*t^10 + 8835*q^8*t^11 - 9401*q^7*t^12 + 7488*q^6*t^13 - 4327*q^5*t^14 + 1478*q^4*t^15 - 271*q^3*t^16 + 5*q^2*t^17 + 42*q^12*t^6 - 475*q^11*t^7 + 2212*q^10*t^8 - 5460*q^9*t^9 + 9610*q^8*t^10 - 12182*q^7*t^11 + 9603*q^6*t^12 - 5222*q^5*t^13 + 2160*q^4*t^14 - 534*q^3*t^15 + 64*q^2*t^16 - 5*q^12*t^5 - 98*q^11*t^6 + 869*q^10*t^7 - 3480*q^9*t^8 + 6843*q^8*t^9 - 8785*q^7*t^10 + 8521*q^6*t^11 - 4987*q^5*t^12 + 1544*q^4*t^13 - 305*q^3*t^14 + 11*q^2*t^15 + 2*q*t^16 - 2*q^12*t^4 - 11*q^11*t^5 + 305*q^10*t^6 - 1544*q^9*t^7 + 4987*q^8*t^8 - 8521*q^7*t^9 + 8785*q^6*t^10 - 6843*q^5*t^11 + 3480*q^4*t^12 - 869*q^3*t^13 + 98*q^2*t^14 + 5*q*t^15 - 64*q^11*t^4 + 534*q^10*t^5 - 2160*q^9*t^6 + 5222*q^8*t^7 - 9603*q^7*t^8 + 12182*q^6*t^9 - 9610*q^5*t^10 + 5460*q^4*t^11 - 2212*q^3*t^12 + 475*q^2*t^13 - 42*q*t^14 - 5*q^11*t^3 + 271*q^10*t^4 - 1478*q^9*t^5 + 4327*q^8*t^6 - 7488*q^7*t^7 + 9401*q^6*t^8 - 8835*q^5*t^9 + 5151*q^4*t^10 - 1899*q^3*t^11 + 515*q^2*t^12 - 62*q*t^13 + 2*q^11*t^2 - 25*q^10*t^3 - 263*q^9*t^4 + 1317*q^8*t^5 - 3548*q^7*t^6 + 5123*q^6*t^7 - 4901*q^5*t^8 + 3562*q^4*t^9 - 1566*q^3*t^10 + 288*q^2*t^11 - 29*q*t^12 - 2*t^13 + 19*q^10*t^2 - 93*q^9*t^3 + 599*q^8*t^4 - 1614*q^7*t^5 + 3285*q^6*t^6 - 4008*q^5*t^7 + 3031*q^4*t^8 - 1682*q^3*t^9 + 628*q^2*t^10 - 92*q*t^11 + 5*t^12 + 9*q^10*t - 159*q^9*t^2 + 653*q^8*t^3 - 1718*q^7*t^4 + 2737*q^6*t^5 - 3414*q^5*t^6 + 3099*q^4*t^7 - 1795*q^3*t^8 + 706*q^2*t^9 - 198*q*t^10 + 20*t^11 + q^10 - 17*q^9*t + 262*q^8*t^2 - 855*q^7*t^3 + 1724*q^6*t^4 - 2063*q^5*t^5 + 1822*q^4*t^6 - 1206*q^3*t^7 + 506*q^2*t^8 - 116*q*t^9 + 20*t^10 - 6*q^8*t - 159*q^7*t^2 + 439*q^6*t^3 - 758*q^5*t^4 + 681*q^4*t^5 - 417*q^3*t^6 + 181*q^2*t^7 - 49*q*t^8 + 2*t^9 + 13*q^7*t + 57*q^6*t^2 - 106*q^5*t^3 + 156*q^4*t^4 - 94*q^3*t^5 + 31*q^2*t^6 - 5*q*t^7 - 6*q^6*t - 17*q^5*t^2 + 16*q^4*t^3 - 14*q^3*t^4 + 4*q^2*t^5 + q*t^6 + q^5*t + 3*q^4*t^2 - 2*q^3*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^2*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0334] 'FAIXw'

Zeta functions

ask[-]:

(q^8*t^7 + q^8*t^6 - 4*q^7*t^7 - q^8*t^5 + q^7*t^6 + q^6*t^7 - 6*q^7*t^5 + 4*q^6*t^6 + 8*q^5*t^7 - q^4*t^8 + 3*q^7*t^4 + 6*q^6*t^5 - 18*q^5*t^6 + 2*q^6*t^4 + 24*q^5*t^5 - 11*q^4*t^6 + q^6*t^3 - 33*q^5*t^4 + 6*q^4*t^5 + 9*q^3*t^6 + 14*q^5*t^3 - 14*q^3*t^5 - 9*q^5*t^2 - 6*q^4*t^3 + 33*q^3*t^4 - q^2*t^5 + 11*q^4*t^2 - 24*q^3*t^3 - 2*q^2*t^4 + 18*q^3*t^2 - 6*q^2*t^3 - 3*q*t^4 + q^4 - 8*q^3*t - 4*q^2*t^2 + 6*q*t^3 - q^2*t - q*t^2 + t^3 + 4*q*t - t^2 - t)/((q*t + 1)*(q*t - 1)^6*q^4*(t - 1)^2)

ask[+]:

(6*q^11*t^13 + 12*q^11*t^12 - 48*q^10*t^13 + 4*q^9*t^14 - 3*q^11*t^11 - 46*q^10*t^12 + 148*q^9*t^13 - 21*q^8*t^14 - q^11*t^10 + 18*q^10*t^11 - 15*q^9*t^12 - 190*q^8*t^13 + 36*q^7*t^14 - q^6*t^15 - 67*q^10*t^10 + 110*q^9*t^11 + 209*q^8*t^12 + 62*q^7*t^13 - 14*q^6*t^14 + 11*q^10*t^9 + 297*q^9*t^10 - 633*q^8*t^11 - 163*q^7*t^12 + 22*q^6*t^13 + 6*q^10*t^8 - 150*q^9*t^9 - 166*q^8*t^10 + 901*q^7*t^11 - 50*q^6*t^12 - 5*q^5*t^13 + 109*q^9*t^8 + 145*q^8*t^9 - 541*q^7*t^10 - 304*q^6*t^11 + 31*q^5*t^12 - 2*q^9*t^7 - 522*q^8*t^8 + 754*q^7*t^9 + 419*q^6*t^10 - 70*q^5*t^11 + 7*q^4*t^12 - 10*q^9*t^6 + 193*q^8*t^7 + 253*q^7*t^8 - 1189*q^6*t^9 + 185*q^5*t^10 + 10*q^4*t^11 - q^9*t^5 - 67*q^8*t^6 - 294*q^7*t^7 + 932*q^6*t^8 + 86*q^5*t^9 - 120*q^4*t^10 + 6*q^3*t^11 - 4*q^8*t^5 + 355*q^7*t^6 - 630*q^6*t^7 - 630*q^5*t^8 + 355*q^4*t^9 - 4*q^3*t^10 + 6*q^8*t^4 - 120*q^7*t^5 + 86*q^6*t^6 + 932*q^5*t^7 - 294*q^4*t^8 - 67*q^3*t^9 - q^2*t^10 + 10*q^7*t^4 + 185*q^6*t^5 - 1189*q^5*t^6 + 253*q^4*t^7 + 193*q^3*t^8 - 10*q^2*t^9 + 7*q^7*t^3 - 70*q^6*t^4 + 419*q^5*t^5 + 754*q^4*t^6 - 522*q^3*t^7 - 2*q^2*t^8 + 31*q^6*t^3 - 304*q^5*t^4 - 541*q^4*t^5 + 145*q^3*t^6 + 109*q^2*t^7 - 5*q^6*t^2 - 50*q^5*t^3 + 901*q^4*t^4 - 166*q^3*t^5 - 150*q^2*t^6 + 6*q*t^7 + 22*q^5*t^2 - 163*q^4*t^3 - 633*q^3*t^4 + 297*q^2*t^5 + 11*q*t^6 - 14*q^5*t + 62*q^4*t^2 + 209*q^3*t^3 + 110*q^2*t^4 - 67*q*t^5 - q^5 + 36*q^4*t - 190*q^3*t^2 - 15*q^2*t^3 + 18*q*t^4 - t^5 - 21*q^3*t + 148*q^2*t^2 - 46*q*t^3 - 3*t^4 + 4*q^2*t - 48*q*t^2 + 12*t^3 + 6*t^2)/((q*t^2 - 1)^3*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0335] 'FAK~W'

Zeta functions

ask[-]:

-(q^4*t^2 - q^4*t - q^4 + 2*q^3*t - 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + t^3 + t^2 - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^7*t^12 + 8*q^8*t^10 - 5*q^7*t^11 - 5*q^6*t^12 + 18*q^8*t^9 - 73*q^7*t^10 + 44*q^6*t^11 + 3*q^5*t^12 + 7*q^8*t^8 - 80*q^7*t^9 + 210*q^6*t^10 - 112*q^5*t^11 + 12*q^4*t^12 - q^3*t^13 - 13*q^7*t^8 + 70*q^6*t^9 - 209*q^5*t^10 + 93*q^4*t^11 - 8*q^3*t^12 - 57*q^7*t^7 + 106*q^6*t^8 + 25*q^5*t^9 + 35*q^4*t^10 - 18*q^3*t^11 - 36*q^7*t^6 + 341*q^6*t^7 - 520*q^5*t^8 + 100*q^4*t^9 + 7*q^3*t^10 - q^7*t^5 + 67*q^6*t^6 - 540*q^5*t^7 + 745*q^4*t^8 - 183*q^3*t^9 + 8*q^2*t^10 + 28*q^6*t^5 + 35*q^5*t^6 + 170*q^4*t^7 - 327*q^3*t^8 + 55*q^2*t^9 + 55*q^6*t^4 - 327*q^5*t^5 + 170*q^4*t^6 + 35*q^3*t^7 + 28*q^2*t^8 + 8*q^6*t^3 - 183*q^5*t^4 + 745*q^4*t^5 - 540*q^3*t^6 + 67*q^2*t^7 - q*t^8 + 7*q^5*t^3 + 100*q^4*t^4 - 520*q^3*t^5 + 341*q^2*t^6 - 36*q*t^7 - 18*q^5*t^2 + 35*q^4*t^3 + 25*q^3*t^4 + 106*q^2*t^5 - 57*q*t^6 - 8*q^5*t + 93*q^4*t^2 - 209*q^3*t^3 + 70*q^2*t^4 - 13*q*t^5 - q^5 + 12*q^4*t - 112*q^3*t^2 + 210*q^2*t^3 - 80*q*t^4 + 7*t^5 + 3*q^3*t + 44*q^2*t^2 - 73*q*t^3 + 18*t^4 - 5*q^2*t - 5*q*t^2 + 8*t^3 + q*t)/((q*t^2 - 1)^5*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0336] 'FALlw'

Zeta functions

ask[-]:

-(2*q^4*t - 3*q^3*t^2 + q^4 - 3*q^3*t + 5*q^2*t^2 - 5*q^2*t + 3*q*t^2 - t^3 + 3*q*t - 2*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^12 + q^8*t^13 - 4*q^7*t^14 + 5*q^10*t^10 - 18*q^9*t^11 + 16*q^8*t^12 - 5*q^7*t^13 + 15*q^6*t^14 + 3*q^5*t^15 - 5*q^11*t^8 + 35*q^10*t^9 - 126*q^9*t^10 + 210*q^8*t^11 - 160*q^7*t^12 + 28*q^6*t^13 - 21*q^5*t^14 - 13*q^4*t^15 - 19*q^11*t^7 + 143*q^10*t^8 - 464*q^9*t^9 + 964*q^8*t^10 - 1205*q^7*t^11 + 834*q^6*t^12 - 248*q^5*t^13 + 62*q^4*t^14 + 15*q^3*t^15 - 38*q^11*t^6 + 295*q^10*t^7 - 1127*q^9*t^8 + 2530*q^8*t^9 - 3727*q^7*t^10 + 3694*q^6*t^11 - 2255*q^5*t^12 + 745*q^4*t^13 - 169*q^3*t^14 + 7*q^2*t^15 - q*t^16 - 28*q^11*t^5 + 357*q^10*t^6 - 1557*q^9*t^7 + 3932*q^8*t^8 - 6561*q^7*t^9 + 7304*q^6*t^10 - 5682*q^5*t^11 + 2865*q^4*t^12 - 802*q^3*t^13 + 134*q^2*t^14 - 6*q*t^15 - 12*q^11*t^4 + 175*q^10*t^5 - 1169*q^9*t^6 + 3564*q^8*t^7 - 6573*q^7*t^8 + 8329*q^6*t^9 - 6978*q^5*t^10 + 4027*q^4*t^11 - 1549*q^3*t^12 + 301*q^2*t^13 - 27*q*t^14 - q^11*t^3 + 58*q^10*t^4 - 419*q^9*t^5 + 1941*q^8*t^6 - 4486*q^7*t^7 + 6239*q^6*t^8 - 5962*q^5*t^9 + 3583*q^4*t^10 - 1332*q^3*t^11 + 344*q^2*t^12 - 31*q*t^13 + 31*q^10*t^3 - 344*q^9*t^4 + 1332*q^8*t^5 - 3583*q^7*t^6 + 5962*q^6*t^7 - 6239*q^5*t^8 + 4486*q^4*t^9 - 1941*q^3*t^10 + 419*q^2*t^11 - 58*q*t^12 + t^13 + 27*q^10*t^2 - 301*q^9*t^3 + 1549*q^8*t^4 - 4027*q^7*t^5 + 6978*q^6*t^6 - 8329*q^5*t^7 + 6573*q^4*t^8 - 3564*q^3*t^9 + 1169*q^2*t^10 - 175*q*t^11 + 12*t^12 + 6*q^10*t - 134*q^9*t^2 + 802*q^8*t^3 - 2865*q^7*t^4 + 5682*q^6*t^5 - 7304*q^5*t^6 + 6561*q^4*t^7 - 3932*q^3*t^8 + 1557*q^2*t^9 - 357*q*t^10 + 28*t^11 + q^10 - 7*q^9*t + 169*q^8*t^2 - 745*q^7*t^3 + 2255*q^6*t^4 - 3694*q^5*t^5 + 3727*q^4*t^6 - 2530*q^3*t^7 + 1127*q^2*t^8 - 295*q*t^9 + 38*t^10 - 15*q^8*t - 62*q^7*t^2 + 248*q^6*t^3 - 834*q^5*t^4 + 1205*q^4*t^5 - 964*q^3*t^6 + 464*q^2*t^7 - 143*q*t^8 + 19*t^9 + 13*q^7*t + 21*q^6*t^2 - 28*q^5*t^3 + 160*q^4*t^4 - 210*q^3*t^5 + 126*q^2*t^6 - 35*q*t^7 + 5*t^8 - 3*q^6*t - 15*q^5*t^2 + 5*q^4*t^3 - 16*q^3*t^4 + 18*q^2*t^5 - 5*q*t^6 + 4*q^4*t^2 - q^3*t^3 - q^2*t^4)/((q*t^2 - 1)^2*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 3], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0337] 'FAMRW'

Zeta functions

ask[-]:

-(q^5*t^3 + 2*q^5*t^2 - 6*q^4*t^3 + q^4*t^2 + 5*q^3*t^3 - 3*q^4*t - 6*q^3*t^2 + 7*q^2*t^3 - q*t^4 - q^4 + 7*q^3*t - 6*q^2*t^2 - 3*q*t^3 + 5*q^2*t + q*t^2 - 6*q*t + 2*t^2 + t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^11 + 9*q^9*t^10 - 11*q^8*t^11 + 21*q^9*t^9 - 78*q^8*t^10 + 51*q^7*t^11 + 17*q^9*t^8 - 144*q^8*t^9 + 286*q^7*t^10 - 147*q^6*t^11 + 9*q^5*t^12 + 5*q^9*t^7 - 100*q^8*t^8 + 360*q^7*t^9 - 483*q^6*t^10 + 215*q^5*t^11 - 24*q^4*t^12 + q^3*t^13 - 71*q^8*t^7 + 303*q^7*t^8 - 427*q^6*t^9 + 342*q^5*t^10 - 117*q^4*t^11 + 10*q^3*t^12 - 57*q^8*t^6 + 459*q^7*t^7 - 843*q^6*t^8 + 446*q^5*t^9 - 91*q^4*t^10 + 14*q^3*t^11 - 16*q^8*t^5 + 293*q^7*t^6 - 1204*q^6*t^7 + 1508*q^5*t^8 - 570*q^4*t^9 + 46*q^3*t^10 + 73*q^7*t^5 - 524*q^6*t^6 + 1345*q^5*t^7 - 1225*q^4*t^8 + 347*q^3*t^9 - 21*q^2*t^10 + 62*q^7*t^4 - 406*q^6*t^5 + 786*q^5*t^6 - 786*q^4*t^7 + 406*q^3*t^8 - 62*q^2*t^9 + 21*q^7*t^3 - 347*q^6*t^4 + 1225*q^5*t^5 - 1345*q^4*t^6 + 524*q^3*t^7 - 73*q^2*t^8 - 46*q^6*t^3 + 570*q^5*t^4 - 1508*q^4*t^5 + 1204*q^3*t^6 - 293*q^2*t^7 + 16*q*t^8 - 14*q^6*t^2 + 91*q^5*t^3 - 446*q^4*t^4 + 843*q^3*t^5 - 459*q^2*t^6 + 57*q*t^7 - 10*q^6*t + 117*q^5*t^2 - 342*q^4*t^3 + 427*q^3*t^4 - 303*q^2*t^5 + 71*q*t^6 - q^6 + 24*q^5*t - 215*q^4*t^2 + 483*q^3*t^3 - 360*q^2*t^4 + 100*q*t^5 - 5*t^6 - 9*q^4*t + 147*q^3*t^2 - 286*q^2*t^3 + 144*q*t^4 - 17*t^5 - 51*q^2*t^2 + 78*q*t^3 - 21*t^4 + 11*q*t^2 - 9*t^3 - t^2)/((q*t^2 - 1)^3*(q*t - 1)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0338] 'FAMjw'

Zeta functions

ask[-]:

-(2*q^4*t - 3*q^3*t^2 + q^4 - 3*q^3*t + 5*q^2*t^2 - 5*q^2*t + 3*q*t^2 - t^3 + 3*q*t - 2*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^15*t^16 + q^14*t^17 + q^13*t^18 - q^17*t^13 + q^16*t^14 - 7*q^15*t^15 - 15*q^14*t^16 + q^13*t^17 - 5*q^12*t^18 - 7*q^11*t^19 - q^18*t^11 + 21*q^16*t^13 + 9*q^15*t^14 + 3*q^14*t^15 + 63*q^13*t^16 + 35*q^12*t^17 - 8*q^11*t^18 + 16*q^10*t^19 + 17*q^9*t^20 + 2*q^8*t^21 - q^7*t^22 + 3*q^18*t^10 - 8*q^17*t^11 - 12*q^16*t^12 - 21*q^15*t^13 - 83*q^14*t^14 - 34*q^13*t^15 - 25*q^12*t^16 - 151*q^11*t^17 - 24*q^10*t^18 + 27*q^9*t^19 - 53*q^8*t^20 - 22*q^7*t^21 + 4*q^6*t^22 - q^19*t^8 + 18*q^18*t^9 - 55*q^17*t^10 + 33*q^16*t^11 + 50*q^15*t^12 - 11*q^14*t^13 + 163*q^13*t^14 + 57*q^12*t^15 - 37*q^11*t^16 + 145*q^10*t^17 + 114*q^9*t^18 - 17*q^8*t^19 + 18*q^7*t^20 + 61*q^6*t^21 - q^5*t^22 - 7*q^19*t^7 + 49*q^18*t^8 - 189*q^17*t^9 + 439*q^16*t^10 - 237*q^15*t^11 - 310*q^14*t^12 + 719*q^13*t^13 - 734*q^12*t^14 + 82*q^11*t^15 + 481*q^10*t^16 - 332*q^9*t^17 - 6*q^8*t^18 - 62*q^7*t^19 + 10*q^6*t^20 - 42*q^5*t^21 - 17*q^4*t^22 - 15*q^19*t^6 + 115*q^18*t^7 - 464*q^17*t^8 + 945*q^16*t^9 - 943*q^15*t^10 - 855*q^14*t^11 + 2636*q^13*t^12 - 2324*q^12*t^13 - 160*q^11*t^14 + 1863*q^10*t^15 - 2002*q^9*t^16 + 152*q^8*t^17 + 500*q^7*t^18 - 257*q^6*t^19 + 112*q^5*t^20 - 27*q^4*t^21 + 28*q^3*t^22 - 12*q^19*t^5 + 160*q^18*t^6 - 604*q^17*t^7 + 1175*q^16*t^8 - 713*q^15*t^9 - 1649*q^14*t^10 + 4668*q^13*t^11 - 3466*q^12*t^12 - 1726*q^11*t^13 + 5631*q^10*t^14 - 3603*q^9*t^15 + 186*q^8*t^16 + 2424*q^7*t^17 - 1520*q^6*t^18 + 218*q^5*t^19 + 89*q^4*t^20 - 43*q^3*t^21 - 2*q^2*t^22 - q*t^23 - 6*q^19*t^4 + 67*q^18*t^5 - 396*q^17*t^6 + 732*q^16*t^7 - 8*q^15*t^8 - 2466*q^14*t^9 + 4556*q^13*t^10 - 2335*q^12*t^11 - 4220*q^11*t^12 + 7846*q^10*t^13 - 4253*q^9*t^14 - 2478*q^8*t^15 + 4148*q^7*t^16 - 2589*q^6*t^17 + 77*q^5*t^18 + 767*q^4*t^19 - 370*q^3*t^20 + 74*q^2*t^21 - 4*q*t^22 + 10*q^18*t^4 - 28*q^17*t^5 + 262*q^16*t^6 - 66*q^15*t^7 - 1250*q^14*t^8 + 2443*q^13*t^9 - 846*q^12*t^10 - 3611*q^11*t^11 + 5646*q^10*t^12 - 1782*q^9*t^13 - 3560*q^8*t^14 + 4670*q^7*t^15 - 1435*q^6*t^16 - 813*q^5*t^17 + 1130*q^4*t^18 - 685*q^3*t^19 + 165*q^2*t^20 - 16*q*t^21 + 9*q^18*t^3 - 109*q^17*t^4 + 295*q^16*t^5 - 879*q^15*t^6 + 774*q^14*t^7 + 870*q^13*t^8 - 2134*q^12*t^9 + 866*q^11*t^10 + 1760*q^10*t^11 - 1760*q^9*t^12 - 866*q^8*t^13 + 2134*q^7*t^14 - 870*q^6*t^15 - 774*q^5*t^16 + 879*q^4*t^17 - 295*q^3*t^18 + 109*q^2*t^19 - 9*q*t^20 + 16*q^18*t^2 - 165*q^17*t^3 + 685*q^16*t^4 - 1130*q^15*t^5 + 813*q^14*t^6 + 1435*q^13*t^7 - 4670*q^12*t^8 + 3560*q^11*t^9 + 1782*q^10*t^10 - 5646*q^9*t^11 + 3611*q^8*t^12 + 846*q^7*t^13 - 2443*q^6*t^14 + 1250*q^5*t^15 + 66*q^4*t^16 - 262*q^3*t^17 + 28*q^2*t^18 - 10*q*t^19 + 4*q^18*t - 74*q^17*t^2 + 370*q^16*t^3 - 767*q^15*t^4 - 77*q^14*t^5 + 2589*q^13*t^6 - 4148*q^12*t^7 + 2478*q^11*t^8 + 4253*q^10*t^9 - 7846*q^9*t^10 + 4220*q^8*t^11 + 2335*q^7*t^12 - 4556*q^6*t^13 + 2466*q^5*t^14 + 8*q^4*t^15 - 732*q^3*t^16 + 396*q^2*t^17 - 67*q*t^18 + 6*t^19 + q^18 + 2*q^17*t + 43*q^16*t^2 - 89*q^15*t^3 - 218*q^14*t^4 + 1520*q^13*t^5 - 2424*q^12*t^6 - 186*q^11*t^7 + 3603*q^10*t^8 - 5631*q^9*t^9 + 1726*q^8*t^10 + 3466*q^7*t^11 - 4668*q^6*t^12 + 1649*q^5*t^13 + 713*q^4*t^14 - 1175*q^3*t^15 + 604*q^2*t^16 - 160*q*t^17 + 12*t^18 - 28*q^16*t + 27*q^15*t^2 - 112*q^14*t^3 + 257*q^13*t^4 - 500*q^12*t^5 - 152*q^11*t^6 + 2002*q^10*t^7 - 1863*q^9*t^8 + 160*q^8*t^9 + 2324*q^7*t^10 - 2636*q^6*t^11 + 855*q^5*t^12 + 943*q^4*t^13 - 945*q^3*t^14 + 464*q^2*t^15 - 115*q*t^16 + 15*t^17 + 17*q^15*t + 42*q^14*t^2 - 10*q^13*t^3 + 62*q^12*t^4 + 6*q^11*t^5 + 332*q^10*t^6 - 481*q^9*t^7 - 82*q^8*t^8 + 734*q^7*t^9 - 719*q^6*t^10 + 310*q^5*t^11 + 237*q^4*t^12 - 439*q^3*t^13 + 189*q^2*t^14 - 49*q*t^15 + 7*t^16 + q^14*t - 61*q^13*t^2 - 18*q^12*t^3 + 17*q^11*t^4 - 114*q^10*t^5 - 145*q^9*t^6 + 37*q^8*t^7 - 57*q^7*t^8 - 163*q^6*t^9 + 11*q^5*t^10 - 50*q^4*t^11 - 33*q^3*t^12 + 55*q^2*t^13 - 18*q*t^14 + t^15 - 4*q^13*t + 22*q^12*t^2 + 53*q^11*t^3 - 27*q^10*t^4 + 24*q^9*t^5 + 151*q^8*t^6 + 25*q^7*t^7 + 34*q^6*t^8 + 83*q^5*t^9 + 21*q^4*t^10 + 12*q^3*t^11 + 8*q^2*t^12 - 3*q*t^13 + q^12*t - 2*q^11*t^2 - 17*q^10*t^3 - 16*q^9*t^4 + 8*q^8*t^5 - 35*q^7*t^6 - 63*q^6*t^7 - 3*q^5*t^8 - 9*q^4*t^9 - 21*q^3*t^10 + q*t^12 + 7*q^8*t^4 + 5*q^7*t^5 - q^6*t^6 + 15*q^5*t^7 + 7*q^4*t^8 - q^3*t^9 + q^2*t^10 - q^6*t^5 - q^5*t^6 - q^4*t^7)/((q*t^2 - 1)^2*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0339] 'FAM~w'

Zeta functions

ask[-]:

(q^5*t^3 - 3*q^5*t^2 - 2*q^3*t^4 + q^6 - 2*q^5*t + 10*q^4*t^2 - 4*q^3*t^3 + 5*q^2*t^4 - 5*q^4*t + 4*q^3*t^2 - 10*q^2*t^3 + 2*q*t^4 - t^5 + 2*q^3*t + 3*q*t^3 - q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^24*t^12 - 2*q^24*t^11 - 7*q^22*t^13 - q^21*t^14 + 2*q^20*t^15 - 3*q^19*t^16 + q^18*t^17 + q^25*t^9 - 10*q^24*t^10 + 2*q^23*t^11 + 11*q^22*t^12 + 17*q^21*t^13 + 4*q^20*t^14 + 12*q^19*t^15 + 6*q^18*t^16 - 5*q^17*t^17 + q^16*t^18 + q^27*t^6 - q^26*t^7 - 5*q^25*t^8 + 34*q^24*t^9 - 11*q^23*t^10 + 68*q^22*t^11 - 25*q^21*t^12 - 80*q^20*t^13 + 8*q^19*t^14 - 57*q^18*t^15 + q^17*t^16 + 13*q^16*t^17 - 7*q^15*t^18 + q^14*t^19 + q^27*t^5 - 18*q^26*t^6 + 13*q^25*t^7 + 75*q^24*t^8 - 160*q^23*t^9 - 40*q^22*t^10 - 76*q^21*t^11 - 48*q^20*t^12 + 130*q^19*t^13 + 73*q^18*t^14 + 68*q^17*t^15 - 51*q^16*t^16 - 34*q^15*t^17 + 32*q^14*t^18 - 10*q^13*t^19 + 7*q^27*t^4 - 28*q^26*t^5 + 149*q^25*t^6 - 283*q^24*t^7 + 13*q^23*t^8 + 83*q^22*t^9 + 358*q^21*t^10 + 123*q^20*t^11 - 117*q^19*t^12 + 96*q^18*t^13 - 366*q^17*t^14 + 76*q^16*t^15 + 187*q^15*t^16 + 36*q^14*t^17 - 43*q^13*t^18 + 29*q^12*t^19 - 2*q^11*t^20 + 3*q^27*t^3 - 85*q^26*t^4 + 286*q^25*t^5 - 719*q^24*t^6 + 1098*q^23*t^7 + 170*q^22*t^8 - 869*q^21*t^9 + 153*q^20*t^10 - 462*q^19*t^11 + 158*q^18*t^12 + 75*q^17*t^13 + 539*q^16*t^14 - 256*q^15*t^15 - 565*q^14*t^16 + 126*q^13*t^17 - 15*q^12*t^18 - 44*q^11*t^19 + 12*q^10*t^20 + 7*q^27*t^2 - 45*q^26*t^3 + 359*q^25*t^4 - 764*q^24*t^5 + 856*q^23*t^6 - 395*q^22*t^7 - 2691*q^21*t^8 + 3146*q^20*t^9 + 24*q^19*t^10 - 1203*q^18*t^11 + 995*q^17*t^12 - 958*q^16*t^13 - 636*q^15*t^14 + 503*q^14*t^15 + 923*q^13*t^16 - 370*q^12*t^17 + 57*q^11*t^18 + 24*q^10*t^19 - 46*q^9*t^20 + 6*q^8*t^21 + q^27*t - 35*q^26*t^2 + 80*q^25*t^3 - 390*q^24*t^4 + 189*q^23*t^5 + 886*q^22*t^6 - 1610*q^21*t^7 + 3821*q^20*t^8 - 2826*q^19*t^9 - 2466*q^18*t^10 + 3817*q^17*t^11 - 1838*q^16*t^12 + 1746*q^15*t^13 + 1066*q^14*t^14 - 1635*q^13*t^15 - 311*q^12*t^16 + 405*q^11*t^17 + 36*q^10*t^18 + 42*q^9*t^19 + 90*q^8*t^20 - 17*q^7*t^21 - q^6*t^22 + q^27 + 2*q^26*t + 15*q^25*t^2 + 129*q^24*t^3 - 65*q^23*t^4 + 545*q^22*t^5 - 1187*q^21*t^6 + 715*q^20*t^7 - 1580*q^19*t^8 + 1750*q^18*t^9 + 3996*q^17*t^10 - 5371*q^16*t^11 + 1265*q^15*t^12 - 361*q^14*t^13 - 2488*q^13*t^14 + 3023*q^12*t^15 - 231*q^11*t^16 - 748*q^10*t^17 - 35*q^9*t^18 - 160*q^8*t^19 - 60*q^7*t^20 + 24*q^6*t^21 + q^5*t^22 - 16*q^25*t + 16*q^24*t^2 - 173*q^23*t^3 - 111*q^22*t^4 + 77*q^21*t^5 + 323*q^20*t^6 + 152*q^19*t^7 - 371*q^18*t^8 - 785*q^17*t^9 - 3629*q^16*t^10 + 3305*q^15*t^11 + 1922*q^14*t^12 - 1252*q^13*t^13 + 817*q^12*t^14 - 2092*q^11*t^15 + 228*q^10*t^16 + 806*q^9*t^17 + 11*q^8*t^18 + 178*q^7*t^19 - 16*q^6*t^20 - 42*q^5*t^21 + 2*q^4*t^22 + 2*q^24*t + 55*q^23*t^2 + 7*q^22*t^3 + 120*q^21*t^4 - 70*q^20*t^5 - 598*q^19*t^6 - 476*q^18*t^7 + 1766*q^17*t^8 + 840*q^16*t^9 + 749*q^15*t^10 - 1615*q^14*t^11 - 1615*q^13*t^12 + 749*q^12*t^13 + 840*q^11*t^14 + 1766*q^10*t^15 - 476*q^9*t^16 - 598*q^8*t^17 - 70*q^7*t^18 + 120*q^6*t^19 + 7*q^5*t^20 + 55*q^4*t^21 + 2*q^3*t^22 + 2*q^23*t - 42*q^22*t^2 - 16*q^21*t^3 + 178*q^20*t^4 + 11*q^19*t^5 + 806*q^18*t^6 + 228*q^17*t^7 - 2092*q^16*t^8 + 817*q^15*t^9 - 1252*q^14*t^10 + 1922*q^13*t^11 + 3305*q^12*t^12 - 3629*q^11*t^13 - 785*q^10*t^14 - 371*q^9*t^15 + 152*q^8*t^16 + 323*q^7*t^17 + 77*q^6*t^18 - 111*q^5*t^19 - 173*q^4*t^20 + 16*q^3*t^21 - 16*q^2*t^22 + q^22*t + 24*q^21*t^2 - 60*q^20*t^3 - 160*q^19*t^4 - 35*q^18*t^5 - 748*q^17*t^6 - 231*q^16*t^7 + 3023*q^15*t^8 - 2488*q^14*t^9 - 361*q^13*t^10 + 1265*q^12*t^11 - 5371*q^11*t^12 + 3996*q^10*t^13 + 1750*q^9*t^14 - 1580*q^8*t^15 + 715*q^7*t^16 - 1187*q^6*t^17 + 545*q^5*t^18 - 65*q^4*t^19 + 129*q^3*t^20 + 15*q^2*t^21 + 2*q*t^22 + t^23 - q^21*t - 17*q^20*t^2 + 90*q^19*t^3 + 42*q^18*t^4 + 36*q^17*t^5 + 405*q^16*t^6 - 311*q^15*t^7 - 1635*q^14*t^8 + 1066*q^13*t^9 + 1746*q^12*t^10 - 1838*q^11*t^11 + 3817*q^10*t^12 - 2466*q^9*t^13 - 2826*q^8*t^14 + 3821*q^7*t^15 - 1610*q^6*t^16 + 886*q^5*t^17 + 189*q^4*t^18 - 390*q^3*t^19 + 80*q^2*t^20 - 35*q*t^21 + t^22 + 6*q^19*t^2 - 46*q^18*t^3 + 24*q^17*t^4 + 57*q^16*t^5 - 370*q^15*t^6 + 923*q^14*t^7 + 503*q^13*t^8 - 636*q^12*t^9 - 958*q^11*t^10 + 995*q^10*t^11 - 1203*q^9*t^12 + 24*q^8*t^13 + 3146*q^7*t^14 - 2691*q^6*t^15 - 395*q^5*t^16 + 856*q^4*t^17 - 764*q^3*t^18 + 359*q^2*t^19 - 45*q*t^20 + 7*t^21 + 12*q^17*t^3 - 44*q^16*t^4 - 15*q^15*t^5 + 126*q^14*t^6 - 565*q^13*t^7 - 256*q^12*t^8 + 539*q^11*t^9 + 75*q^10*t^10 + 158*q^9*t^11 - 462*q^8*t^12 + 153*q^7*t^13 - 869*q^6*t^14 + 170*q^5*t^15 + 1098*q^4*t^16 - 719*q^3*t^17 + 286*q^2*t^18 - 85*q*t^19 + 3*t^20 - 2*q^16*t^3 + 29*q^15*t^4 - 43*q^14*t^5 + 36*q^13*t^6 + 187*q^12*t^7 + 76*q^11*t^8 - 366*q^10*t^9 + 96*q^9*t^10 - 117*q^8*t^11 + 123*q^7*t^12 + 358*q^6*t^13 + 83*q^5*t^14 + 13*q^4*t^15 - 283*q^3*t^16 + 149*q^2*t^17 - 28*q*t^18 + 7*t^19 - 10*q^14*t^4 + 32*q^13*t^5 - 34*q^12*t^6 - 51*q^11*t^7 + 68*q^10*t^8 + 73*q^9*t^9 + 130*q^8*t^10 - 48*q^7*t^11 - 76*q^6*t^12 - 40*q^5*t^13 - 160*q^4*t^14 + 75*q^3*t^15 + 13*q^2*t^16 - 18*q*t^17 + t^18 + q^13*t^4 - 7*q^12*t^5 + 13*q^11*t^6 + q^10*t^7 - 57*q^9*t^8 + 8*q^8*t^9 - 80*q^7*t^10 - 25*q^6*t^11 + 68*q^5*t^12 - 11*q^4*t^13 + 34*q^3*t^14 - 5*q^2*t^15 - q*t^16 + t^17 + q^11*t^5 - 5*q^10*t^6 + 6*q^9*t^7 + 12*q^8*t^8 + 4*q^7*t^9 + 17*q^6*t^10 + 11*q^5*t^11 + 2*q^4*t^12 - 10*q^3*t^13 + q^2*t^14 + q^9*t^6 - 3*q^8*t^7 + 2*q^7*t^8 - q^6*t^9 - 7*q^5*t^10 - 2*q^3*t^12 + q^3*t^11)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^4*(q + t)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0340] 'FAN@w'

Zeta functions

ask[-]:

ask[+]:

-(q^9*t^14 + 3*q^10*t^12 - q^9*t^13 - 5*q^8*t^14 + 6*q^10*t^11 - 43*q^9*t^12 + 22*q^8*t^13 + 9*q^7*t^14 + q^10*t^10 - 17*q^9*t^11 + 181*q^8*t^12 - 116*q^7*t^13 + 3*q^6*t^14 + 15*q^9*t^10 - 150*q^8*t^11 - 223*q^7*t^12 + 206*q^6*t^13 - 25*q^5*t^14 + q^4*t^15 - 54*q^9*t^9 + 121*q^8*t^10 + 612*q^7*t^11 - 125*q^6*t^12 - 108*q^5*t^13 + 12*q^4*t^14 - q^9*t^8 + 362*q^8*t^9 - 1163*q^7*t^10 - 508*q^6*t^11 + 360*q^5*t^12 - 4*q^4*t^13 - 247*q^8*t^8 - 258*q^7*t^9 + 2569*q^6*t^10 - 386*q^5*t^11 - 138*q^4*t^12 + 6*q^3*t^13 + 132*q^8*t^7 + 1033*q^7*t^8 - 1730*q^6*t^9 - 1906*q^5*t^10 + 544*q^4*t^11 + 53*q^8*t^6 - 1283*q^7*t^7 - 445*q^6*t^8 + 3310*q^5*t^9 + 215*q^4*t^10 - 139*q^3*t^11 - 22*q^8*t^5 + 153*q^7*t^6 + 3271*q^6*t^7 - 2505*q^5*t^8 - 1771*q^4*t^9 + 169*q^3*t^10 + 3*q^2*t^11 + 3*q^8*t^4 + 169*q^7*t^5 - 1771*q^6*t^6 - 2505*q^5*t^7 + 3271*q^4*t^8 + 153*q^3*t^9 - 22*q^2*t^10 - 139*q^7*t^4 + 215*q^6*t^5 + 3310*q^5*t^6 - 445*q^4*t^7 - 1283*q^3*t^8 + 53*q^2*t^9 + 544*q^6*t^4 - 1906*q^5*t^5 - 1730*q^4*t^6 + 1033*q^3*t^7 + 132*q^2*t^8 + 6*q^7*t^2 - 138*q^6*t^3 - 386*q^5*t^4 + 2569*q^4*t^5 - 258*q^3*t^6 - 247*q^2*t^7 - 4*q^6*t^2 + 360*q^5*t^3 - 508*q^4*t^4 - 1163*q^3*t^5 + 362*q^2*t^6 - q*t^7 + 12*q^6*t - 108*q^5*t^2 - 125*q^4*t^3 + 612*q^3*t^4 + 121*q^2*t^5 - 54*q*t^6 + q^6 - 25*q^5*t + 206*q^4*t^2 - 223*q^3*t^3 - 150*q^2*t^4 + 15*q*t^5 + 3*q^4*t - 116*q^3*t^2 + 181*q^2*t^3 - 17*q*t^4 + t^5 + 9*q^3*t + 22*q^2*t^2 - 43*q*t^3 + 6*t^4 - 5*q^2*t - q*t^2 + 3*t^3 + q*t)/((q*t^2 - 1)^5*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [1, 5], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0341] 'FAStW'

Zeta functions

ask[-]:

(2*q^5*t^2 - 3*q^4*t^3 + 3*q^3*t^3 - 2*q^4*t - 5*q^3*t^2 + 6*q^2*t^3 - q*t^4 - q^4 + 6*q^3*t - 5*q^2*t^2 - 2*q*t^3 + 3*q^2*t - 3*q*t + 2*t^2)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(3*q^11*t^20 + q^10*t^21 - 7*q^12*t^18 - 7*q^11*t^19 - 14*q^10*t^20 - 8*q^9*t^21 + q^14*t^15 + 4*q^13*t^16 + 6*q^12*t^17 + 36*q^11*t^18 + 35*q^10*t^19 + 30*q^9*t^20 + 24*q^8*t^21 - 5*q^14*t^14 + 12*q^13*t^15 - 64*q^12*t^16 + 93*q^11*t^17 - 220*q^10*t^18 - 3*q^9*t^19 - 57*q^8*t^20 - 36*q^7*t^21 + 2*q^15*t^12 - 25*q^14*t^13 + 123*q^13*t^14 - 345*q^12*t^15 + 593*q^11*t^16 - 756*q^10*t^17 + 936*q^9*t^18 - 345*q^8*t^19 + 161*q^7*t^20 + 20*q^6*t^21 + 8*q^15*t^11 - 65*q^14*t^12 + 296*q^13*t^13 - 785*q^12*t^14 + 1597*q^11*t^15 - 1982*q^10*t^16 + 1768*q^9*t^17 - 1709*q^8*t^18 + 717*q^7*t^19 - 271*q^6*t^20 + 15*q^5*t^21 - q^4*t^22 + 6*q^15*t^10 - 68*q^14*t^11 + 342*q^13*t^12 - 971*q^12*t^13 + 1746*q^11*t^14 - 2711*q^10*t^15 + 2641*q^9*t^16 - 1294*q^8*t^17 + 1049*q^7*t^18 - 314*q^6*t^19 + 134*q^5*t^20 - 8*q^4*t^21 + q^15*t^9 - 22*q^14*t^10 + 162*q^13*t^11 - 785*q^12*t^12 + 1917*q^11*t^13 - 2474*q^10*t^14 + 3124*q^9*t^15 - 2721*q^8*t^16 + 470*q^7*t^17 - 102*q^6*t^18 - 132*q^5*t^19 - 6*q^4*t^20 - 33*q^14*t^9 + 247*q^13*t^10 - 1020*q^12*t^11 + 3005*q^11*t^12 - 6183*q^10*t^13 + 6773*q^9*t^14 - 6473*q^8*t^15 + 5278*q^7*t^16 - 1954*q^6*t^17 + 483*q^5*t^18 + 34*q^4*t^19 - q^3*t^20 - 35*q^14*t^8 + 391*q^13*t^9 - 1717*q^12*t^10 + 4462*q^11*t^11 - 8266*q^10*t^12 + 12773*q^9*t^13 - 11436*q^8*t^14 + 7627*q^7*t^15 - 4882*q^6*t^16 + 1783*q^5*t^17 - 423*q^4*t^18 + 15*q^3*t^19 - 4*q^14*t^7 + 114*q^13*t^8 - 875*q^12*t^9 + 3385*q^11*t^10 - 6803*q^10*t^11 + 8726*q^9*t^12 - 10595*q^8*t^13 + 7159*q^7*t^14 - 2223*q^6*t^15 + 880*q^5*t^16 - 208*q^4*t^17 + 60*q^3*t^18 + q^14*t^6 + 13*q^13*t^7 - 169*q^12*t^8 + 1073*q^11*t^9 - 4546*q^10*t^10 + 8719*q^9*t^11 - 8568*q^8*t^12 + 8644*q^7*t^13 - 5747*q^6*t^14 + 1394*q^5*t^15 - 109*q^4*t^16 - 67*q^3*t^17 + 2*q^2*t^18 + 74*q^13*t^6 - 650*q^12*t^7 + 2449*q^11*t^8 - 5900*q^10*t^9 + 12374*q^9*t^10 - 18906*q^8*t^11 + 16246*q^7*t^12 - 11759*q^6*t^13 + 6675*q^5*t^14 - 2132*q^4*t^15 + 346*q^3*t^16 - 9*q^2*t^17 + 9*q^13*t^5 - 346*q^12*t^6 + 2132*q^11*t^7 - 6675*q^10*t^8 + 11759*q^9*t^9 - 16246*q^8*t^10 + 18906*q^7*t^11 - 12374*q^6*t^12 + 5900*q^5*t^13 - 2449*q^4*t^14 + 650*q^3*t^15 - 74*q^2*t^16 - 2*q^13*t^4 + 67*q^12*t^5 + 109*q^11*t^6 - 1394*q^10*t^7 + 5747*q^9*t^8 - 8644*q^8*t^9 + 8568*q^7*t^10 - 8719*q^6*t^11 + 4546*q^5*t^12 - 1073*q^4*t^13 + 169*q^3*t^14 - 13*q^2*t^15 - q*t^16 - 60*q^12*t^4 + 208*q^11*t^5 - 880*q^10*t^6 + 2223*q^9*t^7 - 7159*q^8*t^8 + 10595*q^7*t^9 - 8726*q^6*t^10 + 6803*q^5*t^11 - 3385*q^4*t^12 + 875*q^3*t^13 - 114*q^2*t^14 + 4*q*t^15 - 15*q^12*t^3 + 423*q^11*t^4 - 1783*q^10*t^5 + 4882*q^9*t^6 - 7627*q^8*t^7 + 11436*q^7*t^8 - 12773*q^6*t^9 + 8266*q^5*t^10 - 4462*q^4*t^11 + 1717*q^3*t^12 - 391*q^2*t^13 + 35*q*t^14 + q^12*t^2 - 34*q^11*t^3 - 483*q^10*t^4 + 1954*q^9*t^5 - 5278*q^8*t^6 + 6473*q^7*t^7 - 6773*q^6*t^8 + 6183*q^5*t^9 - 3005*q^4*t^10 + 1020*q^3*t^11 - 247*q^2*t^12 + 33*q*t^13 + 6*q^11*t^2 + 132*q^10*t^3 + 102*q^9*t^4 - 470*q^8*t^5 + 2721*q^7*t^6 - 3124*q^6*t^7 + 2474*q^5*t^8 - 1917*q^4*t^9 + 785*q^3*t^10 - 162*q^2*t^11 + 22*q*t^12 - t^13 + 8*q^11*t - 134*q^10*t^2 + 314*q^9*t^3 - 1049*q^8*t^4 + 1294*q^7*t^5 - 2641*q^6*t^6 + 2711*q^5*t^7 - 1746*q^4*t^8 + 971*q^3*t^9 - 342*q^2*t^10 + 68*q*t^11 - 6*t^12 + q^11 - 15*q^10*t + 271*q^9*t^2 - 717*q^8*t^3 + 1709*q^7*t^4 - 1768*q^6*t^5 + 1982*q^5*t^6 - 1597*q^4*t^7 + 785*q^3*t^8 - 296*q^2*t^9 + 65*q*t^10 - 8*t^11 - 20*q^9*t - 161*q^8*t^2 + 345*q^7*t^3 - 936*q^6*t^4 + 756*q^5*t^5 - 593*q^4*t^6 + 345*q^3*t^7 - 123*q^2*t^8 + 25*q*t^9 - 2*t^10 + 36*q^8*t + 57*q^7*t^2 + 3*q^6*t^3 + 220*q^5*t^4 - 93*q^4*t^5 + 64*q^3*t^6 - 12*q^2*t^7 + 5*q*t^8 - 24*q^7*t - 30*q^6*t^2 - 35*q^5*t^3 - 36*q^4*t^4 - 6*q^3*t^5 - 4*q^2*t^6 - q*t^7 + 8*q^6*t + 14*q^5*t^2 + 7*q^4*t^3 + 7*q^3*t^4 - q^5*t - 3*q^4*t^2)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0342] 'FAS|w'

Zeta functions

ask[-]:

(2*q^3*t + q^3 - 3*q^2*t - 3*q*t + t^2 + 2*t)*(q - t)/((q*t - 1)^3*q^4*(t - 1))

ask[+]:

-(q^10*t^17 - 3*q^9*t^18 - q^12*t^14 - q^11*t^15 + 8*q^10*t^16 + q^9*t^17 + 8*q^8*t^18 + 3*q^7*t^19 + 2*q^12*t^13 - 9*q^11*t^14 + 19*q^10*t^15 - 74*q^9*t^16 + 14*q^8*t^17 - 13*q^7*t^18 - 11*q^6*t^19 + 21*q^12*t^12 - 76*q^11*t^13 + 203*q^10*t^14 - 282*q^9*t^15 + 445*q^8*t^16 - 215*q^7*t^17 + 71*q^6*t^18 + 9*q^5*t^19 - 10*q^13*t^10 + 49*q^12*t^11 - 257*q^11*t^12 + 608*q^10*t^13 - 1039*q^9*t^14 + 1044*q^8*t^15 - 1139*q^7*t^16 + 592*q^6*t^17 - 184*q^5*t^18 + 13*q^4*t^19 - q^3*t^20 - 9*q^13*t^9 + 99*q^12*t^10 - 292*q^11*t^11 + 819*q^10*t^12 - 1350*q^9*t^13 + 1748*q^8*t^14 - 1099*q^7*t^15 + 974*q^6*t^16 - 472*q^5*t^17 + 130*q^4*t^18 - 8*q^3*t^19 + 4*q^13*t^8 - q^12*t^9 - 169*q^11*t^10 + 269*q^10*t^11 - 597*q^9*t^12 + 559*q^8*t^13 - 772*q^7*t^14 - 266*q^6*t^15 + 147*q^5*t^16 - 11*q^4*t^17 - 15*q^3*t^18 - 36*q^12*t^8 + 137*q^11*t^9 + 203*q^10*t^10 - 346*q^9*t^11 + 784*q^8*t^12 - 482*q^7*t^13 + 1051*q^6*t^14 + 29*q^5*t^15 - 222*q^4*t^16 + 72*q^3*t^17 - 2*q^2*t^18 + 62*q^12*t^7 - 252*q^11*t^8 + 599*q^10*t^9 - 2305*q^9*t^10 + 3673*q^8*t^11 - 4577*q^7*t^12 + 3169*q^6*t^13 - 2715*q^5*t^14 + 1014*q^4*t^15 - 122*q^3*t^16 - 4*q^2*t^17 + 9*q^12*t^6 - 327*q^11*t^7 + 1303*q^10*t^8 - 2289*q^9*t^9 + 4569*q^8*t^10 - 5203*q^7*t^11 + 4736*q^6*t^12 - 1882*q^5*t^13 + 1198*q^4*t^14 - 476*q^3*t^15 + 52*q^2*t^16 - 9*q^12*t^5 + 123*q^11*t^6 - 964*q^9*t^8 + 701*q^8*t^9 - 1303*q^7*t^10 + 624*q^6*t^11 - 692*q^5*t^12 - 645*q^4*t^13 + 292*q^3*t^14 + q^2*t^15 - q^11*t^5 - 292*q^10*t^6 + 645*q^9*t^7 + 692*q^8*t^8 - 624*q^7*t^9 + 1303*q^6*t^10 - 701*q^5*t^11 + 964*q^4*t^12 - 123*q^2*t^14 + 9*q*t^15 - 52*q^11*t^4 + 476*q^10*t^5 - 1198*q^9*t^6 + 1882*q^8*t^7 - 4736*q^7*t^8 + 5203*q^6*t^9 - 4569*q^5*t^10 + 2289*q^4*t^11 - 1303*q^3*t^12 + 327*q^2*t^13 - 9*q*t^14 + 4*q^11*t^3 + 122*q^10*t^4 - 1014*q^9*t^5 + 2715*q^8*t^6 - 3169*q^7*t^7 + 4577*q^6*t^8 - 3673*q^5*t^9 + 2305*q^4*t^10 - 599*q^3*t^11 + 252*q^2*t^12 - 62*q*t^13 + 2*q^11*t^2 - 72*q^10*t^3 + 222*q^9*t^4 - 29*q^8*t^5 - 1051*q^7*t^6 + 482*q^6*t^7 - 784*q^5*t^8 + 346*q^4*t^9 - 203*q^3*t^10 - 137*q^2*t^11 + 36*q*t^12 + 15*q^10*t^2 + 11*q^9*t^3 - 147*q^8*t^4 + 266*q^7*t^5 + 772*q^6*t^6 - 559*q^5*t^7 + 597*q^4*t^8 - 269*q^3*t^9 + 169*q^2*t^10 + q*t^11 - 4*t^12 + 8*q^10*t - 130*q^9*t^2 + 472*q^8*t^3 - 974*q^7*t^4 + 1099*q^6*t^5 - 1748*q^5*t^6 + 1350*q^4*t^7 - 819*q^3*t^8 + 292*q^2*t^9 - 99*q*t^10 + 9*t^11 + q^10 - 13*q^9*t + 184*q^8*t^2 - 592*q^7*t^3 + 1139*q^6*t^4 - 1044*q^5*t^5 + 1039*q^4*t^6 - 608*q^3*t^7 + 257*q^2*t^8 - 49*q*t^9 + 10*t^10 - 9*q^8*t - 71*q^7*t^2 + 215*q^6*t^3 - 445*q^5*t^4 + 282*q^4*t^5 - 203*q^3*t^6 + 76*q^2*t^7 - 21*q*t^8 + 11*q^7*t + 13*q^6*t^2 - 14*q^5*t^3 + 74*q^4*t^4 - 19*q^3*t^5 + 9*q^2*t^6 - 2*q*t^7 - 3*q^6*t - 8*q^5*t^2 - q^4*t^3 - 8*q^3*t^4 + q^2*t^5 + q*t^6 + 3*q^4*t^2 - q^3*t^3)/((q*t^2 - 1)^5*(t^2 - q)^2*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0343] 'FAU`w'

Zeta functions

ask[-]:

(3*q^4*t^2 - 3*q^3*t^2 - 2*q^3*t - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t + 2*q*t^2 + 3*q*t - 3*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^11*t^16 - 3*q^10*t^17 + 3*q^9*t^18 + 8*q^12*t^14 - 16*q^11*t^15 - 4*q^10*t^16 + 14*q^9*t^17 - 14*q^8*t^18 + 33*q^12*t^13 - 164*q^11*t^14 + 253*q^10*t^15 - 121*q^9*t^16 + 2*q^8*t^17 + 25*q^7*t^18 + 47*q^12*t^12 - 360*q^11*t^13 + 1017*q^10*t^14 - 1279*q^9*t^15 + 698*q^8*t^16 - 150*q^7*t^17 - 11*q^6*t^18 + 25*q^12*t^11 - 301*q^11*t^12 + 1255*q^10*t^13 - 2591*q^9*t^14 + 2791*q^8*t^15 - 1441*q^7*t^16 + 342*q^6*t^17 - 21*q^5*t^18 + q^4*t^19 + 5*q^12*t^10 - 173*q^11*t^11 + 837*q^10*t^12 - 1915*q^9*t^13 + 2763*q^8*t^14 - 2589*q^7*t^15 + 1198*q^6*t^16 - 251*q^5*t^17 + 13*q^4*t^18 - 228*q^11*t^10 + 1419*q^10*t^11 - 3142*q^9*t^12 + 3073*q^8*t^13 - 1491*q^7*t^14 + 723*q^6*t^15 - 269*q^5*t^16 + 47*q^4*t^17 - 152*q^11*t^9 + 1723*q^10*t^10 - 6284*q^9*t^11 + 10391*q^8*t^12 - 8105*q^7*t^13 + 2547*q^6*t^14 - 195*q^5*t^15 - 35*q^4*t^16 + 2*q^3*t^17 - 27*q^11*t^8 + 612*q^10*t^9 - 4095*q^9*t^10 + 11463*q^8*t^11 - 16057*q^7*t^12 + 11485*q^6*t^13 - 3653*q^5*t^14 + 413*q^4*t^15 - 3*q^3*t^16 + 3*q^11*t^7 + 275*q^10*t^8 - 1514*q^9*t^9 + 4603*q^8*t^10 - 8619*q^7*t^11 + 9811*q^6*t^12 - 6289*q^5*t^13 + 1715*q^4*t^14 - 145*q^3*t^15 + 324*q^10*t^7 - 2874*q^9*t^8 + 7760*q^8*t^9 - 9882*q^7*t^10 + 6396*q^6*t^11 - 2487*q^5*t^12 + 1000*q^4*t^13 - 177*q^3*t^14 + 90*q^10*t^6 - 1712*q^9*t^7 + 9468*q^8*t^8 - 20703*q^7*t^9 + 22025*q^6*t^10 - 11279*q^5*t^11 + 2258*q^4*t^12 - 127*q^3*t^13 - 10*q^2*t^14 - 10*q^10*t^5 - 127*q^9*t^6 + 2258*q^8*t^7 - 11279*q^7*t^8 + 22025*q^6*t^9 - 20703*q^5*t^10 + 9468*q^4*t^11 - 1712*q^3*t^12 + 90*q^2*t^13 - 177*q^9*t^5 + 1000*q^8*t^6 - 2487*q^7*t^7 + 6396*q^6*t^8 - 9882*q^5*t^9 + 7760*q^4*t^10 - 2874*q^3*t^11 + 324*q^2*t^12 - 145*q^9*t^4 + 1715*q^8*t^5 - 6289*q^7*t^6 + 9811*q^6*t^7 - 8619*q^5*t^8 + 4603*q^4*t^9 - 1514*q^3*t^10 + 275*q^2*t^11 + 3*q*t^12 - 3*q^9*t^3 + 413*q^8*t^4 - 3653*q^7*t^5 + 11485*q^6*t^6 - 16057*q^5*t^7 + 11463*q^4*t^8 - 4095*q^3*t^9 + 612*q^2*t^10 - 27*q*t^11 + 2*q^9*t^2 - 35*q^8*t^3 - 195*q^7*t^4 + 2547*q^6*t^5 - 8105*q^5*t^6 + 10391*q^4*t^7 - 6284*q^3*t^8 + 1723*q^2*t^9 - 152*q*t^10 + 47*q^8*t^2 - 269*q^7*t^3 + 723*q^6*t^4 - 1491*q^5*t^5 + 3073*q^4*t^6 - 3142*q^3*t^7 + 1419*q^2*t^8 - 228*q*t^9 + 13*q^8*t - 251*q^7*t^2 + 1198*q^6*t^3 - 2589*q^5*t^4 + 2763*q^4*t^5 - 1915*q^3*t^6 + 837*q^2*t^7 - 173*q*t^8 + 5*t^9 + q^8 - 21*q^7*t + 342*q^6*t^2 - 1441*q^5*t^3 + 2791*q^4*t^4 - 2591*q^3*t^5 + 1255*q^2*t^6 - 301*q*t^7 + 25*t^8 - 11*q^6*t - 150*q^5*t^2 + 698*q^4*t^3 - 1279*q^3*t^4 + 1017*q^2*t^5 - 360*q*t^6 + 47*t^7 + 25*q^5*t + 2*q^4*t^2 - 121*q^3*t^3 + 253*q^2*t^4 - 164*q*t^5 + 33*t^6 - 14*q^4*t + 14*q^3*t^2 - 4*q^2*t^3 - 16*q*t^4 + 8*t^5 + 3*q^3*t - 3*q^2*t^2 + 2*q*t^3)/((q*t^2 - 1)^5*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0344] 'FAYPw'

Zeta functions

ask[-]:

ask[+]:

-(q^10*t^14 + q^9*t^15 + 12*q^10*t^13 - 6*q^9*t^14 - 7*q^8*t^15 + 27*q^10*t^12 - 106*q^9*t^13 + 33*q^8*t^14 + 17*q^7*t^15 + 21*q^10*t^11 - 193*q^9*t^12 + 404*q^8*t^13 - 136*q^7*t^14 - 9*q^6*t^15 + 6*q^10*t^10 - 111*q^9*t^11 + 444*q^8*t^12 - 719*q^7*t^13 + 250*q^6*t^14 - 17*q^5*t^15 + q^4*t^16 - 107*q^9*t^10 + 287*q^8*t^11 - 284*q^7*t^12 + 516*q^6*t^13 - 173*q^5*t^14 + 11*q^4*t^15 - 114*q^9*t^9 + 856*q^8*t^10 - 1022*q^7*t^11 - 44*q^6*t^12 - 42*q^5*t^13 + 30*q^4*t^14 - 34*q^9*t^8 + 598*q^8*t^9 - 2566*q^7*t^10 + 2493*q^6*t^11 - 265*q^5*t^12 - 35*q^4*t^13 + q^3*t^14 + 101*q^8*t^8 - 764*q^7*t^9 + 2939*q^6*t^10 - 2599*q^5*t^11 + 413*q^4*t^12 - 10*q^3*t^13 + 204*q^8*t^7 - 806*q^7*t^8 + 350*q^6*t^9 - 906*q^5*t^10 + 955*q^4*t^11 - 118*q^3*t^12 + 96*q^8*t^6 - 1403*q^7*t^7 + 3634*q^6*t^8 - 1500*q^5*t^9 - 83*q^4*t^10 - 59*q^3*t^11 - q^8*t^5 - 171*q^7*t^6 + 2649*q^6*t^7 - 5880*q^5*t^8 + 2649*q^4*t^9 - 171*q^3*t^10 - q^2*t^11 - 59*q^7*t^5 - 83*q^6*t^6 - 1500*q^5*t^7 + 3634*q^4*t^8 - 1403*q^3*t^9 + 96*q^2*t^10 - 118*q^7*t^4 + 955*q^6*t^5 - 906*q^5*t^6 + 350*q^4*t^7 - 806*q^3*t^8 + 204*q^2*t^9 - 10*q^7*t^3 + 413*q^6*t^4 - 2599*q^5*t^5 + 2939*q^4*t^6 - 764*q^3*t^7 + 101*q^2*t^8 + q^7*t^2 - 35*q^6*t^3 - 265*q^5*t^4 + 2493*q^4*t^5 - 2566*q^3*t^6 + 598*q^2*t^7 - 34*q*t^8 + 30*q^6*t^2 - 42*q^5*t^3 - 44*q^4*t^4 - 1022*q^3*t^5 + 856*q^2*t^6 - 114*q*t^7 + 11*q^6*t - 173*q^5*t^2 + 516*q^4*t^3 - 284*q^3*t^4 + 287*q^2*t^5 - 107*q*t^6 + q^6 - 17*q^5*t + 250*q^4*t^2 - 719*q^3*t^3 + 444*q^2*t^4 - 111*q*t^5 + 6*t^6 - 9*q^4*t - 136*q^3*t^2 + 404*q^2*t^3 - 193*q*t^4 + 21*t^5 + 17*q^3*t + 33*q^2*t^2 - 106*q*t^3 + 27*t^4 - 7*q^2*t - 6*q*t^2 + 12*t^3 + q*t + t^2)/((q*t^2 - 1)^5*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 3], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0345] 'FA\tw'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0346] 'FA]rw'

Zeta functions

ask[-]:

(q^6*t^3 - 3*q^6*t^2 + q^5*t^3 - 2*q^4*t^4 + q^7 - q^6*t + 4*q^5*t^2 - q^4*t^3 + 2*q^3*t^4 - 4*q^5*t + 10*q^4*t^2 - 10*q^3*t^3 + 4*q^2*t^4 - 2*q^4*t + q^3*t^2 - 4*q^2*t^3 + q*t^4 - t^5 + 2*q^3*t - q^2*t^2 + 3*q*t^3 - q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

-(4*q^15*t^12 + 6*q^14*t^13 - 2*q^13*t^14 - 7*q^12*t^15 - 2*q^11*t^16 - 3*q^17*t^9 - 9*q^16*t^10 - 4*q^15*t^11 - 6*q^14*t^12 - 33*q^13*t^13 - 13*q^12*t^14 + 46*q^11*t^15 + 29*q^10*t^16 + 2*q^9*t^17 + q^8*t^18 + 5*q^17*t^8 + 18*q^16*t^9 + 20*q^15*t^10 + 39*q^14*t^11 + 22*q^13*t^12 + 25*q^12*t^13 + 61*q^11*t^14 - 71*q^10*t^15 - 117*q^9*t^16 - 38*q^8*t^17 - 7*q^7*t^18 + q^6*t^19 + 7*q^17*t^7 + 10*q^16*t^8 - 57*q^15*t^9 - 83*q^14*t^10 - 21*q^13*t^11 - 45*q^12*t^12 - 65*q^11*t^13 - 21*q^10*t^14 + 33*q^9*t^15 + 154*q^8*t^16 + 148*q^7*t^17 + 35*q^6*t^18 - 5*q^5*t^19 - 12*q^17*t^6 - 46*q^16*t^7 + 8*q^15*t^8 - 98*q^14*t^9 + 227*q^13*t^10 + 295*q^12*t^11 - 304*q^11*t^12 + 137*q^10*t^13 + 184*q^9*t^14 - 121*q^8*t^15 - 68*q^7*t^16 - 188*q^6*t^17 - 99*q^5*t^18 + 7*q^4*t^19 - q^18*t^4 + 9*q^17*t^5 - 66*q^16*t^6 + 305*q^15*t^7 - 54*q^14*t^8 - 7*q^13*t^9 + 372*q^12*t^10 - 1033*q^11*t^11 + 5*q^10*t^12 + 729*q^9*t^13 - 579*q^8*t^14 - 124*q^7*t^15 + 189*q^6*t^16 + 59*q^5*t^17 + 112*q^4*t^18 + 6*q^3*t^19 - 4*q^18*t^3 + 49*q^17*t^4 - 137*q^16*t^5 + 290*q^15*t^6 - 134*q^14*t^7 - 1018*q^13*t^8 + 727*q^12*t^9 - 113*q^11*t^10 - 213*q^10*t^11 + 1575*q^9*t^12 - 850*q^8*t^13 - 449*q^7*t^14 + 863*q^6*t^15 - 160*q^5*t^16 - 119*q^4*t^17 + 2*q^3*t^18 - 23*q^2*t^19 - 5*q^18*t^2 + 41*q^17*t^3 - 125*q^16*t^4 + 43*q^15*t^5 + 262*q^14*t^6 - 1024*q^13*t^7 + 1333*q^12*t^8 + 1417*q^11*t^9 - 2276*q^10*t^10 + 522*q^9*t^11 - 35*q^8*t^12 - 1083*q^7*t^13 + 1037*q^6*t^14 - 211*q^5*t^15 - 363*q^4*t^16 + 201*q^3*t^17 - 27*q^2*t^18 + 6*q*t^19 + t^20 - 2*q^18*t + 14*q^17*t^2 + 6*q^16*t^3 - 192*q^15*t^4 + 485*q^14*t^5 - 432*q^13*t^6 - 74*q^12*t^7 + 1114*q^11*t^8 - 2776*q^10*t^9 + 2776*q^8*t^11 - 1114*q^7*t^12 + 74*q^6*t^13 + 432*q^5*t^14 - 485*q^4*t^15 + 192*q^3*t^16 - 6*q^2*t^17 - 14*q*t^18 + 2*t^19 - q^18 - 6*q^17*t + 27*q^16*t^2 - 201*q^15*t^3 + 363*q^14*t^4 + 211*q^13*t^5 - 1037*q^12*t^6 + 1083*q^11*t^7 + 35*q^10*t^8 - 522*q^9*t^9 + 2276*q^8*t^10 - 1417*q^7*t^11 - 1333*q^6*t^12 + 1024*q^5*t^13 - 262*q^4*t^14 - 43*q^3*t^15 + 125*q^2*t^16 - 41*q*t^17 + 5*t^18 + 23*q^16*t - 2*q^15*t^2 + 119*q^14*t^3 + 160*q^13*t^4 - 863*q^12*t^5 + 449*q^11*t^6 + 850*q^10*t^7 - 1575*q^9*t^8 + 213*q^8*t^9 + 113*q^7*t^10 - 727*q^6*t^11 + 1018*q^5*t^12 + 134*q^4*t^13 - 290*q^3*t^14 + 137*q^2*t^15 - 49*q*t^16 + 4*t^17 - 6*q^15*t - 112*q^14*t^2 - 59*q^13*t^3 - 189*q^12*t^4 + 124*q^11*t^5 + 579*q^10*t^6 - 729*q^9*t^7 - 5*q^8*t^8 + 1033*q^7*t^9 - 372*q^6*t^10 + 7*q^5*t^11 + 54*q^4*t^12 - 305*q^3*t^13 + 66*q^2*t^14 - 9*q*t^15 + t^16 - 7*q^14*t + 99*q^13*t^2 + 188*q^12*t^3 + 68*q^11*t^4 + 121*q^10*t^5 - 184*q^9*t^6 - 137*q^8*t^7 + 304*q^7*t^8 - 295*q^6*t^9 - 227*q^5*t^10 + 98*q^4*t^11 - 8*q^3*t^12 + 46*q^2*t^13 + 12*q*t^14 + 5*q^13*t - 35*q^12*t^2 - 148*q^11*t^3 - 154*q^10*t^4 - 33*q^9*t^5 + 21*q^8*t^6 + 65*q^7*t^7 + 45*q^6*t^8 + 21*q^5*t^9 + 83*q^4*t^10 + 57*q^3*t^11 - 10*q^2*t^12 - 7*q*t^13 - q^12*t + 7*q^11*t^2 + 38*q^10*t^3 + 117*q^9*t^4 + 71*q^8*t^5 - 61*q^7*t^6 - 25*q^6*t^7 - 22*q^5*t^8 - 39*q^4*t^9 - 20*q^3*t^10 - 18*q^2*t^11 - 5*q*t^12 - q^10*t^2 - 2*q^9*t^3 - 29*q^8*t^4 - 46*q^7*t^5 + 13*q^6*t^6 + 33*q^5*t^7 + 6*q^4*t^8 + 4*q^3*t^9 + 9*q^2*t^10 + 3*q*t^11 + 2*q^7*t^4 + 7*q^6*t^5 + 2*q^5*t^6 - 6*q^4*t^7 - 4*q^3*t^8)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0347] 'FA]vw'

Zeta functions

ask[-]:

-(q^6*t^2 - q^7 - q^6*t + q^5*t^2 - 2*q^4*t^3 + 5*q^5*t - 5*q^4*t^2 + 2*q^3*t^3 + 2*q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - 2*q^3*t + q^2*t^2 - q*t^3 - t^4 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^30*t^11 + 4*q^29*t^12 + 6*q^28*t^13 - 3*q^31*t^9 - 7*q^30*t^10 - 16*q^29*t^11 - 30*q^28*t^12 - 46*q^27*t^13 - 26*q^26*t^14 - 2*q^25*t^15 + 4*q^31*t^8 - 8*q^30*t^9 + 21*q^29*t^10 + 56*q^28*t^11 + 105*q^27*t^12 + 131*q^26*t^13 + 146*q^25*t^14 + 33*q^24*t^15 + 4*q^23*t^16 + 3*q^22*t^17 - q^21*t^18 + 19*q^31*t^7 + 16*q^30*t^8 + 38*q^29*t^9 + 89*q^28*t^10 - 2*q^27*t^11 - 250*q^26*t^12 - 226*q^25*t^13 - 230*q^24*t^14 - 107*q^23*t^15 + 6*q^22*t^16 - 5*q^21*t^17 + 2*q^20*t^18 - 2*q^32*t^5 - 19*q^31*t^6 - q^30*t^7 - 194*q^29*t^8 - 223*q^28*t^9 - 292*q^27*t^10 - 407*q^26*t^11 - q^25*t^12 + 382*q^24*t^13 + 7*q^23*t^14 - 78*q^22*t^15 - 174*q^21*t^16 - 80*q^20*t^17 - 10*q^19*t^18 + 3*q^32*t^4 - 48*q^31*t^5 + 67*q^30*t^6 - 36*q^29*t^7 + 71*q^28*t^8 + 768*q^27*t^9 + 838*q^26*t^10 + 460*q^25*t^11 + 679*q^24*t^12 - 41*q^23*t^13 + 326*q^22*t^14 + 706*q^21*t^15 + 637*q^20*t^16 + 421*q^19*t^17 + 67*q^18*t^18 - 11*q^17*t^19 + 7*q^16*t^20 - q^33*t^2 + 9*q^32*t^3 - 2*q^31*t^4 + 91*q^30*t^5 + 345*q^29*t^6 - 51*q^28*t^7 + 289*q^27*t^8 - 113*q^26*t^9 - 1459*q^25*t^10 - 517*q^24*t^11 + 419*q^23*t^12 - 195*q^22*t^13 - 564*q^21*t^14 - 1214*q^20*t^15 - 933*q^19*t^16 - 612*q^18*t^17 - 94*q^17*t^18 + 71*q^16*t^19 - 19*q^15*t^20 + 9*q^32*t^2 + 21*q^31*t^3 - 154*q^30*t^4 + 54*q^29*t^5 - 734*q^28*t^6 - 1107*q^27*t^7 - 135*q^26*t^8 - 433*q^25*t^9 - 637*q^24*t^10 + 69*q^23*t^11 - 2143*q^22*t^12 - 1687*q^21*t^13 - 364*q^20*t^14 + 671*q^19*t^15 + 629*q^18*t^16 - 78*q^17*t^17 - 501*q^16*t^18 - 297*q^15*t^19 - 16*q^14*t^20 - 2*q^13*t^21 - 3*q^12*t^22 - q^33 - 7*q^32*t - 5*q^31*t^2 - 141*q^30*t^3 + 60*q^29*t^4 + 328*q^28*t^5 + 101*q^27*t^6 + 1439*q^26*t^7 + 1355*q^25*t^8 - 534*q^24*t^9 + 567*q^23*t^10 + 2713*q^22*t^11 + 3856*q^21*t^12 + 2860*q^20*t^13 + 1128*q^19*t^14 + 1155*q^18*t^15 + 471*q^17*t^16 + 970*q^16*t^17 + 1581*q^15*t^18 + 727*q^14*t^19 + 141*q^13*t^20 + 15*q^12*t^21 + 5*q^11*t^22 + q^10*t^23 + 21*q^31*t + 68*q^30*t^2 + 92*q^29*t^3 + 462*q^28*t^4 - 95*q^27*t^5 - 406*q^26*t^6 + 205*q^25*t^7 + 740*q^24*t^8 + 512*q^23*t^9 + 1566*q^22*t^10 - 896*q^21*t^11 - 3571*q^20*t^12 - 2777*q^19*t^13 + 725*q^18*t^14 + 323*q^17*t^15 - 1063*q^16*t^16 - 1528*q^15*t^17 - 1595*q^14*t^18 - 677*q^13*t^19 - 68*q^12*t^20 - 7*q^11*t^21 + 16*q^10*t^22 - 3*q^9*t^23 - 8*q^30*t - 150*q^29*t^2 - 162*q^28*t^3 - 224*q^27*t^4 - 602*q^26*t^5 - 233*q^25*t^6 - 148*q^24*t^7 - 3169*q^23*t^8 - 4331*q^22*t^9 - 2631*q^21*t^10 - 196*q^20*t^11 - 90*q^19*t^12 - 2776*q^18*t^13 - 2795*q^17*t^14 - 2800*q^16*t^15 - 2209*q^15*t^16 + 784*q^14*t^17 + 732*q^13*t^18 - 313*q^12*t^19 - 491*q^11*t^20 - 215*q^10*t^21 - 79*q^9*t^22 + 5*q^8*t^23 + q^7*t^24 + 10*q^29*t + 56*q^28*t^2 + 186*q^27*t^3 + 8*q^26*t^4 - 247*q^25*t^5 + 28*q^24*t^6 + 1139*q^23*t^7 + 1981*q^22*t^8 + 3413*q^21*t^9 + 3047*q^20*t^10 + 1020*q^19*t^11 - 1653*q^18*t^12 + 4727*q^17*t^13 + 7874*q^16*t^14 + 2983*q^15*t^15 + 2116*q^14*t^16 + 1008*q^13*t^17 + 552*q^12*t^18 + 1145*q^11*t^19 + 874*q^10*t^20 + 511*q^9*t^21 + 173*q^8*t^22 - 5*q^7*t^23 - 6*q^6*t^24 - 12*q^28*t - 7*q^27*t^2 + 119*q^26*t^3 + 283*q^25*t^4 + 655*q^24*t^5 + 1468*q^23*t^6 + 150*q^22*t^7 - 994*q^21*t^8 - 435*q^20*t^9 + 2880*q^19*t^10 + 3260*q^18*t^11 + 653*q^17*t^12 - 653*q^16*t^13 - 3260*q^15*t^14 - 2880*q^14*t^15 + 435*q^13*t^16 + 994*q^12*t^17 - 150*q^11*t^18 - 1468*q^10*t^19 - 655*q^9*t^20 - 283*q^8*t^21 - 119*q^7*t^22 + 7*q^6*t^23 + 12*q^5*t^24 + 6*q^27*t + 5*q^26*t^2 - 173*q^25*t^3 - 511*q^24*t^4 - 874*q^23*t^5 - 1145*q^22*t^6 - 552*q^21*t^7 - 1008*q^20*t^8 - 2116*q^19*t^9 - 2983*q^18*t^10 - 7874*q^17*t^11 - 4727*q^16*t^12 + 1653*q^15*t^13 - 1020*q^14*t^14 - 3047*q^13*t^15 - 3413*q^12*t^16 - 1981*q^11*t^17 - 1139*q^10*t^18 - 28*q^9*t^19 + 247*q^8*t^20 - 8*q^7*t^21 - 186*q^6*t^22 - 56*q^5*t^23 - 10*q^4*t^24 - q^26*t - 5*q^25*t^2 + 79*q^24*t^3 + 215*q^23*t^4 + 491*q^22*t^5 + 313*q^21*t^6 - 732*q^20*t^7 - 784*q^19*t^8 + 2209*q^18*t^9 + 2800*q^17*t^10 + 2795*q^16*t^11 + 2776*q^15*t^12 + 90*q^14*t^13 + 196*q^13*t^14 + 2631*q^12*t^15 + 4331*q^11*t^16 + 3169*q^10*t^17 + 148*q^9*t^18 + 233*q^8*t^19 + 602*q^7*t^20 + 224*q^6*t^21 + 162*q^5*t^22 + 150*q^4*t^23 + 8*q^3*t^24 + 3*q^24*t^2 - 16*q^23*t^3 + 7*q^22*t^4 + 68*q^21*t^5 + 677*q^20*t^6 + 1595*q^19*t^7 + 1528*q^18*t^8 + 1063*q^17*t^9 - 323*q^16*t^10 - 725*q^15*t^11 + 2777*q^14*t^12 + 3571*q^13*t^13 + 896*q^12*t^14 - 1566*q^11*t^15 - 512*q^10*t^16 - 740*q^9*t^17 - 205*q^8*t^18 + 406*q^7*t^19 + 95*q^6*t^20 - 462*q^5*t^21 - 92*q^4*t^22 - 68*q^3*t^23 - 21*q^2*t^24 - q^23*t^2 - 5*q^22*t^3 - 15*q^21*t^4 - 141*q^20*t^5 - 727*q^19*t^6 - 1581*q^18*t^7 - 970*q^17*t^8 - 471*q^16*t^9 - 1155*q^15*t^10 - 1128*q^14*t^11 - 2860*q^13*t^12 - 3856*q^12*t^13 - 2713*q^11*t^14 - 567*q^10*t^15 + 534*q^9*t^16 - 1355*q^8*t^17 - 1439*q^7*t^18 - 101*q^6*t^19 - 328*q^5*t^20 - 60*q^4*t^21 + 141*q^3*t^22 + 5*q^2*t^23 + 7*q*t^24 + t^25 + 3*q^21*t^3 + 2*q^20*t^4 + 16*q^19*t^5 + 297*q^18*t^6 + 501*q^17*t^7 + 78*q^16*t^8 - 629*q^15*t^9 - 671*q^14*t^10 + 364*q^13*t^11 + 1687*q^12*t^12 + 2143*q^11*t^13 - 69*q^10*t^14 + 637*q^9*t^15 + 433*q^8*t^16 + 135*q^7*t^17 + 1107*q^6*t^18 + 734*q^5*t^19 - 54*q^4*t^20 + 154*q^3*t^21 - 21*q^2*t^22 - 9*q*t^23 + 19*q^18*t^5 - 71*q^17*t^6 + 94*q^16*t^7 + 612*q^15*t^8 + 933*q^14*t^9 + 1214*q^13*t^10 + 564*q^12*t^11 + 195*q^11*t^12 - 419*q^10*t^13 + 517*q^9*t^14 + 1459*q^8*t^15 + 113*q^7*t^16 - 289*q^6*t^17 + 51*q^5*t^18 - 345*q^4*t^19 - 91*q^3*t^20 + 2*q^2*t^21 - 9*q*t^22 + t^23 - 7*q^17*t^5 + 11*q^16*t^6 - 67*q^15*t^7 - 421*q^14*t^8 - 637*q^13*t^9 - 706*q^12*t^10 - 326*q^11*t^11 + 41*q^10*t^12 - 679*q^9*t^13 - 460*q^8*t^14 - 838*q^7*t^15 - 768*q^6*t^16 - 71*q^5*t^17 + 36*q^4*t^18 - 67*q^3*t^19 + 48*q^2*t^20 - 3*q*t^21 + 10*q^14*t^7 + 80*q^13*t^8 + 174*q^12*t^9 + 78*q^11*t^10 - 7*q^10*t^11 - 382*q^9*t^12 + q^8*t^13 + 407*q^7*t^14 + 292*q^6*t^15 + 223*q^5*t^16 + 194*q^4*t^17 + q^3*t^18 + 19*q^2*t^19 + 2*q*t^20 - 2*q^13*t^7 + 5*q^12*t^8 - 6*q^11*t^9 + 107*q^10*t^10 + 230*q^9*t^11 + 226*q^8*t^12 + 250*q^7*t^13 + 2*q^6*t^14 - 89*q^5*t^15 - 38*q^4*t^16 - 16*q^3*t^17 - 19*q^2*t^18 + q^12*t^7 - 3*q^11*t^8 - 4*q^10*t^9 - 33*q^9*t^10 - 146*q^8*t^11 - 131*q^7*t^12 - 105*q^6*t^13 - 56*q^5*t^14 - 21*q^4*t^15 + 8*q^3*t^16 - 4*q^2*t^17 + 2*q^8*t^10 + 26*q^7*t^11 + 46*q^6*t^12 + 30*q^5*t^13 + 16*q^4*t^14 + 7*q^3*t^15 + 3*q^2*t^16 - 6*q^5*t^12 - 4*q^4*t^13 - 3*q^3*t^14)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0348] 'FA^to'

Zeta functions

ask[-]:

(2*q^9*t^3 - q^8*t^4 + q^11 - 7*q^9*t^2 + 2*q^8*t^3 - q^6*t^5 - 3*q^9*t + 9*q^8*t^2 - q^6*t^4 + 4*q^5*t^5 - 5*q^8*t + 19*q^7*t^2 - 14*q^6*t^3 - 4*q^5*t^4 - q^4*t^5 - q^7*t - 4*q^6*t^2 - 14*q^5*t^3 + 19*q^4*t^4 - 5*q^3*t^5 + 4*q^6*t - q^5*t^2 + 9*q^3*t^4 - 3*q^2*t^5 - q^5*t + 2*q^3*t^3 - 7*q^2*t^4 + t^6 - q^3*t^2 + 2*q^2*t^3)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(5*q^19*t^11 + 6*q^18*t^12 + 12*q^17*t^13 - 5*q^20*t^9 - 10*q^19*t^10 - 31*q^18*t^11 - 32*q^17*t^12 - 111*q^16*t^13 - 57*q^15*t^14 - 9*q^14*t^15 + 2*q^12*t^17 + 6*q^20*t^8 - 4*q^19*t^9 + 14*q^18*t^10 + 99*q^17*t^11 + 152*q^16*t^12 + 387*q^15*t^13 + 346*q^14*t^14 + 154*q^13*t^15 + 70*q^12*t^16 - 19*q^11*t^17 - 12*q^10*t^18 + 3*q^9*t^19 + 25*q^20*t^7 + 19*q^19*t^8 + 75*q^18*t^9 + 93*q^17*t^10 + 103*q^16*t^11 - 410*q^15*t^12 - 934*q^14*t^13 - 922*q^13*t^14 - 663*q^12*t^15 - 470*q^11*t^16 - q^10*t^17 + 61*q^9*t^18 - 13*q^8*t^19 + q^7*t^20 - 2*q^21*t^5 - 26*q^20*t^6 - 24*q^19*t^7 - 149*q^18*t^8 - 522*q^17*t^9 - 394*q^16*t^10 - 1043*q^15*t^11 - 228*q^14*t^12 + 1598*q^13*t^13 + 1787*q^12*t^14 + 1359*q^11*t^15 + 1270*q^10*t^16 + 322*q^9*t^17 - 103*q^8*t^18 + 24*q^7*t^19 - 5*q^6*t^20 + 4*q^21*t^4 - 52*q^20*t^5 + 64*q^19*t^6 - 12*q^18*t^7 - 70*q^17*t^8 + 1174*q^16*t^9 + 1992*q^15*t^10 + 2411*q^14*t^11 + 2274*q^13*t^12 - 405*q^12*t^13 - 2291*q^11*t^14 - 2301*q^10*t^15 - 1822*q^9*t^16 - 869*q^8*t^17 - 73*q^7*t^18 - 34*q^6*t^19 + 10*q^5*t^20 - q^22*t^2 + 7*q^21*t^3 - 2*q^20*t^4 + 80*q^19*t^5 + 346*q^18*t^6 + 481*q^17*t^7 + 224*q^16*t^8 + 22*q^15*t^9 - 3612*q^14*t^10 - 5938*q^13*t^11 - 4289*q^12*t^12 - 2161*q^11*t^13 - 32*q^10*t^14 + 2885*q^9*t^15 + 2250*q^8*t^16 + 887*q^7*t^17 + 391*q^6*t^18 + 101*q^5*t^19 - 11*q^4*t^20 + 10*q^21*t^2 + 48*q^20*t^3 - 128*q^19*t^4 + 12*q^18*t^5 - 543*q^17*t^6 - 2763*q^16*t^7 - 1393*q^15*t^8 - 996*q^14*t^9 + 654*q^13*t^10 + 8237*q^12*t^11 + 8404*q^11*t^12 + 3388*q^10*t^13 + 2617*q^9*t^14 - 691*q^8*t^15 - 2462*q^7*t^16 - 712*q^6*t^17 - 338*q^5*t^18 - 187*q^4*t^19 - q^3*t^20 - q^22 - 9*q^21*t - 14*q^20*t^2 - 198*q^19*t^3 - 96*q^18*t^4 + 200*q^17*t^5 + 316*q^16*t^6 + 3520*q^15*t^7 + 6199*q^14*t^8 + 2970*q^13*t^9 + 1306*q^12*t^10 - 3522*q^11*t^11 - 9137*q^10*t^12 - 6596*q^9*t^13 - 2331*q^8*t^14 - 1059*q^7*t^15 + 849*q^6*t^16 + 703*q^5*t^17 + 203*q^4*t^18 + 97*q^3*t^19 + 22*q^2*t^20 + 22*q^20*t + 97*q^19*t^2 + 203*q^18*t^3 + 703*q^17*t^4 + 849*q^16*t^5 - 1059*q^15*t^6 - 2331*q^14*t^7 - 6596*q^13*t^8 - 9137*q^12*t^9 - 3522*q^11*t^10 + 1306*q^10*t^11 + 2970*q^9*t^12 + 6199*q^8*t^13 + 3520*q^7*t^14 + 316*q^6*t^15 + 200*q^5*t^16 - 96*q^4*t^17 - 198*q^3*t^18 - 14*q^2*t^19 - 9*q*t^20 - t^21 - q^19*t - 187*q^18*t^2 - 338*q^17*t^3 - 712*q^16*t^4 - 2462*q^15*t^5 - 691*q^14*t^6 + 2617*q^13*t^7 + 3388*q^12*t^8 + 8404*q^11*t^9 + 8237*q^10*t^10 + 654*q^9*t^11 - 996*q^8*t^12 - 1393*q^7*t^13 - 2763*q^6*t^14 - 543*q^5*t^15 + 12*q^4*t^16 - 128*q^3*t^17 + 48*q^2*t^18 + 10*q*t^19 - 11*q^18*t + 101*q^17*t^2 + 391*q^16*t^3 + 887*q^15*t^4 + 2250*q^14*t^5 + 2885*q^13*t^6 - 32*q^12*t^7 - 2161*q^11*t^8 - 4289*q^10*t^9 - 5938*q^9*t^10 - 3612*q^8*t^11 + 22*q^7*t^12 + 224*q^6*t^13 + 481*q^5*t^14 + 346*q^4*t^15 + 80*q^3*t^16 - 2*q^2*t^17 + 7*q*t^18 - t^19 + 10*q^17*t - 34*q^16*t^2 - 73*q^15*t^3 - 869*q^14*t^4 - 1822*q^13*t^5 - 2301*q^12*t^6 - 2291*q^11*t^7 - 405*q^10*t^8 + 2274*q^9*t^9 + 2411*q^8*t^10 + 1992*q^7*t^11 + 1174*q^6*t^12 - 70*q^5*t^13 - 12*q^4*t^14 + 64*q^3*t^15 - 52*q^2*t^16 + 4*q*t^17 - 5*q^16*t + 24*q^15*t^2 - 103*q^14*t^3 + 322*q^13*t^4 + 1270*q^12*t^5 + 1359*q^11*t^6 + 1787*q^10*t^7 + 1598*q^9*t^8 - 228*q^8*t^9 - 1043*q^7*t^10 - 394*q^6*t^11 - 522*q^5*t^12 - 149*q^4*t^13 - 24*q^3*t^14 - 26*q^2*t^15 - 2*q*t^16 + q^15*t - 13*q^14*t^2 + 61*q^13*t^3 - q^12*t^4 - 470*q^11*t^5 - 663*q^10*t^6 - 922*q^9*t^7 - 934*q^8*t^8 - 410*q^7*t^9 + 103*q^6*t^10 + 93*q^5*t^11 + 75*q^4*t^12 + 19*q^3*t^13 + 25*q^2*t^14 + 3*q^13*t^2 - 12*q^12*t^3 - 19*q^11*t^4 + 70*q^10*t^5 + 154*q^9*t^6 + 346*q^8*t^7 + 387*q^7*t^8 + 152*q^6*t^9 + 99*q^5*t^10 + 14*q^4*t^11 - 4*q^3*t^12 + 6*q^2*t^13 + 2*q^10*t^4 - 9*q^8*t^6 - 57*q^7*t^7 - 111*q^6*t^8 - 32*q^5*t^9 - 31*q^4*t^10 - 10*q^3*t^11 - 5*q^2*t^12 + 12*q^5*t^8 + 6*q^4*t^9 + 5*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0349] 'FA_hw'

Zeta functions

ask[-]:

(q^7*t^5 + q^7*t^4 - 3*q^6*t^5 - 2*q^6*t^4 - 2*q^5*t^5 - 5*q^6*t^3 + 12*q^5*t^4 + 9*q^4*t^5 - q^3*t^6 - 3*q^5*t^3 - 15*q^4*t^4 + 2*q^3*t^5 + 12*q^5*t^2 + 18*q^4*t^3 - 23*q^3*t^4 - q^2*t^5 - q^5*t - 23*q^4*t^2 + 18*q^3*t^3 + 12*q^2*t^4 + 2*q^4*t - 15*q^3*t^2 - 3*q^2*t^3 - q^4 + 9*q^3*t + 12*q^2*t^2 - 5*q*t^3 - 2*q^2*t - 2*q*t^2 - 3*q*t + t^2 + t)/((q*t - 1)^6*q^4*(t - 1))

ask[+]:

(7*q^16*t^18 - q^15*t^19 + 13*q^16*t^17 - 53*q^15*t^18 + 9*q^14*t^19 - 3*q^16*t^16 - 55*q^15*t^17 + 150*q^14*t^18 - 30*q^13*t^19 - q^16*t^15 - 12*q^15*t^16 + 65*q^14*t^17 - 169*q^13*t^18 + 41*q^12*t^19 - q^11*t^20 - 52*q^15*t^15 + 224*q^14*t^16 - 106*q^13*t^17 + 44*q^12*t^18 - 12*q^11*t^19 + 7*q^15*t^14 + 146*q^14*t^15 - 546*q^13*t^16 + 336*q^12*t^17 - 5*q^11*t^18 - q^10*t^19 + 6*q^15*t^13 + 30*q^14*t^14 - 5*q^13*t^15 + 120*q^12*t^16 - 314*q^11*t^17 + 21*q^10*t^18 + 62*q^14*t^13 - 508*q^13*t^14 + 324*q^12*t^15 + 589*q^11*t^16 - 6*q^10*t^17 - 3*q^9*t^18 - 7*q^14*t^12 + 26*q^13*t^13 + 558*q^12*t^14 - 1379*q^11*t^15 - 186*q^10*t^16 + 46*q^9*t^17 - 6*q^14*t^11 - 54*q^13*t^12 - 572*q^12*t^13 + 1758*q^11*t^14 + 701*q^10*t^15 - 149*q^9*t^16 - q^8*t^17 - q^14*t^10 - 62*q^13*t^11 + 504*q^12*t^12 - 729*q^11*t^13 - 2637*q^10*t^14 + 526*q^9*t^15 + 33*q^8*t^16 + 11*q^13*t^10 - 167*q^12*t^11 + 975*q^11*t^12 + 2608*q^10*t^13 - 110*q^9*t^14 - 254*q^8*t^15 - q^7*t^16 + 3*q^13*t^9 + 28*q^12*t^10 + 323*q^11*t^11 - 5506*q^10*t^12 + 440*q^9*t^13 + 868*q^8*t^14 - 14*q^7*t^15 + 30*q^12*t^9 - 99*q^11*t^10 + 2768*q^10*t^11 + 3835*q^9*t^12 - 2379*q^8*t^13 - 143*q^7*t^14 + 2*q^12*t^8 + 198*q^11*t^9 - 2504*q^10*t^10 - 3883*q^9*t^11 + 2264*q^8*t^12 + 640*q^7*t^13 + q^6*t^14 - 43*q^11*t^8 + 291*q^10*t^9 + 5892*q^9*t^10 - 2292*q^8*t^11 - 1941*q^7*t^12 + 53*q^6*t^13 - 13*q^11*t^7 - 71*q^10*t^8 - 3477*q^9*t^9 + 3477*q^7*t^11 + 71*q^6*t^12 + 13*q^5*t^13 - 53*q^10*t^7 + 1941*q^9*t^8 + 2292*q^8*t^9 - 5892*q^7*t^10 - 291*q^6*t^11 + 43*q^5*t^12 - q^10*t^6 - 640*q^9*t^7 - 2264*q^8*t^8 + 3883*q^7*t^9 + 2504*q^6*t^10 - 198*q^5*t^11 - 2*q^4*t^12 + 143*q^9*t^6 + 2379*q^8*t^7 - 3835*q^7*t^8 - 2768*q^6*t^9 + 99*q^5*t^10 - 30*q^4*t^11 + 14*q^9*t^5 - 868*q^8*t^6 - 440*q^7*t^7 + 5506*q^6*t^8 - 323*q^5*t^9 - 28*q^4*t^10 - 3*q^3*t^11 + q^9*t^4 + 254*q^8*t^5 + 110*q^7*t^6 - 2608*q^6*t^7 - 975*q^5*t^8 + 167*q^4*t^9 - 11*q^3*t^10 - 33*q^8*t^4 - 526*q^7*t^5 + 2637*q^6*t^6 + 729*q^5*t^7 - 504*q^4*t^8 + 62*q^3*t^9 + q^2*t^10 + q^8*t^3 + 149*q^7*t^4 - 701*q^6*t^5 - 1758*q^5*t^6 + 572*q^4*t^7 + 54*q^3*t^8 + 6*q^2*t^9 - 46*q^7*t^3 + 186*q^6*t^4 + 1379*q^5*t^5 - 558*q^4*t^6 - 26*q^3*t^7 + 7*q^2*t^8 + 3*q^7*t^2 + 6*q^6*t^3 - 589*q^5*t^4 - 324*q^4*t^5 + 508*q^3*t^6 - 62*q^2*t^7 - 21*q^6*t^2 + 314*q^5*t^3 - 120*q^4*t^4 + 5*q^3*t^5 - 30*q^2*t^6 - 6*q*t^7 + q^6*t + 5*q^5*t^2 - 336*q^4*t^3 + 546*q^3*t^4 - 146*q^2*t^5 - 7*q*t^6 + 12*q^5*t - 44*q^4*t^2 + 106*q^3*t^3 - 224*q^2*t^4 + 52*q*t^5 + q^5 - 41*q^4*t + 169*q^3*t^2 - 65*q^2*t^3 + 12*q*t^4 + t^5 + 30*q^3*t - 150*q^2*t^2 + 55*q*t^3 + 3*t^4 - 9*q^2*t + 53*q*t^2 - 13*t^3 + q*t - 7*t^2)/((q*t^2 - 1)^3*(q*t + 1)^4*(q*t - 1)^6*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0350] 'FA_pW'

Zeta functions

ask[-]:

(q^7*t^5 - 2*q^6*t^5 - 2*q^6*t^4 - 5*q^5*t^5 + 21*q^5*t^4 + 10*q^4*t^5 - q^3*t^6 - q^6*t^2 - 24*q^5*t^3 - 23*q^4*t^4 + 5*q^3*t^5 + 20*q^5*t^2 + 34*q^4*t^3 - 30*q^3*t^4 - 3*q^2*t^5 - 3*q^5*t - 30*q^4*t^2 + 34*q^3*t^3 + 20*q^2*t^4 + 5*q^4*t - 23*q^3*t^2 - 24*q^2*t^3 - q*t^4 - q^4 + 10*q^3*t + 21*q^2*t^2 - 5*q^2*t - 2*q*t^2 - 2*q*t + t)/((q*t - 1)^6*q^4*(t - 1))

ask[+]:

(q^14*t^15 + 12*q^14*t^14 - 7*q^13*t^15 + 13*q^14*t^13 - 76*q^13*t^14 + 24*q^12*t^15 + q^14*t^12 - 56*q^13*t^13 + 182*q^12*t^14 - 49*q^11*t^15 - 40*q^13*t^12 + 92*q^12*t^13 - 171*q^11*t^14 + 51*q^10*t^15 - q^9*t^16 - 35*q^13*t^11 + 210*q^12*t^12 - 184*q^11*t^13 + 26*q^10*t^14 - 12*q^9*t^15 - 2*q^13*t^10 + 93*q^12*t^11 - 233*q^11*t^12 + 355*q^10*t^13 - q^9*t^14 - 2*q^8*t^15 + 46*q^12*t^10 - 82*q^11*t^11 - 420*q^10*t^12 - 207*q^9*t^13 + 22*q^8*t^14 + 25*q^12*t^9 - 153*q^11*t^10 + 418*q^10*t^11 + 859*q^9*t^12 - 84*q^8*t^13 - 4*q^7*t^14 + 3*q^12*t^8 + 42*q^11*t^9 - 462*q^10*t^10 - 794*q^9*t^11 - 244*q^8*t^12 + 63*q^7*t^13 - 27*q^11*t^8 - 146*q^10*t^9 + 1982*q^9*t^10 - 71*q^8*t^11 - 111*q^7*t^12 - 2*q^6*t^13 - 7*q^11*t^7 - 51*q^10*t^8 - 557*q^9*t^9 - 1516*q^8*t^10 + 661*q^7*t^11 + 29*q^6*t^12 - 60*q^10*t^7 + 1093*q^9*t^8 + 743*q^8*t^9 - 586*q^7*t^10 - 210*q^6*t^11 - q^5*t^12 - 8*q^10*t^6 - 150*q^9*t^7 - 2138*q^8*t^8 + 986*q^7*t^9 + 766*q^6*t^10 - 14*q^5*t^11 + 149*q^9*t^6 + 1200*q^8*t^7 - 1200*q^6*t^9 - 149*q^5*t^10 + 14*q^9*t^5 - 766*q^8*t^6 - 986*q^7*t^7 + 2138*q^6*t^8 + 150*q^5*t^9 + 8*q^4*t^10 + q^9*t^4 + 210*q^8*t^5 + 586*q^7*t^6 - 743*q^6*t^7 - 1093*q^5*t^8 + 60*q^4*t^9 - 29*q^8*t^4 - 661*q^7*t^5 + 1516*q^6*t^6 + 557*q^5*t^7 + 51*q^4*t^8 + 7*q^3*t^9 + 2*q^8*t^3 + 111*q^7*t^4 + 71*q^6*t^5 - 1982*q^5*t^6 + 146*q^4*t^7 + 27*q^3*t^8 - 63*q^7*t^3 + 244*q^6*t^4 + 794*q^5*t^5 + 462*q^4*t^6 - 42*q^3*t^7 - 3*q^2*t^8 + 4*q^7*t^2 + 84*q^6*t^3 - 859*q^5*t^4 - 418*q^4*t^5 + 153*q^3*t^6 - 25*q^2*t^7 - 22*q^6*t^2 + 207*q^5*t^3 + 420*q^4*t^4 + 82*q^3*t^5 - 46*q^2*t^6 + 2*q^6*t + q^5*t^2 - 355*q^4*t^3 + 233*q^3*t^4 - 93*q^2*t^5 + 2*q*t^6 + 12*q^5*t - 26*q^4*t^2 + 184*q^3*t^3 - 210*q^2*t^4 + 35*q*t^5 + q^5 - 51*q^4*t + 171*q^3*t^2 - 92*q^2*t^3 + 40*q*t^4 + 49*q^3*t - 182*q^2*t^2 + 56*q*t^3 - t^4 - 24*q^2*t + 76*q*t^2 - 13*t^3 + 7*q*t - 12*t^2 - t)/((q*t^2 - 1)^2*(q*t + 1)^3*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 4], [1, 3], [2, 5], [2, 6], [3, 5], [4, 6], [5, 6]]

[0351] 'FA_xw'

Zeta functions

ask[-]:

(q^6*t^4 + 2*q^6*t^3 - 4*q^5*t^4 - 2*q^5*t^3 + q^4*t^4 - 6*q^5*t^2 + 2*q^4*t^3 + 8*q^3*t^4 - q^2*t^5 + 10*q^4*t^2 - 8*q^3*t^3 - q^2*t^4 + q^4*t + 8*q^3*t^2 - 10*q^2*t^3 + q^4 - 8*q^3*t - 2*q^2*t^2 + 6*q*t^3 - q^2*t + 2*q*t^2 + 4*q*t - 2*t^2 - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(4*q^15*t^17 + 18*q^15*t^16 - 41*q^14*t^17 + 4*q^13*t^18 + 3*q^15*t^15 - 98*q^14*t^16 + 148*q^13*t^17 - 21*q^12*t^18 - q^15*t^14 + 6*q^14*t^15 + 160*q^13*t^16 - 223*q^12*t^17 + 36*q^11*t^18 - q^10*t^19 - 70*q^14*t^14 + 59*q^13*t^15 - 98*q^12*t^16 + 124*q^11*t^17 - 14*q^10*t^18 - 22*q^14*t^13 + 334*q^13*t^14 - 379*q^12*t^15 + 137*q^11*t^16 - 29*q^10*t^17 + 9*q^14*t^12 + 4*q^13*t^13 - 297*q^12*t^14 + 385*q^11*t^15 - 186*q^10*t^16 + 15*q^9*t^17 + 54*q^13*t^12 - 142*q^12*t^13 - 202*q^11*t^14 + 241*q^10*t^15 + 14*q^9*t^16 - q^8*t^17 + 38*q^13*t^11 - 170*q^12*t^12 + 759*q^11*t^13 - 110*q^10*t^14 - 281*q^9*t^15 + 28*q^8*t^16 - 7*q^13*t^10 + 21*q^12*t^11 - 795*q^11*t^12 - 144*q^10*t^13 + 362*q^9*t^14 + 6*q^8*t^15 - 2*q^13*t^9 - 54*q^12*t^10 + 141*q^11*t^11 + 2019*q^10*t^12 - 1363*q^9*t^13 + 142*q^8*t^14 + 4*q^7*t^15 - 6*q^12*t^9 + 45*q^11*t^10 - 743*q^10*t^11 - 638*q^9*t^12 + 572*q^8*t^13 - 103*q^7*t^14 + q^12*t^8 - 167*q^11*t^9 + 1112*q^10*t^10 - 928*q^9*t^11 - 3*q^8*t^12 + 268*q^7*t^13 - 19*q^6*t^14 + 32*q^11*t^8 + 126*q^10*t^9 - 1217*q^9*t^10 + 2488*q^8*t^11 - 760*q^7*t^12 - 70*q^6*t^13 + 9*q^11*t^7 + 66*q^10*t^8 + 173*q^9*t^9 - 1782*q^8*t^10 - 108*q^7*t^11 + 262*q^6*t^12 - 2*q^5*t^13 + 41*q^10*t^7 - 798*q^9*t^8 + 1625*q^8*t^9 + 1625*q^7*t^10 - 798*q^6*t^11 + 41*q^5*t^12 - 2*q^10*t^6 + 262*q^9*t^7 - 108*q^8*t^8 - 1782*q^7*t^9 + 173*q^6*t^10 + 66*q^5*t^11 + 9*q^4*t^12 - 70*q^9*t^6 - 760*q^8*t^7 + 2488*q^7*t^8 - 1217*q^6*t^9 + 126*q^5*t^10 + 32*q^4*t^11 - 19*q^9*t^5 + 268*q^8*t^6 - 3*q^7*t^7 - 928*q^6*t^8 + 1112*q^5*t^9 - 167*q^4*t^10 + q^3*t^11 - 103*q^8*t^5 + 572*q^7*t^6 - 638*q^6*t^7 - 743*q^5*t^8 + 45*q^4*t^9 - 6*q^3*t^10 + 4*q^8*t^4 + 142*q^7*t^5 - 1363*q^6*t^6 + 2019*q^5*t^7 + 141*q^4*t^8 - 54*q^3*t^9 - 2*q^2*t^10 + 6*q^7*t^4 + 362*q^6*t^5 - 144*q^5*t^6 - 795*q^4*t^7 + 21*q^3*t^8 - 7*q^2*t^9 + 28*q^7*t^3 - 281*q^6*t^4 - 110*q^5*t^5 + 759*q^4*t^6 - 170*q^3*t^7 + 38*q^2*t^8 - q^7*t^2 + 14*q^6*t^3 + 241*q^5*t^4 - 202*q^4*t^5 - 142*q^3*t^6 + 54*q^2*t^7 + 15*q^6*t^2 - 186*q^5*t^3 + 385*q^4*t^4 - 297*q^3*t^5 + 4*q^2*t^6 + 9*q*t^7 - 29*q^5*t^2 + 137*q^4*t^3 - 379*q^3*t^4 + 334*q^2*t^5 - 22*q*t^6 - 14*q^5*t + 124*q^4*t^2 - 98*q^3*t^3 + 59*q^2*t^4 - 70*q*t^5 - q^5 + 36*q^4*t - 223*q^3*t^2 + 160*q^2*t^3 + 6*q*t^4 - t^5 - 21*q^3*t + 148*q^2*t^2 - 98*q*t^3 + 3*t^4 + 4*q^2*t - 41*q*t^2 + 18*t^3 + 4*t^2)/((q*t^2 - 1)^3*(q*t + 1)^4*(q*t - 1)^5*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [1, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0352] 'FA_~o'

Zeta functions

ask[-]:

(q^6*t^3 + q^6*t^2 - 4*q^5*t^3 - 3*q^6*t + 6*q^5*t^2 - 6*q^4*t^3 + 4*q^3*t^4 - q^6 + 6*q^5*t - 10*q^4*t^2 + 16*q^3*t^3 - 6*q^2*t^4 + 6*q^4*t - 16*q^3*t^2 + 10*q^2*t^3 - 6*q*t^4 + t^5 - 4*q^3*t + 6*q^2*t^2 - 6*q*t^3 + 3*t^4 + 4*q*t^2 - t^3 - t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^3)

ask[+]:

(q^5*t^8 + 2*q^7*t^5 - 4*q^6*t^6 + 4*q^5*t^7 - 6*q^4*t^8 - q^7*t^4 - 17*q^6*t^5 + 28*q^5*t^6 - 24*q^4*t^7 + 17*q^3*t^8 - 2*q^7*t^3 + 30*q^6*t^4 - 4*q^5*t^5 - 16*q^4*t^6 + 18*q^3*t^7 - 18*q^2*t^8 - 10*q^7*t^2 + 50*q^6*t^3 - 183*q^5*t^4 + 191*q^4*t^5 - 110*q^3*t^6 + 50*q^2*t^7 - 3*q*t^8 + t^9 - 4*q^7*t + 50*q^6*t^2 - 150*q^5*t^3 + 340*q^4*t^4 - 340*q^3*t^5 + 150*q^2*t^6 - 50*q*t^7 + 4*t^8 - q^7 + 3*q^6*t - 50*q^5*t^2 + 110*q^4*t^3 - 191*q^3*t^4 + 183*q^2*t^5 - 50*q*t^6 + 10*t^7 + 18*q^5*t - 18*q^4*t^2 + 16*q^3*t^3 + 4*q^2*t^4 - 30*q*t^5 + 2*t^6 - 17*q^4*t + 24*q^3*t^2 - 28*q^2*t^3 + 17*q*t^4 + t^5 + 6*q^3*t - 4*q^2*t^2 + 4*q*t^3 - 2*t^4 - q^2*t)/((q*t - 1)*(q - t)*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 6], [1, 3], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0353] 'FAdtO'

Zeta functions

ask[-]:

(4*q^6*t^2 - 4*q^5*t^3 + q^4*t^4 + 5*q^6*t - 28*q^5*t^2 + 26*q^4*t^3 - 8*q^3*t^4 + q^6 - 8*q^5*t + 32*q^4*t^2 - 24*q^3*t^3 + 9*q^2*t^4 - 9*q^4*t + 24*q^3*t^2 - 32*q^2*t^3 + 8*q*t^4 - t^5 + 8*q^3*t - 26*q^2*t^2 + 28*q*t^3 - 5*t^4 - q^2*t + 4*q*t^2 - 4*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(2*q^12*t^17 - q^11*t^18 - 3*q^10*t^19 - 8*q^13*t^15 + 5*q^12*t^16 + 16*q^11*t^17 - 26*q^10*t^18 + 36*q^9*t^19 + 4*q^8*t^20 - q^7*t^21 - 4*q^15*t^12 + 33*q^14*t^13 - 46*q^13*t^14 - 37*q^12*t^15 + 153*q^11*t^16 - 249*q^10*t^17 + 139*q^9*t^18 - 101*q^8*t^19 - 43*q^7*t^20 + 5*q^6*t^21 - 2*q^16*t^10 + q^15*t^11 - 2*q^14*t^12 + 68*q^13*t^13 - 139*q^12*t^14 + 447*q^11*t^15 - 503*q^10*t^16 + 456*q^9*t^17 + 5*q^8*t^18 + 15*q^7*t^19 + 152*q^6*t^20 - 4*q^5*t^21 + q^16*t^9 + 51*q^15*t^10 - 357*q^14*t^11 + 668*q^13*t^12 - 836*q^12*t^13 + 147*q^11*t^14 + 273*q^10*t^15 - 817*q^9*t^16 + 759*q^8*t^17 - 854*q^7*t^18 + 242*q^6*t^19 - 223*q^5*t^20 - 22*q^4*t^21 + q^17*t^7 - 11*q^16*t^8 + 142*q^15*t^9 - 563*q^14*t^10 + 1605*q^13*t^11 - 1912*q^12*t^12 + 644*q^11*t^13 + 2265*q^10*t^14 - 3308*q^9*t^15 + 2628*q^8*t^16 - 1322*q^7*t^17 + 554*q^6*t^18 + 104*q^5*t^19 + 43*q^4*t^20 + 66*q^3*t^21 + 4*q^17*t^6 - 73*q^16*t^7 + 298*q^15*t^8 - 817*q^14*t^9 + 2258*q^13*t^10 - 4904*q^12*t^11 + 7028*q^11*t^12 - 6117*q^10*t^13 + 3383*q^9*t^14 - 2284*q^8*t^15 + 3117*q^7*t^16 - 2405*q^6*t^17 + 1607*q^5*t^18 - 805*q^4*t^19 + 173*q^3*t^20 - 71*q^2*t^21 + 10*q^17*t^5 - 140*q^16*t^6 + 747*q^15*t^7 - 2846*q^14*t^8 + 7196*q^13*t^9 - 16496*q^12*t^10 + 28291*q^11*t^11 - 36944*q^10*t^12 + 33227*q^9*t^13 - 22076*q^8*t^14 + 11160*q^7*t^15 - 6049*q^6*t^16 + 1922*q^5*t^17 - 797*q^4*t^18 + 196*q^3*t^19 - 17*q^2*t^20 + 15*q*t^21 + t^22 + 19*q^17*t^4 - 190*q^16*t^5 + 1536*q^15*t^6 - 6571*q^14*t^7 + 19109*q^13*t^8 - 38362*q^12*t^9 + 61557*q^11*t^10 - 73549*q^10*t^11 + 64904*q^9*t^12 - 34248*q^8*t^13 + 3819*q^7*t^14 + 10832*q^6*t^15 - 9458*q^5*t^16 + 5620*q^4*t^17 - 1806*q^3*t^18 + 436*q^2*t^19 - 62*q*t^20 + 2*t^21 + 13*q^17*t^3 - 275*q^16*t^4 + 1939*q^15*t^5 - 8546*q^14*t^6 + 25556*q^13*t^7 - 52302*q^12*t^8 + 74618*q^11*t^9 - 77453*q^10*t^10 + 49693*q^9*t^11 - 3740*q^8*t^12 - 36369*q^7*t^13 + 49449*q^6*t^14 - 36943*q^5*t^15 + 17675*q^4*t^16 - 6240*q^3*t^17 + 1390*q^2*t^18 - 193*q*t^19 + 12*t^20 + 12*q^17*t^2 - 193*q^16*t^3 + 1390*q^15*t^4 - 6240*q^14*t^5 + 17675*q^13*t^6 - 36943*q^12*t^7 + 49449*q^11*t^8 - 36369*q^10*t^9 - 3740*q^9*t^10 + 49693*q^8*t^11 - 77453*q^7*t^12 + 74618*q^6*t^13 - 52302*q^5*t^14 + 25556*q^4*t^15 - 8546*q^3*t^16 + 1939*q^2*t^17 - 275*q*t^18 + 13*t^19 + 2*q^17*t - 62*q^16*t^2 + 436*q^15*t^3 - 1806*q^14*t^4 + 5620*q^13*t^5 - 9458*q^12*t^6 + 10832*q^11*t^7 + 3819*q^10*t^8 - 34248*q^9*t^9 + 64904*q^8*t^10 - 73549*q^7*t^11 + 61557*q^6*t^12 - 38362*q^5*t^13 + 19109*q^4*t^14 - 6571*q^3*t^15 + 1536*q^2*t^16 - 190*q*t^17 + 19*t^18 + q^17 + 15*q^16*t - 17*q^15*t^2 + 196*q^14*t^3 - 797*q^13*t^4 + 1922*q^12*t^5 - 6049*q^11*t^6 + 11160*q^10*t^7 - 22076*q^9*t^8 + 33227*q^8*t^9 - 36944*q^7*t^10 + 28291*q^6*t^11 - 16496*q^5*t^12 + 7196*q^4*t^13 - 2846*q^3*t^14 + 747*q^2*t^15 - 140*q*t^16 + 10*t^17 - 71*q^15*t + 173*q^14*t^2 - 805*q^13*t^3 + 1607*q^12*t^4 - 2405*q^11*t^5 + 3117*q^10*t^6 - 2284*q^9*t^7 + 3383*q^8*t^8 - 6117*q^7*t^9 + 7028*q^6*t^10 - 4904*q^5*t^11 + 2258*q^4*t^12 - 817*q^3*t^13 + 298*q^2*t^14 - 73*q*t^15 + 4*t^16 + 66*q^14*t + 43*q^13*t^2 + 104*q^12*t^3 + 554*q^11*t^4 - 1322*q^10*t^5 + 2628*q^9*t^6 - 3308*q^8*t^7 + 2265*q^7*t^8 + 644*q^6*t^9 - 1912*q^5*t^10 + 1605*q^4*t^11 - 563*q^3*t^12 + 142*q^2*t^13 - 11*q*t^14 + t^15 - 22*q^13*t - 223*q^12*t^2 + 242*q^11*t^3 - 854*q^10*t^4 + 759*q^9*t^5 - 817*q^8*t^6 + 273*q^7*t^7 + 147*q^6*t^8 - 836*q^5*t^9 + 668*q^4*t^10 - 357*q^3*t^11 + 51*q^2*t^12 + q*t^13 - 4*q^12*t + 152*q^11*t^2 + 15*q^10*t^3 + 5*q^9*t^4 + 456*q^8*t^5 - 503*q^7*t^6 + 447*q^6*t^7 - 139*q^5*t^8 + 68*q^4*t^9 - 2*q^3*t^10 + q^2*t^11 - 2*q*t^12 + 5*q^11*t - 43*q^10*t^2 - 101*q^9*t^3 + 139*q^8*t^4 - 249*q^7*t^5 + 153*q^6*t^6 - 37*q^5*t^7 - 46*q^4*t^8 + 33*q^3*t^9 - 4*q^2*t^10 - q^10*t + 4*q^9*t^2 + 36*q^8*t^3 - 26*q^7*t^4 + 16*q^6*t^5 + 5*q^5*t^6 - 8*q^4*t^7 - 3*q^7*t^3 - q^6*t^4 + 2*q^5*t^5)/((q^2 - t)*(t^2 - q)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [0, 6], [1, 3], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6]]

[0354] 'FAerO'

Zeta functions

ask[-]:

(q^7*t^6 - 6*q^7*t^5 + q^6*t^6 - 2*q^5*t^7 + q^9*t^2 + 5*q^7*t^4 + 15*q^6*t^5 - 6*q^5*t^6 + 5*q^4*t^7 + 3*q^9*t - 30*q^8*t^2 + 71*q^7*t^3 - 115*q^6*t^4 + 70*q^5*t^5 - 31*q^4*t^6 + 4*q^3*t^7 + q^9 - 5*q^8*t + 42*q^7*t^2 - 95*q^6*t^3 + 145*q^5*t^4 - 111*q^4*t^5 + 50*q^3*t^6 - 13*q^2*t^7 - 13*q^7*t + 50*q^6*t^2 - 111*q^5*t^3 + 145*q^4*t^4 - 95*q^3*t^5 + 42*q^2*t^6 - 5*q*t^7 + t^8 + 4*q^6*t - 31*q^5*t^2 + 70*q^4*t^3 - 115*q^3*t^4 + 71*q^2*t^5 - 30*q*t^6 + 3*t^7 + 5*q^5*t - 6*q^4*t^2 + 15*q^3*t^3 + 5*q^2*t^4 + t^6 - 2*q^4*t + q^3*t^2 - 6*q^2*t^3 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^5)

ask[+]:

-(q^9*t^10 + 2*q^8*t^11 - 5*q^9*t^9 - 8*q^8*t^10 - 9*q^7*t^11 - 2*q^6*t^12 - q^11*t^6 + 3*q^10*t^7 + 4*q^9*t^8 + 11*q^8*t^9 + 32*q^7*t^10 + 17*q^6*t^11 + 9*q^5*t^12 - 6*q^11*t^5 + 32*q^10*t^6 - 50*q^9*t^7 + 18*q^8*t^8 + 31*q^7*t^9 - 99*q^6*t^10 - 3*q^5*t^11 - 19*q^4*t^12 - 19*q^11*t^4 + 137*q^10*t^5 - 416*q^9*t^6 + 538*q^8*t^7 - 369*q^7*t^8 - 98*q^6*t^9 + 230*q^5*t^10 - 65*q^4*t^11 + 29*q^3*t^12 - 24*q^11*t^3 + 282*q^10*t^4 - 1204*q^9*t^5 + 2752*q^8*t^6 - 3478*q^7*t^7 + 2766*q^6*t^8 - 904*q^5*t^9 + 49*q^4*t^10 + 48*q^3*t^11 - 23*q^2*t^12 - 19*q^11*t^2 + 259*q^10*t^3 - 1554*q^9*t^4 + 4882*q^8*t^5 - 8949*q^7*t^6 + 10229*q^6*t^7 - 7675*q^5*t^8 + 3275*q^4*t^9 - 876*q^3*t^10 + 139*q^2*t^11 - 9*q*t^12 + t^13 - 6*q^11*t + 114*q^10*t^2 - 840*q^9*t^3 + 3546*q^8*t^4 - 9098*q^7*t^5 + 13956*q^6*t^6 - 13956*q^5*t^7 + 9098*q^4*t^8 - 3546*q^3*t^9 + 840*q^2*t^10 - 114*q*t^11 + 6*t^12 - q^11 + 9*q^10*t - 139*q^9*t^2 + 876*q^8*t^3 - 3275*q^7*t^4 + 7675*q^6*t^5 - 10229*q^5*t^6 + 8949*q^4*t^7 - 4882*q^3*t^8 + 1554*q^2*t^9 - 259*q*t^10 + 19*t^11 + 23*q^9*t - 48*q^8*t^2 - 49*q^7*t^3 + 904*q^6*t^4 - 2766*q^5*t^5 + 3478*q^4*t^6 - 2752*q^3*t^7 + 1204*q^2*t^8 - 282*q*t^9 + 24*t^10 - 29*q^8*t + 65*q^7*t^2 - 230*q^6*t^3 + 98*q^5*t^4 + 369*q^4*t^5 - 538*q^3*t^6 + 416*q^2*t^7 - 137*q*t^8 + 19*t^9 + 19*q^7*t + 3*q^6*t^2 + 99*q^5*t^3 - 31*q^4*t^4 - 18*q^3*t^5 + 50*q^2*t^6 - 32*q*t^7 + 6*t^8 - 9*q^6*t - 17*q^5*t^2 - 32*q^4*t^3 - 11*q^3*t^4 - 4*q^2*t^5 - 3*q*t^6 + t^7 + 2*q^5*t + 9*q^4*t^2 + 8*q^3*t^3 + 5*q^2*t^4 - 2*q^3*t^2 - q^2*t^3)/((q - t)^4*q^7*(t + 1)^2*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6]]

[0355] 'FAezo'

Zeta functions

ask[-]:

(q^6*t^2 + q^5*t^3 - q^4*t^4 + q^6*t - 11*q^5*t^2 + 7*q^4*t^3 - 2*q^3*t^4 + q^6 - 2*q^5*t + 16*q^4*t^2 - 12*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 12*q^3*t^2 - 16*q^2*t^3 + 2*q*t^4 - t^5 + 2*q^3*t - 7*q^2*t^2 + 11*q*t^3 - t^4 + q^2*t - q*t^2 - t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(3*q^12*t^12 + 9*q^11*t^13 + 18*q^10*t^14 + 9*q^9*t^15 + 3*q^8*t^16 - 6*q^12*t^11 - 21*q^11*t^12 - 70*q^10*t^13 - 132*q^9*t^14 - 80*q^8*t^15 - 27*q^7*t^16 + q^14*t^8 - 3*q^13*t^9 - 10*q^12*t^10 - 26*q^11*t^11 - 24*q^10*t^12 + 237*q^9*t^13 + 430*q^8*t^14 + 294*q^7*t^15 + 107*q^6*t^16 + 2*q^5*t^17 + q^14*t^7 - 10*q^13*t^8 + 52*q^12*t^9 + 85*q^11*t^10 + 330*q^10*t^11 + 562*q^9*t^12 - 314*q^8*t^13 - 853*q^7*t^14 - 621*q^6*t^15 - 228*q^5*t^16 - 12*q^4*t^17 + 12*q^14*t^6 - 44*q^13*t^7 + 58*q^12*t^8 + 67*q^11*t^9 - 307*q^10*t^10 - 1379*q^9*t^11 - 1951*q^8*t^12 - 304*q^7*t^13 + 1123*q^6*t^14 + 931*q^5*t^15 + 249*q^4*t^16 + 33*q^3*t^17 + 7*q^14*t^5 - 120*q^13*t^6 + 283*q^12*t^7 - 300*q^11*t^8 - 1443*q^10*t^9 + 294*q^9*t^10 + 3292*q^8*t^11 + 3669*q^7*t^12 + 1535*q^6*t^13 - 994*q^5*t^14 - 1005*q^4*t^15 - 137*q^3*t^16 - 41*q^2*t^17 + 26*q^14*t^4 - 136*q^13*t^5 + 600*q^12*t^6 - 1376*q^11*t^7 + 1280*q^10*t^8 + 5818*q^9*t^9 - 217*q^8*t^10 - 4310*q^7*t^11 - 4412*q^6*t^12 - 2601*q^5*t^13 + 972*q^4*t^14 + 554*q^3*t^15 + 94*q^2*t^16 + 11*q*t^17 + t^18 + 7*q^14*t^3 - 254*q^13*t^4 + 989*q^12*t^5 - 1644*q^11*t^6 + 3611*q^10*t^7 - 1784*q^9*t^8 - 13837*q^8*t^9 + 1051*q^7*t^10 + 3929*q^6*t^11 + 2218*q^5*t^12 + 3405*q^4*t^13 - 1311*q^3*t^14 - 13*q^2*t^15 - 64*q*t^16 + t^17 + 12*q^14*t^2 - 60*q^13*t^3 + 915*q^12*t^4 - 2733*q^11*t^5 + 1224*q^10*t^6 - 4449*q^9*t^7 - 207*q^8*t^8 + 18912*q^7*t^9 - 207*q^6*t^10 - 4449*q^5*t^11 + 1224*q^4*t^12 - 2733*q^3*t^13 + 915*q^2*t^14 - 60*q*t^15 + 12*t^16 + q^14*t - 64*q^13*t^2 - 13*q^12*t^3 - 1311*q^11*t^4 + 3405*q^10*t^5 + 2218*q^9*t^6 + 3929*q^8*t^7 + 1051*q^7*t^8 - 13837*q^6*t^9 - 1784*q^5*t^10 + 3611*q^4*t^11 - 1644*q^3*t^12 + 989*q^2*t^13 - 254*q*t^14 + 7*t^15 + q^14 + 11*q^13*t + 94*q^12*t^2 + 554*q^11*t^3 + 972*q^10*t^4 - 2601*q^9*t^5 - 4412*q^8*t^6 - 4310*q^7*t^7 - 217*q^6*t^8 + 5818*q^5*t^9 + 1280*q^4*t^10 - 1376*q^3*t^11 + 600*q^2*t^12 - 136*q*t^13 + 26*t^14 - 41*q^12*t - 137*q^11*t^2 - 1005*q^10*t^3 - 994*q^9*t^4 + 1535*q^8*t^5 + 3669*q^7*t^6 + 3292*q^6*t^7 + 294*q^5*t^8 - 1443*q^4*t^9 - 300*q^3*t^10 + 283*q^2*t^11 - 120*q*t^12 + 7*t^13 + 33*q^11*t + 249*q^10*t^2 + 931*q^9*t^3 + 1123*q^8*t^4 - 304*q^7*t^5 - 1951*q^6*t^6 - 1379*q^5*t^7 - 307*q^4*t^8 + 67*q^3*t^9 + 58*q^2*t^10 - 44*q*t^11 + 12*t^12 - 12*q^10*t - 228*q^9*t^2 - 621*q^8*t^3 - 853*q^7*t^4 - 314*q^6*t^5 + 562*q^5*t^6 + 330*q^4*t^7 + 85*q^3*t^8 + 52*q^2*t^9 - 10*q*t^10 + t^11 + 2*q^9*t + 107*q^8*t^2 + 294*q^7*t^3 + 430*q^6*t^4 + 237*q^5*t^5 - 24*q^4*t^6 - 26*q^3*t^7 - 10*q^2*t^8 - 3*q*t^9 + t^10 - 27*q^7*t^2 - 80*q^6*t^3 - 132*q^5*t^4 - 70*q^4*t^5 - 21*q^3*t^6 - 6*q^2*t^7 + 3*q^6*t^2 + 9*q^5*t^3 + 18*q^4*t^4 + 9*q^3*t^5 + 3*q^2*t^6)/((q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0356] 'FAgxw'

Zeta functions

ask[-]:

(2*q^4*t^2 - 2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 - q^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^10*t^14 - q^9*t^15 - 2*q^8*t^16 + 2*q^10*t^13 + 2*q^9*t^14 - q^8*t^15 + 11*q^7*t^16 - 2*q^11*t^11 + 5*q^10*t^12 - 41*q^9*t^13 + 20*q^8*t^14 - 2*q^7*t^15 - 22*q^6*t^16 - 12*q^11*t^10 + 69*q^10*t^11 - 156*q^9*t^12 + 320*q^8*t^13 - 238*q^7*t^14 + 81*q^6*t^15 + 12*q^5*t^16 - 20*q^11*t^9 + 148*q^10*t^10 - 421*q^9*t^11 + 630*q^8*t^12 - 839*q^7*t^13 + 584*q^6*t^14 - 208*q^5*t^15 + 17*q^4*t^16 - q^3*t^17 - 4*q^11*t^8 + 81*q^10*t^9 - 377*q^9*t^10 + 802*q^8*t^11 - 754*q^7*t^12 + 706*q^6*t^13 - 437*q^5*t^14 + 148*q^4*t^15 - 11*q^3*t^16 + 3*q^11*t^7 - 16*q^10*t^8 - 85*q^9*t^9 + 421*q^8*t^10 - 814*q^7*t^11 + 286*q^6*t^12 + 59*q^5*t^13 - 25*q^4*t^14 - 17*q^3*t^15 + q^11*t^6 + 63*q^10*t^7 - 295*q^9*t^8 + 789*q^8*t^9 - 1394*q^7*t^10 + 1815*q^6*t^11 - 864*q^5*t^12 - 6*q^4*t^13 + 73*q^3*t^14 - 4*q^2*t^15 + 33*q^10*t^6 - 464*q^9*t^7 + 1518*q^8*t^8 - 2614*q^7*t^9 + 2975*q^6*t^10 - 2757*q^5*t^11 + 1410*q^4*t^12 - 241*q^3*t^13 - 10*q^10*t^5 + 35*q^9*t^6 + 563*q^8*t^7 - 1827*q^7*t^8 + 2376*q^6*t^9 - 1671*q^5*t^10 + 1086*q^4*t^11 - 544*q^3*t^12 + 78*q^2*t^13 - 2*q^10*t^4 + 7*q^9*t^5 - 191*q^8*t^6 - 119*q^7*t^7 + 1041*q^6*t^8 - 1041*q^5*t^9 + 119*q^4*t^10 + 191*q^3*t^11 - 7*q^2*t^12 + 2*q*t^13 - 78*q^9*t^4 + 544*q^8*t^5 - 1086*q^7*t^6 + 1671*q^6*t^7 - 2376*q^5*t^8 + 1827*q^4*t^9 - 563*q^3*t^10 - 35*q^2*t^11 + 10*q*t^12 + 241*q^8*t^4 - 1410*q^7*t^5 + 2757*q^6*t^6 - 2975*q^5*t^7 + 2614*q^4*t^8 - 1518*q^3*t^9 + 464*q^2*t^10 - 33*q*t^11 + 4*q^9*t^2 - 73*q^8*t^3 + 6*q^7*t^4 + 864*q^6*t^5 - 1815*q^5*t^6 + 1394*q^4*t^7 - 789*q^3*t^8 + 295*q^2*t^9 - 63*q*t^10 - t^11 + 17*q^8*t^2 + 25*q^7*t^3 - 59*q^6*t^4 - 286*q^5*t^5 + 814*q^4*t^6 - 421*q^3*t^7 + 85*q^2*t^8 + 16*q*t^9 - 3*t^10 + 11*q^8*t - 148*q^7*t^2 + 437*q^6*t^3 - 706*q^5*t^4 + 754*q^4*t^5 - 802*q^3*t^6 + 377*q^2*t^7 - 81*q*t^8 + 4*t^9 + q^8 - 17*q^7*t + 208*q^6*t^2 - 584*q^5*t^3 + 839*q^4*t^4 - 630*q^3*t^5 + 421*q^2*t^6 - 148*q*t^7 + 20*t^8 - 12*q^6*t - 81*q^5*t^2 + 238*q^4*t^3 - 320*q^3*t^4 + 156*q^2*t^5 - 69*q*t^6 + 12*t^7 + 22*q^5*t + 2*q^4*t^2 - 20*q^3*t^3 + 41*q^2*t^4 - 5*q*t^5 + 2*t^6 - 11*q^4*t + q^3*t^2 - 2*q^2*t^3 - 2*q*t^4 + 2*q^3*t + q^2*t^2 - q*t^3)/((q*t^2 - 1)^3*(q*t + 1)*(q*t - 1)*(t^2 - q)*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0357] 'FAhpw'

Zeta functions

ask[-]:

-(3*q^4*t - 4*q^3*t^2 + q^4 - 4*q^3*t + 6*q^2*t^2 - 6*q^2*t + 4*q*t^2 - t^3 + 4*q*t - 3*t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^17 + 3*q^8*t^18 + q^11*t^14 - 4*q^10*t^15 - 19*q^9*t^16 + 7*q^8*t^17 - 17*q^7*t^18 - 4*q^6*t^19 + q^12*t^12 + q^11*t^13 + 28*q^10*t^14 - 10*q^9*t^15 + 77*q^8*t^16 - 3*q^7*t^17 + 20*q^6*t^18 + 22*q^5*t^19 - 2*q^12*t^11 - 36*q^11*t^12 + 48*q^10*t^13 - 81*q^9*t^14 - 54*q^8*t^15 - 9*q^7*t^16 - 136*q^6*t^17 + 48*q^5*t^18 - 50*q^4*t^19 + 7*q^12*t^10 - 28*q^11*t^11 + 103*q^10*t^12 - 124*q^9*t^13 + 36*q^8*t^14 + 195*q^7*t^15 - 72*q^6*t^16 + 216*q^5*t^17 - 91*q^4*t^18 + 50*q^3*t^19 - q^13*t^8 + 31*q^12*t^9 - 51*q^11*t^10 + 257*q^10*t^11 - 715*q^9*t^12 + 1344*q^8*t^13 - 1429*q^7*t^14 + 1034*q^6*t^15 - 764*q^5*t^16 + 197*q^4*t^17 - 34*q^3*t^18 - 8*q^2*t^19 - q*t^20 - 8*q^13*t^7 + 51*q^12*t^8 - 378*q^11*t^9 + 1162*q^10*t^10 - 2912*q^9*t^11 + 5073*q^8*t^12 - 6502*q^7*t^13 + 5623*q^6*t^14 - 3466*q^5*t^15 + 1775*q^4*t^16 - 491*q^3*t^17 + 81*q^2*t^18 - 4*q*t^19 - 14*q^13*t^6 + 141*q^12*t^7 - 816*q^11*t^8 + 2804*q^10*t^9 - 6074*q^9*t^10 + 9824*q^8*t^11 - 11686*q^7*t^12 + 10583*q^6*t^13 - 6722*q^5*t^14 + 2893*q^4*t^15 - 1055*q^3*t^16 + 192*q^2*t^17 - 18*q*t^18 - 11*q^13*t^5 + 197*q^12*t^6 - 951*q^11*t^7 + 3092*q^10*t^8 - 6856*q^9*t^9 + 10273*q^8*t^10 - 11682*q^7*t^11 + 9541*q^6*t^12 - 5957*q^5*t^13 + 2506*q^4*t^14 - 541*q^3*t^15 + 134*q^2*t^16 - 5*q*t^17 - 7*q^13*t^4 + 74*q^12*t^5 - 533*q^11*t^6 + 1677*q^10*t^7 - 3661*q^9*t^8 + 6127*q^8*t^9 - 6727*q^7*t^10 + 5907*q^6*t^11 - 3434*q^5*t^12 + 1634*q^4*t^13 - 488*q^3*t^14 + 8*q^2*t^15 - 5*q*t^16 + 5*q^12*t^4 - 8*q^11*t^5 + 488*q^10*t^6 - 1634*q^9*t^7 + 3434*q^8*t^8 - 5907*q^7*t^9 + 6727*q^6*t^10 - 6127*q^5*t^11 + 3661*q^4*t^12 - 1677*q^3*t^13 + 533*q^2*t^14 - 74*q*t^15 + 7*t^16 + 5*q^12*t^3 - 134*q^11*t^4 + 541*q^10*t^5 - 2506*q^9*t^6 + 5957*q^8*t^7 - 9541*q^7*t^8 + 11682*q^6*t^9 - 10273*q^5*t^10 + 6856*q^4*t^11 - 3092*q^3*t^12 + 951*q^2*t^13 - 197*q*t^14 + 11*t^15 + 18*q^12*t^2 - 192*q^11*t^3 + 1055*q^10*t^4 - 2893*q^9*t^5 + 6722*q^8*t^6 - 10583*q^7*t^7 + 11686*q^6*t^8 - 9824*q^5*t^9 + 6074*q^4*t^10 - 2804*q^3*t^11 + 816*q^2*t^12 - 141*q*t^13 + 14*t^14 + 4*q^12*t - 81*q^11*t^2 + 491*q^10*t^3 - 1775*q^9*t^4 + 3466*q^8*t^5 - 5623*q^7*t^6 + 6502*q^6*t^7 - 5073*q^5*t^8 + 2912*q^4*t^9 - 1162*q^3*t^10 + 378*q^2*t^11 - 51*q*t^12 + 8*t^13 + q^12 + 8*q^11*t + 34*q^10*t^2 - 197*q^9*t^3 + 764*q^8*t^4 - 1034*q^7*t^5 + 1429*q^6*t^6 - 1344*q^5*t^7 + 715*q^4*t^8 - 257*q^3*t^9 + 51*q^2*t^10 - 31*q*t^11 + t^12 - 50*q^10*t + 91*q^9*t^2 - 216*q^8*t^3 + 72*q^7*t^4 - 195*q^6*t^5 - 36*q^5*t^6 + 124*q^4*t^7 - 103*q^3*t^8 + 28*q^2*t^9 - 7*q*t^10 + 50*q^9*t - 48*q^8*t^2 + 136*q^7*t^3 + 9*q^6*t^4 + 54*q^5*t^5 + 81*q^4*t^6 - 48*q^3*t^7 + 36*q^2*t^8 + 2*q*t^9 - 22*q^8*t - 20*q^7*t^2 + 3*q^6*t^3 - 77*q^5*t^4 + 10*q^4*t^5 - 28*q^3*t^6 - q^2*t^7 - q*t^8 + 4*q^7*t + 17*q^6*t^2 - 7*q^5*t^3 + 19*q^4*t^4 + 4*q^3*t^5 - q^2*t^6 - 3*q^5*t^2 - q^4*t^3)/((q*t^2 - 1)^2*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 3], [1, 5], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0358] 'FAk~G'

Zeta functions

ask[-]:

(q^9*t^5 + 2*q^10*t^3 - 8*q^9*t^4 + q^8*t^5 - q^7*t^6 - q^6*t^7 - 5*q^10*t^2 + 15*q^9*t^3 - 3*q^8*t^4 + 9*q^7*t^5 + q^6*t^6 + 3*q^5*t^7 + q^11 - 2*q^10*t + 5*q^9*t^2 - 17*q^8*t^3 + 2*q^7*t^4 - 4*q^6*t^5 - 13*q^5*t^6 - 6*q^9*t + 26*q^8*t^2 - 47*q^7*t^3 + 44*q^6*t^4 - 16*q^5*t^5 + 15*q^4*t^6 - 2*q^3*t^7 - 2*q^8*t + 15*q^7*t^2 - 16*q^6*t^3 + 44*q^5*t^4 - 47*q^4*t^5 + 26*q^3*t^6 - 6*q^2*t^7 - 13*q^6*t^2 - 4*q^5*t^3 + 2*q^4*t^4 - 17*q^3*t^5 + 5*q^2*t^6 - 2*q*t^7 + t^8 + 3*q^6*t + q^5*t^2 + 9*q^4*t^3 - 3*q^3*t^4 + 15*q^2*t^5 - 5*q*t^6 - q^5*t - q^4*t^2 + q^3*t^3 - 8*q^2*t^4 + 2*q*t^5 + q^2*t^3)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(3*q^19*t^12 + 9*q^18*t^13 + 19*q^17*t^14 + 11*q^16*t^15 + 5*q^15*t^16 - 6*q^19*t^11 - 24*q^18*t^12 - 73*q^17*t^13 - 160*q^16*t^14 - 151*q^15*t^15 - 87*q^14*t^16 - 18*q^13*t^17 + 2*q^12*t^18 - 12*q^19*t^10 - 22*q^18*t^11 - 6*q^17*t^12 + 263*q^16*t^13 + 632*q^15*t^14 + 760*q^14*t^15 + 550*q^13*t^16 + 220*q^12*t^17 + 17*q^11*t^18 - 5*q^10*t^19 + q^20*t^8 + 31*q^19*t^9 + 99*q^18*t^10 + 333*q^17*t^11 + 635*q^16*t^12 - 121*q^15*t^13 - 1385*q^14*t^14 - 2141*q^13*t^15 - 1889*q^12*t^16 - 1028*q^11*t^17 - 224*q^10*t^18 + q^9*t^19 + q^7*t^21 + q^21*t^6 - 3*q^20*t^7 - 3*q^19*t^8 + 22*q^18*t^9 - 232*q^17*t^10 - 1556*q^16*t^11 - 2941*q^15*t^12 - 2221*q^14*t^13 + 821*q^13*t^14 + 3708*q^12*t^15 + 4166*q^11*t^16 + 2647*q^10*t^17 + 920*q^9*t^18 + 119*q^8*t^19 + 8*q^7*t^20 - 4*q^6*t^21 + q^21*t^5 - 6*q^20*t^6 - 58*q^19*t^7 - 63*q^18*t^8 - 732*q^17*t^9 - 941*q^16*t^10 + 3419*q^15*t^11 + 8093*q^14*t^12 + 8366*q^13*t^13 + 4021*q^12*t^14 - 2540*q^11*t^15 - 6305*q^10*t^16 - 4600*q^9*t^17 - 1908*q^8*t^18 - 493*q^7*t^19 - 55*q^6*t^20 + 5*q^5*t^21 + 7*q^21*t^4 - 27*q^20*t^5 + 44*q^19*t^6 + 5*q^18*t^7 + 591*q^17*t^8 + 3465*q^16*t^9 + 5480*q^15*t^10 - 1102*q^14*t^11 - 13547*q^13*t^12 - 18277*q^12*t^13 - 12970*q^11*t^14 - 3481*q^10*t^15 + 5222*q^9*t^16 + 5973*q^8*t^17 + 2596*q^7*t^18 + 842*q^6*t^19 + 173*q^5*t^20 + 2*q^4*t^21 + 3*q^21*t^3 - 89*q^20*t^4 + 324*q^19*t^5 - 22*q^18*t^6 + 451*q^17*t^7 + 204*q^16*t^8 - 9546*q^15*t^9 - 16067*q^14*t^10 - 8225*q^13*t^11 + 9675*q^12*t^12 + 25139*q^11*t^13 + 23827*q^10*t^14 + 10424*q^9*t^15 - 452*q^8*t^16 - 4797*q^7*t^17 - 2908*q^6*t^18 - 801*q^5*t^19 - 236*q^4*t^20 - 20*q^3*t^21 + 7*q^21*t^2 - 35*q^20*t^3 + 349*q^19*t^4 - 699*q^18*t^5 - 1906*q^17*t^6 - 1290*q^16*t^7 - 3563*q^15*t^8 + 10210*q^14*t^9 + 33304*q^13*t^10 + 25202*q^12*t^11 + 1884*q^11*t^12 - 17139*q^10*t^13 - 28199*q^9*t^14 - 16500*q^8*t^15 - 2577*q^7*t^16 + 1636*q^6*t^17 + 2090*q^5*t^18 + 757*q^4*t^19 + 101*q^3*t^20 + 34*q^2*t^21 + q^21*t - 39*q^20*t^2 - 52*q^19*t^3 - 358*q^18*t^4 - 68*q^17*t^5 + 5269*q^16*t^6 + 7761*q^15*t^7 + 6265*q^14*t^8 - 892*q^13*t^9 - 35572*q^12*t^10 - 48531*q^11*t^11 - 16803*q^10*t^12 + 6052*q^9*t^13 + 16496*q^8*t^14 + 17288*q^7*t^15 + 4656*q^6*t^16 - 670*q^5*t^17 - 571*q^4*t^18 - 504*q^3*t^19 - 44*q^2*t^20 - 9*q*t^21 - t^22 + q^21 + 9*q^20*t + 44*q^19*t^2 + 504*q^18*t^3 + 571*q^17*t^4 + 670*q^16*t^5 - 4656*q^15*t^6 - 17288*q^14*t^7 - 16496*q^13*t^8 - 6052*q^12*t^9 + 16803*q^11*t^10 + 48531*q^10*t^11 + 35572*q^9*t^12 + 892*q^8*t^13 - 6265*q^7*t^14 - 7761*q^6*t^15 - 5269*q^5*t^16 + 68*q^4*t^17 + 358*q^3*t^18 + 52*q^2*t^19 + 39*q*t^20 - t^21 - 34*q^19*t - 101*q^18*t^2 - 757*q^17*t^3 - 2090*q^16*t^4 - 1636*q^15*t^5 + 2577*q^14*t^6 + 16500*q^13*t^7 + 28199*q^12*t^8 + 17139*q^11*t^9 - 1884*q^10*t^10 - 25202*q^9*t^11 - 33304*q^8*t^12 - 10210*q^7*t^13 + 3563*q^6*t^14 + 1290*q^5*t^15 + 1906*q^4*t^16 + 699*q^3*t^17 - 349*q^2*t^18 + 35*q*t^19 - 7*t^20 + 20*q^18*t + 236*q^17*t^2 + 801*q^16*t^3 + 2908*q^15*t^4 + 4797*q^14*t^5 + 452*q^13*t^6 - 10424*q^12*t^7 - 23827*q^11*t^8 - 25139*q^10*t^9 - 9675*q^9*t^10 + 8225*q^8*t^11 + 16067*q^7*t^12 + 9546*q^6*t^13 - 204*q^5*t^14 - 451*q^4*t^15 + 22*q^3*t^16 - 324*q^2*t^17 + 89*q*t^18 - 3*t^19 - 2*q^17*t - 173*q^16*t^2 - 842*q^15*t^3 - 2596*q^14*t^4 - 5973*q^13*t^5 - 5222*q^12*t^6 + 3481*q^11*t^7 + 12970*q^10*t^8 + 18277*q^9*t^9 + 13547*q^8*t^10 + 1102*q^7*t^11 - 5480*q^6*t^12 - 3465*q^5*t^13 - 591*q^4*t^14 - 5*q^3*t^15 - 44*q^2*t^16 + 27*q*t^17 - 7*t^18 - 5*q^16*t + 55*q^15*t^2 + 493*q^14*t^3 + 1908*q^13*t^4 + 4600*q^12*t^5 + 6305*q^11*t^6 + 2540*q^10*t^7 - 4021*q^9*t^8 - 8366*q^8*t^9 - 8093*q^7*t^10 - 3419*q^6*t^11 + 941*q^5*t^12 + 732*q^4*t^13 + 63*q^3*t^14 + 58*q^2*t^15 + 6*q*t^16 - t^17 + 4*q^15*t - 8*q^14*t^2 - 119*q^13*t^3 - 920*q^12*t^4 - 2647*q^11*t^5 - 4166*q^10*t^6 - 3708*q^9*t^7 - 821*q^8*t^8 + 2221*q^7*t^9 + 2941*q^6*t^10 + 1556*q^5*t^11 + 232*q^4*t^12 - 22*q^3*t^13 + 3*q^2*t^14 + 3*q*t^15 - t^16 - q^14*t - q^12*t^3 + 224*q^11*t^4 + 1028*q^10*t^5 + 1889*q^9*t^6 + 2141*q^8*t^7 + 1385*q^7*t^8 + 121*q^6*t^9 - 635*q^5*t^10 - 333*q^4*t^11 - 99*q^3*t^12 - 31*q^2*t^13 - q*t^14 + 5*q^11*t^3 - 17*q^10*t^4 - 220*q^9*t^5 - 550*q^8*t^6 - 760*q^7*t^7 - 632*q^6*t^8 - 263*q^5*t^9 + 6*q^4*t^10 + 22*q^3*t^11 + 12*q^2*t^12 - 2*q^9*t^4 + 18*q^8*t^5 + 87*q^7*t^6 + 151*q^6*t^7 + 160*q^5*t^8 + 73*q^4*t^9 + 24*q^3*t^10 + 6*q^2*t^11 - 5*q^6*t^6 - 11*q^5*t^7 - 19*q^4*t^8 - 9*q^3*t^9 - 3*q^2*t^10)/((q^2 - t)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0359] 'FAmjg'

Zeta functions

ask[-]:

ask[+]:

(3*q^19*t^14 + 7*q^18*t^15 + 16*q^17*t^16 + 8*q^16*t^17 + 3*q^15*t^18 - 3*q^20*t^12 - 14*q^19*t^13 - 32*q^18*t^14 - 59*q^17*t^15 - 141*q^16*t^16 - 125*q^15*t^17 - 61*q^14*t^18 - 10*q^13*t^19 + q^12*t^20 + 9*q^20*t^11 + 6*q^19*t^12 + 23*q^18*t^13 + 94*q^17*t^14 + 329*q^16*t^15 + 588*q^15*t^16 + 623*q^14*t^17 + 453*q^13*t^18 + 179*q^12*t^19 - 4*q^11*t^20 - 9*q^10*t^21 + 3*q^9*t^22 - q^21*t^9 + 7*q^20*t^10 + 54*q^19*t^11 + 98*q^18*t^12 + 108*q^17*t^13 + 231*q^16*t^14 - 667*q^15*t^15 - 1693*q^14*t^16 - 1883*q^13*t^17 - 1591*q^12*t^18 - 931*q^11*t^19 - 124*q^10*t^20 + 39*q^9*t^21 - 12*q^8*t^22 + q^7*t^23 + 2*q^21*t^8 - 42*q^20*t^9 - 26*q^19*t^10 - 218*q^18*t^11 - 838*q^17*t^12 - 1372*q^16*t^13 - 1737*q^15*t^14 - 379*q^14*t^15 + 2493*q^13*t^16 + 4056*q^12*t^17 + 3696*q^11*t^18 + 2397*q^10*t^19 + 707*q^9*t^20 + 17*q^8*t^21 + 21*q^7*t^22 - 8*q^6*t^23 + 4*q^21*t^7 - 8*q^20*t^8 - 128*q^19*t^9 - 6*q^18*t^10 + 492*q^17*t^11 + 1554*q^16*t^12 + 5354*q^15*t^13 + 6864*q^14*t^14 + 4048*q^13*t^15 - 234*q^12*t^16 - 4667*q^11*t^17 - 6580*q^10*t^18 - 4175*q^9*t^19 - 1524*q^8*t^20 - 375*q^7*t^21 - 50*q^6*t^22 + 23*q^5*t^23 - 9*q^21*t^6 + 105*q^20*t^7 - 14*q^19*t^8 + 795*q^18*t^9 + 2062*q^17*t^10 + 240*q^16*t^11 - 1537*q^15*t^12 - 8157*q^14*t^13 - 16682*q^13*t^14 - 13200*q^12*t^15 - 5048*q^11*t^16 + 913*q^10*t^17 + 7142*q^9*t^18 + 5928*q^8*t^19 + 2007*q^7*t^20 + 757*q^6*t^21 + 159*q^5*t^22 - 29*q^4*t^23 - 2*q^22*t^4 - 2*q^21*t^5 + 33*q^20*t^6 + 104*q^19*t^7 - 518*q^18*t^8 - 2171*q^17*t^9 - 6108*q^16*t^10 - 8661*q^15*t^11 - 2114*q^14*t^12 + 7893*q^13*t^13 + 20664*q^12*t^14 + 25503*q^11*t^15 + 14996*q^10*t^16 + 3524*q^9*t^17 - 3486*q^8*t^18 - 5446*q^7*t^19 - 2414*q^6*t^20 - 716*q^5*t^21 - 235*q^4*t^22 + 4*q^3*t^23 + 41*q^21*t^4 - 235*q^20*t^5 + 96*q^19*t^6 - 1313*q^18*t^7 - 1317*q^17*t^8 + 6298*q^16*t^9 + 10705*q^15*t^10 + 19521*q^14*t^11 + 20888*q^13*t^12 - 1711*q^12*t^13 - 18435*q^11*t^14 - 24616*q^10*t^15 - 25106*q^9*t^16 - 9191*q^8*t^17 + 1092*q^7*t^18 + 2218*q^6*t^19 + 1962*q^5*t^20 + 695*q^4*t^21 + 102*q^3*t^22 + 28*q^2*t^23 - 4*q^22*t^2 + 17*q^21*t^3 - 227*q^20*t^4 + 548*q^19*t^5 + 1222*q^18*t^6 + 2267*q^17*t^7 + 7612*q^16*t^8 - 2454*q^15*t^9 - 20343*q^14*t^10 - 24849*q^13*t^11 - 36529*q^12*t^12 - 23139*q^11*t^13 + 10951*q^10*t^14 + 18227*q^9*t^15 + 19219*q^8*t^16 + 13773*q^7*t^17 + 1129*q^6*t^18 - 973*q^5*t^19 - 508*q^4*t^20 - 526*q^3*t^21 - 33*q^2*t^22 - 11*q*t^23 - t^24 + 29*q^21*t^2 + 93*q^20*t^3 + 211*q^19*t^4 + 334*q^18*t^5 - 3335*q^17*t^6 - 7518*q^16*t^7 - 11086*q^15*t^8 - 12562*q^14*t^9 + 13028*q^13*t^10 + 34987*q^12*t^11 + 35130*q^11*t^12 + 34987*q^10*t^13 + 13028*q^9*t^14 - 12562*q^8*t^15 - 11086*q^7*t^16 - 7518*q^6*t^17 - 3335*q^5*t^18 + 334*q^4*t^19 + 211*q^3*t^20 + 93*q^2*t^21 + 29*q*t^22 - q^22 - 11*q^21*t - 33*q^20*t^2 - 526*q^19*t^3 - 508*q^18*t^4 - 973*q^17*t^5 + 1129*q^16*t^6 + 13773*q^15*t^7 + 19219*q^14*t^8 + 18227*q^13*t^9 + 10951*q^12*t^10 - 23139*q^11*t^11 - 36529*q^10*t^12 - 24849*q^9*t^13 - 20343*q^8*t^14 - 2454*q^7*t^15 + 7612*q^6*t^16 + 2267*q^5*t^17 + 1222*q^4*t^18 + 548*q^3*t^19 - 227*q^2*t^20 + 17*q*t^21 - 4*t^22 + 28*q^20*t + 102*q^19*t^2 + 695*q^18*t^3 + 1962*q^17*t^4 + 2218*q^16*t^5 + 1092*q^15*t^6 - 9191*q^14*t^7 - 25106*q^13*t^8 - 24616*q^12*t^9 - 18435*q^11*t^10 - 1711*q^10*t^11 + 20888*q^9*t^12 + 19521*q^8*t^13 + 10705*q^7*t^14 + 6298*q^6*t^15 - 1317*q^5*t^16 - 1313*q^4*t^17 + 96*q^3*t^18 - 235*q^2*t^19 + 41*q*t^20 + 4*q^19*t - 235*q^18*t^2 - 716*q^17*t^3 - 2414*q^16*t^4 - 5446*q^15*t^5 - 3486*q^14*t^6 + 3524*q^13*t^7 + 14996*q^12*t^8 + 25503*q^11*t^9 + 20664*q^10*t^10 + 7893*q^9*t^11 - 2114*q^8*t^12 - 8661*q^7*t^13 - 6108*q^6*t^14 - 2171*q^5*t^15 - 518*q^4*t^16 + 104*q^3*t^17 + 33*q^2*t^18 - 2*q*t^19 - 2*t^20 - 29*q^18*t + 159*q^17*t^2 + 757*q^16*t^3 + 2007*q^15*t^4 + 5928*q^14*t^5 + 7142*q^13*t^6 + 913*q^12*t^7 - 5048*q^11*t^8 - 13200*q^10*t^9 - 16682*q^9*t^10 - 8157*q^8*t^11 - 1537*q^7*t^12 + 240*q^6*t^13 + 2062*q^5*t^14 + 795*q^4*t^15 - 14*q^3*t^16 + 105*q^2*t^17 - 9*q*t^18 + 23*q^17*t - 50*q^16*t^2 - 375*q^15*t^3 - 1524*q^14*t^4 - 4175*q^13*t^5 - 6580*q^12*t^6 - 4667*q^11*t^7 - 234*q^10*t^8 + 4048*q^9*t^9 + 6864*q^8*t^10 + 5354*q^7*t^11 + 1554*q^6*t^12 + 492*q^5*t^13 - 6*q^4*t^14 - 128*q^3*t^15 - 8*q^2*t^16 + 4*q*t^17 - 8*q^16*t + 21*q^15*t^2 + 17*q^14*t^3 + 707*q^13*t^4 + 2397*q^12*t^5 + 3696*q^11*t^6 + 4056*q^10*t^7 + 2493*q^9*t^8 - 379*q^8*t^9 - 1737*q^7*t^10 - 1372*q^6*t^11 - 838*q^5*t^12 - 218*q^4*t^13 - 26*q^3*t^14 - 42*q^2*t^15 + 2*q*t^16 + q^15*t - 12*q^14*t^2 + 39*q^13*t^3 - 124*q^12*t^4 - 931*q^11*t^5 - 1591*q^10*t^6 - 1883*q^9*t^7 - 1693*q^8*t^8 - 667*q^7*t^9 + 231*q^6*t^10 + 108*q^5*t^11 + 98*q^4*t^12 + 54*q^3*t^13 + 7*q^2*t^14 - q*t^15 + 3*q^13*t^2 - 9*q^12*t^3 - 4*q^11*t^4 + 179*q^10*t^5 + 453*q^9*t^6 + 623*q^8*t^7 + 588*q^7*t^8 + 329*q^6*t^9 + 94*q^5*t^10 + 23*q^4*t^11 + 6*q^3*t^12 + 9*q^2*t^13 + q^10*t^4 - 10*q^9*t^5 - 61*q^8*t^6 - 125*q^7*t^7 - 141*q^6*t^8 - 59*q^5*t^9 - 32*q^4*t^10 - 14*q^3*t^11 - 3*q^2*t^12 + 3*q^7*t^6 + 8*q^6*t^7 + 16*q^5*t^8 + 7*q^4*t^9 + 3*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0360] 'FAmrW'

Zeta functions

ask[-]:

-(q^6*t^3 + q^7*t - 6*q^6*t^2 + 3*q^5*t^3 - 2*q^4*t^4 + q^7 - q^6*t + 6*q^5*t^2 - q^4*t^3 - 7*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 + 7*q^2*t^4 + q^3*t^2 - 6*q^2*t^3 + q*t^4 - t^5 + 2*q^3*t - 3*q^2*t^2 + 6*q*t^3 - t^4 - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^7*t^6 - 2*q^6*t^7 - 3*q^8*t^4 + 6*q^7*t^5 - 4*q^6*t^6 + 5*q^5*t^7 + q^4*t^8 - 5*q^8*t^3 + 31*q^7*t^4 - 54*q^6*t^5 + 38*q^5*t^6 - 21*q^4*t^7 + 3*q^3*t^8 - 8*q^8*t^2 + 43*q^7*t^3 - 121*q^6*t^4 + 150*q^5*t^5 - 86*q^4*t^6 + 31*q^3*t^7 - 9*q^2*t^8 - 3*q^8*t + 36*q^7*t^2 - 85*q^6*t^3 + 125*q^5*t^4 - 84*q^4*t^5 + 4*q^3*t^6 + 23*q^2*t^7 - 3*q*t^8 + t^9 - q^8 + 3*q^7*t - 23*q^6*t^2 - 4*q^5*t^3 + 84*q^4*t^4 - 125*q^3*t^5 + 85*q^2*t^6 - 36*q*t^7 + 3*t^8 + 9*q^6*t - 31*q^5*t^2 + 86*q^4*t^3 - 150*q^3*t^4 + 121*q^2*t^5 - 43*q*t^6 + 8*t^7 - 3*q^5*t + 21*q^4*t^2 - 38*q^3*t^3 + 54*q^2*t^4 - 31*q*t^5 + 5*t^6 - q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - 6*q*t^4 + 3*t^5 + 2*q^2*t^2 - q*t^3)/((q - t)*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0361] 'FAmrw'

Zeta functions

ask[-]:

-(q^6*t^3 - 4*q^6*t^2 + 2*q^5*t^3 - 2*q^4*t^4 + q^7 + 5*q^5*t^2 - 2*q^4*t^3 + q^3*t^4 - 6*q^5*t + 10*q^4*t^2 - 10*q^3*t^3 + 6*q^2*t^4 - q^4*t + 2*q^3*t^2 - 5*q^2*t^3 - t^5 + 2*q^3*t - 2*q^2*t^2 + 4*q*t^3 - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^7*t^12 + q^9*t^9 - 3*q^8*t^10 - 3*q^7*t^11 - q^6*t^12 - q^5*t^13 + q^9*t^8 + 3*q^8*t^9 - 8*q^7*t^10 + 31*q^6*t^11 - 12*q^5*t^12 + 3*q^4*t^13 - 4*q^10*t^6 + q^9*t^7 + 7*q^8*t^8 + 6*q^7*t^9 - 11*q^6*t^10 - 26*q^5*t^11 + 9*q^4*t^12 + 4*q^3*t^13 + 3*q^11*t^4 - 10*q^10*t^5 + 53*q^9*t^6 - 135*q^8*t^7 + 175*q^7*t^8 - 250*q^6*t^9 + 222*q^5*t^10 - 92*q^4*t^11 + 25*q^3*t^12 - 16*q^2*t^13 + 2*q^11*t^3 - 41*q^10*t^4 + 152*q^9*t^5 - 362*q^8*t^6 + 615*q^7*t^7 - 575*q^6*t^8 + 441*q^5*t^9 - 248*q^4*t^10 + 61*q^3*t^11 + 14*q^2*t^12 + 3*q*t^13 + t^14 + 6*q^11*t^2 - 34*q^10*t^3 + 184*q^9*t^4 - 438*q^8*t^5 + 579*q^7*t^6 - 517*q^6*t^7 + 153*q^5*t^8 + 133*q^4*t^9 - 137*q^3*t^10 + 65*q^2*t^11 - 31*q*t^12 + t^13 + q^11*t - 31*q^10*t^2 + 65*q^9*t^3 - 137*q^8*t^4 + 133*q^7*t^5 + 153*q^6*t^6 - 517*q^5*t^7 + 579*q^4*t^8 - 438*q^3*t^9 + 184*q^2*t^10 - 34*q*t^11 + 6*t^12 + q^11 + 3*q^10*t + 14*q^9*t^2 + 61*q^8*t^3 - 248*q^7*t^4 + 441*q^6*t^5 - 575*q^5*t^6 + 615*q^4*t^7 - 362*q^3*t^8 + 152*q^2*t^9 - 41*q*t^10 + 2*t^11 - 16*q^9*t + 25*q^8*t^2 - 92*q^7*t^3 + 222*q^6*t^4 - 250*q^5*t^5 + 175*q^4*t^6 - 135*q^3*t^7 + 53*q^2*t^8 - 10*q*t^9 + 3*t^10 + 4*q^8*t + 9*q^7*t^2 - 26*q^6*t^3 - 11*q^5*t^4 + 6*q^4*t^5 + 7*q^3*t^6 + q^2*t^7 - 4*q*t^8 + 3*q^7*t - 12*q^6*t^2 + 31*q^5*t^3 - 8*q^4*t^4 + 3*q^3*t^5 + q^2*t^6 - q^6*t - q^5*t^2 - 3*q^4*t^3 - 3*q^3*t^4 + q^2*t^5 + q^4*t^2)/((t^2 - q)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0362] 'FAmzw'

Zeta functions

ask[-]:

(2*q^5*t^2 - q^4*t^3 - q^6 - 3*q^4*t^2 + 5*q^4*t - 4*q^3*t^2 + 5*q^2*t^3 - 3*q^2*t^2 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(3*q^12*t^13 - q^9*t^16 + q^14*t^10 - 3*q^13*t^11 - 6*q^12*t^12 - 7*q^11*t^13 + 4*q^10*t^14 - 18*q^9*t^15 + 6*q^8*t^16 + 5*q^7*t^17 + 6*q^13*t^10 - 26*q^12*t^11 + 18*q^11*t^12 + 58*q^10*t^13 - 17*q^9*t^14 + 46*q^8*t^15 - 5*q^7*t^16 - 11*q^6*t^17 - 3*q^5*t^18 - 12*q^14*t^8 + 36*q^13*t^9 - 7*q^12*t^10 + 45*q^11*t^11 + 11*q^10*t^12 - 82*q^9*t^13 - 60*q^8*t^14 - 52*q^7*t^15 + 17*q^6*t^16 - 18*q^5*t^17 + 8*q^4*t^18 - q^15*t^6 - q^14*t^7 + 12*q^13*t^8 + 49*q^12*t^9 - 111*q^11*t^10 - 225*q^10*t^11 + 118*q^9*t^12 - 118*q^8*t^13 + 135*q^7*t^14 + 170*q^6*t^15 - 47*q^5*t^16 + 60*q^4*t^17 + q^3*t^18 + 2*q^16*t^4 - 3*q^15*t^5 + 59*q^14*t^6 - 194*q^13*t^7 + 67*q^12*t^8 - 124*q^11*t^9 - 89*q^10*t^10 + 887*q^9*t^11 - 14*q^8*t^12 - 40*q^7*t^13 + 15*q^6*t^14 - 246*q^5*t^15 - 75*q^4*t^16 - 27*q^3*t^17 - 20*q^2*t^18 - 34*q^15*t^4 + 77*q^14*t^5 - 217*q^13*t^6 + 362*q^12*t^7 + 514*q^11*t^8 - 292*q^10*t^9 - 34*q^9*t^10 - 525*q^8*t^11 - 894*q^7*t^12 + 187*q^6*t^13 + 292*q^5*t^14 - 30*q^4*t^15 + 199*q^3*t^16 + 11*q^2*t^17 + 9*q*t^18 + t^19 + 4*q^16*t^2 - 6*q^15*t^3 + 116*q^14*t^4 + 17*q^13*t^5 - 161*q^12*t^6 + 68*q^11*t^7 - 965*q^10*t^8 - 639*q^9*t^9 + 1358*q^8*t^10 + 21*q^7*t^11 + 504*q^6*t^12 + 459*q^5*t^13 - 496*q^4*t^14 + 2*q^3*t^15 - 63*q^2*t^16 - 21*q*t^17 - 21*q^15*t^2 - 63*q^14*t^3 + 2*q^13*t^4 - 496*q^12*t^5 + 459*q^11*t^6 + 504*q^10*t^7 + 21*q^9*t^8 + 1358*q^8*t^9 - 639*q^7*t^10 - 965*q^6*t^11 + 68*q^5*t^12 - 161*q^4*t^13 + 17*q^3*t^14 + 116*q^2*t^15 - 6*q*t^16 + 4*t^17 + q^16 + 9*q^15*t + 11*q^14*t^2 + 199*q^13*t^3 - 30*q^12*t^4 + 292*q^11*t^5 + 187*q^10*t^6 - 894*q^9*t^7 - 525*q^8*t^8 - 34*q^7*t^9 - 292*q^6*t^10 + 514*q^5*t^11 + 362*q^4*t^12 - 217*q^3*t^13 + 77*q^2*t^14 - 34*q*t^15 - 20*q^14*t - 27*q^13*t^2 - 75*q^12*t^3 - 246*q^11*t^4 + 15*q^10*t^5 - 40*q^9*t^6 - 14*q^8*t^7 + 887*q^7*t^8 - 89*q^6*t^9 - 124*q^5*t^10 + 67*q^4*t^11 - 194*q^3*t^12 + 59*q^2*t^13 - 3*q*t^14 + 2*t^15 + q^13*t + 60*q^12*t^2 - 47*q^11*t^3 + 170*q^10*t^4 + 135*q^9*t^5 - 118*q^8*t^6 + 118*q^7*t^7 - 225*q^6*t^8 - 111*q^5*t^9 + 49*q^4*t^10 + 12*q^3*t^11 - q^2*t^12 - q*t^13 + 8*q^12*t - 18*q^11*t^2 + 17*q^10*t^3 - 52*q^9*t^4 - 60*q^8*t^5 - 82*q^7*t^6 + 11*q^6*t^7 + 45*q^5*t^8 - 7*q^4*t^9 + 36*q^3*t^10 - 12*q^2*t^11 - 3*q^11*t - 11*q^10*t^2 - 5*q^9*t^3 + 46*q^8*t^4 - 17*q^7*t^5 + 58*q^6*t^6 + 18*q^5*t^7 - 26*q^4*t^8 + 6*q^3*t^9 + 5*q^9*t^2 + 6*q^8*t^3 - 18*q^7*t^4 + 4*q^6*t^5 - 7*q^5*t^6 - 6*q^4*t^7 - 3*q^3*t^8 + q^2*t^9 - q^7*t^3 + 3*q^4*t^6)/((q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0363] 'FBEmW'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 - 2*q^6*t^2 - 4*q^4*t^4 + q^6*t - 4*q^5*t^2 + 5*q^4*t^3 + q^6 - q^5*t + 12*q^4*t^2 - 10*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 10*q^3*t^2 - 12*q^2*t^3 + q*t^4 - t^5 - 5*q^2*t^2 + 4*q*t^3 - t^4 + 4*q^2*t + 2*t^3 - q*t - t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^3)

ask[+]:

(2*q^15*t^10 + 4*q^14*t^11 - q^12*t^13 + q^11*t^14 - q^16*t^8 - 8*q^15*t^9 - 10*q^14*t^10 - 28*q^13*t^11 - 14*q^12*t^12 + 8*q^11*t^13 - 4*q^10*t^14 + q^9*t^15 + 2*q^16*t^7 + 46*q^14*t^9 + 72*q^13*t^10 + 54*q^12*t^11 + 76*q^11*t^12 - 14*q^10*t^13 + q^9*t^14 - 7*q^8*t^15 + 5*q^16*t^6 - 47*q^14*t^8 - 75*q^13*t^9 - 212*q^12*t^10 - 144*q^11*t^11 - 85*q^10*t^12 - 18*q^9*t^13 + 11*q^8*t^14 + 21*q^7*t^15 - 7*q^16*t^5 + 3*q^15*t^6 - 23*q^14*t^7 + 95*q^13*t^8 + 215*q^12*t^9 + 179*q^11*t^10 + 330*q^10*t^11 + 55*q^9*t^12 - 16*q^8*t^13 + 10*q^7*t^14 - 33*q^6*t^15 - 2*q^16*t^4 + 15*q^15*t^5 + 16*q^14*t^6 - 35*q^13*t^7 + 22*q^12*t^8 - 329*q^11*t^9 - 172*q^10*t^10 - 174*q^9*t^11 - 200*q^8*t^12 + 137*q^7*t^13 - 36*q^6*t^14 + 22*q^5*t^15 + q^16*t^3 - q^15*t^4 - 3*q^14*t^5 - 23*q^13*t^6 - 56*q^12*t^7 + 8*q^11*t^8 - q^10*t^9 + 208*q^9*t^10 + 37*q^8*t^11 + 107*q^7*t^12 - 38*q^6*t^13 - 9*q^5*t^14 + 2*q^4*t^15 + 4*q^15*t^3 - 37*q^14*t^4 + 59*q^13*t^5 - 50*q^12*t^6 + 208*q^11*t^7 + 330*q^10*t^8 - 37*q^9*t^9 + 250*q^8*t^10 - 136*q^7*t^11 - 48*q^6*t^12 + 17*q^5*t^13 - 20*q^4*t^14 + 5*q^3*t^15 - q^2*t^16 + 3*q^15*t^2 - 7*q^14*t^3 + 63*q^13*t^4 + 18*q^12*t^5 - 204*q^11*t^6 - 92*q^10*t^7 - 743*q^9*t^8 - 246*q^8*t^9 - 105*q^7*t^10 - 134*q^6*t^11 + 180*q^5*t^12 - 28*q^4*t^13 + 22*q^3*t^14 - 3*q^2*t^15 - 3*q^14*t^2 - 21*q^13*t^3 - 58*q^12*t^4 - 11*q^11*t^5 + 129*q^10*t^6 + 519*q^9*t^7 + 474*q^8*t^8 + 519*q^7*t^9 + 129*q^6*t^10 - 11*q^5*t^11 - 58*q^4*t^12 - 21*q^3*t^13 - 3*q^2*t^14 - 3*q^14*t + 22*q^13*t^2 - 28*q^12*t^3 + 180*q^11*t^4 - 134*q^10*t^5 - 105*q^9*t^6 - 246*q^8*t^7 - 743*q^7*t^8 - 92*q^6*t^9 - 204*q^5*t^10 + 18*q^4*t^11 + 63*q^3*t^12 - 7*q^2*t^13 + 3*q*t^14 - q^14 + 5*q^13*t - 20*q^12*t^2 + 17*q^11*t^3 - 48*q^10*t^4 - 136*q^9*t^5 + 250*q^8*t^6 - 37*q^7*t^7 + 330*q^6*t^8 + 208*q^5*t^9 - 50*q^4*t^10 + 59*q^3*t^11 - 37*q^2*t^12 + 4*q*t^13 + 2*q^12*t - 9*q^11*t^2 - 38*q^10*t^3 + 107*q^9*t^4 + 37*q^8*t^5 + 208*q^7*t^6 - q^6*t^7 + 8*q^5*t^8 - 56*q^4*t^9 - 23*q^3*t^10 - 3*q^2*t^11 - q*t^12 + t^13 + 22*q^11*t - 36*q^10*t^2 + 137*q^9*t^3 - 200*q^8*t^4 - 174*q^7*t^5 - 172*q^6*t^6 - 329*q^5*t^7 + 22*q^4*t^8 - 35*q^3*t^9 + 16*q^2*t^10 + 15*q*t^11 - 2*t^12 - 33*q^10*t + 10*q^9*t^2 - 16*q^8*t^3 + 55*q^7*t^4 + 330*q^6*t^5 + 179*q^5*t^6 + 215*q^4*t^7 + 95*q^3*t^8 - 23*q^2*t^9 + 3*q*t^10 - 7*t^11 + 21*q^9*t + 11*q^8*t^2 - 18*q^7*t^3 - 85*q^6*t^4 - 144*q^5*t^5 - 212*q^4*t^6 - 75*q^3*t^7 - 47*q^2*t^8 + 5*t^10 - 7*q^8*t + q^7*t^2 - 14*q^6*t^3 + 76*q^5*t^4 + 54*q^4*t^5 + 72*q^3*t^6 + 46*q^2*t^7 + 2*t^9 + q^7*t - 4*q^6*t^2 + 8*q^5*t^3 - 14*q^4*t^4 - 28*q^3*t^5 - 10*q^2*t^6 - 8*q*t^7 - t^8 + q^5*t^2 - q^4*t^3 + 4*q^2*t^5 + 2*q*t^6)/((q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(t^2 - q)^2*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 3], [1, 6], [2, 3], [2, 5], [3, 4], [4, 5], [4, 6], [5, 6]]

[0364] 'FBI]W'

Zeta functions

ask[-]:

-(q^5*t^5 - q^7*t^2 - q^6*t^3 - 3*q^4*t^5 - 2*q^7*t + 18*q^6*t^2 - 21*q^5*t^3 + 17*q^4*t^4 - 3*q^3*t^5 - q^7 + 3*q^6*t - 26*q^5*t^2 + 32*q^4*t^3 - 23*q^3*t^4 + 10*q^2*t^5 + 10*q^5*t - 23*q^4*t^2 + 32*q^3*t^3 - 26*q^2*t^4 + 3*q*t^5 - t^6 - 3*q^4*t + 17*q^3*t^2 - 21*q^2*t^3 + 18*q*t^4 - 2*t^5 - 3*q^3*t - q*t^3 - t^4 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^10*t^12 + 4*q^9*t^13 + 2*q^8*t^14 - 2*q^10*t^11 - 9*q^9*t^12 - 27*q^8*t^13 - 17*q^7*t^14 - q^6*t^15 + q^12*t^8 - 5*q^11*t^9 + 6*q^10*t^10 - 25*q^9*t^11 + 41*q^8*t^12 + 82*q^7*t^13 + 62*q^6*t^14 + 6*q^5*t^15 + 4*q^12*t^7 - 26*q^11*t^8 + 81*q^10*t^9 - 59*q^9*t^10 + 207*q^8*t^11 - 51*q^7*t^12 - 196*q^6*t^13 - 110*q^5*t^14 - 18*q^4*t^15 + 21*q^12*t^6 - 141*q^11*t^7 + 398*q^10*t^8 - 561*q^9*t^9 + 222*q^8*t^10 - 493*q^7*t^11 - 298*q^6*t^12 + 507*q^5*t^13 + 57*q^4*t^14 + 36*q^3*t^15 + 31*q^12*t^5 - 350*q^11*t^6 + 1436*q^10*t^7 - 3192*q^9*t^8 + 3540*q^8*t^9 - 2196*q^7*t^10 + 1892*q^6*t^11 + 341*q^5*t^12 - 644*q^4*t^13 + 19*q^3*t^14 - 37*q^2*t^15 + 52*q^12*t^4 - 535*q^11*t^5 + 2752*q^10*t^6 - 8181*q^9*t^7 + 15258*q^8*t^8 - 15738*q^7*t^9 + 11282*q^6*t^10 - 7234*q^5*t^11 + 1719*q^4*t^12 - 84*q^3*t^13 + 90*q^2*t^14 + 2*q*t^15 + t^16 + 31*q^12*t^3 - 572*q^11*t^4 + 3406*q^10*t^5 - 11346*q^9*t^6 + 25770*q^8*t^7 - 39822*q^7*t^8 + 36469*q^6*t^9 - 23985*q^5*t^10 + 12478*q^4*t^11 - 3517*q^3*t^12 + 568*q^2*t^13 - 100*q*t^14 + 4*t^15 + 21*q^12*t^2 - 265*q^11*t^3 + 2257*q^10*t^4 - 9605*q^9*t^5 + 23565*q^8*t^6 - 42762*q^7*t^7 + 54964*q^6*t^8 - 42762*q^5*t^9 + 23565*q^4*t^10 - 9605*q^3*t^11 + 2257*q^2*t^12 - 265*q*t^13 + 21*t^14 + 4*q^12*t - 100*q^11*t^2 + 568*q^10*t^3 - 3517*q^9*t^4 + 12478*q^8*t^5 - 23985*q^7*t^6 + 36469*q^6*t^7 - 39822*q^5*t^8 + 25770*q^4*t^9 - 11346*q^3*t^10 + 3406*q^2*t^11 - 572*q*t^12 + 31*t^13 + q^12 + 2*q^11*t + 90*q^10*t^2 - 84*q^9*t^3 + 1719*q^8*t^4 - 7234*q^7*t^5 + 11282*q^6*t^6 - 15738*q^5*t^7 + 15258*q^4*t^8 - 8181*q^3*t^9 + 2752*q^2*t^10 - 535*q*t^11 + 52*t^12 - 37*q^10*t + 19*q^9*t^2 - 644*q^8*t^3 + 341*q^7*t^4 + 1892*q^6*t^5 - 2196*q^5*t^6 + 3540*q^4*t^7 - 3192*q^3*t^8 + 1436*q^2*t^9 - 350*q*t^10 + 31*t^11 + 36*q^9*t + 57*q^8*t^2 + 507*q^7*t^3 - 298*q^6*t^4 - 493*q^5*t^5 + 222*q^4*t^6 - 561*q^3*t^7 + 398*q^2*t^8 - 141*q*t^9 + 21*t^10 - 18*q^8*t - 110*q^7*t^2 - 196*q^6*t^3 - 51*q^5*t^4 + 207*q^4*t^5 - 59*q^3*t^6 + 81*q^2*t^7 - 26*q*t^8 + 4*t^9 + 6*q^7*t + 62*q^6*t^2 + 82*q^5*t^3 + 41*q^4*t^4 - 25*q^3*t^5 + 6*q^2*t^6 - 5*q*t^7 + t^8 - q^6*t - 17*q^5*t^2 - 27*q^4*t^3 - 9*q^3*t^4 - 2*q^2*t^5 + 2*q^4*t^2 + 4*q^3*t^3 + q^2*t^4)/((q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 3], [1, 6], [2, 3], [2, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0365] 'FBN^W'

Zeta functions

ask[-]:

(q^8 + q^7*t - 2*q^6*t^2 + q^5*t^3 - 4*q^6*t - 2*q^5*t + 10*q^4*t^2 - 2*q^3*t^3 - 4*q^2*t^3 + q^3*t - 2*q^2*t^2 + q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(2*q^15*t^11 + 2*q^14*t^12 + 3*q^13*t^13 - 2*q^16*t^9 - 4*q^15*t^10 - 7*q^14*t^11 - 7*q^13*t^12 - 30*q^12*t^13 - 12*q^11*t^14 - 3*q^10*t^15 + 2*q^9*t^16 + 4*q^16*t^8 - 6*q^15*t^9 - 6*q^14*t^10 + 18*q^13*t^11 + 41*q^12*t^12 + 89*q^11*t^13 + 54*q^10*t^14 + 43*q^9*t^15 - 3*q^8*t^16 - 3*q^7*t^17 + 12*q^16*t^7 + 7*q^15*t^8 + 20*q^14*t^9 + 65*q^13*t^10 + 92*q^12*t^11 - 139*q^11*t^12 - 210*q^10*t^13 - 93*q^9*t^14 - 130*q^8*t^15 - 30*q^7*t^16 + 6*q^6*t^17 + q^5*t^18 - 2*q^17*t^5 - 19*q^16*t^6 + 12*q^15*t^7 - 37*q^14*t^8 - 153*q^13*t^9 - 128*q^12*t^10 - 369*q^11*t^11 + 24*q^10*t^12 + 361*q^9*t^13 + 223*q^8*t^14 + 135*q^7*t^15 + 79*q^6*t^16 + 25*q^5*t^17 - 4*q^4*t^18 + 4*q^17*t^4 - 29*q^16*t^5 + 52*q^15*t^6 - 33*q^14*t^7 - 174*q^13*t^8 + 290*q^12*t^9 + 638*q^11*t^10 + 489*q^10*t^11 + 171*q^9*t^12 - 47*q^8*t^13 - 425*q^7*t^14 - 138*q^6*t^15 - 34*q^5*t^16 - 70*q^4*t^17 - q^3*t^18 - q^18*t^2 + 7*q^17*t^3 - 6*q^16*t^4 + 16*q^15*t^5 + 158*q^14*t^6 + 115*q^13*t^7 + 159*q^12*t^8 + 333*q^11*t^9 - 1095*q^10*t^10 - 1151*q^9*t^11 - 9*q^8*t^12 - 228*q^7*t^13 + 122*q^6*t^14 + 206*q^5*t^15 + 18*q^4*t^16 + 31*q^3*t^17 + 16*q^2*t^18 + 8*q^17*t^2 + 21*q^16*t^3 - 104*q^15*t^4 + 90*q^14*t^5 - 133*q^13*t^6 - 829*q^12*t^7 - 193*q^11*t^8 - 355*q^10*t^9 + 249*q^9*t^10 + 1370*q^8*t^11 + 668*q^7*t^12 - 136*q^6*t^13 + 92*q^5*t^14 + 37*q^4*t^15 - 85*q^3*t^16 + q^2*t^17 - 7*q*t^18 - t^19 - q^18 - 7*q^17*t + q^16*t^2 - 85*q^15*t^3 + 37*q^14*t^4 + 92*q^13*t^5 - 136*q^12*t^6 + 668*q^11*t^7 + 1370*q^10*t^8 + 249*q^9*t^9 - 355*q^8*t^10 - 193*q^7*t^11 - 829*q^6*t^12 - 133*q^5*t^13 + 90*q^4*t^14 - 104*q^3*t^15 + 21*q^2*t^16 + 8*q*t^17 + 16*q^16*t + 31*q^15*t^2 + 18*q^14*t^3 + 206*q^13*t^4 + 122*q^12*t^5 - 228*q^11*t^6 - 9*q^10*t^7 - 1151*q^9*t^8 - 1095*q^8*t^9 + 333*q^7*t^10 + 159*q^6*t^11 + 115*q^5*t^12 + 158*q^4*t^13 + 16*q^3*t^14 - 6*q^2*t^15 + 7*q*t^16 - t^17 - q^15*t - 70*q^14*t^2 - 34*q^13*t^3 - 138*q^12*t^4 - 425*q^11*t^5 - 47*q^10*t^6 + 171*q^9*t^7 + 489*q^8*t^8 + 638*q^7*t^9 + 290*q^6*t^10 - 174*q^5*t^11 - 33*q^4*t^12 + 52*q^3*t^13 - 29*q^2*t^14 + 4*q*t^15 - 4*q^14*t + 25*q^13*t^2 + 79*q^12*t^3 + 135*q^11*t^4 + 223*q^10*t^5 + 361*q^9*t^6 + 24*q^8*t^7 - 369*q^7*t^8 - 128*q^6*t^9 - 153*q^5*t^10 - 37*q^4*t^11 + 12*q^3*t^12 - 19*q^2*t^13 - 2*q*t^14 + q^13*t + 6*q^12*t^2 - 30*q^11*t^3 - 130*q^10*t^4 - 93*q^9*t^5 - 210*q^8*t^6 - 139*q^7*t^7 + 92*q^6*t^8 + 65*q^5*t^9 + 20*q^4*t^10 + 7*q^3*t^11 + 12*q^2*t^12 - 3*q^11*t^2 - 3*q^10*t^3 + 43*q^9*t^4 + 54*q^8*t^5 + 89*q^7*t^6 + 41*q^6*t^7 + 18*q^5*t^8 - 6*q^4*t^9 - 6*q^3*t^10 + 4*q^2*t^11 + 2*q^9*t^3 - 3*q^8*t^4 - 12*q^7*t^5 - 30*q^6*t^6 - 7*q^5*t^7 - 7*q^4*t^8 - 4*q^3*t^9 - 2*q^2*t^10 + 3*q^5*t^6 + 2*q^4*t^7 + 2*q^3*t^8)/((q^2 - t)*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0366] 'FBO|W'

Zeta functions

ask[-]:

(q^5*t^5 - 2*q^6*t^3 - 3*q^4*t^5 - 2*q^7*t + 13*q^6*t^2 - 15*q^5*t^3 + 15*q^4*t^4 - 2*q^3*t^5 - q^7 + 4*q^6*t - 21*q^5*t^2 + 27*q^4*t^3 - 22*q^3*t^4 + 8*q^2*t^5 + 8*q^5*t - 22*q^4*t^2 + 27*q^3*t^3 - 21*q^2*t^4 + 4*q*t^5 - t^6 - 2*q^4*t + 15*q^3*t^2 - 15*q^2*t^3 + 13*q*t^4 - 2*t^5 - 3*q^3*t - 2*q*t^3 + q^2*t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^3)

ask[+]:

-(4*q^8*t^18 + q^7*t^19 + 2*q^11*t^14 - 6*q^10*t^15 - 9*q^9*t^16 - q^8*t^17 - 25*q^7*t^18 - 6*q^6*t^19 + q^12*t^12 + 2*q^11*t^13 + 2*q^10*t^14 + 22*q^9*t^15 + 54*q^8*t^16 + 14*q^7*t^17 + 57*q^6*t^18 + 18*q^5*t^19 - 2*q^12*t^11 - 32*q^11*t^12 + 81*q^10*t^13 - 139*q^9*t^14 + 62*q^8*t^15 - 172*q^7*t^16 - 53*q^6*t^17 - 51*q^5*t^18 - 34*q^4*t^19 + 13*q^12*t^10 - 106*q^11*t^11 + 446*q^10*t^12 - 969*q^9*t^13 + 1183*q^8*t^14 - 935*q^7*t^15 + 758*q^6*t^16 - 116*q^5*t^17 + 60*q^4*t^18 + 31*q^3*t^19 - 5*q^13*t^8 + 84*q^12*t^9 - 425*q^11*t^10 + 1482*q^10*t^11 - 3368*q^9*t^12 + 5456*q^8*t^13 - 5585*q^7*t^14 + 4033*q^6*t^15 - 2376*q^5*t^16 + 692*q^4*t^17 - 164*q^3*t^18 + 2*q^2*t^19 - q*t^20 - 21*q^13*t^7 + 233*q^12*t^8 - 1204*q^11*t^9 + 3759*q^10*t^10 - 8438*q^9*t^11 + 13367*q^8*t^12 - 15883*q^7*t^13 + 13027*q^6*t^14 - 7529*q^5*t^15 + 3434*q^4*t^16 - 874*q^3*t^17 + 140*q^2*t^18 - 6*q*t^19 - 42*q^13*t^6 + 388*q^12*t^7 - 2072*q^11*t^8 + 6556*q^10*t^9 - 14082*q^9*t^10 + 22422*q^8*t^11 - 26066*q^7*t^12 + 23003*q^6*t^13 - 14435*q^5*t^14 + 6091*q^4*t^15 - 2018*q^3*t^16 + 349*q^2*t^17 - 29*q*t^18 - 31*q^13*t^5 + 428*q^12*t^6 - 2136*q^11*t^7 + 7110*q^10*t^8 - 15848*q^9*t^9 + 24845*q^8*t^10 - 29562*q^7*t^11 + 25520*q^6*t^12 - 16619*q^5*t^13 + 7633*q^4*t^14 - 2077*q^3*t^15 + 446*q^2*t^16 - 34*q*t^17 - 13*q^13*t^4 + 193*q^12*t^5 - 1413*q^11*t^6 + 4895*q^10*t^7 - 11865*q^9*t^8 + 20646*q^8*t^9 - 25282*q^7*t^10 + 24074*q^6*t^11 - 16285*q^5*t^12 + 8223*q^4*t^13 - 2891*q^3*t^14 + 493*q^2*t^15 - 61*q*t^16 + t^17 - q^13*t^3 + 61*q^12*t^4 - 493*q^11*t^5 + 2891*q^10*t^6 - 8223*q^9*t^7 + 16285*q^8*t^8 - 24074*q^7*t^9 + 25282*q^6*t^10 - 20646*q^5*t^11 + 11865*q^4*t^12 - 4895*q^3*t^13 + 1413*q^2*t^14 - 193*q*t^15 + 13*t^16 + 34*q^12*t^3 - 446*q^11*t^4 + 2077*q^10*t^5 - 7633*q^9*t^6 + 16619*q^8*t^7 - 25520*q^7*t^8 + 29562*q^6*t^9 - 24845*q^5*t^10 + 15848*q^4*t^11 - 7110*q^3*t^12 + 2136*q^2*t^13 - 428*q*t^14 + 31*t^15 + 29*q^12*t^2 - 349*q^11*t^3 + 2018*q^10*t^4 - 6091*q^9*t^5 + 14435*q^8*t^6 - 23003*q^7*t^7 + 26066*q^6*t^8 - 22422*q^5*t^9 + 14082*q^4*t^10 - 6556*q^3*t^11 + 2072*q^2*t^12 - 388*q*t^13 + 42*t^14 + 6*q^12*t - 140*q^11*t^2 + 874*q^10*t^3 - 3434*q^9*t^4 + 7529*q^8*t^5 - 13027*q^7*t^6 + 15883*q^6*t^7 - 13367*q^5*t^8 + 8438*q^4*t^9 - 3759*q^3*t^10 + 1204*q^2*t^11 - 233*q*t^12 + 21*t^13 + q^12 - 2*q^11*t + 164*q^10*t^2 - 692*q^9*t^3 + 2376*q^8*t^4 - 4033*q^7*t^5 + 5585*q^6*t^6 - 5456*q^5*t^7 + 3368*q^4*t^8 - 1482*q^3*t^9 + 425*q^2*t^10 - 84*q*t^11 + 5*t^12 - 31*q^10*t - 60*q^9*t^2 + 116*q^8*t^3 - 758*q^7*t^4 + 935*q^6*t^5 - 1183*q^5*t^6 + 969*q^4*t^7 - 446*q^3*t^8 + 106*q^2*t^9 - 13*q*t^10 + 34*q^9*t + 51*q^8*t^2 + 53*q^7*t^3 + 172*q^6*t^4 - 62*q^5*t^5 + 139*q^4*t^6 - 81*q^3*t^7 + 32*q^2*t^8 + 2*q*t^9 - 18*q^8*t - 57*q^7*t^2 - 14*q^6*t^3 - 54*q^5*t^4 - 22*q^4*t^5 - 2*q^3*t^6 - 2*q^2*t^7 - q*t^8 + 6*q^7*t + 25*q^6*t^2 + q^5*t^3 + 9*q^4*t^4 + 6*q^3*t^5 - 2*q^2*t^6 - q^6*t - 4*q^5*t^2)/((q*t^2 - 1)^2*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 3], [1, 4], [2, 3], [2, 5], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0367] 'FBUlW'

Zeta functions

ask[-]:

-(q^6*t - 4*q^5*t^2 + 2*q^4*t^3 + q^6 + 3*q^4*t^2 - 7*q^4*t + 8*q^3*t^2 - 7*q^2*t^3 + 3*q^2*t^2 + t^4 + 2*q^2*t - 4*q*t^2 + t^3)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^14*t^19 + 6*q^13*t^20 + 10*q^12*t^21 + 4*q^11*t^22 - 3*q^16*t^16 - 2*q^15*t^17 - 18*q^14*t^18 - 57*q^13*t^19 - 51*q^12*t^20 - 70*q^11*t^21 - 52*q^10*t^22 - 11*q^9*t^23 + 3*q^18*t^13 - 7*q^17*t^14 - 9*q^16*t^15 + 96*q^15*t^16 + 57*q^14*t^17 - 19*q^13*t^18 + 332*q^12*t^19 + 379*q^11*t^20 + 221*q^10*t^21 + 200*q^9*t^22 + 101*q^8*t^23 + 11*q^7*t^24 - q^6*t^25 + q^19*t^11 + 7*q^18*t^12 - 20*q^17*t^13 - 36*q^16*t^14 + 106*q^15*t^15 - 129*q^14*t^16 - 402*q^13*t^17 + 55*q^12*t^18 - 542*q^11*t^19 - 1345*q^10*t^20 - 728*q^9*t^21 - 357*q^8*t^22 - 317*q^7*t^23 - 79*q^6*t^24 + 2*q^5*t^25 - q^19*t^10 - 22*q^18*t^11 + 38*q^17*t^12 + 11*q^16*t^13 - 372*q^15*t^14 - 146*q^14*t^15 - 35*q^13*t^16 - 157*q^12*t^17 + 282*q^11*t^18 + 521*q^10*t^19 + 1975*q^9*t^20 + 1898*q^8*t^21 + 573*q^7*t^22 + 413*q^6*t^23 + 230*q^5*t^24 + 6*q^4*t^25 - 5*q^19*t^9 - 40*q^18*t^10 + 182*q^17*t^11 + 277*q^16*t^12 - 597*q^15*t^13 + 1621*q^14*t^14 + 2381*q^13*t^15 - 809*q^12*t^16 + 2062*q^11*t^17 + 2126*q^10*t^18 - 1194*q^9*t^19 - 1707*q^8*t^20 - 2193*q^7*t^21 - 1159*q^6*t^22 - 269*q^5*t^23 - 293*q^4*t^24 - 31*q^3*t^25 + 6*q^19*t^8 + 48*q^18*t^9 - 93*q^17*t^10 - 7*q^16*t^11 - 544*q^15*t^12 - 140*q^14*t^13 - 622*q^13*t^14 - 6307*q^12*t^15 - 2839*q^11*t^16 - 693*q^10*t^17 - 7141*q^9*t^18 - 1569*q^8*t^19 + 2686*q^7*t^20 + 986*q^6*t^21 + 1104*q^5*t^22 + 339*q^4*t^23 + 131*q^3*t^24 + 47*q^2*t^25 + 11*q^19*t^7 + 83*q^18*t^8 - 585*q^17*t^9 - 390*q^16*t^10 + 1661*q^15*t^11 - 3579*q^14*t^12 - 391*q^13*t^13 + 4111*q^12*t^14 + 1396*q^11*t^15 + 9032*q^10*t^16 + 4232*q^9*t^17 + 4813*q^8*t^18 + 7295*q^7*t^19 - 1643*q^6*t^20 - 1403*q^5*t^21 + 95*q^4*t^22 - 407*q^3*t^23 - 25*q^2*t^24 - 17*q*t^25 - t^26 - 6*q^19*t^6 - 26*q^18*t^7 + 238*q^17*t^8 - 89*q^16*t^9 + 4363*q^15*t^10 - 2472*q^14*t^11 + 2526*q^13*t^12 + 15273*q^12*t^13 - 7900*q^11*t^14 - 3792*q^10*t^15 + 2029*q^9*t^16 - 11744*q^8*t^17 - 4570*q^7*t^18 - 3969*q^6*t^19 - 2265*q^5*t^20 + 1640*q^4*t^21 - 211*q^3*t^22 + 83*q^2*t^23 + 24*q*t^24 - 2*q^20*t^4 - 11*q^19*t^5 - 230*q^18*t^6 + 1219*q^17*t^7 - 1723*q^16*t^8 + 206*q^15*t^9 - 1311*q^14*t^10 - 8620*q^13*t^11 + 1224*q^12*t^12 - 17140*q^11*t^13 - 13765*q^10*t^14 + 13997*q^9*t^15 - 5277*q^8*t^16 - 244*q^7*t^17 + 9769*q^6*t^18 + 548*q^5*t^19 + 974*q^4*t^20 - 71*q^3*t^21 - 159*q^2*t^22 + 28*q*t^23 - 4*t^24 + 54*q^19*t^4 - 203*q^18*t^5 + 821*q^17*t^6 - 2451*q^16*t^7 - 2976*q^15*t^8 + 6446*q^14*t^9 - 5736*q^13*t^10 + 3619*q^12*t^11 + 17561*q^11*t^12 + 3482*q^10*t^13 + 17561*q^9*t^14 + 3619*q^8*t^15 - 5736*q^7*t^16 + 6446*q^6*t^17 - 2976*q^5*t^18 - 2451*q^4*t^19 + 821*q^3*t^20 - 203*q^2*t^21 + 54*q*t^22 - 4*q^20*t^2 + 28*q^19*t^3 - 159*q^18*t^4 - 71*q^17*t^5 + 974*q^16*t^6 + 548*q^15*t^7 + 9769*q^14*t^8 - 244*q^13*t^9 - 5277*q^12*t^10 + 13997*q^11*t^11 - 13765*q^10*t^12 - 17140*q^9*t^13 + 1224*q^8*t^14 - 8620*q^7*t^15 - 1311*q^6*t^16 + 206*q^5*t^17 - 1723*q^4*t^18 + 1219*q^3*t^19 - 230*q^2*t^20 - 11*q*t^21 - 2*t^22 + 24*q^19*t^2 + 83*q^18*t^3 - 211*q^17*t^4 + 1640*q^16*t^5 - 2265*q^15*t^6 - 3969*q^14*t^7 - 4570*q^13*t^8 - 11744*q^12*t^9 + 2029*q^11*t^10 - 3792*q^10*t^11 - 7900*q^9*t^12 + 15273*q^8*t^13 + 2526*q^7*t^14 - 2472*q^6*t^15 + 4363*q^5*t^16 - 89*q^4*t^17 + 238*q^3*t^18 - 26*q^2*t^19 - 6*q*t^20 - q^20 - 17*q^19*t - 25*q^18*t^2 - 407*q^17*t^3 + 95*q^16*t^4 - 1403*q^15*t^5 - 1643*q^14*t^6 + 7295*q^13*t^7 + 4813*q^12*t^8 + 4232*q^11*t^9 + 9032*q^10*t^10 + 1396*q^9*t^11 + 4111*q^8*t^12 - 391*q^7*t^13 - 3579*q^6*t^14 + 1661*q^5*t^15 - 390*q^4*t^16 - 585*q^3*t^17 + 83*q^2*t^18 + 11*q*t^19 + 47*q^18*t + 131*q^17*t^2 + 339*q^16*t^3 + 1104*q^15*t^4 + 986*q^14*t^5 + 2686*q^13*t^6 - 1569*q^12*t^7 - 7141*q^11*t^8 - 693*q^10*t^9 - 2839*q^9*t^10 - 6307*q^8*t^11 - 622*q^7*t^12 - 140*q^6*t^13 - 544*q^5*t^14 - 7*q^4*t^15 - 93*q^3*t^16 + 48*q^2*t^17 + 6*q*t^18 - 31*q^17*t - 293*q^16*t^2 - 269*q^15*t^3 - 1159*q^14*t^4 - 2193*q^13*t^5 - 1707*q^12*t^6 - 1194*q^11*t^7 + 2126*q^10*t^8 + 2062*q^9*t^9 - 809*q^8*t^10 + 2381*q^7*t^11 + 1621*q^6*t^12 - 597*q^5*t^13 + 277*q^4*t^14 + 182*q^3*t^15 - 40*q^2*t^16 - 5*q*t^17 + 6*q^16*t + 230*q^15*t^2 + 413*q^14*t^3 + 573*q^13*t^4 + 1898*q^12*t^5 + 1975*q^11*t^6 + 521*q^10*t^7 + 282*q^9*t^8 - 157*q^8*t^9 - 35*q^7*t^10 - 146*q^6*t^11 - 372*q^5*t^12 + 11*q^4*t^13 + 38*q^3*t^14 - 22*q^2*t^15 - q*t^16 + 2*q^15*t - 79*q^14*t^2 - 317*q^13*t^3 - 357*q^12*t^4 - 728*q^11*t^5 - 1345*q^10*t^6 - 542*q^9*t^7 + 55*q^8*t^8 - 402*q^7*t^9 - 129*q^6*t^10 + 106*q^5*t^11 - 36*q^4*t^12 - 20*q^3*t^13 + 7*q^2*t^14 + q*t^15 - q^14*t + 11*q^13*t^2 + 101*q^12*t^3 + 200*q^11*t^4 + 221*q^10*t^5 + 379*q^9*t^6 + 332*q^8*t^7 - 19*q^7*t^8 + 57*q^6*t^9 + 96*q^5*t^10 - 9*q^4*t^11 - 7*q^3*t^12 + 3*q^2*t^13 - 11*q^11*t^3 - 52*q^10*t^4 - 70*q^9*t^5 - 51*q^8*t^6 - 57*q^7*t^7 - 18*q^6*t^8 - 2*q^5*t^9 - 3*q^4*t^10 + 4*q^9*t^4 + 10*q^8*t^5 + 6*q^7*t^6 + 2*q^6*t^7)/((q^2 - t)*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 5], [2, 6], [3, 4], [4, 5], [4, 6], [5, 6]]

[0368] 'FBXcw'

Zeta functions
ask[-]:	-(q^7t^2 + q^6t^2 - 2q^5t^3 - q^6t - 3q^5t^2 + q^4t^3 - q^6 + 2q^5t - 2q^4t^2 + 4q^3t^3 + 4q^4t - 2q^3t^2 + 2q^2t^3 - qt^4 + q^3t - 3q^2t^2 - qt^3 - 2q^2t + qt^2 + t^2)/((qt - 1)^3(q - t)q^5(t - 1))
ask[+]:	-(q^7t^2 + q^6t^2 - 2q^5t^3 - q^6t - 3q^5t^2 + q^4t^3 - q^6 + 2q^5t - 2q^4t^2 + 4q^3t^3 + 4q^4t - 2q^3t^2 + 2q^2t^3 - qt^4 + q^3t - 3q^2t^2 - qt^3 - 2q^2t + qt^2 + t^2)/((qt - 1)^3(q - t)q^5(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [3, 6], [4, 6], [5, 6]]

[0369] 'FBX|w'

Zeta functions

ask[-]:

(q^6*t^2 - q^7 - 2*q^4*t^3 + 3*q^5*t - 4*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 4*q^3*t^2 + 3*q^2*t^3 - 2*q^3*t - t^4 + q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

(q^8*t^9 - 3*q^8*t^8 - q^7*t^9 + 3*q^6*t^10 - 3*q^5*t^11 - 2*q^10*t^5 + 8*q^9*t^6 - 11*q^8*t^7 + 5*q^7*t^8 + 5*q^6*t^9 - 13*q^5*t^10 + 10*q^4*t^11 - 3*q^10*t^4 + 14*q^9*t^5 - 19*q^8*t^6 + 14*q^7*t^7 + 16*q^6*t^8 - 9*q^5*t^9 + 6*q^4*t^10 - 7*q^3*t^11 + 2*q^10*t^3 - 4*q^9*t^4 + 12*q^8*t^5 - 33*q^7*t^6 + 14*q^6*t^7 + 4*q^5*t^8 - 38*q^4*t^9 + 33*q^3*t^10 - 7*q^2*t^11 + 3*q^10*t^2 - 27*q^9*t^3 + 55*q^8*t^4 - 70*q^7*t^5 + 35*q^6*t^6 + 40*q^5*t^7 - 74*q^4*t^8 + 48*q^3*t^9 - 20*q^2*t^10 + q*t^11 + t^12 + 2*q^10*t - 10*q^9*t^2 + 31*q^8*t^3 - 13*q^7*t^4 - 19*q^6*t^5 + 46*q^5*t^6 - 19*q^4*t^7 - 13*q^3*t^8 + 31*q^2*t^9 - 10*q*t^10 + 2*t^11 + q^10 + q^9*t - 20*q^8*t^2 + 48*q^7*t^3 - 74*q^6*t^4 + 40*q^5*t^5 + 35*q^4*t^6 - 70*q^3*t^7 + 55*q^2*t^8 - 27*q*t^9 + 3*t^10 - 7*q^8*t + 33*q^7*t^2 - 38*q^6*t^3 + 4*q^5*t^4 + 14*q^4*t^5 - 33*q^3*t^6 + 12*q^2*t^7 - 4*q*t^8 + 2*t^9 - 7*q^7*t + 6*q^6*t^2 - 9*q^5*t^3 + 16*q^4*t^4 + 14*q^3*t^5 - 19*q^2*t^6 + 14*q*t^7 - 3*t^8 + 10*q^6*t - 13*q^5*t^2 + 5*q^4*t^3 + 5*q^3*t^4 - 11*q^2*t^5 + 8*q*t^6 - 2*t^7 - 3*q^5*t + 3*q^4*t^2 - q^3*t^3 - 3*q^2*t^4 + q^2*t^3)/((q*t^2 - 1)*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0370] 'FBX~w'

Zeta functions

ask[-]:

-(q^5 + q^4*t - 2*q^3*t - 2*q^2*t + q*t + t^2)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(q^16*t^6 - 4*q^16*t^5 - q^15*t^6 - q^14*t^7 - 2*q^13*t^8 + 2*q^12*t^9 - q^11*t^10 - 2*q^18*t^2 + 7*q^17*t^3 - 2*q^16*t^4 + 5*q^15*t^5 + 8*q^14*t^6 + 3*q^13*t^7 - 3*q^12*t^8 - 2*q^11*t^9 + 5*q^10*t^10 - q^9*t^11 - q^18*t + 8*q^17*t^2 - 19*q^16*t^3 - 4*q^15*t^4 + 15*q^14*t^5 - 17*q^13*t^6 - 3*q^12*t^7 + 13*q^11*t^8 - 3*q^10*t^9 - 4*q^9*t^10 + q^8*t^11 - q^18 + q^17*t + 11*q^16*t^2 - 22*q^15*t^3 + 15*q^14*t^4 + 9*q^13*t^5 - 21*q^12*t^6 - 18*q^11*t^7 + 2*q^10*t^8 + 10*q^9*t^9 - 13*q^8*t^10 + 2*q^6*t^12 + 5*q^16*t - 23*q^15*t^2 + 20*q^14*t^3 + 43*q^13*t^4 - 29*q^12*t^5 - 11*q^11*t^6 + 59*q^10*t^7 - q^9*t^8 - 16*q^8*t^9 + 20*q^7*t^10 - 4*q^5*t^12 + 5*q^15*t - 20*q^14*t^2 + 8*q^13*t^3 + 19*q^12*t^4 - 52*q^11*t^5 - 23*q^10*t^6 + 60*q^9*t^7 - 16*q^8*t^8 - 37*q^7*t^9 + 13*q^6*t^10 + 8*q^5*t^11 - q^4*t^12 - q^14*t + 8*q^13*t^2 + 13*q^12*t^3 - 37*q^11*t^4 - 16*q^10*t^5 + 60*q^9*t^6 - 23*q^8*t^7 - 52*q^7*t^8 + 19*q^6*t^9 + 8*q^5*t^10 - 20*q^4*t^11 + 5*q^3*t^12 - 4*q^13*t + 20*q^11*t^3 - 16*q^10*t^4 - q^9*t^5 + 59*q^8*t^6 - 11*q^7*t^7 - 29*q^6*t^8 + 43*q^5*t^9 + 20*q^4*t^10 - 23*q^3*t^11 + 5*q^2*t^12 + 2*q^12*t - 13*q^10*t^3 + 10*q^9*t^4 + 2*q^8*t^5 - 18*q^7*t^6 - 21*q^6*t^7 + 9*q^5*t^8 + 15*q^4*t^9 - 22*q^3*t^10 + 11*q^2*t^11 + q*t^12 - t^13 + q^10*t^2 - 4*q^9*t^3 - 3*q^8*t^4 + 13*q^7*t^5 - 3*q^6*t^6 - 17*q^5*t^7 + 15*q^4*t^8 - 4*q^3*t^9 - 19*q^2*t^10 + 8*q*t^11 - t^12 - q^9*t^2 + 5*q^8*t^3 - 2*q^7*t^4 - 3*q^6*t^5 + 3*q^5*t^6 + 8*q^4*t^7 + 5*q^3*t^8 - 2*q^2*t^9 + 7*q*t^10 - 2*t^11 - q^7*t^3 + 2*q^6*t^4 - 2*q^5*t^5 - q^4*t^6 - q^3*t^7 - 4*q^2*t^8 + q^2*t^7)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)*(q + t)*(q - t)^3*q^6*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0371] 'FBYZw'

Zeta functions

ask[-]:

-(q^6*t + q^6 - 2*q^4*t^2 - 4*q^4*t + 2*q^3*t^2 - 2*q^3*t + 4*q^2*t^2 + 2*q^2*t - t^3 - t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1))

ask[+]:

(q^9*t^11 - q^11*t^8 + 2*q^10*t^9 - 4*q^9*t^10 - q^7*t^12 - 3*q^11*t^7 + 16*q^10*t^8 - 28*q^9*t^9 + 27*q^8*t^10 - 12*q^7*t^11 + 3*q^6*t^12 - 3*q^11*t^6 + 18*q^10*t^7 - 40*q^9*t^8 + 43*q^8*t^9 - 18*q^7*t^10 + 4*q^6*t^11 + 2*q^5*t^12 + 2*q^10*t^6 + 6*q^9*t^7 - 41*q^8*t^8 + 78*q^7*t^9 - 77*q^6*t^10 + 36*q^5*t^11 - 10*q^4*t^12 - q^10*t^5 + q^9*t^6 - 29*q^8*t^7 + 77*q^7*t^8 - 85*q^6*t^9 + 36*q^5*t^10 - 3*q^4*t^11 - 3*q^3*t^12 + q^2*t^13 + 9*q^10*t^4 - 45*q^9*t^5 + 100*q^8*t^6 - 134*q^7*t^7 + 116*q^6*t^8 - 91*q^5*t^9 + 62*q^4*t^10 - 22*q^3*t^11 + 4*q^2*t^12 + 3*q^10*t^3 - 24*q^9*t^4 + 53*q^8*t^5 - 29*q^7*t^6 - 2*q^6*t^7 + 19*q^5*t^8 - 6*q^3*t^10 + 2*q^2*t^11 + 7*q^9*t^3 - 37*q^8*t^4 + 130*q^7*t^5 - 251*q^6*t^6 + 251*q^5*t^7 - 130*q^4*t^8 + 37*q^3*t^9 - 7*q^2*t^10 - 2*q^9*t^2 + 6*q^8*t^3 - 19*q^6*t^5 + 2*q^5*t^6 + 29*q^4*t^7 - 53*q^3*t^8 + 24*q^2*t^9 - 3*q*t^10 - 4*q^9*t + 22*q^8*t^2 - 62*q^7*t^3 + 91*q^6*t^4 - 116*q^5*t^5 + 134*q^4*t^6 - 100*q^3*t^7 + 45*q^2*t^8 - 9*q*t^9 - q^9 + 3*q^8*t + 3*q^7*t^2 - 36*q^6*t^3 + 85*q^5*t^4 - 77*q^4*t^5 + 29*q^3*t^6 - q^2*t^7 + q*t^8 + 10*q^7*t - 36*q^6*t^2 + 77*q^5*t^3 - 78*q^4*t^4 + 41*q^3*t^5 - 6*q^2*t^6 - 2*q*t^7 - 2*q^6*t - 4*q^5*t^2 + 18*q^4*t^3 - 43*q^3*t^4 + 40*q^2*t^5 - 18*q*t^6 + 3*t^7 - 3*q^5*t + 12*q^4*t^2 - 27*q^3*t^3 + 28*q^2*t^4 - 16*q*t^5 + 3*t^6 + q^4*t + 4*q^2*t^3 - 2*q*t^4 + t^5 - q^2*t^2)/((q*t^2 - 1)^3*(q - t)^3*q^6*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0372] 'FBY^?'

Zeta functions

ask[-]:

(q^6*t^4 + q^8*t - 6*q^7*t^2 + 3*q^6*t^3 - q^5*t^4 + q^8 + 2*q^7*t + q^6*t^2 + 3*q^5*t^3 - 6*q^4*t^4 - 9*q^6*t + 15*q^5*t^2 - 6*q^4*t^3 + 5*q^3*t^4 - 5*q^5*t + 6*q^4*t^2 - 15*q^3*t^3 + 9*q^2*t^4 + 6*q^4*t - 3*q^3*t^2 - q^2*t^3 - 2*q*t^4 - t^5 + q^3*t - 3*q^2*t^2 + 6*q*t^3 - t^4 - q^2*t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^3)

ask[+]:

-(q^8*t^7 + q^7*t^8 - q^10*t^4 + 3*q^9*t^5 - 7*q^8*t^6 - 2*q^7*t^7 - 3*q^6*t^8 - 3*q^10*t^3 + 16*q^9*t^4 - 25*q^8*t^5 + 28*q^7*t^6 - 5*q^6*t^7 + 3*q^5*t^8 - 6*q^10*t^2 + 32*q^9*t^3 - 81*q^8*t^4 + 107*q^7*t^5 - 64*q^6*t^6 + 24*q^5*t^7 - 2*q^4*t^8 - 3*q^10*t + 30*q^9*t^2 - 77*q^8*t^3 + 81*q^7*t^4 - 70*q^6*t^5 - 6*q^5*t^6 + 6*q^4*t^7 - 5*q^3*t^8 - q^10 + 3*q^9*t - 6*q^8*t^2 - 36*q^7*t^3 + 173*q^6*t^4 - 217*q^5*t^5 + 161*q^4*t^6 - 62*q^3*t^7 + 13*q^2*t^8 + 13*q^8*t - 62*q^7*t^2 + 161*q^6*t^3 - 217*q^5*t^4 + 173*q^4*t^5 - 36*q^3*t^6 - 6*q^2*t^7 + 3*q*t^8 - t^9 - 5*q^7*t + 6*q^6*t^2 - 6*q^5*t^3 - 70*q^4*t^4 + 81*q^3*t^5 - 77*q^2*t^6 + 30*q*t^7 - 3*t^8 - 2*q^6*t + 24*q^5*t^2 - 64*q^4*t^3 + 107*q^3*t^4 - 81*q^2*t^5 + 32*q*t^6 - 6*t^7 + 3*q^5*t - 5*q^4*t^2 + 28*q^3*t^3 - 25*q^2*t^4 + 16*q*t^5 - 3*t^6 - 3*q^4*t - 2*q^3*t^2 - 7*q^2*t^3 + 3*q*t^4 - t^5 + q^3*t + q^2*t^2)/((q - t)^3*q^7*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [4, 5]]

[0373] 'FBY^G'

Zeta functions

ask[-]:

(q^5*t - 3*q^4*t^2 + q^5 + q^4*t + 2*q^3*t^2 - 6*q^3*t + 6*q^2*t^2 - 2*q^2*t - q*t^2 - t^3 + 3*q*t - t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^8*t^4 - q^7*t^5 + 3*q^8*t^3 - 6*q^7*t^4 + q^6*t^5 + 6*q^8*t^2 - 18*q^7*t^3 + 20*q^6*t^4 - q^5*t^5 + 3*q^4*t^6 + 3*q^8*t - 26*q^7*t^2 + 24*q^6*t^3 - 4*q^5*t^4 - 12*q^4*t^5 - 3*q^3*t^6 + q^8 - 5*q^7*t + 14*q^6*t^2 + 36*q^5*t^3 - 61*q^4*t^4 + 28*q^3*t^5 - 3*q^2*t^6 - 3*q^6*t + 28*q^5*t^2 - 61*q^4*t^3 + 36*q^3*t^4 + 14*q^2*t^5 - 5*q*t^6 + t^7 - 3*q^5*t - 12*q^4*t^2 - 4*q^3*t^3 + 24*q^2*t^4 - 26*q*t^5 + 3*t^6 + 3*q^4*t - q^3*t^2 + 20*q^2*t^3 - 18*q*t^4 + 6*t^5 + q^2*t^2 - 6*q*t^3 + 3*t^4 - q*t^2 + t^3)/((q - t)*q^7*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [4, 5], [5, 6]]

[0374] 'FBY^w'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^14*t^4 - q^13*t^5 - 2*q^12*t^6 + q^10*t^8 - q^9*t^9 + q^14*t^3 - 5*q^13*t^4 + 7*q^12*t^5 + 3*q^11*t^6 + 6*q^10*t^7 + 2*q^8*t^9 + 4*q^14*t^2 - 11*q^13*t^3 + 9*q^12*t^4 - 3*q^11*t^5 - 22*q^10*t^6 + 2*q^9*t^7 - 16*q^8*t^8 - 2*q^7*t^9 + q^6*t^10 + q^14*t - 15*q^13*t^2 + 4*q^12*t^3 + 48*q^11*t^4 - 53*q^10*t^5 + 40*q^9*t^6 - 2*q^8*t^7 + 10*q^7*t^8 + 10*q^6*t^9 - q^5*t^10 + q^14 - 5*q^12*t^2 + 68*q^11*t^3 - 77*q^10*t^4 - 47*q^9*t^5 + 123*q^8*t^6 - 58*q^7*t^7 + 20*q^6*t^8 - 7*q^5*t^9 - 6*q^4*t^10 - 5*q^12*t + 21*q^11*t^2 - 29*q^10*t^3 - 123*q^9*t^4 + 195*q^8*t^5 - 86*q^7*t^6 - 89*q^6*t^7 + 39*q^5*t^8 - 16*q^4*t^9 + 9*q^3*t^10 - 9*q^11*t + 16*q^10*t^2 - 39*q^9*t^3 + 89*q^8*t^4 + 86*q^7*t^5 - 195*q^6*t^6 + 123*q^5*t^7 + 29*q^4*t^8 - 21*q^3*t^9 + 5*q^2*t^10 + 6*q^10*t + 7*q^9*t^2 - 20*q^8*t^3 + 58*q^7*t^4 - 123*q^6*t^5 + 47*q^5*t^6 + 77*q^4*t^7 - 68*q^3*t^8 + 5*q^2*t^9 - t^11 + q^9*t - 10*q^8*t^2 - 10*q^7*t^3 + 2*q^6*t^4 - 40*q^5*t^5 + 53*q^4*t^6 - 48*q^3*t^7 - 4*q^2*t^8 + 15*q*t^9 - t^10 - q^8*t + 2*q^7*t^2 + 16*q^6*t^3 - 2*q^5*t^4 + 22*q^4*t^5 + 3*q^3*t^6 - 9*q^2*t^7 + 11*q*t^8 - 4*t^9 - 2*q^6*t^2 - 6*q^4*t^4 - 3*q^3*t^5 - 7*q^2*t^6 + 5*q*t^7 - t^8 + q^5*t^2 - q^4*t^3 + 2*q^2*t^5 + q*t^6 - t^7)/((q^2 - t)^3*(q - t)*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0375] 'FBY|o'

Zeta functions

ask[-]:

-(3*q^4*t^2 - q^5 - 2*q^4*t - 3*q^3*t^2 + 5*q^3*t - 5*q^2*t^2 + 3*q^2*t + 2*q*t^2 + t^3 - 3*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^8*t^4 - q^7*t^5 - 2*q^6*t^6 - q^5*t^7 + q^8*t^3 - 8*q^7*t^4 + 14*q^6*t^5 + 5*q^4*t^7 + 4*q^8*t^2 - 10*q^7*t^3 + 24*q^6*t^4 - 28*q^5*t^5 - 2*q^3*t^7 + q^8*t - 16*q^7*t^2 + 4*q^6*t^3 + 8*q^5*t^4 - 15*q^4*t^5 + 16*q^3*t^6 - 10*q^2*t^7 + q^8 + 3*q^7*t + 2*q^6*t^2 + 39*q^5*t^3 - 60*q^4*t^4 + 39*q^3*t^5 + 2*q^2*t^6 + 3*q*t^7 + t^8 - 10*q^6*t + 16*q^5*t^2 - 15*q^4*t^3 + 8*q^3*t^4 + 4*q^2*t^5 - 16*q*t^6 + t^7 - 2*q^5*t - 28*q^3*t^3 + 24*q^2*t^4 - 10*q*t^5 + 4*t^6 + 5*q^4*t + 14*q^2*t^3 - 8*q*t^4 + t^5 - q^3*t - 2*q^2*t^2 - q*t^3 + t^4)/((q - t)*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0376] 'FBY}o'

Zeta functions

ask[-]:

(q^8*t^2 + q^7*t^3 - q^9 - 2*q^8*t + 3*q^7*t^2 - 8*q^6*t^3 + 6*q^7*t - 3*q^6*t^2 + 3*q^5*t^3 + 4*q^4*t^4 + 5*q^6*t - 15*q^5*t^2 + 15*q^4*t^3 - 5*q^3*t^4 - 4*q^5*t - 3*q^4*t^2 + 3*q^3*t^3 - 6*q^2*t^4 + 8*q^3*t^2 - 3*q^2*t^3 + 2*q*t^4 + t^5 - q^2*t^2 - q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(3*q^10*t^7 + 4*q^9*t^8 + 3*q^8*t^9 - 4*q^10*t^6 - 10*q^9*t^7 - 17*q^8*t^8 - 18*q^7*t^9 - q^6*t^10 + q^11*t^4 - 18*q^10*t^5 + 11*q^9*t^6 + 15*q^8*t^7 + 19*q^7*t^8 + 37*q^6*t^9 + 5*q^5*t^10 - q^12*t^2 + 5*q^11*t^3 + 5*q^10*t^4 + 41*q^9*t^5 + 39*q^8*t^6 - 3*q^7*t^7 - 18*q^6*t^8 - 7*q^5*t^9 - 11*q^4*t^10 + 5*q^11*t^2 + 14*q^10*t^3 - 71*q^9*t^4 - q^8*t^5 - 83*q^7*t^6 - 84*q^6*t^7 + 41*q^5*t^8 - 45*q^4*t^9 + 4*q^3*t^10 - q^12 - 7*q^11*t + 5*q^10*t^2 - 69*q^9*t^3 + 67*q^8*t^4 + 19*q^7*t^5 - 18*q^6*t^6 + 99*q^5*t^7 + 16*q^4*t^8 + 14*q^3*t^9 + 15*q^2*t^10 + 15*q^10*t + 14*q^9*t^2 + 16*q^8*t^3 + 99*q^7*t^4 - 18*q^6*t^5 + 19*q^5*t^6 + 67*q^4*t^7 - 69*q^3*t^8 + 5*q^2*t^9 - 7*q*t^10 - t^11 + 4*q^9*t - 45*q^8*t^2 + 41*q^7*t^3 - 84*q^6*t^4 - 83*q^5*t^5 - q^4*t^6 - 71*q^3*t^7 + 14*q^2*t^8 + 5*q*t^9 - 11*q^8*t - 7*q^7*t^2 - 18*q^6*t^3 - 3*q^5*t^4 + 39*q^4*t^5 + 41*q^3*t^6 + 5*q^2*t^7 + 5*q*t^8 - t^9 + 5*q^7*t + 37*q^6*t^2 + 19*q^5*t^3 + 15*q^4*t^4 + 11*q^3*t^5 - 18*q^2*t^6 + q*t^7 - q^6*t - 18*q^5*t^2 - 17*q^4*t^3 - 10*q^3*t^4 - 4*q^2*t^5 + 3*q^4*t^2 + 4*q^3*t^3 + 3*q^2*t^4)/((q + t)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0377] 'FBY}w'

Zeta functions

ask[-]:

(q^7*t^3 - q^9 - q^8*t + 4*q^7*t^2 - 6*q^6*t^3 + 5*q^7*t - 4*q^6*t^2 + q^5*t^3 + 3*q^4*t^4 + 4*q^6*t - 14*q^5*t^2 + 14*q^4*t^3 - 4*q^3*t^4 - 3*q^5*t - q^4*t^2 + 4*q^3*t^3 - 5*q^2*t^4 + 6*q^3*t^2 - 4*q^2*t^3 + q*t^4 + t^5 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(q^8*t^6 - 2*q^7*t^7 - 2*q^9*t^4 + 8*q^8*t^5 - 9*q^7*t^6 + 5*q^6*t^7 + 3*q^5*t^8 + q^10*t^2 - 4*q^9*t^3 + 6*q^8*t^4 - 9*q^7*t^5 - q^6*t^6 + 11*q^5*t^7 - 12*q^4*t^8 - 2*q^9*t^2 - 7*q^8*t^3 + 36*q^7*t^4 - 54*q^6*t^5 + 41*q^5*t^6 - 25*q^4*t^7 + 11*q^3*t^8 + q^10 + 4*q^9*t - 19*q^8*t^2 + 50*q^7*t^3 - 64*q^6*t^4 + 45*q^5*t^5 + 7*q^4*t^6 - 17*q^3*t^7 + 7*q^2*t^8 - 7*q^8*t + 17*q^7*t^2 - 7*q^6*t^3 - 45*q^5*t^4 + 64*q^4*t^5 - 50*q^3*t^6 + 19*q^2*t^7 - 4*q*t^8 - t^9 - 11*q^7*t + 25*q^6*t^2 - 41*q^5*t^3 + 54*q^4*t^4 - 36*q^3*t^5 + 7*q^2*t^6 + 2*q*t^7 + 12*q^6*t - 11*q^5*t^2 + q^4*t^3 + 9*q^3*t^4 - 6*q^2*t^5 + 4*q*t^6 - t^7 - 3*q^5*t - 5*q^4*t^2 + 9*q^3*t^3 - 8*q^2*t^4 + 2*q*t^5 + 2*q^3*t^2 - q^2*t^3)/((q - t)^3*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0378] 'FBY~o'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^13*t^7 + 2*q^12*t^8 + 2*q^11*t^9 - 2*q^13*t^6 - 7*q^12*t^7 - 8*q^11*t^8 - 14*q^10*t^9 - 4*q^9*t^10 - q^8*t^11 + q^14*t^4 - 10*q^13*t^5 + q^12*t^6 + 14*q^11*t^7 + 11*q^10*t^8 + 26*q^9*t^9 + 21*q^8*t^10 + 8*q^7*t^11 - q^15*t^2 + 3*q^14*t^3 + 2*q^13*t^4 + 19*q^12*t^5 + 36*q^11*t^6 + 15*q^10*t^7 - 31*q^9*t^8 - 7*q^8*t^9 - 23*q^7*t^10 - 24*q^6*t^11 - q^5*t^12 + 5*q^14*t^2 + 10*q^13*t^3 - 41*q^12*t^4 - 13*q^11*t^5 - 25*q^10*t^6 - 119*q^9*t^7 + q^8*t^8 + 11*q^7*t^9 - 10*q^6*t^10 + 13*q^5*t^11 + 6*q^4*t^12 - q^15 - 5*q^14*t + 4*q^13*t^2 - 37*q^12*t^3 + 2*q^11*t^4 + 61*q^10*t^5 - 11*q^9*t^6 + 43*q^8*t^7 + 136*q^7*t^8 + 8*q^6*t^9 - 9*q^5*t^10 + 30*q^4*t^11 - 5*q^3*t^12 + 10*q^13*t + 12*q^12*t^2 - 11*q^11*t^3 + 91*q^10*t^4 + 45*q^9*t^5 - 87*q^8*t^6 + 87*q^7*t^7 - 45*q^6*t^8 - 91*q^5*t^9 + 11*q^4*t^10 - 12*q^3*t^11 - 10*q^2*t^12 + 5*q^12*t - 30*q^11*t^2 + 9*q^10*t^3 - 8*q^9*t^4 - 136*q^8*t^5 - 43*q^7*t^6 + 11*q^6*t^7 - 61*q^5*t^8 - 2*q^4*t^9 + 37*q^3*t^10 - 4*q^2*t^11 + 5*q*t^12 + t^13 - 6*q^11*t - 13*q^10*t^2 + 10*q^9*t^3 - 11*q^8*t^4 - q^7*t^5 + 119*q^6*t^6 + 25*q^5*t^7 + 13*q^4*t^8 + 41*q^3*t^9 - 10*q^2*t^10 - 5*q*t^11 + q^10*t + 24*q^9*t^2 + 23*q^8*t^3 + 7*q^7*t^4 + 31*q^6*t^5 - 15*q^5*t^6 - 36*q^4*t^7 - 19*q^3*t^8 - 2*q^2*t^9 - 3*q*t^10 + t^11 - 8*q^8*t^2 - 21*q^7*t^3 - 26*q^6*t^4 - 11*q^5*t^5 - 14*q^4*t^6 - q^3*t^7 + 10*q^2*t^8 - q*t^9 + q^7*t^2 + 4*q^6*t^3 + 14*q^5*t^4 + 8*q^4*t^5 + 7*q^3*t^6 + 2*q^2*t^7 - 2*q^4*t^4 - 2*q^3*t^5 - 2*q^2*t^6)/((q^2 - t)*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0379] 'FBY~w'

Zeta functions

ask[-]:

-(q^5 + 2*q^4*t - 3*q^3*t - 3*q^2*t + 2*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(q^15*t^4 - 3*q^14*t^5 - q^13*t^6 + q^12*t^7 - q^11*t^8 - q^16*t^2 + 2*q^15*t^3 - q^14*t^4 + 2*q^13*t^5 + 10*q^12*t^6 + q^11*t^7 + 2*q^10*t^8 + 3*q^15*t^2 + 7*q^14*t^3 - 19*q^13*t^4 + 8*q^12*t^5 - 7*q^11*t^6 - 12*q^10*t^7 - q^8*t^9 - q^16 - 4*q^15*t + 7*q^14*t^2 - 22*q^13*t^3 + 3*q^12*t^4 + 25*q^11*t^5 - 30*q^10*t^6 + 12*q^9*t^7 - 7*q^8*t^8 + 2*q^6*t^10 + 6*q^14*t + 6*q^13*t^2 - 20*q^12*t^3 + 45*q^11*t^4 - 17*q^10*t^5 + 18*q^9*t^6 + 16*q^8*t^7 + 5*q^7*t^8 + 11*q^6*t^9 - 4*q^5*t^10 + 8*q^13*t - 23*q^12*t^2 + 16*q^11*t^3 + 15*q^10*t^4 - 37*q^9*t^5 + 18*q^8*t^6 - 40*q^7*t^7 + 13*q^6*t^8 - 9*q^5*t^9 - 3*q^4*t^10 - 3*q^12*t - 9*q^11*t^2 + 13*q^10*t^3 - 40*q^9*t^4 + 18*q^8*t^5 - 37*q^7*t^6 + 15*q^6*t^7 + 16*q^5*t^8 - 23*q^4*t^9 + 8*q^3*t^10 - 4*q^11*t + 11*q^10*t^2 + 5*q^9*t^3 + 16*q^8*t^4 + 18*q^7*t^5 - 17*q^6*t^6 + 45*q^5*t^7 - 20*q^4*t^8 + 6*q^3*t^9 + 6*q^2*t^10 + 2*q^10*t - 7*q^8*t^3 + 12*q^7*t^4 - 30*q^6*t^5 + 25*q^5*t^6 + 3*q^4*t^7 - 22*q^3*t^8 + 7*q^2*t^9 - 4*q*t^10 - t^11 - q^8*t^2 - 12*q^6*t^4 - 7*q^5*t^5 + 8*q^4*t^6 - 19*q^3*t^7 + 7*q^2*t^8 + 3*q*t^9 + 2*q^6*t^3 + q^5*t^4 + 10*q^4*t^5 + 2*q^3*t^6 - q^2*t^7 + 2*q*t^8 - t^9 - q^5*t^3 + q^4*t^4 - q^3*t^5 - 3*q^2*t^6 + q*t^7)/((q^2 + t)*(q^2 - t)^3*(q - t)*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0380] 'FBZ@w'

Zeta functions

ask[-]:

-(q^6*t^2 + q^5*t^3 - 2*q^6*t + 2*q^5*t^2 - 4*q^4*t^3 - q^6 + q^5*t - 2*q^4*t^2 + 8*q^4*t - 8*q^3*t^2 + 8*q^2*t^3 - 2*q^2*t^2 + q*t^3 - t^4 - 4*q^2*t + 2*q*t^2 - 2*t^3 + q*t + t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

(q^9*t^11 - q^9*t^10 - 3*q^8*t^11 + 6*q^10*t^8 - 17*q^9*t^9 + 18*q^8*t^10 - 4*q^7*t^11 + q^6*t^12 + 13*q^10*t^7 - 70*q^9*t^8 + 131*q^8*t^9 - 111*q^7*t^10 + 46*q^6*t^11 - 8*q^5*t^12 + 9*q^10*t^6 - 72*q^9*t^7 + 208*q^8*t^8 - 268*q^7*t^9 + 177*q^6*t^10 - 62*q^5*t^11 + 10*q^4*t^12 + q^10*t^5 - 22*q^9*t^6 + 76*q^8*t^7 - 104*q^7*t^8 + 29*q^6*t^9 + 39*q^5*t^10 - 35*q^4*t^11 + 9*q^3*t^12 - q^2*t^13 - 19*q^9*t^5 + 80*q^8*t^6 - 72*q^7*t^7 - 121*q^6*t^8 + 266*q^5*t^9 - 196*q^4*t^10 + 64*q^3*t^11 - 7*q^2*t^12 - 26*q^9*t^4 + 172*q^8*t^5 - 413*q^7*t^6 + 428*q^6*t^7 - 126*q^5*t^8 - 68*q^4*t^9 + 60*q^3*t^10 - 13*q^2*t^11 - 6*q^9*t^3 + 78*q^8*t^4 - 279*q^7*t^5 + 442*q^6*t^6 - 313*q^5*t^7 + 73*q^4*t^8 + 8*q^3*t^9 - 2*q^2*t^10 + 2*q^8*t^3 - 8*q^7*t^4 - 73*q^6*t^5 + 313*q^5*t^6 - 442*q^4*t^7 + 279*q^3*t^8 - 78*q^2*t^9 + 6*q*t^10 + 13*q^8*t^2 - 60*q^7*t^3 + 68*q^6*t^4 + 126*q^5*t^5 - 428*q^4*t^6 + 413*q^3*t^7 - 172*q^2*t^8 + 26*q*t^9 + 7*q^8*t - 64*q^7*t^2 + 196*q^6*t^3 - 266*q^5*t^4 + 121*q^4*t^5 + 72*q^3*t^6 - 80*q^2*t^7 + 19*q*t^8 + q^8 - 9*q^7*t + 35*q^6*t^2 - 39*q^5*t^3 - 29*q^4*t^4 + 104*q^3*t^5 - 76*q^2*t^6 + 22*q*t^7 - t^8 - 10*q^6*t + 62*q^5*t^2 - 177*q^4*t^3 + 268*q^3*t^4 - 208*q^2*t^5 + 72*q*t^6 - 9*t^7 + 8*q^5*t - 46*q^4*t^2 + 111*q^3*t^3 - 131*q^2*t^4 + 70*q*t^5 - 13*t^6 - q^4*t + 4*q^3*t^2 - 18*q^2*t^3 + 17*q*t^4 - 6*t^5 + 3*q^2*t^2 + q*t^3 - q*t^2)/((q*t^2 - 1)^3*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 6], [3, 6], [4, 6], [5, 6]]

[0381] 'FBZDw'

Zeta functions

ask[-]:

(q^7*t^5 - 3*q^8*t^3 + 2*q^7*t^4 - 4*q^6*t^5 - q^5*t^6 + 8*q^8*t^2 - 10*q^7*t^3 + 16*q^6*t^4 - 5*q^5*t^5 + 5*q^4*t^6 - q^9 - 10*q^7*t^2 + 10*q^6*t^3 - 14*q^5*t^4 + 3*q^4*t^5 - 2*q^3*t^6 + 9*q^7*t - 24*q^6*t^2 + 42*q^5*t^3 - 42*q^4*t^4 + 24*q^3*t^5 - 9*q^2*t^6 + 2*q^6*t - 3*q^5*t^2 + 14*q^4*t^3 - 10*q^3*t^4 + 10*q^2*t^5 + t^7 - 5*q^5*t + 5*q^4*t^2 - 16*q^3*t^3 + 10*q^2*t^4 - 8*q*t^5 + q^4*t + 4*q^3*t^2 - 2*q^2*t^3 + 3*q*t^4 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

(q^6*t^10 - 4*q^7*t^8 + 3*q^6*t^9 - 6*q^5*t^10 - q^10*t^4 + 14*q^8*t^6 - 24*q^7*t^7 + 31*q^6*t^8 - 14*q^5*t^9 + 13*q^4*t^10 - q^10*t^3 + 13*q^9*t^4 - 38*q^8*t^5 + 37*q^7*t^6 - 25*q^6*t^7 + 11*q^5*t^8 - 13*q^4*t^9 - 5*q^3*t^10 - 4*q^10*t^2 + 29*q^9*t^3 - 117*q^8*t^4 + 241*q^7*t^5 - 292*q^6*t^6 + 219*q^5*t^7 - 133*q^4*t^8 + 63*q^3*t^9 - 12*q^2*t^10 - q^10*t + 23*q^9*t^2 - 88*q^8*t^3 + 206*q^7*t^4 - 262*q^6*t^5 + 224*q^5*t^6 - 75*q^4*t^7 + 14*q^3*t^8 - q^2*t^9 + q*t^10 + t^11 - q^10 - q^9*t + q^8*t^2 - 14*q^7*t^3 + 75*q^6*t^4 - 224*q^5*t^5 + 262*q^4*t^6 - 206*q^3*t^7 + 88*q^2*t^8 - 23*q*t^9 + t^10 + 12*q^8*t - 63*q^7*t^2 + 133*q^6*t^3 - 219*q^5*t^4 + 292*q^4*t^5 - 241*q^3*t^6 + 117*q^2*t^7 - 29*q*t^8 + 4*t^9 + 5*q^7*t + 13*q^6*t^2 - 11*q^5*t^3 + 25*q^4*t^4 - 37*q^3*t^5 + 38*q^2*t^6 - 13*q*t^7 + t^8 - 13*q^6*t + 14*q^5*t^2 - 31*q^4*t^3 + 24*q^3*t^4 - 14*q^2*t^5 + t^7 + 6*q^5*t - 3*q^4*t^2 + 4*q^3*t^3 - q^4*t)/((q - t)^3*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 6], [3, 6], [4, 6], [5, 6]]

[0382] 'FBZ~o'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0383] 'FBZ~w'

Zeta functions

ask[-]:

-(q^5 + q^4*t - 2*q^3*t - 2*q^2*t + q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0384] 'FB\tW'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^7 - q^6*t - q^5*t^2 - 3*q^4*t^3 + 4*q^5*t - 4*q^4*t^2 + 4*q^3*t^3 + 4*q^4*t - 4*q^3*t^2 + 4*q^2*t^3 - 3*q^3*t - q^2*t^2 - q*t^3 - t^4 + 2*q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

-(4*q^8*t^12 - q^7*t^13 - q^6*t^14 - 3*q^10*t^9 - 6*q^9*t^10 + 4*q^8*t^11 - 11*q^7*t^12 - 3*q^6*t^13 + 5*q^5*t^14 + 5*q^10*t^8 + 16*q^9*t^9 - 7*q^8*t^10 + 24*q^7*t^11 - 17*q^6*t^12 + 26*q^5*t^13 - 9*q^4*t^14 + 3*q^10*t^7 + 19*q^9*t^8 - 111*q^8*t^9 + 121*q^7*t^10 - 96*q^6*t^11 + 42*q^5*t^12 - 22*q^4*t^13 + 2*q^11*t^5 - 27*q^10*t^6 + 33*q^9*t^7 - 97*q^8*t^8 + 166*q^7*t^9 - 66*q^6*t^10 - 47*q^5*t^11 + 63*q^4*t^12 - 40*q^3*t^13 + 15*q^2*t^14 + 3*q^11*t^4 - 22*q^10*t^5 + 52*q^9*t^6 + 78*q^8*t^7 - 211*q^7*t^8 + 285*q^6*t^9 - 323*q^5*t^10 + 242*q^4*t^11 - 80*q^3*t^12 + 26*q^2*t^13 - 3*q*t^14 - t^15 - 2*q^11*t^3 + 20*q^10*t^4 - 70*q^9*t^5 + 223*q^8*t^6 - 515*q^7*t^7 + 598*q^6*t^8 - 409*q^5*t^9 + 140*q^4*t^10 + 19*q^3*t^11 - 56*q^2*t^12 + 12*q*t^13 - 2*t^14 - 3*q^11*t^2 + 42*q^10*t^3 - 134*q^9*t^4 + 232*q^8*t^5 - 257*q^7*t^6 + 132*q^6*t^7 + 132*q^5*t^8 - 257*q^4*t^9 + 232*q^3*t^10 - 134*q^2*t^11 + 42*q*t^12 - 3*t^13 - 2*q^11*t + 12*q^10*t^2 - 56*q^9*t^3 + 19*q^8*t^4 + 140*q^7*t^5 - 409*q^6*t^6 + 598*q^5*t^7 - 515*q^4*t^8 + 223*q^3*t^9 - 70*q^2*t^10 + 20*q*t^11 - 2*t^12 - q^11 - 3*q^10*t + 26*q^9*t^2 - 80*q^8*t^3 + 242*q^7*t^4 - 323*q^6*t^5 + 285*q^5*t^6 - 211*q^4*t^7 + 78*q^3*t^8 + 52*q^2*t^9 - 22*q*t^10 + 3*t^11 + 15*q^9*t - 40*q^8*t^2 + 63*q^7*t^3 - 47*q^6*t^4 - 66*q^5*t^5 + 166*q^4*t^6 - 97*q^3*t^7 + 33*q^2*t^8 - 27*q*t^9 + 2*t^10 - 22*q^7*t^2 + 42*q^6*t^3 - 96*q^5*t^4 + 121*q^4*t^5 - 111*q^3*t^6 + 19*q^2*t^7 + 3*q*t^8 - 9*q^7*t + 26*q^6*t^2 - 17*q^5*t^3 + 24*q^4*t^4 - 7*q^3*t^5 + 16*q^2*t^6 + 5*q*t^7 + 5*q^6*t - 3*q^5*t^2 - 11*q^4*t^3 + 4*q^3*t^4 - 6*q^2*t^5 - 3*q*t^6 - q^5*t - q^4*t^2 + 4*q^3*t^3)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0385] 'FB\|w'

Zeta functions

ask[-]:

(q^4*t^2 - q^5 + q^4*t - 2*q^3*t^2 + q^3*t - q^2*t^2 + 2*q^2*t - q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

(3*q^11*t^8 - q^12*t^6 - 5*q^11*t^7 - 3*q^10*t^8 + 11*q^9*t^9 - 11*q^8*t^10 - 3*q^7*t^11 + q^13*t^4 + q^12*t^5 - 19*q^11*t^6 + 24*q^10*t^7 + 3*q^9*t^8 - 47*q^8*t^9 + 30*q^7*t^10 + 7*q^6*t^11 + 6*q^5*t^12 + q^12*t^4 - 8*q^11*t^5 + 51*q^10*t^6 - 36*q^9*t^7 + 16*q^8*t^8 + 51*q^7*t^9 - 33*q^6*t^10 + 14*q^5*t^11 - 20*q^4*t^12 - q^13*t^2 + 6*q^12*t^3 + 29*q^11*t^4 - 42*q^10*t^5 - 38*q^9*t^6 + 110*q^8*t^7 - 131*q^7*t^8 - 7*q^6*t^9 + 55*q^5*t^10 - 52*q^4*t^11 + 20*q^3*t^12 - 2*q^13*t - 2*q^12*t^2 + 20*q^11*t^3 - 128*q^10*t^4 + 82*q^9*t^5 + 87*q^8*t^6 - 198*q^7*t^7 + 135*q^6*t^8 + 8*q^5*t^9 - 51*q^4*t^10 + 24*q^3*t^11 + q^2*t^12 - q^13 - 2*q^12*t + 15*q^11*t^2 - 30*q^10*t^3 + 86*q^9*t^4 - 31*q^8*t^5 + 5*q^7*t^6 + 5*q^6*t^7 - 31*q^5*t^8 + 86*q^4*t^9 - 30*q^3*t^10 + 15*q^2*t^11 - 2*q*t^12 - t^13 + q^11*t + 24*q^10*t^2 - 51*q^9*t^3 + 8*q^8*t^4 + 135*q^7*t^5 - 198*q^6*t^6 + 87*q^5*t^7 + 82*q^4*t^8 - 128*q^3*t^9 + 20*q^2*t^10 - 2*q*t^11 - 2*t^12 + 20*q^10*t - 52*q^9*t^2 + 55*q^8*t^3 - 7*q^7*t^4 - 131*q^6*t^5 + 110*q^5*t^6 - 38*q^4*t^7 - 42*q^3*t^8 + 29*q^2*t^9 + 6*q*t^10 - t^11 - 20*q^9*t + 14*q^8*t^2 - 33*q^7*t^3 + 51*q^6*t^4 + 16*q^5*t^5 - 36*q^4*t^6 + 51*q^3*t^7 - 8*q^2*t^8 + q*t^9 + 6*q^8*t + 7*q^7*t^2 + 30*q^6*t^3 - 47*q^5*t^4 + 3*q^4*t^5 + 24*q^3*t^6 - 19*q^2*t^7 + q*t^8 + t^9 - 3*q^6*t^2 - 11*q^5*t^3 + 11*q^4*t^4 - 3*q^3*t^5 - 5*q^2*t^6 - q*t^7 + 3*q^2*t^5)/((q*t^2 - 1)*(q^2 - t)*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0386] 'FB\~w'

Zeta functions

ask[-]:

-(q^3 - t)*(q^2 - t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(3*q^17*t^5 - 9*q^17*t^4 - 5*q^16*t^5 + 8*q^15*t^6 - 14*q^14*t^7 + 2*q^13*t^8 + q^12*t^9 - q^11*t^10 + q^19*t + q^18*t^2 - 7*q^17*t^3 + 33*q^16*t^4 - 5*q^15*t^5 - 19*q^14*t^6 + 39*q^13*t^7 - 20*q^12*t^8 + 11*q^11*t^9 + 2*q^10*t^10 + q^19 + q^18*t - 8*q^17*t^2 + 6*q^16*t^3 - 26*q^15*t^4 + 54*q^14*t^5 - 23*q^13*t^6 - 42*q^12*t^7 + 67*q^11*t^8 - 38*q^10*t^9 + 7*q^9*t^10 - 5*q^8*t^11 - 3*q^17*t - 22*q^16*t^2 + 39*q^15*t^3 + 35*q^14*t^4 - 170*q^13*t^5 + 69*q^12*t^6 + 27*q^11*t^7 - 77*q^10*t^8 + 51*q^9*t^9 - 47*q^8*t^10 + 14*q^7*t^11 + 3*q^6*t^12 - 8*q^16*t + 53*q^15*t^2 - 41*q^14*t^3 - 46*q^13*t^4 + 121*q^12*t^5 - 64*q^11*t^6 + 105*q^10*t^7 - 12*q^9*t^8 - 75*q^8*t^9 + 99*q^7*t^10 - 18*q^6*t^11 - 6*q^5*t^12 + q^15*t - 27*q^14*t^2 + 73*q^13*t^3 - 66*q^12*t^4 - 29*q^11*t^5 + 180*q^10*t^6 - 180*q^9*t^7 + 29*q^8*t^8 + 66*q^7*t^9 - 73*q^6*t^10 + 27*q^5*t^11 - q^4*t^12 + 6*q^14*t + 18*q^13*t^2 - 99*q^12*t^3 + 75*q^11*t^4 + 12*q^10*t^5 - 105*q^9*t^6 + 64*q^8*t^7 - 121*q^7*t^8 + 46*q^6*t^9 + 41*q^5*t^10 - 53*q^4*t^11 + 8*q^3*t^12 - 3*q^13*t - 14*q^12*t^2 + 47*q^11*t^3 - 51*q^10*t^4 + 77*q^9*t^5 - 27*q^8*t^6 - 69*q^7*t^7 + 170*q^6*t^8 - 35*q^5*t^9 - 39*q^4*t^10 + 22*q^3*t^11 + 3*q^2*t^12 + 5*q^11*t^2 - 7*q^10*t^3 + 38*q^9*t^4 - 67*q^8*t^5 + 42*q^7*t^6 + 23*q^6*t^7 - 54*q^5*t^8 + 26*q^4*t^9 - 6*q^3*t^10 + 8*q^2*t^11 - q*t^12 - t^13 - 2*q^9*t^3 - 11*q^8*t^4 + 20*q^7*t^5 - 39*q^6*t^6 + 19*q^5*t^7 + 5*q^4*t^8 - 33*q^3*t^9 + 7*q^2*t^10 - q*t^11 - t^12 + q^8*t^3 - q^7*t^4 - 2*q^6*t^5 + 14*q^5*t^6 - 8*q^4*t^7 + 5*q^3*t^8 + 9*q^2*t^9 - 3*q^2*t^8)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)*(q + t)^2*(q - t)^3*q^6*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0387] 'FB]^G'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^5*t^3 - q^7 - q^6*t - q^4*t^3 + 4*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - q^3*t - q*t^3 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(5*q^13*t^9 + 11*q^12*t^10 + 11*q^11*t^11 + 4*q^10*t^12 - 2*q^13*t^8 - 20*q^12*t^9 - 53*q^11*t^10 - 71*q^10*t^11 - 36*q^9*t^12 - 4*q^8*t^13 + q^14*t^6 - 29*q^13*t^7 - 41*q^12*t^8 + 9*q^11*t^9 + 98*q^10*t^10 + 168*q^9*t^11 + 111*q^8*t^12 + 23*q^7*t^13 + q^6*t^14 + q^15*t^4 - 2*q^14*t^5 + 4*q^13*t^6 + 112*q^12*t^7 + 245*q^11*t^8 + 184*q^10*t^9 - 64*q^9*t^10 - 179*q^8*t^11 - 129*q^7*t^12 - 45*q^6*t^13 - 3*q^5*t^14 - 5*q^14*t^4 + 79*q^13*t^5 + 25*q^12*t^6 - 220*q^11*t^7 - 452*q^10*t^8 - 545*q^9*t^9 - 178*q^8*t^10 + 76*q^7*t^11 + 12*q^6*t^12 - 4*q^5*t^13 + 3*q^4*t^14 + 3*q^15*t^2 - 8*q^14*t^3 - 12*q^13*t^4 - 237*q^12*t^5 - 333*q^11*t^6 + 139*q^10*t^7 + 463*q^9*t^8 + 473*q^8*t^9 + 380*q^7*t^10 + 109*q^6*t^11 + 90*q^5*t^12 + 103*q^4*t^13 + 8*q^3*t^14 - 21*q^14*t^2 - 36*q^13*t^3 + 145*q^12*t^4 + 322*q^11*t^5 + 570*q^10*t^6 + 477*q^9*t^7 - 151*q^8*t^8 - 61*q^7*t^9 + 32*q^6*t^10 - 171*q^5*t^11 - 155*q^4*t^12 - 90*q^3*t^13 - 24*q^2*t^14 + q^15 + 10*q^14*t + 40*q^13*t^2 + 162*q^12*t^3 - 107*q^11*t^4 - 389*q^10*t^5 - 247*q^9*t^6 - 586*q^8*t^7 - 586*q^7*t^8 - 247*q^6*t^9 - 389*q^5*t^10 - 107*q^4*t^11 + 162*q^3*t^12 + 40*q^2*t^13 + 10*q*t^14 + t^15 - 24*q^13*t - 90*q^12*t^2 - 155*q^11*t^3 - 171*q^10*t^4 + 32*q^9*t^5 - 61*q^8*t^6 - 151*q^7*t^7 + 477*q^6*t^8 + 570*q^5*t^9 + 322*q^4*t^10 + 145*q^3*t^11 - 36*q^2*t^12 - 21*q*t^13 + 8*q^12*t + 103*q^11*t^2 + 90*q^10*t^3 + 109*q^9*t^4 + 380*q^8*t^5 + 473*q^7*t^6 + 463*q^6*t^7 + 139*q^5*t^8 - 333*q^4*t^9 - 237*q^3*t^10 - 12*q^2*t^11 - 8*q*t^12 + 3*t^13 + 3*q^11*t - 4*q^10*t^2 + 12*q^9*t^3 + 76*q^8*t^4 - 178*q^7*t^5 - 545*q^6*t^6 - 452*q^5*t^7 - 220*q^4*t^8 + 25*q^3*t^9 + 79*q^2*t^10 - 5*q*t^11 - 3*q^10*t - 45*q^9*t^2 - 129*q^8*t^3 - 179*q^7*t^4 - 64*q^6*t^5 + 184*q^5*t^6 + 245*q^4*t^7 + 112*q^3*t^8 + 4*q^2*t^9 - 2*q*t^10 + t^11 + q^9*t + 23*q^8*t^2 + 111*q^7*t^3 + 168*q^6*t^4 + 98*q^5*t^5 + 9*q^4*t^6 - 41*q^3*t^7 - 29*q^2*t^8 + q*t^9 - 4*q^7*t^2 - 36*q^6*t^3 - 71*q^5*t^4 - 53*q^4*t^5 - 20*q^3*t^6 - 2*q^2*t^7 + 4*q^5*t^3 + 11*q^4*t^4 + 11*q^3*t^5 + 5*q^2*t^6)/((q^2 - t)*(q + t)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0388] 'FB]lg'

Zeta functions

ask[-]:

-(q^6*t^2 - q^7 - 2*q^6*t + 3*q^5*t^2 - 3*q^4*t^3 + 6*q^5*t - 7*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 7*q^3*t^2 + 6*q^2*t^3 - 3*q^3*t + 3*q^2*t^2 - 2*q*t^3 - t^4 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(6*q^19*t^8 + 4*q^18*t^9 + 24*q^17*t^10 + 4*q^16*t^11 + 6*q^15*t^12 + q^19*t^7 - 8*q^18*t^8 - 198*q^16*t^10 - 110*q^15*t^11 - 60*q^14*t^12 - 20*q^13*t^13 - 2*q^12*t^14 + q^11*t^15 + 2*q^20*t^5 - 27*q^19*t^6 - 16*q^18*t^7 - 101*q^17*t^8 - 151*q^16*t^9 + 493*q^15*t^10 + 605*q^14*t^11 + 427*q^13*t^12 + 229*q^12*t^13 - 2*q^11*t^14 - 13*q^10*t^15 + 6*q^9*t^16 - 27*q^19*t^5 + 26*q^18*t^6 + 83*q^17*t^7 + 831*q^16*t^8 + 752*q^15*t^9 - 383*q^14*t^10 - 1169*q^13*t^11 - 1387*q^12*t^12 - 1182*q^11*t^13 - 99*q^10*t^14 + 78*q^9*t^15 - 32*q^8*t^16 + q^7*t^17 - q^21*t^2 - q^20*t^3 + 69*q^19*t^4 + 58*q^18*t^5 + 224*q^17*t^6 + 380*q^16*t^7 - 2475*q^15*t^8 - 2970*q^14*t^9 - 680*q^13*t^10 + 690*q^12*t^11 + 1970*q^11*t^12 + 2953*q^10*t^13 + 797*q^9*t^14 - 149*q^8*t^15 + 68*q^7*t^16 - 9*q^6*t^17 + 4*q^20*t^2 + 70*q^19*t^3 - 225*q^18*t^4 - 373*q^17*t^5 - 947*q^16*t^6 - 1814*q^15*t^7 + 2578*q^14*t^8 + 6703*q^13*t^9 + 4133*q^12*t^10 + 1449*q^11*t^11 - 1316*q^10*t^12 - 3760*q^9*t^13 - 1962*q^8*t^14 - 113*q^7*t^15 - 101*q^6*t^16 + 30*q^5*t^17 - q^21 - 11*q^20*t - 34*q^19*t^2 - 161*q^18*t^3 - 27*q^17*t^4 + 665*q^16*t^5 + 3288*q^15*t^6 + 3824*q^14*t^7 - 271*q^13*t^8 - 6479*q^12*t^9 - 8444*q^11*t^10 - 6475*q^10*t^11 + 75*q^9*t^12 + 3021*q^8*t^13 + 2002*q^7*t^14 + 640*q^6*t^15 + 208*q^5*t^16 - 48*q^4*t^17 + 14*q^19*t + 205*q^18*t^2 + 232*q^17*t^3 + 504*q^16*t^4 + 709*q^15*t^5 - 5365*q^14*t^6 - 8250*q^13*t^7 - 2214*q^12*t^8 + 2031*q^11*t^9 + 6775*q^10*t^10 + 10942*q^9*t^11 + 2970*q^8*t^12 - 2299*q^7*t^13 - 995*q^6*t^14 - 600*q^5*t^15 - 332*q^4*t^16 + 29*q^3*t^17 + 29*q^18*t - 332*q^17*t^2 - 600*q^16*t^3 - 995*q^15*t^4 - 2299*q^14*t^5 + 2970*q^13*t^6 + 10942*q^12*t^7 + 6775*q^11*t^8 + 2031*q^10*t^9 - 2214*q^9*t^10 - 8250*q^8*t^11 - 5365*q^7*t^12 + 709*q^6*t^13 + 504*q^5*t^14 + 232*q^4*t^15 + 205*q^3*t^16 + 14*q^2*t^17 - 48*q^17*t + 208*q^16*t^2 + 640*q^15*t^3 + 2002*q^14*t^4 + 3021*q^13*t^5 + 75*q^12*t^6 - 6475*q^11*t^7 - 8444*q^10*t^8 - 6479*q^9*t^9 - 271*q^8*t^10 + 3824*q^7*t^11 + 3288*q^6*t^12 + 665*q^5*t^13 - 27*q^4*t^14 - 161*q^3*t^15 - 34*q^2*t^16 - 11*q*t^17 - t^18 + 30*q^16*t - 101*q^15*t^2 - 113*q^14*t^3 - 1962*q^13*t^4 - 3760*q^12*t^5 - 1316*q^11*t^6 + 1449*q^10*t^7 + 4133*q^9*t^8 + 6703*q^8*t^9 + 2578*q^7*t^10 - 1814*q^6*t^11 - 947*q^5*t^12 - 373*q^4*t^13 - 225*q^3*t^14 + 70*q^2*t^15 + 4*q*t^16 - 9*q^15*t + 68*q^14*t^2 - 149*q^13*t^3 + 797*q^12*t^4 + 2953*q^11*t^5 + 1970*q^10*t^6 + 690*q^9*t^7 - 680*q^8*t^8 - 2970*q^7*t^9 - 2475*q^6*t^10 + 380*q^5*t^11 + 224*q^4*t^12 + 58*q^3*t^13 + 69*q^2*t^14 - q*t^15 - t^16 + q^14*t - 32*q^13*t^2 + 78*q^12*t^3 - 99*q^11*t^4 - 1182*q^10*t^5 - 1387*q^9*t^6 - 1169*q^8*t^7 - 383*q^7*t^8 + 752*q^6*t^9 + 831*q^5*t^10 + 83*q^4*t^11 + 26*q^3*t^12 - 27*q^2*t^13 + 6*q^12*t^2 - 13*q^11*t^3 - 2*q^10*t^4 + 229*q^9*t^5 + 427*q^8*t^6 + 605*q^7*t^7 + 493*q^6*t^8 - 151*q^5*t^9 - 101*q^4*t^10 - 16*q^3*t^11 - 27*q^2*t^12 + 2*q*t^13 + q^10*t^3 - 2*q^9*t^4 - 20*q^8*t^5 - 60*q^7*t^6 - 110*q^6*t^7 - 198*q^5*t^8 - 8*q^3*t^10 + q^2*t^11 + 6*q^6*t^6 + 4*q^5*t^7 + 24*q^4*t^8 + 4*q^3*t^9 + 6*q^2*t^10)/((q^2 - t)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0389] 'FB]uW'

Zeta functions

ask[-]:

(q^7*t^3 - q^9 - 2*q^8*t + 6*q^7*t^2 - 7*q^6*t^3 + 6*q^7*t - 5*q^6*t^2 + 4*q^4*t^4 + 5*q^6*t - 17*q^5*t^2 + 17*q^4*t^3 - 5*q^3*t^4 - 4*q^5*t + 5*q^3*t^3 - 6*q^2*t^4 + 7*q^3*t^2 - 6*q^2*t^3 + 2*q*t^4 + t^5 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(6*q^19*t^10 + 4*q^18*t^11 + 12*q^17*t^12 - 12*q^20*t^8 - 8*q^19*t^9 - 37*q^18*t^10 - 124*q^16*t^12 - 67*q^15*t^13 + 3*q^14*t^14 + 2*q^13*t^15 + q^11*t^17 + 9*q^21*t^6 + 5*q^20*t^7 - 4*q^19*t^8 - 10*q^18*t^9 + 278*q^17*t^10 + 20*q^16*t^11 + 281*q^15*t^12 + 417*q^14*t^13 + 169*q^13*t^14 + 53*q^12*t^15 - 37*q^11*t^16 - 21*q^10*t^17 + 6*q^9*t^18 - q^22*t^4 + 3*q^21*t^5 + 41*q^20*t^6 - 38*q^19*t^7 - 27*q^18*t^8 + 387*q^17*t^9 - 461*q^16*t^10 - 650*q^15*t^11 - 498*q^14*t^12 - 800*q^13*t^13 - 732*q^12*t^14 - 561*q^11*t^15 + 82*q^10*t^16 + 134*q^9*t^17 - 26*q^8*t^18 + q^7*t^19 - 2*q^22*t^3 - 33*q^21*t^4 + 48*q^20*t^5 - 130*q^19*t^6 - 296*q^18*t^7 - 72*q^17*t^8 - 508*q^16*t^9 - 638*q^15*t^10 + 952*q^14*t^11 + 1860*q^13*t^12 + 1273*q^12*t^13 + 767*q^11*t^14 + 1607*q^10*t^15 + 345*q^9*t^16 - 333*q^8*t^17 + 31*q^7*t^18 - 9*q^6*t^19 - 35*q^21*t^3 + 71*q^20*t^4 + 77*q^19*t^5 - 9*q^18*t^6 + 330*q^17*t^7 + 1950*q^16*t^8 + 757*q^15*t^9 + 839*q^14*t^10 + 1394*q^13*t^11 - 2144*q^12*t^12 - 3295*q^11*t^13 - 445*q^10*t^14 - 1597*q^9*t^15 - 1301*q^8*t^16 + 227*q^7*t^17 + 5*q^6*t^18 + 30*q^5*t^19 + q^23 + 9*q^22*t + 16*q^21*t^2 + 37*q^20*t^3 + 220*q^19*t^4 - 48*q^18*t^5 - 742*q^17*t^6 + 900*q^16*t^7 - 2605*q^15*t^8 - 4787*q^14*t^9 - 641*q^13*t^10 - 1826*q^12*t^11 - 1204*q^11*t^12 + 3338*q^10*t^13 + 1989*q^9*t^14 + 665*q^8*t^15 + 1276*q^7*t^16 + 266*q^6*t^17 + 40*q^5*t^18 - 50*q^4*t^19 - 8*q^21*t - 136*q^20*t^2 - 12*q^19*t^3 - 335*q^18*t^4 - 1143*q^17*t^5 + 825*q^16*t^6 + 284*q^15*t^7 - 262*q^14*t^8 + 5872*q^13*t^9 + 5458*q^12*t^10 + 1445*q^11*t^11 + 967*q^10*t^12 + 487*q^9*t^13 - 1933*q^8*t^14 - 1240*q^7*t^15 - 374*q^6*t^16 - 308*q^5*t^17 - 184*q^4*t^18 + 35*q^3*t^19 - 35*q^20*t + 184*q^19*t^2 + 308*q^18*t^3 + 374*q^17*t^4 + 1240*q^16*t^5 + 1933*q^15*t^6 - 487*q^14*t^7 - 967*q^13*t^8 - 1445*q^12*t^9 - 5458*q^11*t^10 - 5872*q^10*t^11 + 262*q^9*t^12 - 284*q^8*t^13 - 825*q^7*t^14 + 1143*q^6*t^15 + 335*q^5*t^16 + 12*q^4*t^17 + 136*q^3*t^18 + 8*q^2*t^19 + 50*q^19*t - 40*q^18*t^2 - 266*q^17*t^3 - 1276*q^16*t^4 - 665*q^15*t^5 - 1989*q^14*t^6 - 3338*q^13*t^7 + 1204*q^12*t^8 + 1826*q^11*t^9 + 641*q^10*t^10 + 4787*q^9*t^11 + 2605*q^8*t^12 - 900*q^7*t^13 + 742*q^6*t^14 + 48*q^5*t^15 - 220*q^4*t^16 - 37*q^3*t^17 - 16*q^2*t^18 - 9*q*t^19 - t^20 - 30*q^18*t - 5*q^17*t^2 - 227*q^16*t^3 + 1301*q^15*t^4 + 1597*q^14*t^5 + 445*q^13*t^6 + 3295*q^12*t^7 + 2144*q^11*t^8 - 1394*q^10*t^9 - 839*q^9*t^10 - 757*q^8*t^11 - 1950*q^7*t^12 - 330*q^6*t^13 + 9*q^5*t^14 - 77*q^4*t^15 - 71*q^3*t^16 + 35*q^2*t^17 + 9*q^17*t - 31*q^16*t^2 + 333*q^15*t^3 - 345*q^14*t^4 - 1607*q^13*t^5 - 767*q^12*t^6 - 1273*q^11*t^7 - 1860*q^10*t^8 - 952*q^9*t^9 + 638*q^8*t^10 + 508*q^7*t^11 + 72*q^6*t^12 + 296*q^5*t^13 + 130*q^4*t^14 - 48*q^3*t^15 + 33*q^2*t^16 + 2*q*t^17 - q^16*t + 26*q^15*t^2 - 134*q^14*t^3 - 82*q^13*t^4 + 561*q^12*t^5 + 732*q^11*t^6 + 800*q^10*t^7 + 498*q^9*t^8 + 650*q^8*t^9 + 461*q^7*t^10 - 387*q^6*t^11 + 27*q^5*t^12 + 38*q^4*t^13 - 41*q^3*t^14 - 3*q^2*t^15 + q*t^16 - 6*q^14*t^2 + 21*q^13*t^3 + 37*q^12*t^4 - 53*q^11*t^5 - 169*q^10*t^6 - 417*q^9*t^7 - 281*q^8*t^8 - 20*q^7*t^9 - 278*q^6*t^10 + 10*q^5*t^11 + 4*q^4*t^12 - 5*q^3*t^13 - 9*q^2*t^14 - q^12*t^3 - 2*q^10*t^5 - 3*q^9*t^6 + 67*q^8*t^7 + 124*q^7*t^8 + 37*q^5*t^10 + 8*q^4*t^11 + 12*q^3*t^12 - 12*q^6*t^8 - 4*q^5*t^9 - 6*q^4*t^10)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0390] 'FB]vW'

Zeta functions

ask[-]:

-(q^9 + 2*q^8*t - 4*q^7*t - 6*q^6*t^2 + q^5*t^3 - 4*q^6*t + 9*q^5*t^2 + q^4*t^3 + q^5*t + 9*q^4*t^2 - 4*q^3*t^3 + q^4*t - 6*q^3*t^2 - 4*q^2*t^3 + 2*q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(5*q^19*t^10 + q^18*t^11 + 7*q^17*t^12 - 2*q^16*t^13 - 10*q^20*t^8 - q^19*t^9 - 24*q^18*t^10 + 2*q^17*t^11 - 82*q^16*t^12 - 17*q^15*t^13 + 12*q^14*t^14 - 2*q^12*t^16 + q^11*t^17 + 6*q^21*t^6 - 2*q^20*t^7 + q^19*t^8 + 6*q^18*t^9 + 170*q^17*t^10 - 29*q^16*t^11 + 193*q^15*t^12 + 206*q^14*t^13 + 43*q^13*t^14 + 8*q^12*t^15 - 14*q^11*t^16 - 8*q^10*t^17 + 3*q^9*t^18 + 5*q^21*t^5 + 30*q^20*t^6 - 37*q^19*t^7 + 6*q^18*t^8 + 206*q^17*t^9 - 343*q^16*t^10 - 312*q^15*t^11 - 230*q^14*t^12 - 422*q^13*t^13 - 348*q^12*t^14 - 239*q^11*t^15 + 69*q^10*t^16 + 58*q^9*t^17 - 16*q^8*t^18 - 2*q^22*t^3 - 23*q^21*t^4 + 37*q^20*t^5 - 126*q^19*t^6 - 148*q^18*t^7 - 9*q^17*t^8 - 248*q^16*t^9 - 350*q^15*t^10 + 622*q^14*t^11 + 976*q^13*t^12 + 543*q^12*t^13 + 334*q^11*t^14 + 873*q^10*t^15 + 109*q^9*t^16 - 180*q^8*t^17 + 25*q^7*t^18 - 2*q^6*t^19 - 2*q^22*t^2 - 26*q^21*t^3 + 63*q^20*t^4 + 45*q^19*t^5 - q^18*t^6 + 219*q^17*t^7 + 1183*q^16*t^8 + 92*q^15*t^9 + 393*q^14*t^10 + 893*q^13*t^11 - 1276*q^12*t^12 - 1777*q^11*t^13 + 54*q^10*t^14 - 897*q^9*t^15 - 698*q^8*t^16 + 153*q^7*t^17 - 2*q^6*t^18 + 11*q^5*t^19 + q^23 + 7*q^22*t + 11*q^21*t^2 + 26*q^20*t^3 + 157*q^19*t^4 - 124*q^18*t^5 - 483*q^17*t^6 + 697*q^16*t^7 - 1604*q^15*t^8 - 2654*q^14*t^9 + 274*q^13*t^10 - 979*q^12*t^11 - 969*q^11*t^12 + 1980*q^10*t^13 + 991*q^9*t^14 + 208*q^8*t^15 + 741*q^7*t^16 + 149*q^6*t^17 + 23*q^5*t^18 - 25*q^4*t^19 - 8*q^21*t - 96*q^20*t^2 + 28*q^19*t^3 - 244*q^18*t^4 - 653*q^17*t^5 + 679*q^16*t^6 + 237*q^15*t^7 - 592*q^14*t^8 + 3368*q^13*t^9 + 2899*q^12*t^10 + 207*q^11*t^11 + 538*q^10*t^12 + 623*q^9*t^13 - 1157*q^8*t^14 - 651*q^7*t^15 - 183*q^6*t^16 - 169*q^5*t^17 - 128*q^4*t^18 + 21*q^3*t^19 - 21*q^20*t + 128*q^19*t^2 + 169*q^18*t^3 + 183*q^17*t^4 + 651*q^16*t^5 + 1157*q^15*t^6 - 623*q^14*t^7 - 538*q^13*t^8 - 207*q^12*t^9 - 2899*q^11*t^10 - 3368*q^10*t^11 + 592*q^9*t^12 - 237*q^8*t^13 - 679*q^7*t^14 + 653*q^6*t^15 + 244*q^5*t^16 - 28*q^4*t^17 + 96*q^3*t^18 + 8*q^2*t^19 + 25*q^19*t - 23*q^18*t^2 - 149*q^17*t^3 - 741*q^16*t^4 - 208*q^15*t^5 - 991*q^14*t^6 - 1980*q^13*t^7 + 969*q^12*t^8 + 979*q^11*t^9 - 274*q^10*t^10 + 2654*q^9*t^11 + 1604*q^8*t^12 - 697*q^7*t^13 + 483*q^6*t^14 + 124*q^5*t^15 - 157*q^4*t^16 - 26*q^3*t^17 - 11*q^2*t^18 - 7*q*t^19 - t^20 - 11*q^18*t + 2*q^17*t^2 - 153*q^16*t^3 + 698*q^15*t^4 + 897*q^14*t^5 - 54*q^13*t^6 + 1777*q^12*t^7 + 1276*q^11*t^8 - 893*q^10*t^9 - 393*q^9*t^10 - 92*q^8*t^11 - 1183*q^7*t^12 - 219*q^6*t^13 + q^5*t^14 - 45*q^4*t^15 - 63*q^3*t^16 + 26*q^2*t^17 + 2*q*t^18 + 2*q^17*t - 25*q^16*t^2 + 180*q^15*t^3 - 109*q^14*t^4 - 873*q^13*t^5 - 334*q^12*t^6 - 543*q^11*t^7 - 976*q^10*t^8 - 622*q^9*t^9 + 350*q^8*t^10 + 248*q^7*t^11 + 9*q^6*t^12 + 148*q^5*t^13 + 126*q^4*t^14 - 37*q^3*t^15 + 23*q^2*t^16 + 2*q*t^17 + 16*q^15*t^2 - 58*q^14*t^3 - 69*q^13*t^4 + 239*q^12*t^5 + 348*q^11*t^6 + 422*q^10*t^7 + 230*q^9*t^8 + 312*q^8*t^9 + 343*q^7*t^10 - 206*q^6*t^11 - 6*q^5*t^12 + 37*q^4*t^13 - 30*q^3*t^14 - 5*q^2*t^15 - 3*q^14*t^2 + 8*q^13*t^3 + 14*q^12*t^4 - 8*q^11*t^5 - 43*q^10*t^6 - 206*q^9*t^7 - 193*q^8*t^8 + 29*q^7*t^9 - 170*q^6*t^10 - 6*q^5*t^11 - q^4*t^12 + 2*q^3*t^13 - 6*q^2*t^14 - q^12*t^3 + 2*q^11*t^4 - 12*q^9*t^6 + 17*q^8*t^7 + 82*q^7*t^8 - 2*q^6*t^9 + 24*q^5*t^10 + q^4*t^11 + 10*q^3*t^12 + 2*q^7*t^7 - 7*q^6*t^8 - q^5*t^9 - 5*q^4*t^10)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0391] 'FB]|w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(4*q^11*t^8 - q^12*t^6 + 4*q^11*t^7 - 2*q^10*t^8 + 8*q^9*t^9 - 21*q^8*t^10 - 8*q^7*t^11 - 2*q^12*t^5 - 34*q^11*t^6 - 15*q^10*t^7 + 10*q^9*t^8 - 40*q^8*t^9 + 70*q^7*t^10 + 33*q^6*t^11 + 6*q^5*t^12 - q^14*t^2 + 20*q^12*t^4 - 30*q^11*t^5 + 90*q^10*t^6 + 70*q^9*t^7 - 32*q^8*t^8 + 42*q^7*t^9 - 89*q^6*t^10 - 30*q^5*t^11 - 20*q^4*t^12 + 4*q^13*t^2 + 29*q^12*t^3 - 32*q^11*t^4 + 40*q^10*t^5 - 42*q^9*t^6 - 42*q^8*t^7 - 98*q^7*t^8 - 24*q^6*t^9 + 94*q^5*t^10 - 35*q^4*t^11 + 18*q^3*t^12 - q^14 - 8*q^13*t - 11*q^12*t^2 - 20*q^11*t^3 - 95*q^10*t^4 - 46*q^9*t^5 + 108*q^8*t^6 - 158*q^7*t^7 + 181*q^6*t^8 + 126*q^5*t^9 - 77*q^4*t^10 + 50*q^3*t^11 + 7*q^2*t^12 + 7*q^12*t + 50*q^11*t^2 - 77*q^10*t^3 + 126*q^9*t^4 + 181*q^8*t^5 - 158*q^7*t^6 + 108*q^6*t^7 - 46*q^5*t^8 - 95*q^4*t^9 - 20*q^3*t^10 - 11*q^2*t^11 - 8*q*t^12 - t^13 + 18*q^11*t - 35*q^10*t^2 + 94*q^9*t^3 - 24*q^8*t^4 - 98*q^7*t^5 - 42*q^6*t^6 - 42*q^5*t^7 + 40*q^4*t^8 - 32*q^3*t^9 + 29*q^2*t^10 + 4*q*t^11 - 20*q^10*t - 30*q^9*t^2 - 89*q^8*t^3 + 42*q^7*t^4 - 32*q^6*t^5 + 70*q^5*t^6 + 90*q^4*t^7 - 30*q^3*t^8 + 20*q^2*t^9 - t^11 + 6*q^9*t + 33*q^8*t^2 + 70*q^7*t^3 - 40*q^6*t^4 + 10*q^5*t^5 - 15*q^4*t^6 - 34*q^3*t^7 - 2*q^2*t^8 - 8*q^7*t^2 - 21*q^6*t^3 + 8*q^5*t^4 - 2*q^4*t^5 + 4*q^3*t^6 - q^2*t^7 + 4*q^3*t^5)/((q^2 - t)*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0392] 'FB]}w'

Zeta functions

ask[-]:

(q^7*t^3 - q^9 + 2*q^7*t^2 - 5*q^6*t^3 + 4*q^7*t - 3*q^6*t^2 + 2*q^5*t^3 + 2*q^4*t^4 + 3*q^6*t - 11*q^5*t^2 + 11*q^4*t^3 - 3*q^3*t^4 - 2*q^5*t - 2*q^4*t^2 + 3*q^3*t^3 - 4*q^2*t^4 + 5*q^3*t^2 - 2*q^2*t^3 + t^5 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(q^11*t^9 - 3*q^10*t^10 - 3*q^13*t^6 - 5*q^12*t^7 + 18*q^11*t^8 - 7*q^10*t^9 - 3*q^9*t^10 + 5*q^8*t^11 + 9*q^7*t^12 + q^14*t^4 - 9*q^12*t^6 + 54*q^11*t^7 - 24*q^10*t^8 - 35*q^9*t^9 + 10*q^8*t^10 + 6*q^7*t^11 - 35*q^6*t^12 - 6*q^5*t^13 + 2*q^14*t^3 + 11*q^13*t^4 - 35*q^12*t^5 + 12*q^11*t^6 - 56*q^10*t^7 - 86*q^9*t^8 + 80*q^8*t^9 + 96*q^7*t^10 - 34*q^6*t^11 + 30*q^5*t^12 + 22*q^4*t^13 + 11*q^13*t^3 - 43*q^12*t^4 - 6*q^11*t^5 + 168*q^10*t^6 + 8*q^9*t^7 + 40*q^8*t^8 + 48*q^7*t^9 - 178*q^6*t^10 - 43*q^5*t^11 + 31*q^4*t^12 - 24*q^3*t^13 - q^15 - 5*q^14*t + 4*q^13*t^2 + 19*q^12*t^3 - 35*q^11*t^4 + 164*q^10*t^5 - 161*q^9*t^6 - 265*q^8*t^7 + 104*q^7*t^8 + 16*q^6*t^9 - 7*q^5*t^10 + 114*q^4*t^11 - 30*q^3*t^12 - q^2*t^13 + q^13*t + 30*q^12*t^2 - 114*q^11*t^3 + 7*q^10*t^4 - 16*q^9*t^5 - 104*q^8*t^6 + 265*q^7*t^7 + 161*q^6*t^8 - 164*q^5*t^9 + 35*q^4*t^10 - 19*q^3*t^11 - 4*q^2*t^12 + 5*q*t^13 + t^14 + 24*q^12*t - 31*q^11*t^2 + 43*q^10*t^3 + 178*q^9*t^4 - 48*q^8*t^5 - 40*q^7*t^6 - 8*q^6*t^7 - 168*q^5*t^8 + 6*q^4*t^9 + 43*q^3*t^10 - 11*q^2*t^11 - 22*q^11*t - 30*q^10*t^2 + 34*q^9*t^3 - 96*q^8*t^4 - 80*q^7*t^5 + 86*q^6*t^6 + 56*q^5*t^7 - 12*q^4*t^8 + 35*q^3*t^9 - 11*q^2*t^10 - 2*q*t^11 + 6*q^10*t + 35*q^9*t^2 - 6*q^8*t^3 - 10*q^7*t^4 + 35*q^6*t^5 + 24*q^5*t^6 - 54*q^4*t^7 + 9*q^3*t^8 - q*t^10 - 9*q^8*t^2 - 5*q^7*t^3 + 3*q^6*t^4 + 7*q^5*t^5 - 18*q^4*t^6 + 5*q^3*t^7 + 3*q^2*t^8 + 3*q^5*t^4 - q^4*t^5)/((q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0393] 'FB]~w'

Zeta functions

ask[-]:

-(q^5 + q^4*t - 2*q^3*t - 2*q^2*t + q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^20*t^10 + q^23*t^6 + q^22*t^7 - 9*q^21*t^8 + q^20*t^9 + 3*q^19*t^10 + 3*q^18*t^11 - q^17*t^12 + q^16*t^13 + 3*q^23*t^5 + 10*q^22*t^6 - 20*q^21*t^7 - 6*q^20*t^8 - 19*q^18*t^10 - 23*q^17*t^11 - 5*q^16*t^12 - 2*q^15*t^13 - 2*q^24*t^3 - 8*q^23*t^4 + 9*q^22*t^5 - 9*q^21*t^6 + 20*q^20*t^7 + 94*q^19*t^8 + 55*q^18*t^9 + 28*q^17*t^10 + 29*q^16*t^11 + q^15*t^12 - 9*q^14*t^13 + 2*q^13*t^14 - 2*q^24*t^2 - 10*q^23*t^3 + 21*q^22*t^4 + 32*q^21*t^5 - 84*q^20*t^6 - 61*q^19*t^7 - 91*q^18*t^8 - 86*q^17*t^9 - 2*q^16*t^10 + 28*q^15*t^11 + 46*q^14*t^12 + 58*q^13*t^13 + 4*q^12*t^14 - 3*q^11*t^15 + q^25 + 5*q^24*t + 3*q^23*t^2 - 5*q^22*t^3 + 31*q^21*t^4 - 93*q^20*t^5 + 8*q^19*t^6 + 143*q^18*t^7 + 28*q^17*t^8 - 93*q^16*t^9 - 200*q^15*t^10 - 151*q^14*t^11 - 63*q^13*t^12 - 75*q^12*t^13 - 11*q^11*t^14 + 11*q^10*t^15 - q^9*t^16 - 3*q^23*t - 25*q^22*t^2 + 51*q^21*t^3 + 43*q^20*t^4 + 31*q^19*t^5 + 86*q^18*t^6 + 4*q^17*t^7 + 141*q^16*t^8 + 214*q^15*t^9 + 281*q^14*t^10 + 231*q^13*t^11 + 18*q^12*t^12 - 35*q^11*t^13 - 35*q^10*t^14 - 31*q^9*t^15 - q^8*t^16 - 12*q^22*t + 2*q^21*t^2 - 16*q^20*t^3 - 135*q^19*t^4 - 100*q^18*t^5 - 35*q^17*t^6 + 97*q^16*t^7 - 120*q^15*t^8 - 291*q^14*t^9 - 68*q^13*t^10 + 106*q^12*t^11 + 139*q^11*t^12 + 105*q^10*t^13 + 78*q^9*t^14 + 42*q^8*t^15 + 7*q^7*t^16 + 3*q^6*t^17 + 3*q^21*t + 34*q^20*t^2 + 28*q^19*t^3 + 59*q^18*t^4 - 12*q^17*t^5 - 90*q^16*t^6 - 168*q^15*t^7 - 227*q^14*t^8 - 62*q^13*t^9 - 61*q^12*t^10 - 263*q^11*t^11 - 332*q^10*t^12 - 117*q^9*t^13 - 7*q^8*t^14 + 3*q^7*t^15 + 8*q^6*t^16 - 6*q^5*t^17 + 6*q^20*t - 8*q^19*t^2 - 3*q^18*t^3 + 7*q^17*t^4 + 117*q^16*t^5 + 332*q^15*t^6 + 263*q^14*t^7 + 61*q^13*t^8 + 62*q^12*t^9 + 227*q^11*t^10 + 168*q^10*t^11 + 90*q^9*t^12 + 12*q^8*t^13 - 59*q^7*t^14 - 28*q^6*t^15 - 34*q^5*t^16 - 3*q^4*t^17 - 3*q^19*t - 7*q^18*t^2 - 42*q^17*t^3 - 78*q^16*t^4 - 105*q^15*t^5 - 139*q^14*t^6 - 106*q^13*t^7 + 68*q^12*t^8 + 291*q^11*t^9 + 120*q^10*t^10 - 97*q^9*t^11 + 35*q^8*t^12 + 100*q^7*t^13 + 135*q^6*t^14 + 16*q^5*t^15 - 2*q^4*t^16 + 12*q^3*t^17 + q^17*t^2 + 31*q^16*t^3 + 35*q^15*t^4 + 35*q^14*t^5 - 18*q^13*t^6 - 231*q^12*t^7 - 281*q^11*t^8 - 214*q^10*t^9 - 141*q^9*t^10 - 4*q^8*t^11 - 86*q^7*t^12 - 31*q^6*t^13 - 43*q^5*t^14 - 51*q^4*t^15 + 25*q^3*t^16 + 3*q^2*t^17 + q^16*t^2 - 11*q^15*t^3 + 11*q^14*t^4 + 75*q^13*t^5 + 63*q^12*t^6 + 151*q^11*t^7 + 200*q^10*t^8 + 93*q^9*t^9 - 28*q^8*t^10 - 143*q^7*t^11 - 8*q^6*t^12 + 93*q^5*t^13 - 31*q^4*t^14 + 5*q^3*t^15 - 3*q^2*t^16 - 5*q*t^17 - t^18 + 3*q^14*t^3 - 4*q^13*t^4 - 58*q^12*t^5 - 46*q^11*t^6 - 28*q^10*t^7 + 2*q^9*t^8 + 86*q^8*t^9 + 91*q^7*t^10 + 61*q^6*t^11 + 84*q^5*t^12 - 32*q^4*t^13 - 21*q^3*t^14 + 10*q^2*t^15 + 2*q*t^16 - 2*q^12*t^4 + 9*q^11*t^5 - q^10*t^6 - 29*q^9*t^7 - 28*q^8*t^8 - 55*q^7*t^9 - 94*q^6*t^10 - 20*q^5*t^11 + 9*q^4*t^12 - 9*q^3*t^13 + 8*q^2*t^14 + 2*q*t^15 + 2*q^10*t^5 + 5*q^9*t^6 + 23*q^8*t^7 + 19*q^7*t^8 + 6*q^5*t^10 + 20*q^4*t^11 - 10*q^3*t^12 - 3*q^2*t^13 - q^9*t^5 + q^8*t^6 - 3*q^7*t^7 - 3*q^6*t^8 - q^5*t^9 + 9*q^4*t^10 - q^3*t^11 - q^2*t^12 - 2*q^5*t^8)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0394] 'FB^dw'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(5*q^13*t^10 + 3*q^12*t^11 + 5*q^11*t^12 - 10*q^14*t^8 - 3*q^13*t^9 - 19*q^12*t^10 - 5*q^11*t^11 - 40*q^10*t^12 - 13*q^9*t^13 - q^8*t^14 + 6*q^15*t^6 - 4*q^14*t^7 + 77*q^11*t^10 - 11*q^10*t^11 + 83*q^9*t^12 + 67*q^8*t^13 + 14*q^7*t^14 + 2*q^6*t^15 + 8*q^15*t^5 + 28*q^14*t^6 - 12*q^13*t^7 + 38*q^12*t^8 + 129*q^11*t^9 - 122*q^10*t^10 - 54*q^9*t^11 - 39*q^8*t^12 - 102*q^7*t^13 - 45*q^6*t^14 - 11*q^5*t^15 - 3*q^16*t^3 - 22*q^15*t^4 + 22*q^14*t^5 - 105*q^13*t^6 - 81*q^12*t^7 - 18*q^11*t^8 - 197*q^10*t^9 - 165*q^9*t^10 + 133*q^8*t^11 + 32*q^7*t^12 + 26*q^6*t^13 + 28*q^5*t^14 + 25*q^4*t^15 - 2*q^16*t^2 - 22*q^15*t^3 + 56*q^14*t^4 + 4*q^13*t^5 - 45*q^12*t^6 + 88*q^11*t^7 + 318*q^10*t^8 - 15*q^9*t^9 + 308*q^8*t^10 + 157*q^7*t^11 - 65*q^6*t^12 - 2*q^5*t^13 + 60*q^4*t^14 - 21*q^3*t^15 + q^17 + 7*q^16*t + 9*q^15*t^2 + 23*q^14*t^3 + 91*q^13*t^4 - 49*q^12*t^5 + 23*q^11*t^6 + 413*q^10*t^7 - 373*q^9*t^8 - 298*q^8*t^9 + 73*q^7*t^10 - 244*q^6*t^11 - 121*q^5*t^12 + 46*q^4*t^13 - 63*q^3*t^14 - 6*q^2*t^15 - 6*q^15*t - 63*q^14*t^2 + 46*q^13*t^3 - 121*q^12*t^4 - 244*q^11*t^5 + 73*q^10*t^6 - 298*q^9*t^7 - 373*q^8*t^8 + 413*q^7*t^9 + 23*q^6*t^10 - 49*q^5*t^11 + 91*q^4*t^12 + 23*q^3*t^13 + 9*q^2*t^14 + 7*q*t^15 + t^16 - 21*q^14*t + 60*q^13*t^2 - 2*q^12*t^3 - 65*q^11*t^4 + 157*q^10*t^5 + 308*q^9*t^6 - 15*q^8*t^7 + 318*q^7*t^8 + 88*q^6*t^9 - 45*q^5*t^10 + 4*q^4*t^11 + 56*q^3*t^12 - 22*q^2*t^13 - 2*q*t^14 + 25*q^13*t + 28*q^12*t^2 + 26*q^11*t^3 + 32*q^10*t^4 + 133*q^9*t^5 - 165*q^8*t^6 - 197*q^7*t^7 - 18*q^6*t^8 - 81*q^5*t^9 - 105*q^4*t^10 + 22*q^3*t^11 - 22*q^2*t^12 - 3*q*t^13 - 11*q^12*t - 45*q^11*t^2 - 102*q^10*t^3 - 39*q^9*t^4 - 54*q^8*t^5 - 122*q^7*t^6 + 129*q^6*t^7 + 38*q^5*t^8 - 12*q^4*t^9 + 28*q^3*t^10 + 8*q^2*t^11 + 2*q^11*t + 14*q^10*t^2 + 67*q^9*t^3 + 83*q^8*t^4 - 11*q^7*t^5 + 77*q^6*t^6 - 4*q^3*t^9 + 6*q^2*t^10 - q^9*t^2 - 13*q^8*t^3 - 40*q^7*t^4 - 5*q^6*t^5 - 19*q^5*t^6 - 3*q^4*t^7 - 10*q^3*t^8 + 5*q^6*t^4 + 3*q^5*t^5 + 5*q^4*t^6)/((q^2 - t)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0395] 'FB^lw'

Zeta functions

ask[-]:

-(q^9 + q^8*t - 3*q^7*t - 4*q^6*t^2 + q^5*t^3 - 3*q^6*t + 7*q^5*t^2 + 7*q^4*t^2 - 3*q^3*t^3 + q^4*t - 4*q^3*t^2 - 3*q^2*t^3 + q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^16*t^10 + q^15*t^11 + 2*q^14*t^12 - 4*q^17*t^8 - 2*q^16*t^9 - 5*q^15*t^10 + 3*q^14*t^11 - 21*q^13*t^12 - 9*q^12*t^13 - 2*q^11*t^14 + 3*q^18*t^6 + 2*q^17*t^7 - 9*q^16*t^8 - 8*q^15*t^9 + 44*q^14*t^10 - 12*q^13*t^11 + 28*q^12*t^12 + 32*q^11*t^13 + 35*q^10*t^14 + 11*q^9*t^15 - q^8*t^16 + 3*q^18*t^5 + 19*q^17*t^6 - 26*q^16*t^7 - 7*q^15*t^8 + 109*q^14*t^9 - 6*q^13*t^10 - 56*q^12*t^11 - 48*q^11*t^12 + 8*q^10*t^13 - 79*q^9*t^14 - 70*q^8*t^15 - 7*q^7*t^16 - 2*q^19*t^3 - 14*q^18*t^4 + 21*q^17*t^5 - 29*q^16*t^6 - 37*q^15*t^7 + 45*q^14*t^8 - 38*q^13*t^9 - 302*q^12*t^10 - 97*q^11*t^11 + 224*q^10*t^12 + 13*q^9*t^13 - 11*q^8*t^14 + 125*q^7*t^15 + 43*q^6*t^16 + 4*q^5*t^17 - 2*q^19*t^2 - 16*q^18*t^3 + 30*q^17*t^4 + 44*q^16*t^5 - 103*q^15*t^6 - 131*q^14*t^7 + 279*q^13*t^8 - 20*q^12*t^9 + 156*q^11*t^10 + 542*q^10*t^11 - 6*q^9*t^12 - 279*q^8*t^13 + 52*q^7*t^14 - 36*q^6*t^15 - 54*q^5*t^16 - 16*q^4*t^17 + q^20 + 6*q^19*t + 6*q^18*t^2 - 3*q^17*t^3 + 72*q^16*t^4 - 63*q^15*t^5 - 114*q^14*t^6 + 582*q^13*t^7 + 78*q^12*t^8 - 570*q^11*t^9 - 126*q^10*t^10 - 153*q^9*t^11 - 424*q^8*t^12 + 105*q^7*t^13 + 132*q^6*t^14 - 21*q^5*t^15 - 21*q^4*t^16 + 18*q^3*t^17 - 4*q^18*t - 45*q^17*t^2 + 54*q^16*t^3 + 19*q^15*t^4 - 191*q^14*t^5 + 63*q^13*t^6 - 106*q^12*t^7 - 773*q^11*t^8 + 773*q^9*t^10 + 106*q^8*t^11 - 63*q^7*t^12 + 191*q^6*t^13 - 19*q^5*t^14 - 54*q^4*t^15 + 45*q^3*t^16 + 4*q^2*t^17 - 18*q^17*t + 21*q^16*t^2 + 21*q^15*t^3 - 132*q^14*t^4 - 105*q^13*t^5 + 424*q^12*t^6 + 153*q^11*t^7 + 126*q^10*t^8 + 570*q^9*t^9 - 78*q^8*t^10 - 582*q^7*t^11 + 114*q^6*t^12 + 63*q^5*t^13 - 72*q^4*t^14 + 3*q^3*t^15 - 6*q^2*t^16 - 6*q*t^17 - t^18 + 16*q^16*t + 54*q^15*t^2 + 36*q^14*t^3 - 52*q^13*t^4 + 279*q^12*t^5 + 6*q^11*t^6 - 542*q^10*t^7 - 156*q^9*t^8 + 20*q^8*t^9 - 279*q^7*t^10 + 131*q^6*t^11 + 103*q^5*t^12 - 44*q^4*t^13 - 30*q^3*t^14 + 16*q^2*t^15 + 2*q*t^16 - 4*q^15*t - 43*q^14*t^2 - 125*q^13*t^3 + 11*q^12*t^4 - 13*q^11*t^5 - 224*q^10*t^6 + 97*q^9*t^7 + 302*q^8*t^8 + 38*q^7*t^9 - 45*q^6*t^10 + 37*q^5*t^11 + 29*q^4*t^12 - 21*q^3*t^13 + 14*q^2*t^14 + 2*q*t^15 + 7*q^13*t^2 + 70*q^12*t^3 + 79*q^11*t^4 - 8*q^10*t^5 + 48*q^9*t^6 + 56*q^8*t^7 + 6*q^7*t^8 - 109*q^6*t^9 + 7*q^5*t^10 + 26*q^4*t^11 - 19*q^3*t^12 - 3*q^2*t^13 + q^12*t^2 - 11*q^11*t^3 - 35*q^10*t^4 - 32*q^9*t^5 - 28*q^8*t^6 + 12*q^7*t^7 - 44*q^6*t^8 + 8*q^5*t^9 + 9*q^4*t^10 - 2*q^3*t^11 - 3*q^2*t^12 + 2*q^9*t^4 + 9*q^8*t^5 + 21*q^7*t^6 - 3*q^6*t^7 + 5*q^5*t^8 + 2*q^4*t^9 + 4*q^3*t^10 - 2*q^6*t^6 - q^5*t^7 - 2*q^4*t^8)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0396] 'FB^~o'

Zeta functions

ask[-]:

ask[+]:

(q^15*t^8 - q^16*t^6 + q^14*t^8 + q^13*t^9 - 5*q^12*t^10 - q^17*t^4 - 4*q^16*t^5 - 8*q^15*t^6 + 8*q^14*t^7 + 7*q^13*t^8 - 7*q^12*t^9 + 7*q^11*t^10 - 3*q^10*t^11 + 2*q^9*t^12 + 2*q^17*t^3 + 10*q^16*t^4 + 20*q^14*t^6 - 5*q^13*t^7 - 33*q^12*t^8 - 6*q^11*t^9 + 11*q^10*t^10 + 21*q^9*t^11 - 4*q^8*t^12 + 3*q^17*t^2 + 9*q^16*t^3 - 22*q^15*t^4 - 19*q^14*t^5 + 19*q^13*t^6 + 29*q^12*t^7 - 14*q^11*t^8 + 11*q^10*t^9 - 2*q^9*t^10 - 31*q^8*t^11 - q^7*t^12 - q^6*t^13 - q^18 - 5*q^17*t - 6*q^16*t^2 - 6*q^15*t^3 - 28*q^14*t^4 + 27*q^13*t^5 + 34*q^12*t^6 - 82*q^11*t^7 + 11*q^10*t^8 + 57*q^9*t^9 + 3*q^8*t^10 - 20*q^7*t^11 - 6*q^6*t^12 + 2*q^5*t^13 + 5*q^16*t + 25*q^15*t^2 - 24*q^14*t^3 - q^13*t^4 + 58*q^12*t^5 - 21*q^11*t^6 - 53*q^10*t^7 + 16*q^9*t^8 + 16*q^8*t^9 - 39*q^7*t^10 + 31*q^6*t^11 + 29*q^5*t^12 + 3*q^4*t^13 + 8*q^15*t - 3*q^14*t^2 + q^13*t^3 + 36*q^12*t^4 + 30*q^11*t^5 - 99*q^10*t^6 + 99*q^8*t^8 - 30*q^7*t^9 - 36*q^6*t^10 - q^5*t^11 + 3*q^4*t^12 - 8*q^3*t^13 - 3*q^14*t - 29*q^13*t^2 - 31*q^12*t^3 + 39*q^11*t^4 - 16*q^10*t^5 - 16*q^9*t^6 + 53*q^8*t^7 + 21*q^7*t^8 - 58*q^6*t^9 + q^5*t^10 + 24*q^4*t^11 - 25*q^3*t^12 - 5*q^2*t^13 - 2*q^13*t + 6*q^12*t^2 + 20*q^11*t^3 - 3*q^10*t^4 - 57*q^9*t^5 - 11*q^8*t^6 + 82*q^7*t^7 - 34*q^6*t^8 - 27*q^5*t^9 + 28*q^4*t^10 + 6*q^3*t^11 + 6*q^2*t^12 + 5*q*t^13 + t^14 + q^12*t + q^11*t^2 + 31*q^10*t^3 + 2*q^9*t^4 - 11*q^8*t^5 + 14*q^7*t^6 - 29*q^6*t^7 - 19*q^5*t^8 + 19*q^4*t^9 + 22*q^3*t^10 - 9*q^2*t^11 - 3*q*t^12 + 4*q^10*t^2 - 21*q^9*t^3 - 11*q^8*t^4 + 6*q^7*t^5 + 33*q^6*t^6 + 5*q^5*t^7 - 20*q^4*t^8 - 10*q^2*t^10 - 2*q*t^11 - 2*q^9*t^2 + 3*q^8*t^3 - 7*q^7*t^4 + 7*q^6*t^5 - 7*q^5*t^6 - 8*q^4*t^7 + 8*q^3*t^8 + 4*q^2*t^9 + q*t^10 + 5*q^6*t^4 - q^5*t^5 - q^4*t^6 + q^2*t^8 - q^3*t^6)/((q^3 - t)*(q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0397] 'FB^~w'

Zeta functions

ask[-]:

-(q^3 - t)*(q^2 - t)^2/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^24*t^8 - q^27*t^4 - 4*q^26*t^5 - 7*q^25*t^6 + 2*q^24*t^7 + 2*q^23*t^8 - 2*q^21*t^10 + 2*q^20*t^11 + 2*q^27*t^3 + 7*q^26*t^4 + 8*q^25*t^5 + 16*q^24*t^6 + 6*q^23*t^7 - 23*q^22*t^8 - 12*q^21*t^9 - 4*q^19*t^11 + 3*q^27*t^2 + 5*q^26*t^3 - 15*q^25*t^4 - 26*q^24*t^5 + 20*q^23*t^6 + 7*q^22*t^7 + 33*q^21*t^8 + 17*q^20*t^9 - 3*q^19*t^10 - 5*q^18*t^11 + 2*q^17*t^12 - q^28 - 4*q^27*t - 5*q^26*t^2 - 5*q^25*t^3 - 26*q^24*t^4 + 24*q^23*t^5 - 15*q^22*t^6 - 54*q^21*t^7 - 40*q^20*t^8 + 10*q^19*t^9 + 47*q^18*t^10 + 43*q^17*t^11 - 6*q^15*t^13 + 4*q^26*t + 21*q^25*t^2 - 10*q^24*t^3 - 3*q^23*t^4 + 37*q^22*t^5 - q^21*t^6 + 15*q^20*t^7 - 31*q^19*t^8 - 5*q^18*t^9 - 53*q^17*t^10 - 57*q^16*t^11 - 5*q^15*t^12 + 16*q^14*t^13 + 4*q^25*t - 4*q^24*t^2 - 13*q^23*t^3 + 59*q^22*t^4 + 40*q^21*t^5 + 55*q^20*t^6 - 56*q^19*t^7 + 45*q^18*t^8 + 21*q^17*t^9 - 3*q^16*t^10 - 16*q^15*t^11 - 20*q^14*t^12 - 20*q^13*t^13 - 4*q^12*t^14 + 7*q^24*t - 14*q^23*t^2 - 22*q^22*t^3 - 49*q^21*t^4 - 9*q^20*t^5 - 67*q^19*t^6 - 13*q^18*t^7 + 110*q^17*t^8 + 94*q^16*t^9 + 24*q^15*t^10 - 27*q^14*t^11 + 19*q^13*t^12 + 5*q^12*t^13 + 17*q^11*t^14 + 5*q^10*t^15 - 8*q^23*t - 8*q^22*t^2 + 33*q^20*t^4 + 21*q^19*t^5 - 143*q^18*t^6 - 43*q^17*t^7 - 51*q^16*t^8 - 7*q^15*t^9 - 67*q^14*t^10 + 84*q^13*t^11 + 75*q^12*t^12 + 38*q^11*t^13 - 19*q^10*t^14 - 13*q^9*t^15 + q^22*t + 6*q^21*t^2 + 19*q^20*t^3 + 57*q^19*t^4 - 44*q^18*t^5 + 27*q^17*t^6 + 17*q^16*t^7 + 95*q^15*t^8 - 86*q^14*t^9 - 106*q^13*t^10 - 35*q^12*t^11 - 40*q^11*t^12 - 11*q^10*t^13 + 2*q^9*t^14 + 11*q^8*t^15 - q^7*t^16 + q^21*t - 11*q^20*t^2 - 2*q^19*t^3 + 11*q^18*t^4 + 40*q^17*t^5 + 35*q^16*t^6 + 106*q^15*t^7 + 86*q^14*t^8 - 95*q^13*t^9 - 17*q^12*t^10 - 27*q^11*t^11 + 44*q^10*t^12 - 57*q^9*t^13 - 19*q^8*t^14 - 6*q^7*t^15 - q^6*t^16 + 13*q^19*t^2 + 19*q^18*t^3 - 38*q^17*t^4 - 75*q^16*t^5 - 84*q^15*t^6 + 67*q^14*t^7 + 7*q^13*t^8 + 51*q^12*t^9 + 43*q^11*t^10 + 143*q^10*t^11 - 21*q^9*t^12 - 33*q^8*t^13 + 8*q^6*t^15 + 8*q^5*t^16 - 5*q^18*t^2 - 17*q^17*t^3 - 5*q^16*t^4 - 19*q^15*t^5 + 27*q^14*t^6 - 24*q^13*t^7 - 94*q^12*t^8 - 110*q^11*t^9 + 13*q^10*t^10 + 67*q^9*t^11 + 9*q^8*t^12 + 49*q^7*t^13 + 22*q^6*t^14 + 14*q^5*t^15 - 7*q^4*t^16 + 4*q^16*t^3 + 20*q^15*t^4 + 20*q^14*t^5 + 16*q^13*t^6 + 3*q^12*t^7 - 21*q^11*t^8 - 45*q^10*t^9 + 56*q^9*t^10 - 55*q^8*t^11 - 40*q^7*t^12 - 59*q^6*t^13 + 13*q^5*t^14 + 4*q^4*t^15 - 4*q^3*t^16 - 16*q^14*t^4 + 5*q^13*t^5 + 57*q^12*t^6 + 53*q^11*t^7 + 5*q^10*t^8 + 31*q^9*t^9 - 15*q^8*t^10 + q^7*t^11 - 37*q^6*t^12 + 3*q^5*t^13 + 10*q^4*t^14 - 21*q^3*t^15 - 4*q^2*t^16 + 6*q^13*t^4 - 43*q^11*t^6 - 47*q^10*t^7 - 10*q^9*t^8 + 40*q^8*t^9 + 54*q^7*t^10 + 15*q^6*t^11 - 24*q^5*t^12 + 26*q^4*t^13 + 5*q^3*t^14 + 5*q^2*t^15 + 4*q*t^16 + t^17 - 2*q^11*t^5 + 5*q^10*t^6 + 3*q^9*t^7 - 17*q^8*t^8 - 33*q^7*t^9 - 7*q^6*t^10 - 20*q^5*t^11 + 26*q^4*t^12 + 15*q^3*t^13 - 5*q^2*t^14 - 3*q*t^15 + 4*q^9*t^6 + 12*q^7*t^8 + 23*q^6*t^9 - 6*q^5*t^10 - 16*q^4*t^11 - 8*q^3*t^12 - 7*q^2*t^13 - 2*q*t^14 - 2*q^8*t^6 + 2*q^7*t^7 - 2*q^5*t^9 - 2*q^4*t^10 + 7*q^3*t^11 + 4*q^2*t^12 + q*t^13 - 2*q^4*t^9)/((q^4 - t)*(q^3 - t)*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)*(q + t)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0398] 'FB_mw'

Zeta functions

ask[-]:

(3*q^6*t^2 - 3*q^5*t^3 + q^4*t^4 + 4*q^6*t - 22*q^5*t^2 + 20*q^4*t^3 - 7*q^3*t^4 + q^6 - 7*q^5*t + 27*q^4*t^2 - 19*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 19*q^3*t^2 - 27*q^2*t^3 + 7*q*t^4 - t^5 + 7*q^3*t - 20*q^2*t^2 + 22*q*t^3 - 4*t^4 - q^2*t + 3*q*t^2 - 3*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^10*t^12 + 3*q^13*t^8 - 12*q^12*t^9 + 19*q^11*t^10 - 14*q^10*t^11 - 2*q^9*t^12 - q^8*t^13 - 3*q^7*t^14 + q^6*t^15 + 11*q^13*t^7 - 68*q^12*t^8 + 154*q^11*t^9 - 165*q^10*t^10 + 51*q^9*t^11 + 51*q^8*t^12 - 16*q^7*t^13 + 19*q^6*t^14 - 4*q^5*t^15 + 45*q^13*t^6 - 272*q^12*t^7 + 703*q^11*t^8 - 945*q^10*t^9 + 660*q^9*t^10 - 9*q^8*t^11 - 256*q^7*t^12 + 46*q^6*t^13 - 31*q^5*t^14 + 2*q^4*t^15 + 67*q^13*t^5 - 671*q^12*t^6 + 2362*q^11*t^7 - 4166*q^10*t^8 + 4143*q^9*t^9 - 2363*q^8*t^10 + 277*q^7*t^11 + 263*q^6*t^12 + 127*q^5*t^13 - 32*q^4*t^14 + 14*q^3*t^15 + 88*q^13*t^4 - 913*q^12*t^5 + 4368*q^11*t^6 - 10769*q^10*t^7 + 14463*q^9*t^8 - 11116*q^8*t^9 + 4828*q^7*t^10 - 261*q^6*t^11 - 382*q^5*t^12 - 263*q^4*t^13 + 78*q^3*t^14 - 22*q^2*t^15 + 55*q^13*t^3 - 881*q^12*t^4 + 4756*q^11*t^5 - 14508*q^10*t^6 + 26026*q^9*t^7 - 25447*q^8*t^8 + 11664*q^7*t^9 + 498*q^6*t^10 - 4597*q^5*t^11 + 2590*q^4*t^12 - 421*q^3*t^13 + 82*q^2*t^14 - 5*q*t^15 + t^16 + 28*q^13*t^2 - 405*q^12*t^3 + 3140*q^11*t^4 - 11273*q^10*t^5 + 23926*q^9*t^6 - 29791*q^8*t^7 + 14611*q^7*t^8 + 8457*q^6*t^9 - 16725*q^5*t^10 + 12036*q^4*t^11 - 4648*q^3*t^12 + 854*q^2*t^13 - 117*q*t^14 + 6*t^15 + 6*q^13*t - 117*q^12*t^2 + 854*q^11*t^3 - 4648*q^10*t^4 + 12036*q^9*t^5 - 16725*q^8*t^6 + 8457*q^7*t^7 + 14611*q^6*t^8 - 29791*q^5*t^9 + 23926*q^4*t^10 - 11273*q^3*t^11 + 3140*q^2*t^12 - 405*q*t^13 + 28*t^14 + q^13 - 5*q^12*t + 82*q^11*t^2 - 421*q^10*t^3 + 2590*q^9*t^4 - 4597*q^8*t^5 + 498*q^7*t^6 + 11664*q^6*t^7 - 25447*q^5*t^8 + 26026*q^4*t^9 - 14508*q^3*t^10 + 4756*q^2*t^11 - 881*q*t^12 + 55*t^13 - 22*q^11*t + 78*q^10*t^2 - 263*q^9*t^3 - 382*q^8*t^4 - 261*q^7*t^5 + 4828*q^6*t^6 - 11116*q^5*t^7 + 14463*q^4*t^8 - 10769*q^3*t^9 + 4368*q^2*t^10 - 913*q*t^11 + 88*t^12 + 14*q^10*t - 32*q^9*t^2 + 127*q^8*t^3 + 263*q^7*t^4 + 277*q^6*t^5 - 2363*q^5*t^6 + 4143*q^4*t^7 - 4166*q^3*t^8 + 2362*q^2*t^9 - 671*q*t^10 + 67*t^11 + 2*q^9*t - 31*q^8*t^2 + 46*q^7*t^3 - 256*q^6*t^4 - 9*q^5*t^5 + 660*q^4*t^6 - 945*q^3*t^7 + 703*q^2*t^8 - 272*q*t^9 + 45*t^10 - 4*q^8*t + 19*q^7*t^2 - 16*q^6*t^3 + 51*q^5*t^4 + 51*q^4*t^5 - 165*q^3*t^6 + 154*q^2*t^7 - 68*q*t^8 + 11*t^9 + q^7*t - 3*q^6*t^2 - q^5*t^3 - 2*q^4*t^4 - 14*q^3*t^5 + 19*q^2*t^6 - 12*q*t^7 + 3*t^8 + q^3*t^4)/((q^2 - t)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 6], [1, 3], [1, 6], [2, 3], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0399] 'FB`hw'

Zeta functions

ask[-]:

(q^5*t^5 + q^7*t^2 - 4*q^6*t^3 + q^5*t^4 - 3*q^4*t^5 - 2*q^7*t + 10*q^6*t^2 - 9*q^5*t^3 + 12*q^4*t^4 - 2*q^3*t^5 - q^7 + 4*q^6*t - 19*q^5*t^2 + 23*q^4*t^3 - 20*q^3*t^4 + 8*q^2*t^5 + 8*q^5*t - 20*q^4*t^2 + 23*q^3*t^3 - 19*q^2*t^4 + 4*q*t^5 - t^6 - 2*q^4*t + 12*q^3*t^2 - 9*q^2*t^3 + 10*q*t^4 - 2*t^5 - 3*q^3*t + q^2*t^2 - 4*q*t^3 + t^4 + q^2*t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^3)

ask[+]:

-(q^11*t^15 - 2*q^9*t^17 - 3*q^11*t^14 + 6*q^10*t^15 - 12*q^9*t^16 + 19*q^8*t^17 - 3*q^7*t^18 + 2*q^12*t^12 - 12*q^11*t^13 + 37*q^10*t^14 - 72*q^9*t^15 + 80*q^8*t^16 - 69*q^7*t^17 + 14*q^6*t^18 + q^12*t^11 - 14*q^11*t^12 + 37*q^10*t^13 - 48*q^9*t^14 + 79*q^8*t^15 - 79*q^7*t^16 + 72*q^6*t^17 - 16*q^5*t^18 - 4*q^12*t^10 + 41*q^11*t^11 - 113*q^10*t^12 + 246*q^9*t^13 - 389*q^8*t^14 + 335*q^7*t^15 - 198*q^6*t^16 + 46*q^5*t^17 - 7*q^4*t^18 + q^3*t^19 - 8*q^12*t^9 + 71*q^11*t^10 - 287*q^10*t^11 + 549*q^9*t^12 - 735*q^8*t^13 + 811*q^7*t^14 - 573*q^6*t^15 + 307*q^5*t^16 - 76*q^4*t^17 + 7*q^3*t^18 - 4*q^12*t^8 + 24*q^11*t^9 - 86*q^10*t^10 + 251*q^9*t^11 - 315*q^8*t^12 + 123*q^7*t^13 - 44*q^6*t^14 - 8*q^5*t^15 - 44*q^4*t^16 + 13*q^3*t^17 - 2*q^11*t^8 + 6*q^10*t^9 - 41*q^9*t^10 - 88*q^8*t^11 + 198*q^7*t^12 + 68*q^6*t^13 - 181*q^5*t^14 + 141*q^4*t^15 - 23*q^3*t^16 + 28*q^11*t^7 - 219*q^10*t^8 + 766*q^9*t^9 - 1382*q^8*t^10 + 2027*q^7*t^11 - 2221*q^6*t^12 + 1385*q^5*t^13 - 519*q^4*t^14 + 84*q^3*t^15 - 6*q^2*t^16 + 21*q^11*t^6 - 198*q^10*t^7 + 840*q^9*t^8 - 2018*q^8*t^9 + 2699*q^7*t^10 - 2602*q^6*t^11 + 2039*q^5*t^12 - 993*q^4*t^13 + 308*q^3*t^14 - 37*q^2*t^15 + q^11*t^5 + 11*q^10*t^6 + 4*q^9*t^7 - 201*q^8*t^8 + 649*q^7*t^9 - 522*q^6*t^10 + 33*q^5*t^11 + 13*q^4*t^12 - 11*q^3*t^13 - 9*q^2*t^14 - 9*q^10*t^5 - 11*q^9*t^6 + 13*q^8*t^7 + 33*q^7*t^8 - 522*q^6*t^9 + 649*q^5*t^10 - 201*q^4*t^11 + 4*q^3*t^12 + 11*q^2*t^13 + q*t^14 - 37*q^10*t^4 + 308*q^9*t^5 - 993*q^8*t^6 + 2039*q^7*t^7 - 2602*q^6*t^8 + 2699*q^5*t^9 - 2018*q^4*t^10 + 840*q^3*t^11 - 198*q^2*t^12 + 21*q*t^13 - 6*q^10*t^3 + 84*q^9*t^4 - 519*q^8*t^5 + 1385*q^7*t^6 - 2221*q^6*t^7 + 2027*q^5*t^8 - 1382*q^4*t^9 + 766*q^3*t^10 - 219*q^2*t^11 + 28*q*t^12 - 23*q^9*t^3 + 141*q^8*t^4 - 181*q^7*t^5 + 68*q^6*t^6 + 198*q^5*t^7 - 88*q^4*t^8 - 41*q^3*t^9 + 6*q^2*t^10 - 2*q*t^11 + 13*q^9*t^2 - 44*q^8*t^3 - 8*q^7*t^4 - 44*q^6*t^5 + 123*q^5*t^6 - 315*q^4*t^7 + 251*q^3*t^8 - 86*q^2*t^9 + 24*q*t^10 - 4*t^11 + 7*q^9*t - 76*q^8*t^2 + 307*q^7*t^3 - 573*q^6*t^4 + 811*q^5*t^5 - 735*q^4*t^6 + 549*q^3*t^7 - 287*q^2*t^8 + 71*q*t^9 - 8*t^10 + q^9 - 7*q^8*t + 46*q^7*t^2 - 198*q^6*t^3 + 335*q^5*t^4 - 389*q^4*t^5 + 246*q^3*t^6 - 113*q^2*t^7 + 41*q*t^8 - 4*t^9 - 16*q^7*t + 72*q^6*t^2 - 79*q^5*t^3 + 79*q^4*t^4 - 48*q^3*t^5 + 37*q^2*t^6 - 14*q*t^7 + t^8 + 14*q^6*t - 69*q^5*t^2 + 80*q^4*t^3 - 72*q^3*t^4 + 37*q^2*t^5 - 12*q*t^6 + 2*t^7 - 3*q^5*t + 19*q^4*t^2 - 12*q^3*t^3 + 6*q^2*t^4 - 3*q*t^5 - 2*q^3*t^2 + q*t^4)/((q*t^2 - 1)^4*(t^2 - q)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 3], [1, 5], [2, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0400] 'FB`kw'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 6], [1, 3], [1, 5], [2, 3], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0401] 'FB`lw'

Zeta functions

ask[-]:

-(q^6*t^4 + q^5*t^5 - 6*q^6*t^3 - 4*q^4*t^5 + 10*q^6*t^2 + 8*q^4*t^4 - q^7 - 19*q^5*t^2 + 16*q^4*t^3 - 15*q^3*t^4 + 9*q^2*t^5 + 9*q^5*t - 15*q^4*t^2 + 16*q^3*t^3 - 19*q^2*t^4 - t^6 + 8*q^3*t^2 + 10*q*t^4 - 4*q^3*t - 6*q*t^3 + q^2*t + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^11*t^12 + q^9*t^14 - 10*q^10*t^12 - 4*q^9*t^13 - q^8*t^14 - 2*q^7*t^15 - q^6*t^16 - 2*q^12*t^9 + 5*q^11*t^10 - q^10*t^11 + 20*q^9*t^12 + 35*q^8*t^13 - q^7*t^14 + 4*q^6*t^15 + 6*q^5*t^16 - 6*q^12*t^8 - 2*q^11*t^9 + 66*q^10*t^10 - 41*q^9*t^11 - 47*q^8*t^12 - 37*q^7*t^13 - 42*q^6*t^14 + 6*q^5*t^15 - 11*q^4*t^16 + 5*q^13*t^6 + 25*q^12*t^7 - 58*q^11*t^8 + 30*q^10*t^9 - 179*q^9*t^10 - 41*q^8*t^11 + 198*q^7*t^12 - 2*q^6*t^13 + 53*q^5*t^14 + 12*q^4*t^15 - q^3*t^16 - 3*q^14*t^4 + q^13*t^5 - 40*q^12*t^6 + 32*q^11*t^7 - 58*q^10*t^8 + 251*q^9*t^9 + 137*q^8*t^10 + 86*q^7*t^11 - 83*q^6*t^12 - 174*q^5*t^13 + 88*q^4*t^14 - 58*q^3*t^15 + 19*q^2*t^16 - 2*q^14*t^3 + 48*q^13*t^4 - 164*q^12*t^5 + 462*q^11*t^6 - 544*q^10*t^7 + 383*q^9*t^8 - 101*q^8*t^9 - 797*q^7*t^10 + 460*q^6*t^11 - 223*q^5*t^12 + 145*q^4*t^13 - 31*q^3*t^14 - 5*q^2*t^15 - 4*q*t^16 - t^17 - 6*q^14*t^2 + 47*q^13*t^3 - 274*q^12*t^4 + 624*q^11*t^5 - 889*q^10*t^6 + 220*q^9*t^7 + 616*q^8*t^8 - 1163*q^7*t^9 + 1211*q^6*t^10 - 33*q^5*t^11 - 401*q^4*t^12 + 326*q^3*t^13 - 112*q^2*t^14 + 33*q*t^15 - t^16 - q^14*t + 33*q^13*t^2 - 112*q^12*t^3 + 326*q^11*t^4 - 401*q^10*t^5 - 33*q^9*t^6 + 1211*q^8*t^7 - 1163*q^7*t^8 + 616*q^6*t^9 + 220*q^5*t^10 - 889*q^4*t^11 + 624*q^3*t^12 - 274*q^2*t^13 + 47*q*t^14 - 6*t^15 - q^14 - 4*q^13*t - 5*q^12*t^2 - 31*q^11*t^3 + 145*q^10*t^4 - 223*q^9*t^5 + 460*q^8*t^6 - 797*q^7*t^7 - 101*q^6*t^8 + 383*q^5*t^9 - 544*q^4*t^10 + 462*q^3*t^11 - 164*q^2*t^12 + 48*q*t^13 - 2*t^14 + 19*q^12*t - 58*q^11*t^2 + 88*q^10*t^3 - 174*q^9*t^4 - 83*q^8*t^5 + 86*q^7*t^6 + 137*q^6*t^7 + 251*q^5*t^8 - 58*q^4*t^9 + 32*q^3*t^10 - 40*q^2*t^11 + q*t^12 - 3*t^13 - q^11*t + 12*q^10*t^2 + 53*q^9*t^3 - 2*q^8*t^4 + 198*q^7*t^5 - 41*q^6*t^6 - 179*q^5*t^7 + 30*q^4*t^8 - 58*q^3*t^9 + 25*q^2*t^10 + 5*q*t^11 - 11*q^10*t + 6*q^9*t^2 - 42*q^8*t^3 - 37*q^7*t^4 - 47*q^6*t^5 - 41*q^5*t^6 + 66*q^4*t^7 - 2*q^3*t^8 - 6*q^2*t^9 + 6*q^9*t + 4*q^8*t^2 - q^7*t^3 + 35*q^6*t^4 + 20*q^5*t^5 - q^4*t^6 + 5*q^3*t^7 - 2*q^2*t^8 - q^8*t - 2*q^7*t^2 - q^6*t^3 - 4*q^5*t^4 - 10*q^4*t^5 + q^5*t^3 + q^3*t^5)/((q^2 - t)*(t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 3], [1, 5], [2, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0402] 'FBebW'

Zeta functions

ask[-]:

(q^7*t^5 - 2*q^8*t^3 - q^7*t^4 - q^6*t^5 - 2*q^5*t^6 - q^9*t + 12*q^8*t^2 - 18*q^7*t^3 + 26*q^6*t^4 - 12*q^5*t^5 + 7*q^4*t^6 - q^9 - 10*q^7*t^2 + 9*q^6*t^3 - 11*q^5*t^4 - q^3*t^6 + 12*q^7*t - 35*q^6*t^2 + 60*q^5*t^3 - 60*q^4*t^4 + 35*q^3*t^5 - 12*q^2*t^6 + q^6*t + 11*q^4*t^3 - 9*q^3*t^4 + 10*q^2*t^5 + t^7 - 7*q^5*t + 12*q^4*t^2 - 26*q^3*t^3 + 18*q^2*t^4 - 12*q*t^5 + t^6 + 2*q^4*t + q^3*t^2 + q^2*t^3 + 2*q*t^4 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

-(q^9*t^9 + q^8*t^10 - 4*q^9*t^8 - 3*q^8*t^9 - 6*q^7*t^10 - q^6*t^11 + 2*q^9*t^7 + 9*q^8*t^8 + 5*q^7*t^9 + 16*q^6*t^10 + 4*q^5*t^11 + 3*q^11*t^4 - 15*q^10*t^5 + 40*q^9*t^6 - 47*q^8*t^7 + 42*q^7*t^8 - 27*q^6*t^9 - 16*q^5*t^10 - 8*q^4*t^11 + 5*q^11*t^3 - 55*q^10*t^4 + 200*q^9*t^5 - 433*q^8*t^6 + 510*q^7*t^7 - 473*q^6*t^8 + 233*q^5*t^9 - 55*q^4*t^10 + 18*q^3*t^11 + 8*q^11*t^2 - 68*q^10*t^3 + 315*q^9*t^4 - 812*q^8*t^5 + 1311*q^7*t^6 - 1302*q^6*t^7 + 1017*q^5*t^8 - 438*q^4*t^9 + 118*q^3*t^10 - 23*q^2*t^11 + 3*q^11*t - 41*q^10*t^2 + 168*q^9*t^3 - 435*q^8*t^4 + 843*q^7*t^5 - 960*q^6*t^6 + 669*q^5*t^7 - 404*q^4*t^8 + 84*q^3*t^9 + q^2*t^10 - q*t^11 + t^12 + q^11 - q^10*t + q^9*t^2 + 84*q^8*t^3 - 404*q^7*t^4 + 669*q^6*t^5 - 960*q^5*t^6 + 843*q^4*t^7 - 435*q^3*t^8 + 168*q^2*t^9 - 41*q*t^10 + 3*t^11 - 23*q^9*t + 118*q^8*t^2 - 438*q^7*t^3 + 1017*q^6*t^4 - 1302*q^5*t^5 + 1311*q^4*t^6 - 812*q^3*t^7 + 315*q^2*t^8 - 68*q*t^9 + 8*t^10 + 18*q^8*t - 55*q^7*t^2 + 233*q^6*t^3 - 473*q^5*t^4 + 510*q^4*t^5 - 433*q^3*t^6 + 200*q^2*t^7 - 55*q*t^8 + 5*t^9 - 8*q^7*t - 16*q^6*t^2 - 27*q^5*t^3 + 42*q^4*t^4 - 47*q^3*t^5 + 40*q^2*t^6 - 15*q*t^7 + 3*t^8 + 4*q^6*t + 16*q^5*t^2 + 5*q^4*t^3 + 9*q^3*t^4 + 2*q^2*t^5 - q^5*t - 6*q^4*t^2 - 3*q^3*t^3 - 4*q^2*t^4 + q^3*t^2 + q^2*t^3)/((q - t)^4*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [4, 6], [5, 6]]

[0403] 'FBejW'

Zeta functions

ask[-]:

-(2*q^6*t^3 + q^5*t^4 - 7*q^6*t^2 - 5*q^4*t^4 + q^7 + 2*q^6*t + 9*q^5*t^2 + q^4*t^3 + 2*q^3*t^4 - 9*q^5*t + 11*q^4*t^2 - 11*q^3*t^3 + 9*q^2*t^4 - 2*q^4*t - q^3*t^2 - 9*q^2*t^3 - 2*q*t^4 - t^5 + 5*q^3*t + 7*q*t^3 - q^2*t - 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^10*t^12 + 2*q^9*t^13 - q^11*t^10 - 4*q^10*t^11 - 5*q^9*t^12 - 13*q^8*t^13 - 4*q^7*t^14 + 3*q^11*t^9 - 2*q^10*t^10 + 11*q^9*t^11 + 32*q^8*t^12 + 27*q^7*t^13 + 28*q^6*t^14 + 4*q^11*t^8 + 14*q^10*t^9 - 21*q^9*t^10 + 85*q^8*t^11 - 171*q^7*t^12 - 3*q^6*t^13 - 77*q^5*t^14 - 2*q^4*t^15 - 4*q^12*t^6 - 18*q^10*t^8 - 47*q^9*t^9 - 145*q^8*t^10 + 8*q^7*t^11 + 77*q^6*t^12 + 122*q^5*t^13 + 55*q^4*t^14 + 15*q^3*t^15 + 3*q^13*t^4 - 16*q^12*t^5 + 84*q^11*t^6 - 321*q^10*t^7 + 754*q^9*t^8 - 993*q^8*t^9 + 1670*q^7*t^10 - 1126*q^6*t^11 + 653*q^5*t^12 - 426*q^4*t^13 + 42*q^3*t^14 - 27*q^2*t^15 + 2*q^13*t^3 - 51*q^12*t^4 + 279*q^11*t^5 - 797*q^10*t^6 + 1964*q^9*t^7 - 2923*q^8*t^8 + 2905*q^7*t^9 - 3052*q^6*t^10 + 1490*q^5*t^11 - 632*q^4*t^12 + 240*q^3*t^13 + 8*q^2*t^14 + 5*q*t^15 + t^16 + 6*q^13*t^2 - 43*q^12*t^3 + 284*q^11*t^4 - 945*q^10*t^5 + 1584*q^9*t^6 - 2688*q^8*t^7 + 2282*q^7*t^8 - 925*q^6*t^9 + 596*q^5*t^10 + 338*q^4*t^11 - 227*q^3*t^12 + 68*q^2*t^13 - 34*q*t^14 + t^15 + q^13*t - 34*q^12*t^2 + 68*q^11*t^3 - 227*q^10*t^4 + 338*q^9*t^5 + 596*q^8*t^6 - 925*q^7*t^7 + 2282*q^6*t^8 - 2688*q^5*t^9 + 1584*q^4*t^10 - 945*q^3*t^11 + 284*q^2*t^12 - 43*q*t^13 + 6*t^14 + q^13 + 5*q^12*t + 8*q^11*t^2 + 240*q^10*t^3 - 632*q^9*t^4 + 1490*q^8*t^5 - 3052*q^7*t^6 + 2905*q^6*t^7 - 2923*q^5*t^8 + 1964*q^4*t^9 - 797*q^3*t^10 + 279*q^2*t^11 - 51*q*t^12 + 2*t^13 - 27*q^11*t + 42*q^10*t^2 - 426*q^9*t^3 + 653*q^8*t^4 - 1126*q^7*t^5 + 1670*q^6*t^6 - 993*q^5*t^7 + 754*q^4*t^8 - 321*q^3*t^9 + 84*q^2*t^10 - 16*q*t^11 + 3*t^12 + 15*q^10*t + 55*q^9*t^2 + 122*q^8*t^3 + 77*q^7*t^4 + 8*q^6*t^5 - 145*q^5*t^6 - 47*q^4*t^7 - 18*q^3*t^8 - 4*q*t^10 - 2*q^9*t - 77*q^8*t^2 - 3*q^7*t^3 - 171*q^6*t^4 + 85*q^5*t^5 - 21*q^4*t^6 + 14*q^3*t^7 + 4*q^2*t^8 + 28*q^7*t^2 + 27*q^6*t^3 + 32*q^5*t^4 + 11*q^4*t^5 - 2*q^3*t^6 + 3*q^2*t^7 - 4*q^6*t^2 - 13*q^5*t^3 - 5*q^4*t^4 - 4*q^3*t^5 - q^2*t^6 + 2*q^4*t^3 + q^3*t^4)/((t^2 - q)*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [4, 5], [4, 6], [5, 6]]

[0404] 'FBfjw'

Zeta functions

ask[-]:

-(q^8*t^2 - q^9 - 4*q^6*t^3 + q^5*t^4 + 4*q^7*t - 2*q^6*t^2 + 3*q^5*t^3 + 2*q^6*t - 10*q^5*t^2 + 10*q^4*t^3 - 2*q^3*t^4 - 3*q^4*t^2 + 2*q^3*t^3 - 4*q^2*t^4 - q^4*t + 4*q^3*t^2 + t^5 - q*t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^16*t^9 + 4*q^15*t^10 + 7*q^14*t^11 + 3*q^13*t^12 + q^12*t^13 - 2*q^16*t^8 - 5*q^15*t^9 - 16*q^14*t^10 - 48*q^13*t^11 - 32*q^12*t^12 - 14*q^11*t^13 - 2*q^10*t^14 + q^17*t^6 - 10*q^16*t^7 - 14*q^15*t^8 - 20*q^14*t^9 + 24*q^13*t^10 + 108*q^12*t^11 + 103*q^11*t^12 + 74*q^10*t^13 + 23*q^9*t^14 + q^18*t^4 - q^17*t^5 - 3*q^16*t^6 + 18*q^15*t^7 + 92*q^14*t^8 + 214*q^13*t^9 + 44*q^12*t^10 - 111*q^11*t^11 - 130*q^10*t^12 - 150*q^9*t^13 - 86*q^8*t^14 - 7*q^7*t^15 - 8*q^17*t^4 + 36*q^16*t^5 + 50*q^15*t^6 - 3*q^14*t^7 - 183*q^13*t^8 - 534*q^12*t^9 - 361*q^11*t^10 - 49*q^10*t^11 + 73*q^9*t^12 + 105*q^8*t^13 + 115*q^7*t^14 + 27*q^6*t^15 + q^5*t^16 + 3*q^18*t^2 - 2*q^17*t^3 + 8*q^16*t^4 - 66*q^15*t^5 - 272*q^14*t^6 - 257*q^13*t^7 + 314*q^12*t^8 + 592*q^11*t^9 + 519*q^10*t^10 + 412*q^9*t^11 + 104*q^8*t^12 - 17*q^7*t^13 - 16*q^6*t^14 - 9*q^5*t^15 - 4*q^4*t^16 - 18*q^17*t^2 - 46*q^16*t^3 + 62*q^15*t^4 + 88*q^14*t^5 + 318*q^13*t^6 + 877*q^12*t^7 + 46*q^11*t^8 - 552*q^10*t^9 - 132*q^9*t^10 - 232*q^8*t^11 - 410*q^7*t^12 - 66*q^6*t^13 - 56*q^5*t^14 - 65*q^4*t^15 - q^3*t^16 + q^18 + 8*q^17*t + 27*q^16*t^2 + 132*q^15*t^3 + 41*q^14*t^4 - 204*q^13*t^5 - 255*q^12*t^6 - 642*q^11*t^7 - 794*q^10*t^8 - 128*q^9*t^9 - 55*q^8*t^10 - 348*q^7*t^11 + 158*q^6*t^12 + 211*q^5*t^13 + 86*q^4*t^14 + 62*q^3*t^15 + 17*q^2*t^16 - 17*q^16*t - 62*q^15*t^2 - 86*q^14*t^3 - 211*q^13*t^4 - 158*q^12*t^5 + 348*q^11*t^6 + 55*q^10*t^7 + 128*q^9*t^8 + 794*q^8*t^9 + 642*q^7*t^10 + 255*q^6*t^11 + 204*q^5*t^12 - 41*q^4*t^13 - 132*q^3*t^14 - 27*q^2*t^15 - 8*q*t^16 - t^17 + q^15*t + 65*q^14*t^2 + 56*q^13*t^3 + 66*q^12*t^4 + 410*q^11*t^5 + 232*q^10*t^6 + 132*q^9*t^7 + 552*q^8*t^8 - 46*q^7*t^9 - 877*q^6*t^10 - 318*q^5*t^11 - 88*q^4*t^12 - 62*q^3*t^13 + 46*q^2*t^14 + 18*q*t^15 + 4*q^14*t + 9*q^13*t^2 + 16*q^12*t^3 + 17*q^11*t^4 - 104*q^10*t^5 - 412*q^9*t^6 - 519*q^8*t^7 - 592*q^7*t^8 - 314*q^6*t^9 + 257*q^5*t^10 + 272*q^4*t^11 + 66*q^3*t^12 - 8*q^2*t^13 + 2*q*t^14 - 3*t^15 - q^13*t - 27*q^12*t^2 - 115*q^11*t^3 - 105*q^10*t^4 - 73*q^9*t^5 + 49*q^8*t^6 + 361*q^7*t^7 + 534*q^6*t^8 + 183*q^5*t^9 + 3*q^4*t^10 - 50*q^3*t^11 - 36*q^2*t^12 + 8*q*t^13 + 7*q^11*t^2 + 86*q^10*t^3 + 150*q^9*t^4 + 130*q^8*t^5 + 111*q^7*t^6 - 44*q^6*t^7 - 214*q^5*t^8 - 92*q^4*t^9 - 18*q^3*t^10 + 3*q^2*t^11 + q*t^12 - t^13 - 23*q^9*t^3 - 74*q^8*t^4 - 103*q^7*t^5 - 108*q^6*t^6 - 24*q^5*t^7 + 20*q^4*t^8 + 14*q^3*t^9 + 10*q^2*t^10 - q*t^11 + 2*q^8*t^3 + 14*q^7*t^4 + 32*q^6*t^5 + 48*q^5*t^6 + 16*q^4*t^7 + 5*q^3*t^8 + 2*q^2*t^9 - q^6*t^4 - 3*q^5*t^5 - 7*q^4*t^6 - 4*q^3*t^7 - 2*q^2*t^8)/((q^2 - t)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 3], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0405] 'FBhzw'

Zeta functions

ask[-]:

(2*q^4*t^2 - q^5 - 3*q^3*t^2 + 2*q^3*t - 2*q^2*t^2 + 3*q^2*t + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

-(2*q^14*t^11 + 3*q^13*t^12 + 2*q^12*t^13 - q^11*t^14 - 3*q^16*t^8 - 7*q^15*t^9 + 2*q^14*t^10 + q^13*t^11 - 24*q^12*t^12 - 32*q^11*t^13 + 9*q^10*t^14 + 6*q^9*t^15 - 2*q^8*t^16 + 2*q^16*t^7 + 5*q^15*t^8 + 13*q^14*t^9 + 46*q^13*t^10 + 13*q^12*t^11 - q^11*t^12 + 97*q^10*t^13 + 18*q^9*t^14 - 19*q^8*t^15 + 2*q^7*t^16 - 2*q^6*t^17 + 12*q^16*t^6 + 12*q^15*t^7 - 55*q^14*t^8 + 10*q^13*t^9 - 67*q^12*t^10 - 156*q^11*t^11 + 36*q^10*t^12 - 20*q^9*t^13 - 77*q^8*t^14 - 23*q^7*t^15 + q^6*t^16 + 13*q^5*t^17 - q^17*t^4 - 4*q^16*t^5 + 2*q^15*t^6 - 85*q^14*t^7 + 2*q^13*t^8 + 102*q^12*t^9 + 56*q^11*t^10 + 119*q^10*t^11 + 142*q^9*t^12 - 112*q^8*t^13 - 58*q^7*t^14 + 101*q^6*t^15 + 35*q^5*t^16 - 29*q^4*t^17 - 14*q^16*t^4 + 34*q^15*t^5 + 28*q^14*t^6 - 76*q^13*t^7 + 293*q^12*t^8 + 168*q^11*t^9 - 517*q^10*t^10 - 25*q^9*t^11 + 34*q^8*t^12 - 27*q^7*t^13 + 201*q^6*t^14 - 9*q^5*t^15 - 91*q^4*t^16 + 23*q^3*t^17 + q^17*t^2 - 11*q^16*t^3 - 13*q^15*t^4 + 87*q^14*t^5 - 194*q^13*t^6 + 102*q^12*t^7 + 91*q^11*t^8 - 848*q^10*t^9 + 202*q^9*t^10 + 783*q^8*t^11 - 268*q^7*t^12 - 217*q^6*t^13 - 8*q^5*t^14 - 77*q^4*t^15 + 35*q^3*t^16 + 5*q^2*t^17 + 2*q^17*t + 5*q^16*t^2 - 31*q^15*t^3 + 183*q^14*t^4 - 60*q^13*t^5 - 274*q^12*t^6 + 289*q^11*t^7 - 17*q^10*t^8 + 108*q^9*t^9 + 748*q^8*t^10 - 549*q^7*t^11 - 432*q^6*t^12 + 422*q^5*t^13 + 91*q^4*t^14 - 45*q^3*t^15 + 27*q^2*t^16 - 4*q*t^17 - t^18 + q^17 + 4*q^16*t - 27*q^15*t^2 + 45*q^14*t^3 - 91*q^13*t^4 - 422*q^12*t^5 + 432*q^11*t^6 + 549*q^10*t^7 - 748*q^9*t^8 - 108*q^8*t^9 + 17*q^7*t^10 - 289*q^6*t^11 + 274*q^5*t^12 + 60*q^4*t^13 - 183*q^3*t^14 + 31*q^2*t^15 - 5*q*t^16 - 2*t^17 - 5*q^15*t - 35*q^14*t^2 + 77*q^13*t^3 + 8*q^12*t^4 + 217*q^11*t^5 + 268*q^10*t^6 - 783*q^9*t^7 - 202*q^8*t^8 + 848*q^7*t^9 - 91*q^6*t^10 - 102*q^5*t^11 + 194*q^4*t^12 - 87*q^3*t^13 + 13*q^2*t^14 + 11*q*t^15 - t^16 - 23*q^14*t + 91*q^13*t^2 + 9*q^12*t^3 - 201*q^11*t^4 + 27*q^10*t^5 - 34*q^9*t^6 + 25*q^8*t^7 + 517*q^7*t^8 - 168*q^6*t^9 - 293*q^5*t^10 + 76*q^4*t^11 - 28*q^3*t^12 - 34*q^2*t^13 + 14*q*t^14 + 29*q^13*t - 35*q^12*t^2 - 101*q^11*t^3 + 58*q^10*t^4 + 112*q^9*t^5 - 142*q^8*t^6 - 119*q^7*t^7 - 56*q^6*t^8 - 102*q^5*t^9 - 2*q^4*t^10 + 85*q^3*t^11 - 2*q^2*t^12 + 4*q*t^13 + t^14 - 13*q^12*t - q^11*t^2 + 23*q^10*t^3 + 77*q^9*t^4 + 20*q^8*t^5 - 36*q^7*t^6 + 156*q^6*t^7 + 67*q^5*t^8 - 10*q^4*t^9 + 55*q^3*t^10 - 12*q^2*t^11 - 12*q*t^12 + 2*q^11*t - 2*q^10*t^2 + 19*q^9*t^3 - 18*q^8*t^4 - 97*q^7*t^5 + q^6*t^6 - 13*q^5*t^7 - 46*q^4*t^8 - 13*q^3*t^9 - 5*q^2*t^10 - 2*q*t^11 + 2*q^9*t^2 - 6*q^8*t^3 - 9*q^7*t^4 + 32*q^6*t^5 + 24*q^5*t^6 - q^4*t^7 - 2*q^3*t^8 + 7*q^2*t^9 + 3*q*t^10 + q^6*t^4 - 2*q^5*t^5 - 3*q^4*t^6 - 2*q^3*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0406] 'FBh~w'

Zeta functions

ask[-]:

-(q^5 + 2*q^4*t - 3*q^3*t - 3*q^2*t + 2*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^29*t^10 + 2*q^28*t^11 + 6*q^27*t^12 - 6*q^30*t^8 - 4*q^29*t^9 - 17*q^28*t^10 - 6*q^27*t^11 - 49*q^26*t^12 - 10*q^25*t^13 - 9*q^24*t^14 + 2*q^23*t^15 + 4*q^31*t^6 + q^30*t^7 - 4*q^29*t^8 + 16*q^28*t^9 + 102*q^27*t^10 - 9*q^26*t^11 + 106*q^25*t^12 + 47*q^24*t^13 + 83*q^23*t^14 - 12*q^22*t^15 - 6*q^21*t^16 + 3*q^20*t^17 - q^19*t^18 + 4*q^31*t^5 + 23*q^30*t^6 - 33*q^29*t^7 + 20*q^28*t^8 + 110*q^27*t^9 - 143*q^26*t^10 - 82*q^25*t^11 - 166*q^24*t^12 + 78*q^23*t^13 - 184*q^22*t^14 + 5*q^21*t^15 + 50*q^20*t^16 - 16*q^19*t^17 + 4*q^18*t^18 - 2*q^32*t^3 - 17*q^31*t^4 + 24*q^30*t^5 - 82*q^29*t^6 - 85*q^28*t^7 - 79*q^27*t^8 - 108*q^26*t^9 - 224*q^25*t^10 - 71*q^24*t^11 + 406*q^23*t^12 - 313*q^22*t^13 + 5*q^21*t^14 - 102*q^20*t^15 - 239*q^19*t^16 + 61*q^18*t^17 + 3*q^17*t^18 - 2*q^16*t^19 - 2*q^32*t^2 - 18*q^31*t^3 + 46*q^30*t^4 + 45*q^29*t^5 - 36*q^28*t^6 + 46*q^27*t^7 + 777*q^26*t^8 + 3*q^25*t^9 + 14*q^24*t^10 + 474*q^23*t^11 - 164*q^22*t^12 + 468*q^21*t^13 + 273*q^20*t^14 + 229*q^19*t^15 + 649*q^18*t^16 - 90*q^17*t^17 - 44*q^16*t^18 + q^15*t^19 + 2*q^14*t^20 + q^33 + 6*q^32*t + 7*q^31*t^2 + 9*q^30*t^3 + 113*q^29*t^4 - 80*q^28*t^5 - 201*q^27*t^6 + 512*q^26*t^7 - 720*q^25*t^8 - 400*q^24*t^9 + 261*q^23*t^10 + 444*q^22*t^11 + 202*q^21*t^12 - 960*q^20*t^13 - 623*q^19*t^14 + 107*q^18*t^15 - 661*q^17*t^16 + 245*q^16*t^17 + 92*q^15*t^18 - 20*q^14*t^19 - 7*q^13*t^20 + q^12*t^21 - 7*q^31*t - 66*q^30*t^2 + 39*q^29*t^3 - 132*q^28*t^4 - 305*q^27*t^5 + 69*q^26*t^6 - 131*q^25*t^7 + 179*q^24*t^8 - 1087*q^23*t^9 - 498*q^22*t^10 - 510*q^21*t^11 - 999*q^20*t^12 + 330*q^19*t^13 + 504*q^18*t^14 - 446*q^17*t^15 + 157*q^16*t^16 - 875*q^15*t^17 - 280*q^14*t^18 + 84*q^13*t^19 + 11*q^12*t^20 + 4*q^11*t^21 - q^10*t^22 - 11*q^30*t + 70*q^29*t^2 + 57*q^28*t^3 + 93*q^27*t^4 - 50*q^26*t^5 + 478*q^25*t^6 + 546*q^24*t^7 - 924*q^23*t^8 + 1249*q^22*t^9 + 2045*q^21*t^10 + 852*q^20*t^11 + 193*q^19*t^12 - 714*q^18*t^13 + 911*q^17*t^14 + 1499*q^16*t^15 - 130*q^15*t^16 + 1033*q^14*t^17 + 511*q^13*t^18 - 146*q^12*t^19 + 48*q^11*t^20 - 23*q^10*t^21 + 3*q^9*t^22 + 2*q^29*t - q^28*t^2 + 56*q^27*t^3 - 277*q^26*t^4 + 340*q^25*t^5 + 281*q^24*t^6 - 202*q^23*t^7 + 316*q^22*t^8 - 530*q^21*t^9 - 309*q^20*t^10 + 119*q^19*t^11 - 924*q^18*t^12 + 1723*q^17*t^13 + 254*q^16*t^14 - 1874*q^15*t^15 - 236*q^14*t^16 - 331*q^13*t^17 - 126*q^12*t^18 + 402*q^11*t^19 - 137*q^10*t^20 + 36*q^9*t^21 - 11*q^8*t^22 - q^7*t^23 + 9*q^28*t + 14*q^27*t^2 - 175*q^26*t^3 + 58*q^25*t^4 - 460*q^24*t^5 - 176*q^23*t^6 - 855*q^22*t^7 - 1339*q^21*t^8 + 729*q^20*t^9 + 561*q^19*t^10 - 2795*q^18*t^11 - 1369*q^17*t^12 - 971*q^16*t^13 + 41*q^15*t^14 - 138*q^14*t^15 - 761*q^13*t^16 - 69*q^12*t^17 - 121*q^11*t^18 - 759*q^10*t^19 + 51*q^9*t^20 - 86*q^8*t^21 + 25*q^7*t^22 + 6*q^6*t^23 - 6*q^27*t - 25*q^26*t^2 + 86*q^25*t^3 - 51*q^24*t^4 + 759*q^23*t^5 + 121*q^22*t^6 + 69*q^21*t^7 + 761*q^20*t^8 + 138*q^19*t^9 - 41*q^18*t^10 + 971*q^17*t^11 + 1369*q^16*t^12 + 2795*q^15*t^13 - 561*q^14*t^14 - 729*q^13*t^15 + 1339*q^12*t^16 + 855*q^11*t^17 + 176*q^10*t^18 + 460*q^9*t^19 - 58*q^8*t^20 + 175*q^7*t^21 - 14*q^6*t^22 - 9*q^5*t^23 + q^26*t + 11*q^25*t^2 - 36*q^24*t^3 + 137*q^23*t^4 - 402*q^22*t^5 + 126*q^21*t^6 + 331*q^20*t^7 + 236*q^19*t^8 + 1874*q^18*t^9 - 254*q^17*t^10 - 1723*q^16*t^11 + 924*q^15*t^12 - 119*q^14*t^13 + 309*q^13*t^14 + 530*q^12*t^15 - 316*q^11*t^16 + 202*q^10*t^17 - 281*q^9*t^18 - 340*q^8*t^19 + 277*q^7*t^20 - 56*q^6*t^21 + q^5*t^22 - 2*q^4*t^23 - 3*q^24*t^2 + 23*q^23*t^3 - 48*q^22*t^4 + 146*q^21*t^5 - 511*q^20*t^6 - 1033*q^19*t^7 + 130*q^18*t^8 - 1499*q^17*t^9 - 911*q^16*t^10 + 714*q^15*t^11 - 193*q^14*t^12 - 852*q^13*t^13 - 2045*q^12*t^14 - 1249*q^11*t^15 + 924*q^10*t^16 - 546*q^9*t^17 - 478*q^8*t^18 + 50*q^7*t^19 - 93*q^6*t^20 - 57*q^5*t^21 - 70*q^4*t^22 + 11*q^3*t^23 + q^23*t^2 - 4*q^22*t^3 - 11*q^21*t^4 - 84*q^20*t^5 + 280*q^19*t^6 + 875*q^18*t^7 - 157*q^17*t^8 + 446*q^16*t^9 - 504*q^15*t^10 - 330*q^14*t^11 + 999*q^13*t^12 + 510*q^12*t^13 + 498*q^11*t^14 + 1087*q^10*t^15 - 179*q^9*t^16 + 131*q^8*t^17 - 69*q^7*t^18 + 305*q^6*t^19 + 132*q^5*t^20 - 39*q^4*t^21 + 66*q^3*t^22 + 7*q^2*t^23 - q^21*t^3 + 7*q^20*t^4 + 20*q^19*t^5 - 92*q^18*t^6 - 245*q^17*t^7 + 661*q^16*t^8 - 107*q^15*t^9 + 623*q^14*t^10 + 960*q^13*t^11 - 202*q^12*t^12 - 444*q^11*t^13 - 261*q^10*t^14 + 400*q^9*t^15 + 720*q^8*t^16 - 512*q^7*t^17 + 201*q^6*t^18 + 80*q^5*t^19 - 113*q^4*t^20 - 9*q^3*t^21 - 7*q^2*t^22 - 6*q*t^23 - t^24 - 2*q^19*t^4 - q^18*t^5 + 44*q^17*t^6 + 90*q^16*t^7 - 649*q^15*t^8 - 229*q^14*t^9 - 273*q^13*t^10 - 468*q^12*t^11 + 164*q^11*t^12 - 474*q^10*t^13 - 14*q^9*t^14 - 3*q^8*t^15 - 777*q^7*t^16 - 46*q^6*t^17 + 36*q^5*t^18 - 45*q^4*t^19 - 46*q^3*t^20 + 18*q^2*t^21 + 2*q*t^22 + 2*q^17*t^5 - 3*q^16*t^6 - 61*q^15*t^7 + 239*q^14*t^8 + 102*q^13*t^9 - 5*q^12*t^10 + 313*q^11*t^11 - 406*q^10*t^12 + 71*q^9*t^13 + 224*q^8*t^14 + 108*q^7*t^15 + 79*q^6*t^16 + 85*q^5*t^17 + 82*q^4*t^18 - 24*q^3*t^19 + 17*q^2*t^20 + 2*q*t^21 - 4*q^15*t^6 + 16*q^14*t^7 - 50*q^13*t^8 - 5*q^12*t^9 + 184*q^11*t^10 - 78*q^10*t^11 + 166*q^9*t^12 + 82*q^8*t^13 + 143*q^7*t^14 - 110*q^6*t^15 - 20*q^5*t^16 + 33*q^4*t^17 - 23*q^3*t^18 - 4*q^2*t^19 + q^14*t^6 - 3*q^13*t^7 + 6*q^12*t^8 + 12*q^11*t^9 - 83*q^10*t^10 - 47*q^9*t^11 - 106*q^8*t^12 + 9*q^7*t^13 - 102*q^6*t^14 - 16*q^5*t^15 + 4*q^4*t^16 - q^3*t^17 - 4*q^2*t^18 - 2*q^10*t^9 + 9*q^9*t^10 + 10*q^8*t^11 + 49*q^7*t^12 + 6*q^6*t^13 + 17*q^5*t^14 + 4*q^4*t^15 + 6*q^3*t^16 - 6*q^6*t^12 - 2*q^5*t^13 - 3*q^4*t^14)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0407] 'FBizw'

Zeta functions

ask[-]:

-(q^6*t^2 - q^7 - q^6*t + q^5*t^2 - 2*q^4*t^3 + 5*q^5*t - 5*q^4*t^2 + 2*q^3*t^3 + 2*q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - 2*q^3*t + q^2*t^2 - q*t^3 - t^4 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^17*t^8 + 2*q^16*t^9 + 12*q^15*t^10 + 2*q^14*t^11 + 3*q^13*t^12 - q^16*t^8 - 3*q^15*t^9 - 92*q^14*t^10 - 40*q^13*t^11 - 37*q^12*t^12 - 3*q^11*t^13 + q^18*t^5 - 14*q^17*t^6 - 3*q^16*t^7 - 61*q^15*t^8 - 52*q^14*t^9 + 201*q^13*t^10 + 205*q^12*t^11 + 239*q^11*t^12 + 45*q^10*t^13 - 13*q^9*t^14 + 2*q^8*t^15 - 13*q^17*t^5 - 5*q^16*t^6 + 46*q^15*t^7 + 440*q^14*t^8 + 212*q^13*t^9 - 106*q^12*t^10 - 324*q^11*t^11 - 694*q^10*t^12 - 299*q^9*t^13 + 39*q^8*t^14 - 2*q^7*t^15 + 2*q^6*t^16 - q^19*t^2 + 45*q^17*t^4 - 4*q^16*t^5 + 175*q^15*t^6 + 159*q^14*t^7 - 1259*q^13*t^8 - 917*q^12*t^9 - 304*q^11*t^10 + 137*q^10*t^11 + 917*q^9*t^12 + 771*q^8*t^13 + 46*q^7*t^14 + 6*q^6*t^15 - 13*q^5*t^16 + 4*q^18*t^2 + 46*q^17*t^3 - 143*q^16*t^4 - 136*q^15*t^5 - 491*q^14*t^6 - 657*q^13*t^7 + 1210*q^12*t^8 + 2157*q^11*t^9 + 1606*q^10*t^10 + 204*q^9*t^11 - 742*q^8*t^12 - 835*q^7*t^13 - 239*q^6*t^14 - 77*q^5*t^15 + 29*q^4*t^16 - q^19 - 9*q^18*t - 18*q^17*t^2 - 74*q^16*t^3 - 53*q^15*t^4 + 347*q^14*t^5 + 1601*q^13*t^6 + 919*q^12*t^7 - 216*q^11*t^8 - 1704*q^10*t^9 - 3138*q^9*t^10 - 1398*q^8*t^11 + 765*q^7*t^12 + 460*q^6*t^13 + 181*q^5*t^14 + 181*q^4*t^15 - 21*q^3*t^16 + 11*q^17*t + 121*q^16*t^2 + 22*q^15*t^3 + 330*q^14*t^4 + 272*q^13*t^5 - 2580*q^12*t^6 - 2241*q^11*t^7 - 311*q^10*t^8 + 311*q^9*t^9 + 2241*q^8*t^10 + 2580*q^7*t^11 - 272*q^6*t^12 - 330*q^5*t^13 - 22*q^4*t^14 - 121*q^3*t^15 - 11*q^2*t^16 + 21*q^16*t - 181*q^15*t^2 - 181*q^14*t^3 - 460*q^13*t^4 - 765*q^12*t^5 + 1398*q^11*t^6 + 3138*q^10*t^7 + 1704*q^9*t^8 + 216*q^8*t^9 - 919*q^7*t^10 - 1601*q^6*t^11 - 347*q^5*t^12 + 53*q^4*t^13 + 74*q^3*t^14 + 18*q^2*t^15 + 9*q*t^16 + t^17 - 29*q^15*t + 77*q^14*t^2 + 239*q^13*t^3 + 835*q^12*t^4 + 742*q^11*t^5 - 204*q^10*t^6 - 1606*q^9*t^7 - 2157*q^8*t^8 - 1210*q^7*t^9 + 657*q^6*t^10 + 491*q^5*t^11 + 136*q^4*t^12 + 143*q^3*t^13 - 46*q^2*t^14 - 4*q*t^15 + 13*q^14*t - 6*q^13*t^2 - 46*q^12*t^3 - 771*q^11*t^4 - 917*q^10*t^5 - 137*q^9*t^6 + 304*q^8*t^7 + 917*q^7*t^8 + 1259*q^6*t^9 - 159*q^5*t^10 - 175*q^4*t^11 + 4*q^3*t^12 - 45*q^2*t^13 + t^15 - 2*q^13*t + 2*q^12*t^2 - 39*q^11*t^3 + 299*q^10*t^4 + 694*q^9*t^5 + 324*q^8*t^6 + 106*q^7*t^7 - 212*q^6*t^8 - 440*q^5*t^9 - 46*q^4*t^10 + 5*q^3*t^11 + 13*q^2*t^12 - 2*q^11*t^2 + 13*q^10*t^3 - 45*q^9*t^4 - 239*q^8*t^5 - 205*q^7*t^6 - 201*q^6*t^7 + 52*q^5*t^8 + 61*q^4*t^9 + 3*q^3*t^10 + 14*q^2*t^11 - q*t^12 + 3*q^8*t^4 + 37*q^7*t^5 + 40*q^6*t^6 + 92*q^5*t^7 + 3*q^4*t^8 + q^3*t^9 - 3*q^6*t^5 - 2*q^5*t^6 - 12*q^4*t^7 - 2*q^3*t^8 - 3*q^2*t^9)/((q^2 - t)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 3], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0408] 'FBj@w'

Zeta functions

ask[-]:

(2*q^8*t^4 + 5*q^7*t^5 + q^6*t^6 - 9*q^8*t^3 - 16*q^7*t^4 - 17*q^6*t^5 - 6*q^5*t^6 + 16*q^8*t^2 + 12*q^7*t^3 + 64*q^6*t^4 + 8*q^5*t^5 + 12*q^4*t^6 - q^9 - 4*q^8*t - 26*q^7*t^2 - 34*q^6*t^3 - 46*q^5*t^4 - q^3*t^6 + 17*q^7*t - 15*q^6*t^2 + 70*q^5*t^3 - 70*q^4*t^4 + 15*q^3*t^5 - 17*q^2*t^6 + q^6*t + 46*q^4*t^3 + 34*q^3*t^4 + 26*q^2*t^5 + 4*q*t^6 + t^7 - 12*q^5*t - 8*q^4*t^2 - 64*q^3*t^3 - 12*q^2*t^4 - 16*q*t^5 + 6*q^4*t + 17*q^3*t^2 + 16*q^2*t^3 + 9*q*t^4 - q^3*t - 5*q^2*t^2 - 2*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

-(q^9*t^14 + q^8*t^15 - 3*q^10*t^12 - 2*q^9*t^13 - 6*q^8*t^14 - 6*q^7*t^15 + q^6*t^16 + q^11*t^10 + 3*q^10*t^11 + 18*q^9*t^12 + 18*q^8*t^13 - 15*q^7*t^14 + 27*q^6*t^15 - 4*q^5*t^16 - q^12*t^8 + 4*q^11*t^9 - 4*q^10*t^10 - 53*q^9*t^11 + 50*q^8*t^12 - 86*q^7*t^13 + 106*q^6*t^14 - 65*q^5*t^15 + q^4*t^16 + 5*q^11*t^8 - 5*q^10*t^9 - 36*q^9*t^10 + 56*q^8*t^11 + q^7*t^12 - 143*q^6*t^13 + 4*q^5*t^14 + 24*q^4*t^15 + 22*q^3*t^16 - 4*q^12*t^6 + 12*q^11*t^7 - 107*q^10*t^8 + 516*q^9*t^9 - 919*q^8*t^10 + 1272*q^7*t^11 - 1196*q^6*t^12 + 1042*q^5*t^13 - 415*q^4*t^14 + 78*q^3*t^15 - 39*q^2*t^16 + 3*q^13*t^4 - 19*q^12*t^5 + 135*q^11*t^6 - 605*q^10*t^7 + 1571*q^9*t^8 - 3023*q^8*t^9 + 3829*q^7*t^10 - 3401*q^6*t^11 + 2197*q^5*t^12 - 1221*q^4*t^13 + 366*q^3*t^14 - 20*q^2*t^15 + 11*q*t^16 + t^17 + q^13*t^3 - 52*q^12*t^4 + 327*q^11*t^5 - 1002*q^10*t^6 + 2265*q^9*t^7 - 3697*q^8*t^8 + 4209*q^7*t^9 - 3652*q^6*t^10 + 1849*q^5*t^11 - 546*q^4*t^12 + 154*q^3*t^13 - 4*q^2*t^14 - 29*q*t^15 + t^16 + 6*q^13*t^2 - 38*q^12*t^3 + 227*q^11*t^4 - 745*q^10*t^5 + 1177*q^9*t^6 - 1067*q^8*t^7 + 638*q^7*t^8 + 638*q^6*t^9 - 1067*q^5*t^10 + 1177*q^4*t^11 - 745*q^3*t^12 + 227*q^2*t^13 - 38*q*t^14 + 6*t^15 + q^13*t - 29*q^12*t^2 - 4*q^11*t^3 + 154*q^10*t^4 - 546*q^9*t^5 + 1849*q^8*t^6 - 3652*q^7*t^7 + 4209*q^6*t^8 - 3697*q^5*t^9 + 2265*q^4*t^10 - 1002*q^3*t^11 + 327*q^2*t^12 - 52*q*t^13 + t^14 + q^13 + 11*q^12*t - 20*q^11*t^2 + 366*q^10*t^3 - 1221*q^9*t^4 + 2197*q^8*t^5 - 3401*q^7*t^6 + 3829*q^6*t^7 - 3023*q^5*t^8 + 1571*q^4*t^9 - 605*q^3*t^10 + 135*q^2*t^11 - 19*q*t^12 + 3*t^13 - 39*q^11*t + 78*q^10*t^2 - 415*q^9*t^3 + 1042*q^8*t^4 - 1196*q^7*t^5 + 1272*q^6*t^6 - 919*q^5*t^7 + 516*q^4*t^8 - 107*q^3*t^9 + 12*q^2*t^10 - 4*q*t^11 + 22*q^10*t + 24*q^9*t^2 + 4*q^8*t^3 - 143*q^7*t^4 + q^6*t^5 + 56*q^5*t^6 - 36*q^4*t^7 - 5*q^3*t^8 + 5*q^2*t^9 + q^9*t - 65*q^8*t^2 + 106*q^7*t^3 - 86*q^6*t^4 + 50*q^5*t^5 - 53*q^4*t^6 - 4*q^3*t^7 + 4*q^2*t^8 - q*t^9 - 4*q^8*t + 27*q^7*t^2 - 15*q^6*t^3 + 18*q^5*t^4 + 18*q^4*t^5 + 3*q^3*t^6 + q^2*t^7 + q^7*t - 6*q^6*t^2 - 6*q^5*t^3 - 2*q^4*t^4 - 3*q^3*t^5 + q^5*t^2 + q^4*t^3)/((t^2 - q)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 3], [1, 5], [2, 3], [2, 4], [2, 6], [3, 6], [4, 6], [5, 6]]

[0409] 'FBj^w'

Zeta functions

ask[-]:

(q^9 + 2*q^8*t + q^7*t^2 - 4*q^7*t - 8*q^6*t^2 - 5*q^6*t + 10*q^5*t^2 + 3*q^4*t^3 + 3*q^5*t + 10*q^4*t^2 - 5*q^3*t^3 - 8*q^3*t^2 - 4*q^2*t^3 + q^2*t^2 + 2*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(3*q^23*t^4 + 2*q^22*t^5 + 3*q^21*t^6 - 2*q^24*t^2 + 2*q^23*t^3 - q^22*t^4 - 7*q^21*t^5 - 22*q^20*t^6 - 9*q^19*t^7 - q^18*t^8 - q^25 - 4*q^24*t - q^23*t^2 + 8*q^22*t^3 - 15*q^21*t^4 - 28*q^20*t^5 + 26*q^19*t^6 + 47*q^18*t^7 + 8*q^17*t^8 - q^16*t^9 + q^15*t^10 + q^23*t + 32*q^22*t^2 + 2*q^21*t^3 - 10*q^20*t^4 + 60*q^19*t^5 + 66*q^18*t^6 - 34*q^17*t^7 - 5*q^16*t^8 + 9*q^15*t^9 - q^14*t^10 + 17*q^22*t - 50*q^20*t^3 - 28*q^19*t^4 + 21*q^18*t^5 - 48*q^17*t^6 - 59*q^16*t^7 - 61*q^15*t^8 - 56*q^14*t^9 - 17*q^13*t^10 + q^12*t^11 - 4*q^21*t - 74*q^20*t^2 - 56*q^19*t^3 + 66*q^18*t^4 + 36*q^17*t^5 - 108*q^16*t^6 - 60*q^15*t^7 + 33*q^14*t^8 + 105*q^13*t^9 + 58*q^12*t^10 - 3*q^11*t^11 - q^10*t^12 - 9*q^20*t + 35*q^19*t^2 + 66*q^18*t^3 + 93*q^17*t^4 + 25*q^16*t^5 - 4*q^15*t^6 + 128*q^14*t^7 + 173*q^13*t^8 - q^12*t^9 - 9*q^11*t^10 + 21*q^10*t^11 + 2*q^9*t^12 + 6*q^19*t + q^18*t^2 + 92*q^17*t^3 + 32*q^16*t^4 - 178*q^15*t^5 - 23*q^14*t^6 + 23*q^13*t^7 - 64*q^12*t^8 - 25*q^11*t^9 - 133*q^10*t^10 - 87*q^9*t^11 - 3*q^8*t^12 - q^7*t^13 - q^18*t - 3*q^17*t^2 - 87*q^16*t^3 - 133*q^15*t^4 - 25*q^14*t^5 - 64*q^13*t^6 + 23*q^12*t^7 - 23*q^11*t^8 - 178*q^10*t^9 + 32*q^9*t^10 + 92*q^8*t^11 + q^7*t^12 + 6*q^6*t^13 + 2*q^16*t^2 + 21*q^15*t^3 - 9*q^14*t^4 - q^13*t^5 + 173*q^12*t^6 + 128*q^11*t^7 - 4*q^10*t^8 + 25*q^9*t^9 + 93*q^8*t^10 + 66*q^7*t^11 + 35*q^6*t^12 - 9*q^5*t^13 - q^15*t^2 - 3*q^14*t^3 + 58*q^13*t^4 + 105*q^12*t^5 + 33*q^11*t^6 - 60*q^10*t^7 - 108*q^9*t^8 + 36*q^8*t^9 + 66*q^7*t^10 - 56*q^6*t^11 - 74*q^5*t^12 - 4*q^4*t^13 + q^13*t^3 - 17*q^12*t^4 - 56*q^11*t^5 - 61*q^10*t^6 - 59*q^9*t^7 - 48*q^8*t^8 + 21*q^7*t^9 - 28*q^6*t^10 - 50*q^5*t^11 + 17*q^3*t^13 - q^11*t^4 + 9*q^10*t^5 - 5*q^9*t^6 - 34*q^8*t^7 + 66*q^7*t^8 + 60*q^6*t^9 - 10*q^5*t^10 + 2*q^4*t^11 + 32*q^3*t^12 + q^2*t^13 + q^10*t^4 - q^9*t^5 + 8*q^8*t^6 + 47*q^7*t^7 + 26*q^6*t^8 - 28*q^5*t^9 - 15*q^4*t^10 + 8*q^3*t^11 - q^2*t^12 - 4*q*t^13 - t^14 - q^7*t^6 - 9*q^6*t^7 - 22*q^5*t^8 - 7*q^4*t^9 - q^3*t^10 + 2*q^2*t^11 - 2*q*t^12 + 3*q^4*t^8 + 2*q^3*t^9 + 3*q^2*t^10)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0410] 'FBj~o'

Zeta functions

ask[-]:

(q^12 + q^11*t - 3*q^10*t - 3*q^9*t^2 - 4*q^9*t + 2*q^8*t^2 + 5*q^7*t^3 - q^6*t^4 + q^8*t + 12*q^7*t^2 - 4*q^6*t^3 + q^5*t^4 - q^7*t + 4*q^6*t^2 - 12*q^5*t^3 - q^4*t^4 + q^6*t - 5*q^5*t^2 - 2*q^4*t^3 + 4*q^3*t^4 + 3*q^3*t^3 + 3*q^2*t^4 - q*t^4 - t^5)/((q^3 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(4*q^18*t^4 + q^17*t^5 + 2*q^16*t^6 + q^15*t^7 - q^19*t^2 + 3*q^18*t^3 - 8*q^17*t^4 - 11*q^16*t^5 - 25*q^15*t^6 - 7*q^14*t^7 + 2*q^13*t^8 - q^12*t^9 - q^20 - 4*q^19*t - q^18*t^2 + 5*q^17*t^3 - 7*q^16*t^4 - 8*q^15*t^5 + 68*q^14*t^6 + 45*q^13*t^7 - 2*q^12*t^8 + 2*q^11*t^9 - q^10*t^10 + 4*q^18*t + 33*q^17*t^2 - 3*q^16*t^3 - 14*q^15*t^4 + 63*q^14*t^5 + 3*q^13*t^6 - 73*q^12*t^7 - 28*q^11*t^8 - 7*q^10*t^9 + 6*q^9*t^10 + 12*q^17*t - 24*q^16*t^2 - 66*q^15*t^3 - 20*q^14*t^4 + 20*q^13*t^5 - 96*q^12*t^6 - 82*q^11*t^7 + 20*q^10*t^8 + 29*q^9*t^9 - 10*q^8*t^10 + q^7*t^11 - 4*q^16*t - 33*q^15*t^2 - 10*q^14*t^3 + 132*q^13*t^4 + 2*q^12*t^5 - 60*q^11*t^6 + 142*q^10*t^7 + 120*q^9*t^8 + 2*q^8*t^9 + q^7*t^10 - 4*q^6*t^11 - 5*q^15*t + 10*q^14*t^2 + 98*q^13*t^3 + 52*q^12*t^4 - 77*q^11*t^5 + 77*q^9*t^7 - 52*q^8*t^8 - 98*q^7*t^9 - 10*q^6*t^10 + 5*q^5*t^11 + 4*q^14*t - q^13*t^2 - 2*q^12*t^3 - 120*q^11*t^4 - 142*q^10*t^5 + 60*q^9*t^6 - 2*q^8*t^7 - 132*q^7*t^8 + 10*q^6*t^9 + 33*q^5*t^10 + 4*q^4*t^11 - q^13*t + 10*q^12*t^2 - 29*q^11*t^3 - 20*q^10*t^4 + 82*q^9*t^5 + 96*q^8*t^6 - 20*q^7*t^7 + 20*q^6*t^8 + 66*q^5*t^9 + 24*q^4*t^10 - 12*q^3*t^11 - 6*q^11*t^2 + 7*q^10*t^3 + 28*q^9*t^4 + 73*q^8*t^5 - 3*q^7*t^6 - 63*q^6*t^7 + 14*q^5*t^8 + 3*q^4*t^9 - 33*q^3*t^10 - 4*q^2*t^11 + q^10*t^2 - 2*q^9*t^3 + 2*q^8*t^4 - 45*q^7*t^5 - 68*q^6*t^6 + 8*q^5*t^7 + 7*q^4*t^8 - 5*q^3*t^9 + q^2*t^10 + 4*q*t^11 + t^12 + q^8*t^3 - 2*q^7*t^4 + 7*q^6*t^5 + 25*q^5*t^6 + 11*q^4*t^7 + 8*q^3*t^8 - 3*q^2*t^9 + q*t^10 - q^5*t^5 - 2*q^4*t^6 - q^3*t^7 - 4*q^2*t^8)/((q^3 - t)*(q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0411] 'FBj~w'

Zeta functions

ask[-]:

(q^7 + q^6*t - 2*q^5*t - 2*q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + 2*q^3*t + 2*q^2*t^2 - q*t^2 - t^3)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(3*q^27*t^4 + 2*q^26*t^5 + 3*q^25*t^6 - q^28*t^2 + 2*q^27*t^3 - 5*q^26*t^4 - 14*q^25*t^5 - 16*q^24*t^6 - 6*q^23*t^7 - q^29 - 3*q^28*t - q^27*t^2 + 5*q^26*t^3 - 10*q^25*t^4 + 9*q^24*t^5 + 10*q^23*t^6 + 35*q^22*t^7 - 2*q^21*t^8 - 4*q^20*t^9 + 2*q^19*t^10 + 3*q^27*t + 28*q^26*t^2 - 4*q^25*t^3 - 4*q^24*t^4 + 13*q^23*t^5 + 85*q^22*t^6 - 27*q^21*t^7 + 7*q^20*t^8 + 15*q^19*t^9 - 4*q^18*t^10 + 4*q^26*t - 7*q^25*t^2 - 35*q^24*t^3 - 7*q^23*t^4 + 25*q^22*t^5 - 96*q^21*t^6 - 62*q^20*t^7 - 20*q^19*t^8 - 38*q^18*t^9 - 6*q^17*t^10 + 2*q^16*t^11 + 16*q^25*t - 54*q^24*t^2 - 36*q^23*t^3 + q^22*t^4 + 58*q^21*t^5 - 33*q^20*t^6 - 10*q^19*t^7 - 78*q^18*t^8 + 61*q^17*t^9 + 38*q^16*t^10 - 9*q^15*t^11 - 2*q^14*t^12 - 21*q^24*t + 36*q^23*t^2 + 20*q^22*t^3 + 138*q^21*t^4 + 11*q^20*t^5 - 78*q^19*t^6 + 22*q^18*t^7 + 292*q^17*t^8 - 11*q^16*t^9 - 31*q^15*t^10 + 19*q^14*t^11 + 3*q^13*t^12 + 9*q^23*t - 20*q^22*t^2 + 53*q^21*t^3 + 11*q^20*t^4 - 138*q^19*t^5 + 66*q^18*t^6 + 97*q^17*t^7 - 125*q^16*t^8 + 32*q^15*t^9 - 31*q^14*t^10 - 35*q^13*t^11 + 3*q^12*t^12 - 2*q^11*t^13 - q^22*t - 17*q^21*t^2 + 29*q^20*t^3 - 17*q^19*t^4 - 49*q^18*t^5 - 250*q^17*t^6 + 67*q^16*t^7 + 61*q^15*t^8 - 117*q^14*t^9 - 62*q^13*t^10 + 3*q^12*t^11 - 15*q^11*t^12 + 16*q^10*t^13 + 33*q^20*t^2 - 38*q^19*t^3 - 87*q^18*t^4 - 88*q^17*t^5 + 258*q^16*t^6 + 118*q^15*t^7 - 118*q^14*t^8 - 258*q^13*t^9 + 88*q^12*t^10 + 87*q^11*t^11 + 38*q^10*t^12 - 33*q^9*t^13 - 16*q^19*t^2 + 15*q^18*t^3 - 3*q^17*t^4 + 62*q^16*t^5 + 117*q^15*t^6 - 61*q^14*t^7 - 67*q^13*t^8 + 250*q^12*t^9 + 49*q^11*t^10 + 17*q^10*t^11 - 29*q^9*t^12 + 17*q^8*t^13 + q^7*t^14 + 2*q^18*t^2 - 3*q^17*t^3 + 35*q^16*t^4 + 31*q^15*t^5 - 32*q^14*t^6 + 125*q^13*t^7 - 97*q^12*t^8 - 66*q^11*t^9 + 138*q^10*t^10 - 11*q^9*t^11 - 53*q^8*t^12 + 20*q^7*t^13 - 9*q^6*t^14 - 3*q^16*t^3 - 19*q^15*t^4 + 31*q^14*t^5 + 11*q^13*t^6 - 292*q^12*t^7 - 22*q^11*t^8 + 78*q^10*t^9 - 11*q^9*t^10 - 138*q^8*t^11 - 20*q^7*t^12 - 36*q^6*t^13 + 21*q^5*t^14 + 2*q^15*t^3 + 9*q^14*t^4 - 38*q^13*t^5 - 61*q^12*t^6 + 78*q^11*t^7 + 10*q^10*t^8 + 33*q^9*t^9 - 58*q^8*t^10 - q^7*t^11 + 36*q^6*t^12 + 54*q^5*t^13 - 16*q^4*t^14 - 2*q^13*t^4 + 6*q^12*t^5 + 38*q^11*t^6 + 20*q^10*t^7 + 62*q^9*t^8 + 96*q^8*t^9 - 25*q^7*t^10 + 7*q^6*t^11 + 35*q^5*t^12 + 7*q^4*t^13 - 4*q^3*t^14 + 4*q^11*t^5 - 15*q^10*t^6 - 7*q^9*t^7 + 27*q^8*t^8 - 85*q^7*t^9 - 13*q^6*t^10 + 4*q^5*t^11 + 4*q^4*t^12 - 28*q^3*t^13 - 3*q^2*t^14 - 2*q^10*t^5 + 4*q^9*t^6 + 2*q^8*t^7 - 35*q^7*t^8 - 10*q^6*t^9 - 9*q^5*t^10 + 10*q^4*t^11 - 5*q^3*t^12 + q^2*t^13 + 3*q*t^14 + t^15 + 6*q^6*t^8 + 16*q^5*t^9 + 14*q^4*t^10 + 5*q^3*t^11 - 2*q^2*t^12 + q*t^13 - 3*q^4*t^9 - 2*q^3*t^10 - 3*q^2*t^11)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0412] 'FBn^w'

Zeta functions

ask[-]:

(q^9 + q^8*t + q^7*t^2 - 3*q^7*t - 6*q^6*t^2 - 4*q^6*t + 8*q^5*t^2 + 2*q^4*t^3 + 2*q^5*t + 8*q^4*t^2 - 4*q^3*t^3 - 6*q^3*t^2 - 3*q^2*t^3 + q^2*t^2 + q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^15*t^2 - 4*q^14*t^3 - q^13*t^4 + q^16 + q^15*t - 5*q^14*t^2 + 4*q^13*t^3 + 9*q^12*t^4 + 7*q^11*t^5 - 3*q^10*t^6 + q^9*t^7 + 3*q^14*t - 17*q^13*t^2 + 18*q^12*t^3 - 9*q^11*t^4 - 21*q^10*t^5 + 4*q^9*t^6 - 2*q^8*t^7 - 17*q^13*t + 18*q^12*t^2 + 11*q^11*t^3 - 25*q^10*t^4 + 12*q^9*t^5 + 10*q^8*t^6 - 12*q^7*t^7 + 3*q^6*t^8 + 5*q^12*t + 42*q^11*t^2 - 53*q^10*t^3 + 27*q^9*t^4 + 17*q^8*t^5 - 35*q^7*t^6 + 45*q^6*t^7 - 6*q^5*t^8 + 6*q^11*t - 45*q^10*t^2 + 35*q^9*t^3 - 17*q^8*t^4 - 27*q^7*t^5 + 53*q^6*t^6 - 42*q^5*t^7 - 5*q^4*t^8 - 3*q^10*t + 12*q^9*t^2 - 10*q^8*t^3 - 12*q^7*t^4 + 25*q^6*t^5 - 11*q^5*t^6 - 18*q^4*t^7 + 17*q^3*t^8 + 2*q^8*t^2 - 4*q^7*t^3 + 21*q^6*t^4 + 9*q^5*t^5 - 18*q^4*t^6 + 17*q^3*t^7 - 3*q^2*t^8 - q^7*t^2 + 3*q^6*t^3 - 7*q^5*t^4 - 9*q^4*t^5 - 4*q^3*t^6 + 5*q^2*t^7 - q*t^8 - t^9 + q^3*t^5 + 4*q^2*t^6 - 2*q*t^7)/((q^2 + t)*(q^2 - t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0413] 'FBnbw'

Zeta functions

ask[-]:

-(q^11 + q^10*t - 2*q^9*t^2 + q^8*t^3 - 2*q^9*t - 3*q^8*t^2 + q^6*t^4 - 6*q^8*t + 12*q^7*t^2 + 3*q^6*t^3 - 4*q^5*t^4 - q^7*t + 7*q^6*t^2 - 7*q^5*t^3 + q^4*t^4 + 4*q^6*t - 3*q^5*t^2 - 12*q^4*t^3 + 6*q^3*t^4 - q^5*t + 3*q^3*t^3 + 2*q^2*t^4 - q^3*t^2 + 2*q^2*t^3 - q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(5*q^18*t^10 + 3*q^17*t^11 + 9*q^16*t^12 - 10*q^19*t^8 - 5*q^18*t^9 - 29*q^17*t^10 + 4*q^16*t^11 - 68*q^15*t^12 - 35*q^14*t^13 - 8*q^13*t^14 - 2*q^12*t^15 + 6*q^20*t^6 + 2*q^19*t^7 + 9*q^18*t^8 - 15*q^17*t^9 + 136*q^16*t^10 - 19*q^15*t^11 + 134*q^14*t^12 + 169*q^13*t^13 + 82*q^12*t^14 + 53*q^11*t^15 + 7*q^10*t^16 - 3*q^9*t^17 + 4*q^20*t^5 + 27*q^19*t^6 - 22*q^18*t^7 - 21*q^17*t^8 + 214*q^16*t^9 - 103*q^15*t^10 - 119*q^14*t^11 - 162*q^13*t^12 - 268*q^12*t^13 - 189*q^11*t^14 - 268*q^10*t^15 - 74*q^9*t^16 + 13*q^8*t^17 - q^7*t^18 - 2*q^21*t^3 - 23*q^20*t^4 + 29*q^19*t^5 - 86*q^18*t^6 - 99*q^17*t^7 - 50*q^16*t^8 - 215*q^15*t^9 - 511*q^14*t^10 - 189*q^13*t^11 + 323*q^12*t^12 + 433*q^11*t^13 + 467*q^9*t^15 + 283*q^8*t^16 - 9*q^7*t^17 + 6*q^6*t^18 - 2*q^21*t^2 - 24*q^20*t^3 + 46*q^19*t^4 + 25*q^18*t^5 - 4*q^17*t^6 - 153*q^16*t^7 + 723*q^15*t^8 + 340*q^14*t^9 + 436*q^13*t^10 + 1284*q^12*t^11 + 411*q^11*t^12 - 853*q^10*t^13 + 109*q^9*t^14 - 161*q^8*t^15 - 436*q^7*t^16 - 40*q^6*t^17 - 18*q^5*t^18 + q^22 + 7*q^21*t + 14*q^20*t^2 + 14*q^19*t^3 + 122*q^18*t^4 + 59*q^17*t^5 - 317*q^16*t^6 + 933*q^15*t^7 - 44*q^14*t^8 - 1606*q^13*t^9 - 338*q^12*t^10 - 888*q^11*t^11 - 1640*q^10*t^12 + 59*q^9*t^13 + 312*q^8*t^14 - 153*q^7*t^15 + 207*q^6*t^16 + 46*q^5*t^17 + 33*q^4*t^18 - 4*q^20*t - 82*q^19*t^2 + 46*q^18*t^3 - 79*q^17*t^4 - 565*q^16*t^5 + 50*q^15*t^6 - 289*q^14*t^7 - 1689*q^13*t^8 + 423*q^12*t^9 + 1422*q^11*t^10 + 796*q^10*t^11 + 593*q^9*t^12 + 959*q^8*t^13 + 106*q^7*t^14 - 46*q^6*t^15 + 4*q^5*t^16 + 66*q^4*t^17 - 28*q^3*t^18 - 28*q^19*t + 66*q^18*t^2 + 4*q^17*t^3 - 46*q^16*t^4 + 106*q^15*t^5 + 959*q^14*t^6 + 593*q^13*t^7 + 796*q^12*t^8 + 1422*q^11*t^9 + 423*q^10*t^10 - 1689*q^9*t^11 - 289*q^8*t^12 + 50*q^7*t^13 - 565*q^6*t^14 - 79*q^5*t^15 + 46*q^4*t^16 - 82*q^3*t^17 - 4*q^2*t^18 + 33*q^18*t + 46*q^17*t^2 + 207*q^16*t^3 - 153*q^15*t^4 + 312*q^14*t^5 + 59*q^13*t^6 - 1640*q^12*t^7 - 888*q^11*t^8 - 338*q^10*t^9 - 1606*q^9*t^10 - 44*q^8*t^11 + 933*q^7*t^12 - 317*q^6*t^13 + 59*q^5*t^14 + 122*q^4*t^15 + 14*q^3*t^16 + 14*q^2*t^17 + 7*q*t^18 + t^19 - 18*q^17*t - 40*q^16*t^2 - 436*q^15*t^3 - 161*q^14*t^4 + 109*q^13*t^5 - 853*q^12*t^6 + 411*q^11*t^7 + 1284*q^10*t^8 + 436*q^9*t^9 + 340*q^8*t^10 + 723*q^7*t^11 - 153*q^6*t^12 - 4*q^5*t^13 + 25*q^4*t^14 + 46*q^3*t^15 - 24*q^2*t^16 - 2*q*t^17 + 6*q^16*t - 9*q^15*t^2 + 283*q^14*t^3 + 467*q^13*t^4 + 433*q^11*t^6 + 323*q^10*t^7 - 189*q^9*t^8 - 511*q^8*t^9 - 215*q^7*t^10 - 50*q^6*t^11 - 99*q^5*t^12 - 86*q^4*t^13 + 29*q^3*t^14 - 23*q^2*t^15 - 2*q*t^16 - q^15*t + 13*q^14*t^2 - 74*q^13*t^3 - 268*q^12*t^4 - 189*q^11*t^5 - 268*q^10*t^6 - 162*q^9*t^7 - 119*q^8*t^8 - 103*q^7*t^9 + 214*q^6*t^10 - 21*q^5*t^11 - 22*q^4*t^12 + 27*q^3*t^13 + 4*q^2*t^14 - 3*q^13*t^2 + 7*q^12*t^3 + 53*q^11*t^4 + 82*q^10*t^5 + 169*q^9*t^6 + 134*q^8*t^7 - 19*q^7*t^8 + 136*q^6*t^9 - 15*q^5*t^10 + 9*q^4*t^11 + 2*q^3*t^12 + 6*q^2*t^13 - 2*q^10*t^4 - 8*q^9*t^5 - 35*q^8*t^6 - 68*q^7*t^7 + 4*q^6*t^8 - 29*q^5*t^9 - 5*q^4*t^10 - 10*q^3*t^11 + 9*q^6*t^7 + 3*q^5*t^8 + 5*q^4*t^9)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0414] 'FBnfw'

Zeta functions

ask[-]:

(q^13 - q^11*t - 8*q^10*t^2 + 5*q^9*t^3 - q^8*t^4 - 7*q^10*t + 16*q^9*t^2 + q^7*t^4 - q^6*t^5 - q^9*t + 16*q^8*t^2 - 15*q^7*t^3 - 9*q^6*t^4 + 4*q^5*t^5 + 4*q^8*t - 9*q^7*t^2 - 15*q^6*t^3 + 16*q^5*t^4 - q^4*t^5 - q^7*t + q^6*t^2 + 16*q^4*t^4 - 7*q^3*t^5 - q^5*t^2 + 5*q^4*t^3 - 8*q^3*t^4 - q^2*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(5*q^24*t^4 + 3*q^23*t^5 + 4*q^22*t^6 - q^25*t^2 + 2*q^24*t^3 - 11*q^23*t^4 + q^22*t^5 - 19*q^21*t^6 - 4*q^20*t^7 - q^26 - 4*q^25*t - 5*q^24*t^2 + 4*q^23*t^3 + 5*q^22*t^4 - 78*q^21*t^5 - q^20*t^6 - 8*q^19*t^7 - 10*q^18*t^8 + 2*q^17*t^9 + 30*q^23*t^2 - 26*q^21*t^4 + 171*q^20*t^5 + 70*q^19*t^6 + 120*q^18*t^7 + 60*q^17*t^8 - 14*q^16*t^9 + 5*q^15*t^10 + 18*q^23*t + 13*q^22*t^2 + 37*q^21*t^3 + 10*q^20*t^4 - 131*q^19*t^5 + 117*q^18*t^6 - 194*q^17*t^7 - 93*q^16*t^8 + 73*q^15*t^9 - 27*q^14*t^10 + q^13*t^11 - 6*q^22*t - 57*q^21*t^2 - 249*q^20*t^3 - 35*q^19*t^4 + 120*q^18*t^5 - 448*q^17*t^6 - 18*q^16*t^7 - 134*q^15*t^8 - 279*q^14*t^9 + 59*q^13*t^10 - 9*q^12*t^11 - 4*q^21*t - 30*q^20*t^2 + 240*q^19*t^3 + 19*q^18*t^4 + 18*q^17*t^5 + 385*q^16*t^6 - 96*q^15*t^7 + 367*q^14*t^8 + 530*q^13*t^9 - 85*q^12*t^10 + 36*q^11*t^11 - 4*q^10*t^12 + 2*q^20*t + 72*q^19*t^2 - 35*q^18*t^3 + 457*q^17*t^4 - 14*q^16*t^5 - 252*q^15*t^6 + 582*q^14*t^7 - 45*q^13*t^8 - 301*q^12*t^9 + 255*q^11*t^10 - 69*q^10*t^11 + 20*q^9*t^12 - 49*q^18*t^2 + 38*q^17*t^3 - 592*q^16*t^4 - 139*q^15*t^5 - 28*q^14*t^6 - 692*q^13*t^7 - 28*q^12*t^8 - 139*q^11*t^9 - 592*q^10*t^10 + 38*q^9*t^11 - 49*q^8*t^12 + 20*q^17*t^2 - 69*q^16*t^3 + 255*q^15*t^4 - 301*q^14*t^5 - 45*q^13*t^6 + 582*q^12*t^7 - 252*q^11*t^8 - 14*q^10*t^9 + 457*q^9*t^10 - 35*q^8*t^11 + 72*q^7*t^12 + 2*q^6*t^13 - 4*q^16*t^2 + 36*q^15*t^3 - 85*q^14*t^4 + 530*q^13*t^5 + 367*q^12*t^6 - 96*q^11*t^7 + 385*q^10*t^8 + 18*q^9*t^9 + 19*q^8*t^10 + 240*q^7*t^11 - 30*q^6*t^12 - 4*q^5*t^13 - 9*q^14*t^3 + 59*q^13*t^4 - 279*q^12*t^5 - 134*q^11*t^6 - 18*q^10*t^7 - 448*q^9*t^8 + 120*q^8*t^9 - 35*q^7*t^10 - 249*q^6*t^11 - 57*q^5*t^12 - 6*q^4*t^13 + q^13*t^3 - 27*q^12*t^4 + 73*q^11*t^5 - 93*q^10*t^6 - 194*q^9*t^7 + 117*q^8*t^8 - 131*q^7*t^9 + 10*q^6*t^10 + 37*q^5*t^11 + 13*q^4*t^12 + 18*q^3*t^13 + 5*q^11*t^4 - 14*q^10*t^5 + 60*q^9*t^6 + 120*q^8*t^7 + 70*q^7*t^8 + 171*q^6*t^9 - 26*q^5*t^10 + 30*q^3*t^12 + 2*q^9*t^5 - 10*q^8*t^6 - 8*q^7*t^7 - q^6*t^8 - 78*q^5*t^9 + 5*q^4*t^10 + 4*q^3*t^11 - 5*q^2*t^12 - 4*q*t^13 - t^14 - 4*q^6*t^7 - 19*q^5*t^8 + q^4*t^9 - 11*q^3*t^10 + 2*q^2*t^11 - q*t^12 + 4*q^4*t^8 + 3*q^3*t^9 + 5*q^2*t^10)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0415] 'FBnmw'

Zeta functions

ask[-]:

(q^9 + q^8*t + q^7*t^2 - 2*q^7*t - 8*q^6*t^2 + q^5*t^3 - 5*q^6*t + 10*q^5*t^2 + q^4*t^3 + q^5*t + 10*q^4*t^2 - 5*q^3*t^3 + q^4*t - 8*q^3*t^2 - 2*q^2*t^3 + q^2*t^2 + q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^12*t^4 + q^11*t^5 + q^10*t^6 - 2*q^13*t^2 + 2*q^11*t^4 + 9*q^10*t^5 - q^9*t^6 - q^14 - 4*q^13*t - q^12*t^2 + 7*q^11*t^3 - 10*q^10*t^4 - 53*q^9*t^5 - 30*q^8*t^6 - 8*q^7*t^7 - 3*q^12*t + 16*q^11*t^2 + 8*q^10*t^3 - 7*q^9*t^4 + 58*q^8*t^5 + 93*q^7*t^6 + 43*q^6*t^7 + 4*q^5*t^8 + 24*q^11*t + 22*q^10*t^2 - 19*q^9*t^3 - 13*q^8*t^4 + 17*q^7*t^5 - 67*q^6*t^6 - 70*q^5*t^7 - 18*q^4*t^8 - 18*q^10*t - 70*q^9*t^2 - 67*q^8*t^3 + 17*q^7*t^4 - 13*q^6*t^5 - 19*q^5*t^6 + 22*q^4*t^7 + 24*q^3*t^8 + 4*q^9*t + 43*q^8*t^2 + 93*q^7*t^3 + 58*q^6*t^4 - 7*q^5*t^5 + 8*q^4*t^6 + 16*q^3*t^7 - 3*q^2*t^8 - 8*q^7*t^2 - 30*q^6*t^3 - 53*q^5*t^4 - 10*q^4*t^5 + 7*q^3*t^6 - q^2*t^7 - 4*q*t^8 - t^9 - q^5*t^3 + 9*q^4*t^4 + 2*q^3*t^5 - 2*q*t^7 + q^4*t^3 + q^3*t^4 + 2*q^2*t^5)/((q^2 - t)*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0416] 'FBnvO'

Zeta functions

ask[-]:

(q^13 - 11*q^10*t^2 + 8*q^9*t^3 - 2*q^8*t^4 - 8*q^10*t + 19*q^9*t^2 - 3*q^8*t^3 + 2*q^7*t^4 - q^6*t^5 - 2*q^9*t + 18*q^8*t^2 - 15*q^7*t^3 - 11*q^6*t^4 + 5*q^5*t^5 + 5*q^8*t - 11*q^7*t^2 - 15*q^6*t^3 + 18*q^5*t^4 - 2*q^4*t^5 - q^7*t + 2*q^6*t^2 - 3*q^5*t^3 + 19*q^4*t^4 - 8*q^3*t^5 - 2*q^5*t^2 + 8*q^4*t^3 - 11*q^3*t^4 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(7*q^16*t^4 + 4*q^15*t^5 + 5*q^14*t^6 - q^17*t^2 + 4*q^16*t^3 - 18*q^15*t^4 + 2*q^14*t^5 - 36*q^13*t^6 - 12*q^12*t^7 + q^11*t^8 - q^18 - 5*q^17*t - 8*q^16*t^2 - 2*q^15*t^3 + 16*q^14*t^4 - 109*q^13*t^5 + 44*q^12*t^6 + 39*q^11*t^7 - 9*q^10*t^8 + 7*q^9*t^9 + 44*q^15*t^2 + 12*q^14*t^3 - 41*q^13*t^4 + 263*q^12*t^5 + 121*q^11*t^6 + 49*q^10*t^7 + 63*q^9*t^8 - 32*q^8*t^9 + q^7*t^10 + 28*q^15*t - 6*q^14*t^2 + 21*q^13*t^3 - 223*q^11*t^5 - 208*q^10*t^6 - 307*q^9*t^7 - 260*q^8*t^8 + 49*q^7*t^9 - 6*q^6*t^10 - 29*q^14*t - 67*q^13*t^2 - 304*q^12*t^3 - q^11*t^4 + 176*q^10*t^5 - 53*q^9*t^6 + 290*q^8*t^7 + 469*q^7*t^8 + 7*q^6*t^9 + 16*q^5*t^10 + 16*q^13*t + 7*q^12*t^2 + 469*q^11*t^3 + 290*q^10*t^4 - 53*q^9*t^5 + 176*q^8*t^6 - q^7*t^7 - 304*q^6*t^8 - 67*q^5*t^9 - 29*q^4*t^10 - 6*q^12*t + 49*q^11*t^2 - 260*q^10*t^3 - 307*q^9*t^4 - 208*q^8*t^5 - 223*q^7*t^6 + 21*q^5*t^8 - 6*q^4*t^9 + 28*q^3*t^10 + q^11*t - 32*q^10*t^2 + 63*q^9*t^3 + 49*q^8*t^4 + 121*q^7*t^5 + 263*q^6*t^6 - 41*q^5*t^7 + 12*q^4*t^8 + 44*q^3*t^9 + 7*q^9*t^2 - 9*q^8*t^3 + 39*q^7*t^4 + 44*q^6*t^5 - 109*q^5*t^6 + 16*q^4*t^7 - 2*q^3*t^8 - 8*q^2*t^9 - 5*q*t^10 - t^11 + q^7*t^3 - 12*q^6*t^4 - 36*q^5*t^5 + 2*q^4*t^6 - 18*q^3*t^7 + 4*q^2*t^8 - q*t^9 + 5*q^4*t^5 + 4*q^3*t^6 + 7*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6]]

[0417] 'FBnvW'

Zeta functions

ask[-]:

(q^9 - 5*q^6*t^2 + 2*q^5*t^3 - 5*q^6*t + 8*q^5*t^2 - q^4*t^3 - q^5*t + 8*q^4*t^2 - 5*q^3*t^3 + 2*q^4*t - 5*q^3*t^2 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(4*q^16*t^4 + 2*q^15*t^5 + 2*q^14*t^6 - q^17*t^2 + 2*q^16*t^3 - 7*q^15*t^4 - 3*q^14*t^5 - 15*q^13*t^6 - 5*q^12*t^7 + q^11*t^8 - q^18 - 4*q^17*t - 3*q^16*t^2 + 5*q^15*t^3 - 2*q^14*t^4 - 43*q^13*t^5 + 2*q^12*t^6 + 19*q^11*t^7 - 2*q^10*t^8 + q^9*t^9 + q^16*t + 28*q^15*t^2 + 4*q^14*t^3 - 22*q^13*t^4 + 98*q^12*t^5 + 128*q^11*t^6 + 38*q^10*t^7 + 12*q^9*t^8 - 7*q^8*t^9 + 18*q^15*t + 6*q^14*t^2 - 28*q^13*t^3 - 4*q^12*t^4 - 26*q^11*t^5 - 172*q^10*t^6 - 218*q^9*t^7 - 98*q^8*t^8 + 10*q^7*t^9 - 12*q^14*t - 70*q^13*t^2 - 119*q^12*t^3 + 20*q^11*t^4 + 43*q^10*t^5 - 30*q^9*t^6 + 199*q^8*t^7 + 218*q^7*t^8 + 29*q^6*t^9 + 2*q^5*t^10 + 2*q^13*t + 29*q^12*t^2 + 218*q^11*t^3 + 199*q^10*t^4 - 30*q^9*t^5 + 43*q^8*t^6 + 20*q^7*t^7 - 119*q^6*t^8 - 70*q^5*t^9 - 12*q^4*t^10 + 10*q^11*t^2 - 98*q^10*t^3 - 218*q^9*t^4 - 172*q^8*t^5 - 26*q^7*t^6 - 4*q^6*t^7 - 28*q^5*t^8 + 6*q^4*t^9 + 18*q^3*t^10 - 7*q^10*t^2 + 12*q^9*t^3 + 38*q^8*t^4 + 128*q^7*t^5 + 98*q^6*t^6 - 22*q^5*t^7 + 4*q^4*t^8 + 28*q^3*t^9 + q^2*t^10 + q^9*t^2 - 2*q^8*t^3 + 19*q^7*t^4 + 2*q^6*t^5 - 43*q^5*t^6 - 2*q^4*t^7 + 5*q^3*t^8 - 3*q^2*t^9 - 4*q*t^10 - t^11 + q^7*t^3 - 5*q^6*t^4 - 15*q^5*t^5 - 3*q^4*t^6 - 7*q^3*t^7 + 2*q^2*t^8 - q*t^9 + 2*q^4*t^5 + 2*q^3*t^6 + 4*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0418] 'FBn~o'

Zeta functions

ask[-]:

(q^12 - 2*q^10*t - q^9*t^2 - 3*q^9*t + q^8*t^2 + 4*q^7*t^3 - q^6*t^4 + 9*q^7*t^2 - 5*q^6*t^3 + q^5*t^4 - q^7*t + 5*q^6*t^2 - 9*q^5*t^3 + q^6*t - 4*q^5*t^2 - q^4*t^3 + 3*q^3*t^4 + q^3*t^3 + 2*q^2*t^4 - t^5)/((q^3 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(q^12*t^4 - q^11*t^5 - q^13*t^2 + 2*q^12*t^3 + q^11*t^4 + 2*q^10*t^5 - 2*q^9*t^6 - q^14 - 2*q^13*t + 4*q^12*t^2 - 10*q^10*t^4 - 3*q^9*t^5 + 4*q^8*t^6 - 2*q^12*t + 6*q^11*t^2 - q^10*t^3 - 4*q^9*t^4 + 2*q^8*t^5 + 6*q^7*t^6 + q^6*t^7 + 14*q^11*t - 3*q^10*t^2 - 21*q^9*t^3 + 18*q^8*t^4 + 15*q^7*t^5 - 13*q^6*t^6 - 2*q^5*t^7 - 5*q^10*t - 5*q^9*t^2 + q^8*t^3 - 2*q^7*t^4 + q^6*t^5 - 5*q^5*t^6 - 5*q^4*t^7 - 2*q^9*t - 13*q^8*t^2 + 15*q^7*t^3 + 18*q^6*t^4 - 21*q^5*t^5 - 3*q^4*t^6 + 14*q^3*t^7 + q^8*t + 6*q^7*t^2 + 2*q^6*t^3 - 4*q^5*t^4 - q^4*t^5 + 6*q^3*t^6 - 2*q^2*t^7 + 4*q^6*t^2 - 3*q^5*t^3 - 10*q^4*t^4 + 4*q^2*t^6 - 2*q*t^7 - t^8 - 2*q^5*t^2 + 2*q^4*t^3 + q^3*t^4 + 2*q^2*t^5 - q*t^6 - q^3*t^3 + q^2*t^4)/((q^3 - t)*(q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0419] 'FBn~w'

Zeta functions

ask[-]:

(q^7 - q^5*t - q^4*t^2 - 3*q^4*t + 3*q^3*t^2 + q^3*t + q^2*t^2 - t^3)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^19*t^2 - 3*q^18*t^3 + q^17*t^4 + q^20 - 4*q^18*t^2 + 6*q^17*t^3 + 6*q^15*t^5 - 6*q^14*t^6 + 2*q^13*t^7 + 2*q^18*t - 11*q^17*t^2 + 14*q^16*t^3 - 4*q^15*t^4 - 16*q^14*t^5 + 11*q^13*t^6 - 4*q^12*t^7 - 9*q^17*t + 12*q^16*t^2 - q^15*t^3 - 8*q^14*t^4 + 3*q^13*t^5 + 11*q^12*t^6 - 11*q^11*t^7 + 4*q^10*t^8 - 5*q^16*t + 33*q^15*t^2 - 29*q^14*t^3 + 3*q^13*t^4 + 17*q^12*t^5 - 42*q^11*t^6 + 44*q^10*t^7 - 12*q^9*t^8 + 8*q^15*t - 32*q^14*t^2 + 39*q^13*t^3 - 33*q^12*t^4 + q^11*t^5 + 46*q^10*t^6 - 43*q^9*t^7 + 9*q^8*t^8 - q^7*t^9 - q^14*t + 13*q^13*t^2 - 22*q^12*t^3 + 7*q^11*t^4 + 6*q^10*t^5 + 7*q^9*t^6 - 22*q^8*t^7 + 13*q^7*t^8 - q^6*t^9 - q^13*t + 9*q^12*t^2 - 43*q^11*t^3 + 46*q^10*t^4 + q^9*t^5 - 33*q^8*t^6 + 39*q^7*t^7 - 32*q^6*t^8 + 8*q^5*t^9 - 12*q^11*t^2 + 44*q^10*t^3 - 42*q^9*t^4 + 17*q^8*t^5 + 3*q^7*t^6 - 29*q^6*t^7 + 33*q^5*t^8 - 5*q^4*t^9 + 4*q^10*t^2 - 11*q^9*t^3 + 11*q^8*t^4 + 3*q^7*t^5 - 8*q^6*t^6 - q^5*t^7 + 12*q^4*t^8 - 9*q^3*t^9 - 4*q^8*t^3 + 11*q^7*t^4 - 16*q^6*t^5 - 4*q^5*t^6 + 14*q^4*t^7 - 11*q^3*t^8 + 2*q^2*t^9 + 2*q^7*t^3 - 6*q^6*t^4 + 6*q^5*t^5 + 6*q^3*t^7 - 4*q^2*t^8 + t^10 + q^3*t^6 - 3*q^2*t^7 + q*t^8)/((q^4 - t)*(q^2 + t)*(q^2 - t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0420] 'FBqhw'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 - 6*q^6*t^2 + 3*q^5*t^3 - 5*q^4*t^4 + q^7 + 2*q^6*t + 6*q^5*t^2 - q^4*t^3 + 2*q^3*t^4 - 9*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 + 9*q^2*t^4 - 2*q^4*t + q^3*t^2 - 6*q^2*t^3 - 2*q*t^4 - t^5 + 5*q^3*t - 3*q^2*t^2 + 6*q*t^3 - q^2*t - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^19*t^20 + 3*q^18*t^21 + 9*q^17*t^22 + 6*q^16*t^23 + 3*q^15*t^24 - 2*q^20*t^18 - 15*q^19*t^19 - 45*q^18*t^20 - 38*q^17*t^21 - 69*q^16*t^22 - 78*q^15*t^23 - 51*q^14*t^24 - 11*q^13*t^25 + q^12*t^26 + q^22*t^15 + 29*q^20*t^17 + 76*q^19*t^18 + 71*q^18*t^19 + 239*q^17*t^20 + 380*q^16*t^21 + 361*q^15*t^22 + 323*q^14*t^23 + 297*q^13*t^24 + 153*q^12*t^25 + 10*q^11*t^26 - 5*q^10*t^27 + q^9*t^28 + 2*q^23*t^13 - 4*q^22*t^14 - 47*q^21*t^15 - 33*q^20*t^16 - 9*q^19*t^17 - 341*q^18*t^18 - 581*q^17*t^19 - 584*q^16*t^20 - 1253*q^15*t^21 - 1580*q^14*t^22 - 1044*q^13*t^23 - 778*q^12*t^24 - 675*q^11*t^25 - 188*q^10*t^26 + 11*q^9*t^27 - 3*q^8*t^28 + q^7*t^29 + q^23*t^12 + q^22*t^13 + 38*q^21*t^14 + 45*q^20*t^15 + 109*q^19*t^16 + 104*q^18*t^17 + 96*q^17*t^18 + 1494*q^16*t^19 + 2025*q^15*t^20 + 2089*q^14*t^21 + 3412*q^13*t^22 + 3141*q^12*t^23 + 1592*q^11*t^24 + 1351*q^10*t^25 + 792*q^9*t^26 + 103*q^8*t^27 + 4*q^7*t^28 - 7*q^6*t^29 + q^24*t^10 - 11*q^23*t^11 - 2*q^22*t^12 + 145*q^21*t^13 - 140*q^20*t^14 - 309*q^19*t^15 + 918*q^18*t^16 + 450*q^17*t^17 - 232*q^16*t^18 - 197*q^15*t^19 - 2986*q^14*t^20 - 4213*q^13*t^21 - 3920*q^12*t^22 - 4936*q^11*t^23 - 3660*q^10*t^24 - 1871*q^9*t^25 - 1384*q^8*t^26 - 517*q^7*t^27 - 35*q^6*t^28 + 19*q^5*t^29 - 2*q^24*t^9 - 8*q^23*t^10 + 37*q^22*t^11 + 4*q^21*t^12 - 259*q^20*t^13 - 585*q^19*t^14 + 749*q^18*t^15 - 868*q^17*t^16 - 5795*q^16*t^17 - 1819*q^15*t^18 + 441*q^14*t^19 - 1796*q^13*t^20 + 3501*q^12*t^21 + 5691*q^11*t^22 + 3600*q^10*t^23 + 4678*q^9*t^24 + 3132*q^8*t^25 + 1385*q^7*t^26 + 844*q^6*t^27 + 160*q^5*t^28 - 22*q^4*t^29 - 2*q^24*t^8 + 17*q^23*t^9 + 46*q^22*t^10 - 344*q^21*t^11 + 388*q^20*t^12 + 450*q^19*t^13 - 278*q^18*t^14 + 1838*q^17*t^15 + 157*q^16*t^16 + 6981*q^15*t^17 + 14086*q^14*t^18 + 1919*q^13*t^19 + 1657*q^12*t^20 + 6079*q^11*t^21 - 3934*q^10*t^22 - 4303*q^9*t^23 - 2009*q^8*t^24 - 3412*q^7*t^25 - 1644*q^6*t^26 - 608*q^5*t^27 - 250*q^4*t^28 - 4*q^3*t^29 + 8*q^24*t^7 - 4*q^23*t^8 - 114*q^22*t^9 - 331*q^21*t^10 + 1064*q^20*t^11 + 609*q^19*t^12 - 3642*q^18*t^13 + 2133*q^17*t^14 + 2956*q^16*t^15 - 7676*q^15*t^16 - 5194*q^14*t^17 - 14100*q^13*t^18 - 18000*q^12*t^19 - 1305*q^11*t^20 - 5158*q^10*t^21 - 6936*q^9*t^22 + 3511*q^8*t^23 + 1961*q^7*t^24 + 879*q^6*t^25 + 1596*q^5*t^26 + 473*q^4*t^27 + 111*q^3*t^28 + 35*q^2*t^29 + 7*q^24*t^6 + 8*q^23*t^7 + 106*q^22*t^8 + 265*q^21*t^9 + 604*q^20*t^10 - 220*q^19*t^11 - 3675*q^18*t^12 + 3112*q^17*t^13 + 6685*q^16*t^14 - 12555*q^15*t^15 - 1727*q^14*t^16 + 19239*q^13*t^17 + 6580*q^12*t^18 + 12260*q^11*t^19 + 15222*q^10*t^20 + 654*q^9*t^21 + 5424*q^8*t^22 + 3916*q^7*t^23 - 2314*q^6*t^24 - 441*q^5*t^25 - 327*q^4*t^26 - 419*q^3*t^27 - 28*q^2*t^28 - 15*q*t^29 - t^30 - q^25*t^4 - 17*q^24*t^5 - 73*q^23*t^6 + 211*q^22*t^7 - 400*q^21*t^8 - 1282*q^20*t^9 + 730*q^19*t^10 - 236*q^18*t^11 + 401*q^17*t^12 + 3385*q^16*t^13 - 9002*q^15*t^14 - 836*q^14*t^15 + 20784*q^13*t^16 - 8665*q^12*t^17 - 21105*q^11*t^18 + 1281*q^10*t^19 - 6561*q^9*t^20 - 8824*q^8*t^21 - 176*q^7*t^22 - 2734*q^6*t^23 - 749*q^5*t^24 + 830*q^4*t^25 + 8*q^3*t^26 + 94*q^2*t^27 + 24*q*t^28 + t^29 + q^25*t^3 + 22*q^24*t^4 - 54*q^23*t^5 + 318*q^22*t^6 - 407*q^21*t^7 - 1419*q^20*t^8 + 3110*q^19*t^9 + 544*q^18*t^10 - 7002*q^17*t^11 + 2500*q^16*t^12 + 4447*q^15*t^13 - 1387*q^14*t^14 + 6526*q^13*t^15 - 7543*q^12*t^16 - 13029*q^11*t^17 + 13518*q^10*t^18 + 8823*q^9*t^19 - 5652*q^8*t^20 + 3194*q^7*t^21 + 3248*q^6*t^22 - 358*q^5*t^23 + 475*q^4*t^24 - 32*q^3*t^25 - 123*q^2*t^26 + 7*q*t^27 - 3*t^28 - 3*q^25*t^2 + 7*q^24*t^3 - 123*q^23*t^4 - 32*q^22*t^5 + 475*q^21*t^6 - 358*q^20*t^7 + 3248*q^19*t^8 + 3194*q^18*t^9 - 5652*q^17*t^10 + 8823*q^16*t^11 + 13518*q^15*t^12 - 13029*q^14*t^13 - 7543*q^13*t^14 + 6526*q^12*t^15 - 1387*q^11*t^16 + 4447*q^10*t^17 + 2500*q^9*t^18 - 7002*q^8*t^19 + 544*q^7*t^20 + 3110*q^6*t^21 - 1419*q^5*t^22 - 407*q^4*t^23 + 318*q^3*t^24 - 54*q^2*t^25 + 22*q*t^26 + t^27 + q^25*t + 24*q^24*t^2 + 94*q^23*t^3 + 8*q^22*t^4 + 830*q^21*t^5 - 749*q^20*t^6 - 2734*q^19*t^7 - 176*q^18*t^8 - 8824*q^17*t^9 - 6561*q^16*t^10 + 1281*q^15*t^11 - 21105*q^14*t^12 - 8665*q^13*t^13 + 20784*q^12*t^14 - 836*q^11*t^15 - 9002*q^10*t^16 + 3385*q^9*t^17 + 401*q^8*t^18 - 236*q^7*t^19 + 730*q^6*t^20 - 1282*q^5*t^21 - 400*q^4*t^22 + 211*q^3*t^23 - 73*q^2*t^24 - 17*q*t^25 - t^26 - q^25 - 15*q^24*t - 28*q^23*t^2 - 419*q^22*t^3 - 327*q^21*t^4 - 441*q^20*t^5 - 2314*q^19*t^6 + 3916*q^18*t^7 + 5424*q^17*t^8 + 654*q^16*t^9 + 15222*q^15*t^10 + 12260*q^14*t^11 + 6580*q^13*t^12 + 19239*q^12*t^13 - 1727*q^11*t^14 - 12555*q^10*t^15 + 6685*q^9*t^16 + 3112*q^8*t^17 - 3675*q^7*t^18 - 220*q^6*t^19 + 604*q^5*t^20 + 265*q^4*t^21 + 106*q^3*t^22 + 8*q^2*t^23 + 7*q*t^24 + 35*q^23*t + 111*q^22*t^2 + 473*q^21*t^3 + 1596*q^20*t^4 + 879*q^19*t^5 + 1961*q^18*t^6 + 3511*q^17*t^7 - 6936*q^16*t^8 - 5158*q^15*t^9 - 1305*q^14*t^10 - 18000*q^13*t^11 - 14100*q^12*t^12 - 5194*q^11*t^13 - 7676*q^10*t^14 + 2956*q^9*t^15 + 2133*q^8*t^16 - 3642*q^7*t^17 + 609*q^6*t^18 + 1064*q^5*t^19 - 331*q^4*t^20 - 114*q^3*t^21 - 4*q^2*t^22 + 8*q*t^23 - 4*q^22*t - 250*q^21*t^2 - 608*q^20*t^3 - 1644*q^19*t^4 - 3412*q^18*t^5 - 2009*q^17*t^6 - 4303*q^16*t^7 - 3934*q^15*t^8 + 6079*q^14*t^9 + 1657*q^13*t^10 + 1919*q^12*t^11 + 14086*q^11*t^12 + 6981*q^10*t^13 + 157*q^9*t^14 + 1838*q^8*t^15 - 278*q^7*t^16 + 450*q^6*t^17 + 388*q^5*t^18 - 344*q^4*t^19 + 46*q^3*t^20 + 17*q^2*t^21 - 2*q*t^22 - 22*q^21*t + 160*q^20*t^2 + 844*q^19*t^3 + 1385*q^18*t^4 + 3132*q^17*t^5 + 4678*q^16*t^6 + 3600*q^15*t^7 + 5691*q^14*t^8 + 3501*q^13*t^9 - 1796*q^12*t^10 + 441*q^11*t^11 - 1819*q^10*t^12 - 5795*q^9*t^13 - 868*q^8*t^14 + 749*q^7*t^15 - 585*q^6*t^16 - 259*q^5*t^17 + 4*q^4*t^18 + 37*q^3*t^19 - 8*q^2*t^20 - 2*q*t^21 + 19*q^20*t - 35*q^19*t^2 - 517*q^18*t^3 - 1384*q^17*t^4 - 1871*q^16*t^5 - 3660*q^15*t^6 - 4936*q^14*t^7 - 3920*q^13*t^8 - 4213*q^12*t^9 - 2986*q^11*t^10 - 197*q^10*t^11 - 232*q^9*t^12 + 450*q^8*t^13 + 918*q^7*t^14 - 309*q^6*t^15 - 140*q^5*t^16 + 145*q^4*t^17 - 2*q^3*t^18 - 11*q^2*t^19 + q*t^20 - 7*q^19*t + 4*q^18*t^2 + 103*q^17*t^3 + 792*q^16*t^4 + 1351*q^15*t^5 + 1592*q^14*t^6 + 3141*q^13*t^7 + 3412*q^12*t^8 + 2089*q^11*t^9 + 2025*q^10*t^10 + 1494*q^9*t^11 + 96*q^8*t^12 + 104*q^7*t^13 + 109*q^6*t^14 + 45*q^5*t^15 + 38*q^4*t^16 + q^3*t^17 + q^2*t^18 + q^18*t - 3*q^17*t^2 + 11*q^16*t^3 - 188*q^15*t^4 - 675*q^14*t^5 - 778*q^13*t^6 - 1044*q^12*t^7 - 1580*q^11*t^8 - 1253*q^10*t^9 - 584*q^9*t^10 - 581*q^8*t^11 - 341*q^7*t^12 - 9*q^6*t^13 - 33*q^5*t^14 - 47*q^4*t^15 - 4*q^3*t^16 + 2*q^2*t^17 + q^16*t^2 - 5*q^15*t^3 + 10*q^14*t^4 + 153*q^13*t^5 + 297*q^12*t^6 + 323*q^11*t^7 + 361*q^10*t^8 + 380*q^9*t^9 + 239*q^8*t^10 + 71*q^7*t^11 + 76*q^6*t^12 + 29*q^5*t^13 + q^3*t^15 + q^13*t^4 - 11*q^12*t^5 - 51*q^11*t^6 - 78*q^10*t^7 - 69*q^9*t^8 - 38*q^8*t^9 - 45*q^7*t^10 - 15*q^6*t^11 - 2*q^5*t^12 + 3*q^10*t^6 + 6*q^9*t^7 + 9*q^8*t^8 + 3*q^7*t^9 + q^6*t^10)/((t^4 - q)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 3], [1, 4], [2, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0421] 'FBqzw'

Zeta functions

ask[-]:

ask[+]:

(3*q^17*t^10 + 2*q^16*t^11 + 6*q^15*t^12 - 6*q^18*t^8 - 5*q^17*t^9 - 16*q^16*t^10 - 56*q^14*t^12 - 27*q^13*t^13 - 6*q^12*t^14 + 5*q^11*t^15 + q^10*t^16 + 6*q^19*t^6 + 6*q^18*t^7 - 16*q^17*t^8 - 2*q^16*t^9 + 134*q^15*t^10 + 8*q^14*t^11 + 105*q^13*t^12 + 148*q^12*t^13 + 118*q^11*t^14 - 10*q^10*t^15 - 23*q^9*t^16 - q^8*t^17 - q^20*t^4 + q^19*t^5 + 27*q^18*t^6 - 51*q^17*t^7 + 11*q^16*t^8 + 225*q^15*t^9 - 182*q^14*t^10 - 345*q^13*t^11 - 198*q^12*t^12 - 147*q^11*t^13 - 399*q^10*t^14 - 138*q^9*t^15 + 78*q^8*t^16 + 17*q^7*t^17 + 2*q^6*t^18 - 2*q^20*t^3 - 22*q^19*t^4 + 44*q^18*t^5 - 63*q^17*t^6 - 125*q^16*t^7 - 23*q^15*t^8 - 237*q^14*t^9 - 486*q^13*t^10 + 493*q^12*t^11 + 940*q^11*t^12 + 94*q^10*t^13 + 317*q^9*t^14 + 488*q^8*t^15 - 23*q^7*t^16 - 51*q^6*t^17 - 13*q^5*t^18 - 22*q^19*t^3 + 55*q^18*t^4 + 54*q^17*t^5 - 147*q^16*t^6 + 104*q^15*t^7 + 1027*q^14*t^8 + 143*q^13*t^9 + 494*q^12*t^10 + 607*q^11*t^11 - 1156*q^10*t^12 - 908*q^9*t^13 + 66*q^8*t^14 - 424*q^7*t^15 - 183*q^6*t^16 + 17*q^5*t^17 + 31*q^4*t^18 + q^21 + 7*q^20*t + 5*q^19*t^2 + 135*q^17*t^4 - 130*q^16*t^5 - 199*q^15*t^6 + 725*q^14*t^7 - 1258*q^13*t^8 - 1984*q^12*t^9 - 132*q^11*t^10 - 350*q^10*t^11 - 303*q^9*t^12 + 1068*q^8*t^13 + 389*q^7*t^14 + 7*q^6*t^15 + 135*q^5*t^16 + 96*q^4*t^17 - 27*q^3*t^18 - 5*q^19*t - 80*q^18*t^2 + 64*q^17*t^3 - 139*q^16*t^4 - 490*q^15*t^5 + 288*q^14*t^6 - 25*q^13*t^7 - 360*q^12*t^8 + 2199*q^11*t^9 + 2199*q^10*t^10 - 360*q^9*t^11 - 25*q^8*t^12 + 288*q^7*t^13 - 490*q^6*t^14 - 139*q^5*t^15 + 64*q^4*t^16 - 80*q^3*t^17 - 5*q^2*t^18 - 27*q^18*t + 96*q^17*t^2 + 135*q^16*t^3 + 7*q^15*t^4 + 389*q^14*t^5 + 1068*q^13*t^6 - 303*q^12*t^7 - 350*q^11*t^8 - 132*q^10*t^9 - 1984*q^9*t^10 - 1258*q^8*t^11 + 725*q^7*t^12 - 199*q^6*t^13 - 130*q^5*t^14 + 135*q^4*t^15 + 5*q^2*t^17 + 7*q*t^18 + t^19 + 31*q^17*t + 17*q^16*t^2 - 183*q^15*t^3 - 424*q^14*t^4 + 66*q^13*t^5 - 908*q^12*t^6 - 1156*q^11*t^7 + 607*q^10*t^8 + 494*q^9*t^9 + 143*q^8*t^10 + 1027*q^7*t^11 + 104*q^6*t^12 - 147*q^5*t^13 + 54*q^4*t^14 + 55*q^3*t^15 - 22*q^2*t^16 - 13*q^16*t - 51*q^15*t^2 - 23*q^14*t^3 + 488*q^13*t^4 + 317*q^12*t^5 + 94*q^11*t^6 + 940*q^10*t^7 + 493*q^9*t^8 - 486*q^8*t^9 - 237*q^7*t^10 - 23*q^6*t^11 - 125*q^5*t^12 - 63*q^4*t^13 + 44*q^3*t^14 - 22*q^2*t^15 - 2*q*t^16 + 2*q^15*t + 17*q^14*t^2 + 78*q^13*t^3 - 138*q^12*t^4 - 399*q^11*t^5 - 147*q^10*t^6 - 198*q^9*t^7 - 345*q^8*t^8 - 182*q^7*t^9 + 225*q^6*t^10 + 11*q^5*t^11 - 51*q^4*t^12 + 27*q^3*t^13 + q^2*t^14 - q*t^15 - q^13*t^2 - 23*q^12*t^3 - 10*q^11*t^4 + 118*q^10*t^5 + 148*q^9*t^6 + 105*q^8*t^7 + 8*q^7*t^8 + 134*q^6*t^9 - 2*q^5*t^10 - 16*q^4*t^11 + 6*q^3*t^12 + 6*q^2*t^13 + q^11*t^3 + 5*q^10*t^4 - 6*q^9*t^5 - 27*q^8*t^6 - 56*q^7*t^7 - 16*q^5*t^9 - 5*q^4*t^10 - 6*q^3*t^11 + 6*q^6*t^7 + 2*q^5*t^8 + 3*q^4*t^9)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 3], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0422] 'FB~vw'

Zeta functions

ask[-]:

(q^11 - q^9*t - 2*q^8*t - 2*q^7*t^2 + q^6*t^3 - q^7*t + 5*q^6*t^2 - q^5*t^3 - q^6*t + 5*q^5*t^2 - q^4*t^3 + q^5*t - 2*q^4*t^2 - 2*q^3*t^3 - q^2*t^3 + t^4)/((q^3 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^17*t^4 + q^17*t^3 - q^19 - 2*q^18*t + q^17*t^2 + 2*q^16*t^3 - 6*q^15*t^4 - 4*q^14*t^5 - 3*q^13*t^6 + q^12*t^7 + 5*q^16*t^2 - 4*q^15*t^3 - 5*q^14*t^4 + 5*q^13*t^5 + 5*q^12*t^6 - 2*q^11*t^7 + 6*q^16*t + 6*q^15*t^2 - 5*q^14*t^3 + 9*q^13*t^4 + 7*q^12*t^5 + 9*q^11*t^6 + 3*q^10*t^7 + 2*q^9*t^8 + 4*q^15*t - 9*q^14*t^2 - 13*q^13*t^3 + 6*q^11*t^5 - 7*q^10*t^6 - 2*q^9*t^7 - 5*q^8*t^8 - q^7*t^9 - 4*q^14*t - 12*q^13*t^2 - q^12*t^3 + 2*q^10*t^5 - 19*q^9*t^6 - 12*q^8*t^7 - 3*q^7*t^8 + q^6*t^9 - q^13*t + 3*q^12*t^2 + 12*q^11*t^3 + 19*q^10*t^4 - 2*q^9*t^5 + q^7*t^7 + 12*q^6*t^8 + 4*q^5*t^9 + q^12*t + 5*q^11*t^2 + 2*q^10*t^3 + 7*q^9*t^4 - 6*q^8*t^5 + 13*q^6*t^7 + 9*q^5*t^8 - 4*q^4*t^9 - 2*q^10*t^2 - 3*q^9*t^3 - 9*q^8*t^4 - 7*q^7*t^5 - 9*q^6*t^6 + 5*q^5*t^7 - 6*q^4*t^8 - 6*q^3*t^9 + 2*q^8*t^3 - 5*q^7*t^4 - 5*q^6*t^5 + 5*q^5*t^6 + 4*q^4*t^7 - 5*q^3*t^8 - q^7*t^3 + 3*q^6*t^4 + 4*q^5*t^5 + 6*q^4*t^6 - 2*q^3*t^7 - q^2*t^8 + 2*q*t^9 + t^10 - q^2*t^7 - q^2*t^6)/((q^3 - t)*(q^2 + t)*(q^2 - t)^2*(q + t)*(q - t)^2*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0423] 'FB~~w'

Zeta functions

ask[-]:

(q^3 - t)^2*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^17*t^3 - q^19 + 2*q^17*t^2 - 3*q^16*t^3 + 2*q^15*t^4 - 6*q^14*t^5 + 3*q^13*t^6 - 2*q^17*t + 7*q^16*t^2 - 4*q^15*t^3 - 9*q^14*t^4 + 14*q^13*t^5 - 6*q^12*t^6 + 6*q^16*t - 9*q^15*t^2 + q^14*t^3 + 11*q^13*t^4 - 5*q^11*t^6 + 3*q^10*t^7 + 4*q^15*t - 5*q^14*t^2 - 4*q^13*t^3 + 3*q^12*t^4 - 13*q^11*t^5 + 21*q^10*t^6 - 9*q^9*t^7 - q^13*t^2 - 12*q^12*t^3 + 16*q^11*t^4 + q^10*t^5 - 16*q^9*t^6 + 9*q^8*t^7 - 3*q^7*t^8 - 6*q^13*t + q^12*t^2 + 18*q^11*t^3 - 13*q^10*t^4 + 13*q^9*t^5 - 18*q^8*t^6 - q^7*t^7 + 6*q^6*t^8 + 3*q^12*t - 9*q^11*t^2 + 16*q^10*t^3 - q^9*t^4 - 16*q^8*t^5 + 12*q^7*t^6 + q^6*t^7 + 9*q^10*t^2 - 21*q^9*t^3 + 13*q^8*t^4 - 3*q^7*t^5 + 4*q^6*t^6 + 5*q^5*t^7 - 4*q^4*t^8 - 3*q^9*t^2 + 5*q^8*t^3 - 11*q^6*t^5 - q^5*t^6 + 9*q^4*t^7 - 6*q^3*t^8 + 6*q^7*t^3 - 14*q^6*t^4 + 9*q^5*t^5 + 4*q^4*t^6 - 7*q^3*t^7 + 2*q^2*t^8 - 3*q^6*t^3 + 6*q^5*t^4 - 2*q^4*t^5 + 3*q^3*t^6 - 2*q^2*t^7 + t^9 - q^2*t^6)/((q^4 - t)*(q^2 + t)*(q^2 - t)^2*(q - t)^2*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0424] 'FCDjW'

Zeta functions

ask[-]:

(2*q^4*t^2 - q^4*t - q^3*t^2 - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t + q*t + t^2 - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^13*t^15 + 8*q^15*t^12 - 8*q^14*t^13 + q^13*t^14 - 4*q^12*t^15 + 4*q^15*t^11 - 40*q^14*t^12 + 21*q^13*t^13 + 4*q^12*t^14 + 5*q^11*t^15 + 40*q^13*t^12 + 34*q^12*t^13 - 31*q^11*t^14 - q^10*t^15 - 26*q^14*t^10 + 22*q^13*t^11 - 2*q^12*t^12 - 110*q^11*t^13 + 23*q^10*t^14 + 5*q^9*t^15 - 12*q^14*t^9 + 96*q^13*t^10 - 100*q^12*t^11 + 17*q^11*t^12 + 54*q^10*t^13 + 61*q^9*t^14 - 21*q^8*t^15 + q^7*t^16 + 2*q^14*t^8 - 4*q^13*t^9 + 45*q^12*t^10 - 87*q^11*t^11 + 132*q^10*t^12 - 65*q^9*t^13 - 49*q^8*t^14 + 8*q^7*t^15 + 23*q^13*t^8 - 52*q^12*t^9 - 218*q^11*t^10 + 174*q^10*t^11 - 125*q^9*t^12 + 22*q^8*t^13 + 13*q^7*t^14 + q^6*t^15 + 4*q^13*t^7 - 61*q^12*t^8 + 257*q^11*t^9 - 22*q^10*t^10 + 247*q^9*t^11 - 167*q^8*t^12 + 102*q^7*t^13 - 15*q^6*t^14 + 77*q^12*t^7 - 247*q^11*t^8 + 123*q^10*t^9 - 229*q^9*t^10 - 26*q^8*t^11 - 29*q^7*t^12 - 27*q^6*t^13 + 3*q^5*t^14 - 26*q^12*t^6 - 97*q^11*t^7 + 255*q^10*t^8 - 149*q^9*t^9 + 113*q^8*t^10 - 66*q^7*t^11 + 115*q^6*t^12 - 13*q^5*t^13 + q^12*t^5 + 46*q^11*t^6 - 71*q^10*t^7 + 532*q^9*t^8 - 542*q^8*t^9 + 421*q^7*t^10 - 169*q^6*t^11 + 10*q^5*t^12 - 60*q^11*t^5 + 233*q^10*t^6 - 365*q^9*t^7 - 251*q^8*t^8 - 183*q^7*t^9 + 139*q^6*t^10 - 24*q^5*t^11 - 9*q^4*t^12 + 9*q^11*t^4 + 24*q^10*t^5 - 139*q^9*t^6 + 183*q^8*t^7 + 251*q^7*t^8 + 365*q^6*t^9 - 233*q^5*t^10 + 60*q^4*t^11 - 10*q^10*t^4 + 169*q^9*t^5 - 421*q^8*t^6 + 542*q^7*t^7 - 532*q^6*t^8 + 71*q^5*t^9 - 46*q^4*t^10 - q^3*t^11 + 13*q^10*t^3 - 115*q^9*t^4 + 66*q^8*t^5 - 113*q^7*t^6 + 149*q^6*t^7 - 255*q^5*t^8 + 97*q^4*t^9 + 26*q^3*t^10 - 3*q^10*t^2 + 27*q^9*t^3 + 29*q^8*t^4 + 26*q^7*t^5 + 229*q^6*t^6 - 123*q^5*t^7 + 247*q^4*t^8 - 77*q^3*t^9 + 15*q^9*t^2 - 102*q^8*t^3 + 167*q^7*t^4 - 247*q^6*t^5 + 22*q^5*t^6 - 257*q^4*t^7 + 61*q^3*t^8 - 4*q^2*t^9 - q^9*t - 13*q^8*t^2 - 22*q^7*t^3 + 125*q^6*t^4 - 174*q^5*t^5 + 218*q^4*t^6 + 52*q^3*t^7 - 23*q^2*t^8 - 8*q^8*t + 49*q^7*t^2 + 65*q^6*t^3 - 132*q^5*t^4 + 87*q^4*t^5 - 45*q^3*t^6 + 4*q^2*t^7 - 2*q*t^8 - q^8 + 21*q^7*t - 61*q^6*t^2 - 54*q^5*t^3 - 17*q^4*t^4 + 100*q^3*t^5 - 96*q^2*t^6 + 12*q*t^7 - 5*q^6*t - 23*q^5*t^2 + 110*q^4*t^3 + 2*q^3*t^4 - 22*q^2*t^5 + 26*q*t^6 + q^5*t + 31*q^4*t^2 - 34*q^3*t^3 - 40*q^2*t^4 - 5*q^4*t - 4*q^3*t^2 - 21*q^2*t^3 + 40*q*t^4 - 4*t^5 + 4*q^3*t - q^2*t^2 + 8*q*t^3 - 8*t^4 - q^2*t)/((q*t^2 - 1)^2*(q^2 - t)*(q*t + 1)^3*(q*t - 1)^4*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [4, 5], [4, 6], [5, 6]]

[0425] 'FCDnW'

Zeta functions

ask[-]:

-(2*q^5*t^2 - 3*q^4*t^3 - q^4*t^2 + 4*q^3*t^3 - q^4*t - 4*q^3*t^2 + 4*q^2*t^3 - q*t^4 - q^4 + 4*q^3*t - 4*q^2*t^2 - q*t^3 + 4*q^2*t - q*t^2 - 3*q*t + 2*t^2)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^14*t^11 - 3*q^13*t^12 + q^15*t^9 - 2*q^14*t^10 + 2*q^13*t^11 + 9*q^12*t^12 + q^11*t^13 + q^10*t^14 + 6*q^15*t^8 - 28*q^14*t^9 + 41*q^13*t^10 - 27*q^12*t^11 - 16*q^11*t^12 + 5*q^10*t^13 - 5*q^9*t^14 + 3*q^15*t^7 - 33*q^14*t^8 + 75*q^13*t^9 - 62*q^12*t^10 - 26*q^11*t^11 + 75*q^10*t^12 - 36*q^9*t^13 + 8*q^8*t^14 - 3*q^14*t^7 + 51*q^13*t^8 - 53*q^12*t^9 - 21*q^11*t^10 + 162*q^10*t^11 - 125*q^9*t^12 + 47*q^8*t^13 - 10*q^14*t^6 + 54*q^13*t^7 - 157*q^12*t^8 + 149*q^11*t^9 - 59*q^10*t^10 - 96*q^9*t^11 + 39*q^8*t^12 - 7*q^7*t^13 - 9*q^6*t^14 - 7*q^14*t^5 + 44*q^13*t^6 - 147*q^12*t^7 + 225*q^11*t^8 - 137*q^10*t^9 - 42*q^9*t^10 + 184*q^8*t^11 - 105*q^7*t^12 + 38*q^6*t^13 - 6*q^5*t^14 + q^4*t^15 + 2*q^14*t^4 - 3*q^13*t^5 + 25*q^12*t^6 - 4*q^11*t^7 + 61*q^10*t^8 - 138*q^9*t^9 + 270*q^8*t^10 - 242*q^7*t^11 + 115*q^6*t^12 - 25*q^5*t^13 + 3*q^4*t^14 - 3*q^13*t^4 - 7*q^12*t^5 - 5*q^11*t^6 - 140*q^10*t^7 + 232*q^9*t^8 - 265*q^8*t^9 + 32*q^7*t^10 + 15*q^6*t^11 - 21*q^5*t^12 - 3*q^4*t^13 + q^3*t^14 + 3*q^13*t^3 - 13*q^12*t^4 + 52*q^11*t^5 - 111*q^10*t^6 + 300*q^9*t^7 - 290*q^8*t^8 + 116*q^7*t^9 + 159*q^6*t^10 - 107*q^5*t^11 + 47*q^4*t^12 - 4*q^3*t^13 - q^13*t^2 + 19*q^12*t^3 - 77*q^11*t^4 + 204*q^10*t^5 - 212*q^9*t^6 + 131*q^8*t^7 - 131*q^7*t^8 + 212*q^6*t^9 - 204*q^5*t^10 + 77*q^4*t^11 - 19*q^3*t^12 + q^2*t^13 + 4*q^12*t^2 - 47*q^11*t^3 + 107*q^10*t^4 - 159*q^9*t^5 - 116*q^8*t^6 + 290*q^7*t^7 - 300*q^6*t^8 + 111*q^5*t^9 - 52*q^4*t^10 + 13*q^3*t^11 - 3*q^2*t^12 - q^12*t + 3*q^11*t^2 + 21*q^10*t^3 - 15*q^9*t^4 - 32*q^8*t^5 + 265*q^7*t^6 - 232*q^6*t^7 + 140*q^5*t^8 + 5*q^4*t^9 + 7*q^3*t^10 + 3*q^2*t^11 - 3*q^11*t + 25*q^10*t^2 - 115*q^9*t^3 + 242*q^8*t^4 - 270*q^7*t^5 + 138*q^6*t^6 - 61*q^5*t^7 + 4*q^4*t^8 - 25*q^3*t^9 + 3*q^2*t^10 - 2*q*t^11 - q^11 + 6*q^10*t - 38*q^9*t^2 + 105*q^8*t^3 - 184*q^7*t^4 + 42*q^6*t^5 + 137*q^5*t^6 - 225*q^4*t^7 + 147*q^3*t^8 - 44*q^2*t^9 + 7*q*t^10 + 9*q^9*t + 7*q^8*t^2 - 39*q^7*t^3 + 96*q^6*t^4 + 59*q^5*t^5 - 149*q^4*t^6 + 157*q^3*t^7 - 54*q^2*t^8 + 10*q*t^9 - 47*q^7*t^2 + 125*q^6*t^3 - 162*q^5*t^4 + 21*q^4*t^5 + 53*q^3*t^6 - 51*q^2*t^7 + 3*q*t^8 - 8*q^7*t + 36*q^6*t^2 - 75*q^5*t^3 + 26*q^4*t^4 + 62*q^3*t^5 - 75*q^2*t^6 + 33*q*t^7 - 3*t^8 + 5*q^6*t - 5*q^5*t^2 + 16*q^4*t^3 + 27*q^3*t^4 - 41*q^2*t^5 + 28*q*t^6 - 6*t^7 - q^5*t - q^4*t^2 - 9*q^3*t^3 - 2*q^2*t^4 + 2*q*t^5 - t^6 + 3*q^2*t^3 - q*t^4)/((q*t^2 - 1)*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^3*(q - t)^2*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 6], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [4, 5], [4, 6], [5, 6]]

[0426] 'FCHJw'

Zeta functions

ask[-]:

(q^7*t^6 - q^8*t^4 + q^7*t^5 - 4*q^6*t^6 + 3*q^6*t^5 + q^5*t^6 + 4*q^7*t^3 - 10*q^6*t^4 + 2*q^5*t^5 + 8*q^4*t^6 - q^3*t^7 + 4*q^6*t^3 + 11*q^5*t^4 - 22*q^4*t^5 + q^3*t^6 - 7*q^6*t^2 - 12*q^5*t^3 + 31*q^4*t^4 - 12*q^3*t^5 + 12*q^5*t^2 - 31*q^4*t^3 + 12*q^3*t^4 + 7*q^2*t^5 - q^5*t + 22*q^4*t^2 - 11*q^3*t^3 - 4*q^2*t^4 + q^5 - 8*q^4*t - 2*q^3*t^2 + 10*q^2*t^3 - 4*q*t^4 - q^3*t - 3*q^2*t^2 + 4*q^2*t - q*t^2 + t^3 - q*t)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

(q^14*t^19 + 2*q^13*t^20 - 4*q^14*t^18 - 4*q^13*t^19 - 11*q^12*t^20 - 2*q^11*t^21 - q^16*t^15 + 3*q^15*t^16 + q^14*t^17 - 7*q^13*t^18 + 23*q^12*t^19 + 14*q^11*t^20 + 12*q^10*t^21 - q^16*t^14 + 13*q^15*t^15 - 29*q^14*t^16 + 44*q^13*t^17 + 34*q^12*t^18 - 33*q^11*t^19 + 10*q^10*t^20 - 26*q^9*t^21 - 4*q^16*t^13 + 27*q^15*t^14 - 120*q^14*t^15 + 261*q^13*t^16 - 368*q^12*t^17 + 168*q^11*t^18 - 140*q^10*t^19 - 8*q^9*t^20 + 19*q^8*t^21 - q^16*t^12 + 36*q^15*t^13 - 173*q^14*t^14 + 388*q^13*t^15 - 652*q^12*t^16 + 610*q^11*t^17 - 379*q^10*t^18 + 296*q^9*t^19 - 17*q^8*t^20 + 10*q^7*t^21 - q^6*t^22 - q^16*t^11 + 19*q^15*t^12 - 156*q^14*t^13 + 546*q^13*t^14 - 941*q^12*t^15 + 1055*q^11*t^16 - 393*q^10*t^17 + 140*q^9*t^18 + 36*q^8*t^19 - 80*q^7*t^20 - 3*q^6*t^21 + 19*q^15*t^11 - 191*q^14*t^12 + 848*q^13*t^13 - 1936*q^12*t^14 + 3088*q^11*t^15 - 2947*q^10*t^16 + 1740*q^9*t^17 - 776*q^8*t^18 - 59*q^7*t^19 + 55*q^6*t^20 + 7*q^15*t^10 - 163*q^14*t^11 + 883*q^13*t^12 - 2192*q^12*t^13 + 3224*q^11*t^14 - 3938*q^10*t^15 + 3476*q^9*t^16 - 2925*q^8*t^17 + 1314*q^7*t^18 - 69*q^6*t^19 - 4*q^5*t^20 + 4*q^15*t^9 - 63*q^14*t^10 + 619*q^13*t^11 - 2568*q^12*t^12 + 4072*q^11*t^13 - 2800*q^10*t^14 - 535*q^9*t^15 + 945*q^8*t^16 + 910*q^7*t^17 - 498*q^6*t^18 + 4*q^5*t^19 - 37*q^14*t^9 + 432*q^13*t^10 - 2724*q^12*t^11 + 8416*q^11*t^12 - 12909*q^10*t^13 + 9678*q^9*t^14 - 719*q^8*t^15 - 1189*q^7*t^16 - 211*q^6*t^17 + 77*q^5*t^18 + 5*q^4*t^19 - 20*q^14*t^8 + 250*q^13*t^9 - 1091*q^12*t^10 + 5038*q^11*t^11 - 13845*q^10*t^12 + 21784*q^9*t^13 - 16364*q^8*t^14 + 4482*q^7*t^15 - 807*q^6*t^16 + 372*q^5*t^17 - 24*q^4*t^18 - 6*q^14*t^7 + 156*q^13*t^8 - 788*q^12*t^9 + 1227*q^11*t^10 - 2045*q^10*t^11 + 7355*q^9*t^12 - 13410*q^8*t^13 + 7565*q^7*t^14 - 1136*q^6*t^15 + 203*q^5*t^16 - 108*q^4*t^17 + 45*q^13*t^7 - 1141*q^12*t^8 + 4660*q^11*t^9 - 7861*q^10*t^10 + 7128*q^9*t^11 - 9618*q^8*t^12 + 9990*q^7*t^13 - 2831*q^6*t^14 - 265*q^5*t^15 + 69*q^4*t^16 + 10*q^3*t^17 + 7*q^13*t^6 - 147*q^12*t^7 + 3020*q^11*t^8 - 11328*q^10*t^9 + 17549*q^9*t^10 - 17302*q^8*t^11 + 17549*q^7*t^12 - 11328*q^6*t^13 + 3020*q^5*t^14 - 147*q^4*t^15 + 7*q^3*t^16 + 10*q^13*t^5 + 69*q^12*t^6 - 265*q^11*t^7 - 2831*q^10*t^8 + 9990*q^9*t^9 - 9618*q^8*t^10 + 7128*q^7*t^11 - 7861*q^6*t^12 + 4660*q^5*t^13 - 1141*q^4*t^14 + 45*q^3*t^15 - 108*q^12*t^5 + 203*q^11*t^6 - 1136*q^10*t^7 + 7565*q^9*t^8 - 13410*q^8*t^9 + 7355*q^7*t^10 - 2045*q^6*t^11 + 1227*q^5*t^12 - 788*q^4*t^13 + 156*q^3*t^14 - 6*q^2*t^15 - 24*q^12*t^4 + 372*q^11*t^5 - 807*q^10*t^6 + 4482*q^9*t^7 - 16364*q^8*t^8 + 21784*q^7*t^9 - 13845*q^6*t^10 + 5038*q^5*t^11 - 1091*q^4*t^12 + 250*q^3*t^13 - 20*q^2*t^14 + 5*q^12*t^3 + 77*q^11*t^4 - 211*q^10*t^5 - 1189*q^9*t^6 - 719*q^8*t^7 + 9678*q^7*t^8 - 12909*q^6*t^9 + 8416*q^5*t^10 - 2724*q^4*t^11 + 432*q^3*t^12 - 37*q^2*t^13 + 4*q^11*t^3 - 498*q^10*t^4 + 910*q^9*t^5 + 945*q^8*t^6 - 535*q^7*t^7 - 2800*q^6*t^8 + 4072*q^5*t^9 - 2568*q^4*t^10 + 619*q^3*t^11 - 63*q^2*t^12 + 4*q*t^13 - 4*q^11*t^2 - 69*q^10*t^3 + 1314*q^9*t^4 - 2925*q^8*t^5 + 3476*q^7*t^6 - 3938*q^6*t^7 + 3224*q^5*t^8 - 2192*q^4*t^9 + 883*q^3*t^10 - 163*q^2*t^11 + 7*q*t^12 + 55*q^10*t^2 - 59*q^9*t^3 - 776*q^8*t^4 + 1740*q^7*t^5 - 2947*q^6*t^6 + 3088*q^5*t^7 - 1936*q^4*t^8 + 848*q^3*t^9 - 191*q^2*t^10 + 19*q*t^11 - 3*q^10*t - 80*q^9*t^2 + 36*q^8*t^3 + 140*q^7*t^4 - 393*q^6*t^5 + 1055*q^5*t^6 - 941*q^4*t^7 + 546*q^3*t^8 - 156*q^2*t^9 + 19*q*t^10 - t^11 - q^10 + 10*q^9*t - 17*q^8*t^2 + 296*q^7*t^3 - 379*q^6*t^4 + 610*q^5*t^5 - 652*q^4*t^6 + 388*q^3*t^7 - 173*q^2*t^8 + 36*q*t^9 - t^10 + 19*q^8*t - 8*q^7*t^2 - 140*q^6*t^3 + 168*q^5*t^4 - 368*q^4*t^5 + 261*q^3*t^6 - 120*q^2*t^7 + 27*q*t^8 - 4*t^9 - 26*q^7*t + 10*q^6*t^2 - 33*q^5*t^3 + 34*q^4*t^4 + 44*q^3*t^5 - 29*q^2*t^6 + 13*q*t^7 - t^8 + 12*q^6*t + 14*q^5*t^2 + 23*q^4*t^3 - 7*q^3*t^4 + q^2*t^5 + 3*q*t^6 - t^7 - 2*q^5*t - 11*q^4*t^2 - 4*q^3*t^3 - 4*q^2*t^4 + 2*q^3*t^2 + q^2*t^3)/((q*t^2 - 1)^4*(q*t - 1)^3*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [1, 5], [1, 6], [2, 4], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0427] 'FCHiw'

Zeta functions

ask[-]:

(q^6*t^5 - q^7*t^3 + 2*q^6*t^4 - 5*q^5*t^5 - 2*q^6*t^3 + 4*q^5*t^4 + 3*q^4*t^5 + 4*q^6*t^2 - 5*q^5*t^3 - 7*q^4*t^4 + 8*q^3*t^5 - q^2*t^6 - q^5*t^2 + 18*q^4*t^3 - 17*q^3*t^4 - q^2*t^5 - q^5*t - 17*q^4*t^2 + 18*q^3*t^3 - q^2*t^4 - q^5 + 8*q^4*t - 7*q^3*t^2 - 5*q^2*t^3 + 4*q*t^4 + 3*q^3*t + 4*q^2*t^2 - 2*q*t^3 - 5*q^2*t + 2*q*t^2 - t^3 + q*t)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

-(q^11*t^17 - q^12*t^15 - 3*q^10*t^17 - 2*q^9*t^18 + q^13*t^13 - 8*q^11*t^15 + 16*q^10*t^16 - 8*q^9*t^17 + 11*q^8*t^18 + q^13*t^12 - 12*q^12*t^13 + 31*q^11*t^14 - 4*q^10*t^15 - 30*q^9*t^16 + 30*q^8*t^17 - 22*q^7*t^18 + 4*q^13*t^11 - 23*q^12*t^12 + 110*q^11*t^13 - 265*q^10*t^14 + 285*q^9*t^15 - 156*q^8*t^16 + 31*q^7*t^17 + 11*q^6*t^18 + q^13*t^10 - 30*q^12*t^11 + 52*q^11*t^12 - 108*q^10*t^13 + 325*q^9*t^14 - 504*q^8*t^15 + 383*q^7*t^16 - 149*q^6*t^17 + 19*q^5*t^18 - q^4*t^19 + q^13*t^9 - 12*q^12*t^10 + 92*q^11*t^11 + 25*q^10*t^12 - 607*q^9*t^13 + 879*q^8*t^14 - 425*q^7*t^15 + 71*q^5*t^17 - 10*q^4*t^18 - 19*q^12*t^9 + 209*q^11*t^10 - 938*q^10*t^11 + 1494*q^9*t^12 - 321*q^8*t^13 - 1176*q^7*t^14 + 1131*q^6*t^15 - 363*q^5*t^16 + 19*q^4*t^17 - 3*q^12*t^8 + 83*q^11*t^9 - 645*q^10*t^10 + 2841*q^9*t^11 - 5501*q^8*t^12 + 4763*q^7*t^13 - 1587*q^6*t^14 - 133*q^5*t^15 + 144*q^4*t^16 - 7*q^3*t^17 - 4*q^12*t^7 - 31*q^11*t^8 + 464*q^10*t^9 - 1382*q^9*t^10 + 223*q^8*t^11 + 3537*q^7*t^12 - 4800*q^6*t^13 + 2343*q^5*t^14 - 363*q^4*t^15 - q^3*t^16 + 78*q^11*t^7 - 398*q^10*t^8 - 434*q^9*t^9 + 4369*q^8*t^10 - 7338*q^7*t^11 + 4409*q^6*t^12 - 218*q^5*t^13 - 575*q^4*t^14 + 101*q^3*t^15 + 12*q^11*t^6 - 651*q^10*t^7 + 3517*q^9*t^8 - 6470*q^8*t^9 + 3393*q^7*t^10 + 2997*q^6*t^11 - 4019*q^5*t^12 + 1357*q^4*t^13 - 67*q^3*t^14 - 3*q^2*t^15 - 8*q^11*t^5 + 245*q^10*t^6 + 292*q^9*t^7 - 5156*q^8*t^8 + 12594*q^7*t^9 - 12594*q^6*t^10 + 5156*q^5*t^11 - 292*q^4*t^12 - 245*q^3*t^13 + 8*q^2*t^14 + 3*q^11*t^4 + 67*q^10*t^5 - 1357*q^9*t^6 + 4019*q^8*t^7 - 2997*q^7*t^8 - 3393*q^6*t^9 + 6470*q^5*t^10 - 3517*q^4*t^11 + 651*q^3*t^12 - 12*q^2*t^13 - 101*q^10*t^4 + 575*q^9*t^5 + 218*q^8*t^6 - 4409*q^7*t^7 + 7338*q^6*t^8 - 4369*q^5*t^9 + 434*q^4*t^10 + 398*q^3*t^11 - 78*q^2*t^12 + q^10*t^3 + 363*q^9*t^4 - 2343*q^8*t^5 + 4800*q^7*t^6 - 3537*q^6*t^7 - 223*q^5*t^8 + 1382*q^4*t^9 - 464*q^3*t^10 + 31*q^2*t^11 + 4*q*t^12 + 7*q^10*t^2 - 144*q^9*t^3 + 133*q^8*t^4 + 1587*q^7*t^5 - 4763*q^6*t^6 + 5501*q^5*t^7 - 2841*q^4*t^8 + 645*q^3*t^9 - 83*q^2*t^10 + 3*q*t^11 - 19*q^9*t^2 + 363*q^8*t^3 - 1131*q^7*t^4 + 1176*q^6*t^5 + 321*q^5*t^6 - 1494*q^4*t^7 + 938*q^3*t^8 - 209*q^2*t^9 + 19*q*t^10 + 10*q^9*t - 71*q^8*t^2 + 425*q^6*t^4 - 879*q^5*t^5 + 607*q^4*t^6 - 25*q^3*t^7 - 92*q^2*t^8 + 12*q*t^9 - t^10 + q^9 - 19*q^8*t + 149*q^7*t^2 - 383*q^6*t^3 + 504*q^5*t^4 - 325*q^4*t^5 + 108*q^3*t^6 - 52*q^2*t^7 + 30*q*t^8 - t^9 - 11*q^7*t - 31*q^6*t^2 + 156*q^5*t^3 - 285*q^4*t^4 + 265*q^3*t^5 - 110*q^2*t^6 + 23*q*t^7 - 4*t^8 + 22*q^6*t - 30*q^5*t^2 + 30*q^4*t^3 + 4*q^3*t^4 - 31*q^2*t^5 + 12*q*t^6 - t^7 - 11*q^5*t + 8*q^4*t^2 - 16*q^3*t^3 + 8*q^2*t^4 - t^6 + 2*q^4*t + 3*q^3*t^2 + q*t^4 - q^2*t^2)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [1, 5], [1, 6], [2, 4], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0428] 'FCLZW'

Zeta functions

ask[-]:

ask[+]:

-(q^11*t^22 - 4*q^12*t^20 + 2*q^11*t^21 - 4*q^10*t^22 - 2*q^9*t^23 + q^14*t^17 + 5*q^13*t^18 - 4*q^12*t^19 - 2*q^11*t^20 + 26*q^10*t^21 - 13*q^9*t^22 + 13*q^8*t^23 - 5*q^14*t^16 - 4*q^13*t^17 + 18*q^12*t^18 - 38*q^11*t^19 + 82*q^10*t^20 - 142*q^9*t^21 + 76*q^8*t^22 - 32*q^7*t^23 + q^15*t^14 - 3*q^14*t^15 + 15*q^13*t^16 - 6*q^12*t^17 + 3*q^11*t^18 - 86*q^10*t^19 + 79*q^9*t^20 + 93*q^8*t^21 - 71*q^7*t^22 + 30*q^6*t^23 + q^15*t^13 - 13*q^14*t^14 + 76*q^13*t^15 - 324*q^12*t^16 + 673*q^11*t^17 - 885*q^10*t^18 + 1032*q^9*t^19 - 906*q^8*t^20 + 342*q^7*t^21 - 81*q^6*t^22 + 4*q^5*t^23 - q^4*t^24 + 4*q^15*t^12 - 34*q^14*t^13 + 225*q^13*t^14 - 622*q^12*t^15 + 1288*q^11*t^16 - 1853*q^10*t^17 + 1629*q^9*t^18 - 1192*q^8*t^19 + 981*q^7*t^20 - 392*q^6*t^21 + 99*q^5*t^22 - 7*q^4*t^23 + q^15*t^11 - 38*q^14*t^12 + 137*q^13*t^13 - 376*q^12*t^14 + 434*q^11*t^15 - 237*q^10*t^16 + 143*q^9*t^17 + 585*q^8*t^18 - 1037*q^7*t^19 + 339*q^6*t^20 - 46*q^5*t^21 - 12*q^4*t^22 + q^15*t^10 + 11*q^14*t^11 - 63*q^13*t^12 + 192*q^12*t^13 - 223*q^11*t^14 + 442*q^10*t^15 - 914*q^9*t^16 + 416*q^8*t^17 - 503*q^7*t^18 + 1052*q^6*t^19 - 458*q^5*t^20 + 83*q^4*t^21 - q^3*t^22 - 23*q^14*t^10 + 88*q^13*t^11 - 538*q^12*t^12 + 1817*q^11*t^13 - 4181*q^10*t^14 + 6176*q^9*t^15 - 5920*q^8*t^16 + 5181*q^7*t^17 - 3394*q^6*t^18 + 842*q^5*t^19 - 78*q^4*t^20 - 14*q^14*t^9 + 373*q^13*t^10 - 1413*q^12*t^11 + 3731*q^11*t^12 - 6976*q^10*t^13 + 9692*q^9*t^14 - 9948*q^8*t^15 + 6384*q^7*t^16 - 3377*q^6*t^17 + 2021*q^5*t^18 - 508*q^4*t^19 + 51*q^3*t^20 - 3*q^14*t^8 - 26*q^13*t^9 - 383*q^12*t^10 + 1050*q^11*t^11 - 1423*q^10*t^12 + 953*q^9*t^13 + 494*q^8*t^14 - 1196*q^7*t^15 + 2378*q^6*t^16 - 2072*q^5*t^17 + 390*q^4*t^18 - 25*q^3*t^19 + q^14*t^7 - 50*q^13*t^8 + 658*q^12*t^9 - 1269*q^11*t^10 + 1583*q^10*t^11 - 1806*q^9*t^12 + 1519*q^8*t^13 - 1201*q^7*t^14 - 189*q^6*t^15 - 62*q^5*t^16 + 746*q^4*t^17 - 170*q^3*t^18 + 6*q^2*t^19 + 49*q^13*t^7 - 619*q^12*t^8 + 1394*q^11*t^9 - 4050*q^10*t^10 + 9270*q^9*t^11 - 13621*q^8*t^12 + 14241*q^7*t^13 - 10309*q^6*t^14 + 6134*q^5*t^15 - 2672*q^4*t^16 + 364*q^3*t^17 - 21*q^2*t^18 + 21*q^13*t^6 - 364*q^12*t^7 + 2672*q^11*t^8 - 6134*q^10*t^9 + 10309*q^9*t^10 - 14241*q^8*t^11 + 13621*q^7*t^12 - 9270*q^6*t^13 + 4050*q^5*t^14 - 1394*q^4*t^15 + 619*q^3*t^16 - 49*q^2*t^17 - 6*q^13*t^5 + 170*q^12*t^6 - 746*q^11*t^7 + 62*q^10*t^8 + 189*q^9*t^9 + 1201*q^8*t^10 - 1519*q^7*t^11 + 1806*q^6*t^12 - 1583*q^5*t^13 + 1269*q^4*t^14 - 658*q^3*t^15 + 50*q^2*t^16 - q*t^17 + 25*q^12*t^5 - 390*q^11*t^6 + 2072*q^10*t^7 - 2378*q^9*t^8 + 1196*q^8*t^9 - 494*q^7*t^10 - 953*q^6*t^11 + 1423*q^5*t^12 - 1050*q^4*t^13 + 383*q^3*t^14 + 26*q^2*t^15 + 3*q*t^16 - 51*q^12*t^4 + 508*q^11*t^5 - 2021*q^10*t^6 + 3377*q^9*t^7 - 6384*q^8*t^8 + 9948*q^7*t^9 - 9692*q^6*t^10 + 6976*q^5*t^11 - 3731*q^4*t^12 + 1413*q^3*t^13 - 373*q^2*t^14 + 14*q*t^15 + 78*q^11*t^4 - 842*q^10*t^5 + 3394*q^9*t^6 - 5181*q^8*t^7 + 5920*q^7*t^8 - 6176*q^6*t^9 + 4181*q^5*t^10 - 1817*q^4*t^11 + 538*q^3*t^12 - 88*q^2*t^13 + 23*q*t^14 + q^12*t^2 - 83*q^11*t^3 + 458*q^10*t^4 - 1052*q^9*t^5 + 503*q^8*t^6 - 416*q^7*t^7 + 914*q^6*t^8 - 442*q^5*t^9 + 223*q^4*t^10 - 192*q^3*t^11 + 63*q^2*t^12 - 11*q*t^13 - t^14 + 12*q^11*t^2 + 46*q^10*t^3 - 339*q^9*t^4 + 1037*q^8*t^5 - 585*q^7*t^6 - 143*q^6*t^7 + 237*q^5*t^8 - 434*q^4*t^9 + 376*q^3*t^10 - 137*q^2*t^11 + 38*q*t^12 - t^13 + 7*q^11*t - 99*q^10*t^2 + 392*q^9*t^3 - 981*q^8*t^4 + 1192*q^7*t^5 - 1629*q^6*t^6 + 1853*q^5*t^7 - 1288*q^4*t^8 + 622*q^3*t^9 - 225*q^2*t^10 + 34*q*t^11 - 4*t^12 + q^11 - 4*q^10*t + 81*q^9*t^2 - 342*q^8*t^3 + 906*q^7*t^4 - 1032*q^6*t^5 + 885*q^5*t^6 - 673*q^4*t^7 + 324*q^3*t^8 - 76*q^2*t^9 + 13*q*t^10 - t^11 - 30*q^9*t + 71*q^8*t^2 - 93*q^7*t^3 - 79*q^6*t^4 + 86*q^5*t^5 - 3*q^4*t^6 + 6*q^3*t^7 - 15*q^2*t^8 + 3*q*t^9 - t^10 + 32*q^8*t - 76*q^7*t^2 + 142*q^6*t^3 - 82*q^5*t^4 + 38*q^4*t^5 - 18*q^3*t^6 + 4*q^2*t^7 + 5*q*t^8 - 13*q^7*t + 13*q^6*t^2 - 26*q^5*t^3 + 2*q^4*t^4 + 4*q^3*t^5 - 5*q^2*t^6 - q*t^7 + 2*q^6*t + 4*q^5*t^2 - 2*q^4*t^3 + 4*q^3*t^4 - q^4*t^2)/((q*t^2 - 1)^5*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0429] 'FCLjw'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^5*t + 2*q^4*t^2 - 3*q^3*t^3 - q^5 + 4*q^4*t - 6*q^3*t^2 + 5*q^2*t^3 + 5*q^3*t - 6*q^2*t^2 + 4*q*t^3 - t^4 - 3*q^2*t + 2*q*t^2 - 2*t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^16*t^20 + 2*q^15*t^21 + q^18*t^17 - 6*q^17*t^18 - 5*q^16*t^19 + q^15*t^20 - 14*q^14*t^21 - 7*q^13*t^22 - q^20*t^14 - 2*q^19*t^15 + 14*q^18*t^16 + 4*q^17*t^17 - 9*q^16*t^18 + 30*q^15*t^19 + 33*q^14*t^20 + 20*q^13*t^21 + 19*q^12*t^22 + 17*q^11*t^23 + 2*q^10*t^24 - q^9*t^25 + 2*q^20*t^13 - q^19*t^14 - 13*q^18*t^15 + 22*q^17*t^16 - 59*q^16*t^17 - 34*q^15*t^18 + 84*q^14*t^19 - 132*q^13*t^20 - 105*q^12*t^21 + 26*q^11*t^22 - 49*q^10*t^23 - 24*q^9*t^24 + 4*q^8*t^25 + q^20*t^12 + 15*q^19*t^13 - 103*q^18*t^14 + 134*q^17*t^15 + 57*q^16*t^16 - 225*q^15*t^17 + 252*q^14*t^18 - 71*q^13*t^19 - 115*q^12*t^20 + 313*q^11*t^21 + 17*q^10*t^22 - 19*q^9*t^23 + 69*q^8*t^24 - q^7*t^25 + q^21*t^10 - 12*q^20*t^11 + 65*q^19*t^12 - 95*q^18*t^13 + 44*q^17*t^14 + 222*q^16*t^15 - 523*q^15*t^16 + 235*q^14*t^17 + 440*q^13*t^18 - 495*q^12*t^19 + 258*q^11*t^20 - 3*q^10*t^21 - 315*q^9*t^22 + 95*q^8*t^23 - 44*q^7*t^24 - 17*q^6*t^25 - 19*q^20*t^10 + 20*q^19*t^11 + 55*q^18*t^12 - 303*q^17*t^13 + 466*q^16*t^14 - 74*q^15*t^15 - 471*q^14*t^16 + 827*q^13*t^17 - 738*q^12*t^18 - 288*q^11*t^19 + 567*q^10*t^20 - 324*q^9*t^21 + 163*q^8*t^22 + 114*q^7*t^23 - 62*q^6*t^24 + 28*q^5*t^25 + q^21*t^8 + 15*q^20*t^9 - 63*q^19*t^10 + 217*q^18*t^11 - 206*q^17*t^12 - 134*q^16*t^13 + 574*q^15*t^14 - 1076*q^14*t^15 + 407*q^13*t^16 + 944*q^12*t^17 - 1001*q^11*t^18 + 748*q^10*t^19 + 55*q^9*t^20 - 526*q^8*t^21 + 234*q^7*t^22 - 142*q^6*t^23 + 22*q^5*t^24 - 2*q^4*t^25 - q^3*t^26 + 5*q^20*t^8 - 49*q^19*t^9 - 61*q^18*t^10 + 342*q^17*t^11 - 920*q^16*t^12 + 866*q^15*t^13 + 635*q^14*t^14 - 1670*q^13*t^15 + 1462*q^12*t^16 - 925*q^11*t^17 - 1052*q^10*t^18 + 1164*q^9*t^19 - 472*q^8*t^20 + 186*q^7*t^21 + 237*q^6*t^22 - 107*q^5*t^23 + 40*q^4*t^24 - 5*q^3*t^25 - 5*q^20*t^7 + 116*q^19*t^8 - 268*q^18*t^9 + 517*q^17*t^10 - 172*q^16*t^11 - 885*q^15*t^12 + 1919*q^14*t^13 - 1907*q^13*t^14 - 482*q^12*t^15 + 3173*q^11*t^16 - 1610*q^10*t^17 + 714*q^9*t^18 + 786*q^8*t^19 - 1084*q^7*t^20 + 233*q^6*t^21 - 155*q^5*t^22 + 21*q^4*t^23 - 8*q^3*t^24 - 8*q^20*t^6 + 14*q^19*t^7 - 108*q^18*t^8 - 298*q^17*t^9 + 1135*q^16*t^10 - 1652*q^15*t^11 + 877*q^14*t^12 + 2173*q^13*t^13 - 3729*q^12*t^14 + 2347*q^11*t^15 - 87*q^10*t^16 - 3198*q^9*t^17 + 1668*q^8*t^18 - 368*q^7*t^19 - 162*q^6*t^20 + 523*q^5*t^21 - 138*q^4*t^22 + 27*q^3*t^23 - 33*q^19*t^6 + 294*q^18*t^7 - 456*q^17*t^8 + 676*q^16*t^9 + 186*q^15*t^10 - 2548*q^14*t^11 + 2874*q^13*t^12 - 1520*q^12*t^13 - 2447*q^11*t^14 + 4777*q^10*t^15 - 2089*q^9*t^16 - 44*q^8*t^17 + 1913*q^7*t^18 - 1328*q^6*t^19 + 205*q^5*t^20 - 110*q^4*t^21 - 11*q^3*t^22 + 3*q^2*t^23 - 5*q^19*t^5 - 41*q^18*t^6 + 4*q^17*t^7 - 824*q^16*t^8 + 1635*q^15*t^9 - 1465*q^14*t^10 - 138*q^13*t^11 + 4188*q^12*t^12 - 4183*q^11*t^13 + 960*q^10*t^14 + 1748*q^9*t^15 - 3339*q^8*t^16 + 1469*q^7*t^17 + 44*q^6*t^18 - 444*q^5*t^19 + 521*q^4*t^20 - 114*q^3*t^21 + 20*q^2*t^22 + 20*q^19*t^4 - 114*q^18*t^5 + 521*q^17*t^6 - 444*q^16*t^7 + 44*q^15*t^8 + 1469*q^14*t^9 - 3339*q^13*t^10 + 1748*q^12*t^11 + 960*q^11*t^12 - 4183*q^10*t^13 + 4188*q^9*t^14 - 138*q^8*t^15 - 1465*q^7*t^16 + 1635*q^6*t^17 - 824*q^5*t^18 + 4*q^4*t^19 - 41*q^3*t^20 - 5*q^2*t^21 + 3*q^19*t^3 - 11*q^18*t^4 - 110*q^17*t^5 + 205*q^16*t^6 - 1328*q^15*t^7 + 1913*q^14*t^8 - 44*q^13*t^9 - 2089*q^12*t^10 + 4777*q^11*t^11 - 2447*q^10*t^12 - 1520*q^9*t^13 + 2874*q^8*t^14 - 2548*q^7*t^15 + 186*q^6*t^16 + 676*q^5*t^17 - 456*q^4*t^18 + 294*q^3*t^19 - 33*q^2*t^20 + 27*q^18*t^3 - 138*q^17*t^4 + 523*q^16*t^5 - 162*q^15*t^6 - 368*q^14*t^7 + 1668*q^13*t^8 - 3198*q^12*t^9 - 87*q^11*t^10 + 2347*q^10*t^11 - 3729*q^9*t^12 + 2173*q^8*t^13 + 877*q^7*t^14 - 1652*q^6*t^15 + 1135*q^5*t^16 - 298*q^4*t^17 - 108*q^3*t^18 + 14*q^2*t^19 - 8*q*t^20 - 8*q^18*t^2 + 21*q^17*t^3 - 155*q^16*t^4 + 233*q^15*t^5 - 1084*q^14*t^6 + 786*q^13*t^7 + 714*q^12*t^8 - 1610*q^11*t^9 + 3173*q^10*t^10 - 482*q^9*t^11 - 1907*q^8*t^12 + 1919*q^7*t^13 - 885*q^6*t^14 - 172*q^5*t^15 + 517*q^4*t^16 - 268*q^3*t^17 + 116*q^2*t^18 - 5*q*t^19 - 5*q^18*t + 40*q^17*t^2 - 107*q^16*t^3 + 237*q^15*t^4 + 186*q^14*t^5 - 472*q^13*t^6 + 1164*q^12*t^7 - 1052*q^11*t^8 - 925*q^10*t^9 + 1462*q^9*t^10 - 1670*q^8*t^11 + 635*q^7*t^12 + 866*q^6*t^13 - 920*q^5*t^14 + 342*q^4*t^15 - 61*q^3*t^16 - 49*q^2*t^17 + 5*q*t^18 - q^18 - 2*q^17*t + 22*q^16*t^2 - 142*q^15*t^3 + 234*q^14*t^4 - 526*q^13*t^5 + 55*q^12*t^6 + 748*q^11*t^7 - 1001*q^10*t^8 + 944*q^9*t^9 + 407*q^8*t^10 - 1076*q^7*t^11 + 574*q^6*t^12 - 134*q^5*t^13 - 206*q^4*t^14 + 217*q^3*t^15 - 63*q^2*t^16 + 15*q*t^17 + t^18 + 28*q^16*t - 62*q^15*t^2 + 114*q^14*t^3 + 163*q^13*t^4 - 324*q^12*t^5 + 567*q^11*t^6 - 288*q^10*t^7 - 738*q^9*t^8 + 827*q^8*t^9 - 471*q^7*t^10 - 74*q^6*t^11 + 466*q^5*t^12 - 303*q^4*t^13 + 55*q^3*t^14 + 20*q^2*t^15 - 19*q*t^16 - 17*q^15*t - 44*q^14*t^2 + 95*q^13*t^3 - 315*q^12*t^4 - 3*q^11*t^5 + 258*q^10*t^6 - 495*q^9*t^7 + 440*q^8*t^8 + 235*q^7*t^9 - 523*q^6*t^10 + 222*q^5*t^11 + 44*q^4*t^12 - 95*q^3*t^13 + 65*q^2*t^14 - 12*q*t^15 + t^16 - q^14*t + 69*q^13*t^2 - 19*q^12*t^3 + 17*q^11*t^4 + 313*q^10*t^5 - 115*q^9*t^6 - 71*q^8*t^7 + 252*q^7*t^8 - 225*q^6*t^9 + 57*q^5*t^10 + 134*q^4*t^11 - 103*q^3*t^12 + 15*q^2*t^13 + q*t^14 + 4*q^13*t - 24*q^12*t^2 - 49*q^11*t^3 + 26*q^10*t^4 - 105*q^9*t^5 - 132*q^8*t^6 + 84*q^7*t^7 - 34*q^6*t^8 - 59*q^5*t^9 + 22*q^4*t^10 - 13*q^3*t^11 - q^2*t^12 + 2*q*t^13 - q^12*t + 2*q^11*t^2 + 17*q^10*t^3 + 19*q^9*t^4 + 20*q^8*t^5 + 33*q^7*t^6 + 30*q^6*t^7 - 9*q^5*t^8 + 4*q^4*t^9 + 14*q^3*t^10 - 2*q^2*t^11 - q*t^12 - 7*q^8*t^4 - 14*q^7*t^5 + q^6*t^6 - 5*q^5*t^7 - 6*q^4*t^8 + q^3*t^9 + 2*q^6*t^5 + q^5*t^6)/((q*t^2 - 1)^4*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0430] 'FCXPW'

Zeta functions

ask[-]:

-(2*q^7*t^4 - 2*q^6*t^5 + 2*q^7*t^3 - 9*q^6*t^4 + 8*q^5*t^5 - 2*q^6*t^3 + q^5*t^4 - 4*q^4*t^5 - 7*q^6*t^2 + 17*q^5*t^3 + 9*q^4*t^4 - 11*q^3*t^5 + q^2*t^6 + 6*q^5*t^2 - 27*q^4*t^3 + 13*q^3*t^4 + 3*q^2*t^5 + 3*q^5*t + 13*q^4*t^2 - 27*q^3*t^3 + 6*q^2*t^4 + q^5 - 11*q^4*t + 9*q^3*t^2 + 17*q^2*t^3 - 7*q*t^4 - 4*q^3*t + q^2*t^2 - 2*q*t^3 + 8*q^2*t - 9*q*t^2 + 2*t^3 - 2*q*t + 2*t^2)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

-(3*q^10*t^13 + 21*q^10*t^12 - 29*q^9*t^13 + 42*q^10*t^11 - 171*q^9*t^12 + 126*q^8*t^13 - 3*q^7*t^14 + 28*q^10*t^10 - 270*q^9*t^11 + 562*q^8*t^12 - 310*q^7*t^13 + 20*q^6*t^14 + 6*q^10*t^9 - 199*q^9*t^10 + 666*q^8*t^11 - 862*q^7*t^12 + 396*q^6*t^13 - 37*q^5*t^14 + q^4*t^15 - 184*q^9*t^9 + 828*q^8*t^10 - 925*q^7*t^11 + 576*q^6*t^12 - 210*q^5*t^13 + 15*q^4*t^14 - 122*q^9*t^8 + 1152*q^8*t^9 - 2411*q^7*t^10 + 1214*q^6*t^11 - 149*q^5*t^12 + 28*q^4*t^13 - 25*q^9*t^7 + 622*q^8*t^8 - 2776*q^7*t^9 + 3924*q^6*t^10 - 1454*q^5*t^11 + 76*q^4*t^12 + q^3*t^13 + 293*q^8*t^7 - 1497*q^7*t^8 + 3070*q^6*t^9 - 3038*q^5*t^10 + 855*q^4*t^11 - 38*q^3*t^12 + 211*q^8*t^6 - 1827*q^7*t^7 + 3324*q^6*t^8 - 2127*q^5*t^9 + 999*q^4*t^10 - 163*q^3*t^11 + 40*q^8*t^5 - 1017*q^7*t^6 + 4772*q^6*t^7 - 5585*q^5*t^8 + 1730*q^4*t^9 - 172*q^3*t^10 - 172*q^7*t^5 + 1730*q^6*t^6 - 5585*q^5*t^7 + 4772*q^4*t^8 - 1017*q^3*t^9 + 40*q^2*t^10 - 163*q^7*t^4 + 999*q^6*t^5 - 2127*q^5*t^6 + 3324*q^4*t^7 - 1827*q^3*t^8 + 211*q^2*t^9 - 38*q^7*t^3 + 855*q^6*t^4 - 3038*q^5*t^5 + 3070*q^4*t^6 - 1497*q^3*t^7 + 293*q^2*t^8 + q^7*t^2 + 76*q^6*t^3 - 1454*q^5*t^4 + 3924*q^4*t^5 - 2776*q^3*t^6 + 622*q^2*t^7 - 25*q*t^8 + 28*q^6*t^2 - 149*q^5*t^3 + 1214*q^4*t^4 - 2411*q^3*t^5 + 1152*q^2*t^6 - 122*q*t^7 + 15*q^6*t - 210*q^5*t^2 + 576*q^4*t^3 - 925*q^3*t^4 + 828*q^2*t^5 - 184*q*t^6 + q^6 - 37*q^5*t + 396*q^4*t^2 - 862*q^3*t^3 + 666*q^2*t^4 - 199*q*t^5 + 6*t^6 + 20*q^4*t - 310*q^3*t^2 + 562*q^2*t^3 - 270*q*t^4 + 28*t^5 - 3*q^3*t + 126*q^2*t^2 - 171*q*t^3 + 42*t^4 - 29*q*t^2 + 21*t^3 + 3*t^2)/((q*t^2 - 1)^4*(q*t - 1)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [1, 4], [1, 5], [2, 4], [2, 6], [3, 5], [4, 6], [5, 6]]

[0431] 'FCX_w'

Zeta functions
ask[-]:	-(q^6t^3 + 2q^6t^2 - 2q^5t^3 - q^6t - 3q^4t^3 - 2q^5t - 2q^4t^2 + 4q^3t^3 - q^5 + 7q^4t - 6q^3t^2 + 7q^2t^3 - qt^4 + 4q^3t - 2q^2t^2 - 2qt^3 - 3q^2t - t^3 - 2qt + 2t^2 + t)/((qt - 1)^4(q - t)*q^4)
ask[+]:	-(q^6t^3 + 2q^6t^2 - 2q^5t^3 - q^6t - 3q^4t^3 - 2q^5t - 2q^4t^2 + 4q^3t^3 - q^5 + 7q^4t - 6q^3t^2 + 7q^2t^3 - qt^4 + 4q^3t - 2q^2t^2 - 2qt^3 - 3q^2t - t^3 - 2qt + 2t^2 + t)/((qt - 1)^4(q - t)*q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [1, 4], [1, 5], [2, 4], [2, 5], [3, 6], [4, 6], [5, 6]]

[0432] 'FCXzw'

Zeta functions

ask[-]:

-(q^4*t^2 - q^4*t - q^4 + 2*q^3*t - 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + t^3 + t^2 - t)*(q^2 - t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

(q^15*t^14 + 2*q^14*t^15 + 3*q^13*t^16 - 3*q^16*t^12 - 10*q^15*t^13 - 4*q^14*t^14 + 4*q^13*t^15 - 21*q^12*t^16 - 8*q^11*t^17 - q^18*t^9 + 3*q^17*t^10 + 23*q^16*t^11 - 11*q^15*t^12 - 3*q^14*t^13 + 46*q^13*t^14 - 11*q^12*t^15 + 28*q^11*t^16 + 26*q^10*t^17 + 6*q^9*t^18 + 2*q^8*t^19 - 2*q^18*t^8 - 13*q^17*t^9 + 35*q^16*t^10 - 46*q^15*t^11 - 47*q^14*t^12 + 95*q^13*t^13 - 11*q^12*t^14 - 59*q^11*t^15 - 30*q^10*t^16 + 2*q^9*t^17 - 9*q^8*t^18 - 11*q^7*t^19 + q^19*t^6 + 7*q^18*t^7 - 26*q^17*t^8 + 32*q^16*t^9 + 12*q^15*t^10 - 68*q^14*t^11 + 40*q^13*t^12 + 26*q^12*t^13 - 156*q^11*t^14 - q^10*t^15 + 124*q^9*t^16 - 38*q^8*t^17 - 39*q^7*t^18 + 20*q^6*t^19 + 3*q^18*t^6 - 20*q^17*t^7 - 13*q^16*t^8 + 81*q^15*t^9 - 70*q^14*t^10 - 122*q^13*t^11 + 289*q^12*t^12 - 32*q^11*t^13 - 140*q^10*t^14 + 220*q^9*t^15 - 53*q^8*t^16 - 65*q^7*t^17 + 92*q^6*t^18 - 8*q^5*t^19 - q^18*t^5 + 30*q^17*t^6 - 32*q^16*t^7 + 32*q^15*t^8 + 96*q^14*t^9 - 249*q^13*t^10 + 206*q^12*t^11 + 90*q^11*t^12 - 463*q^10*t^13 + 299*q^9*t^14 + 112*q^8*t^15 - 205*q^7*t^16 + 82*q^6*t^17 - 25*q^5*t^18 - 14*q^4*t^19 - 7*q^18*t^4 + 12*q^17*t^5 - 18*q^16*t^6 - 86*q^15*t^7 + 225*q^14*t^8 - 130*q^13*t^9 - 130*q^12*t^10 + 415*q^11*t^11 - 206*q^10*t^12 - 10*q^9*t^13 + 151*q^8*t^14 - 240*q^7*t^15 + 33*q^6*t^16 + 50*q^5*t^17 - 21*q^4*t^18 + 3*q^3*t^19 + q^2*t^20 - 2*q^18*t^3 - q^17*t^4 + 61*q^16*t^5 - 91*q^15*t^6 - 30*q^14*t^7 + 153*q^13*t^8 - 299*q^12*t^9 - 33*q^11*t^10 + 201*q^10*t^11 - 397*q^9*t^12 + 42*q^8*t^13 + 191*q^7*t^14 - 75*q^6*t^15 + 9*q^5*t^16 + 8*q^4*t^17 - 11*q^3*t^18 + 4*q^2*t^19 - 6*q^17*t^3 + q^16*t^4 + q^15*t^5 - 178*q^14*t^6 + 336*q^13*t^7 + 64*q^12*t^8 - 588*q^11*t^9 + 586*q^10*t^10 + 157*q^9*t^11 - 426*q^8*t^12 + 292*q^7*t^13 - 20*q^6*t^14 - 105*q^5*t^15 + 100*q^4*t^16 - 21*q^3*t^17 + 5*q^2*t^18 + 5*q^17*t^2 - 21*q^16*t^3 + 100*q^15*t^4 - 105*q^14*t^5 - 20*q^13*t^6 + 292*q^12*t^7 - 426*q^11*t^8 + 157*q^10*t^9 + 586*q^9*t^10 - 588*q^8*t^11 + 64*q^7*t^12 + 336*q^6*t^13 - 178*q^5*t^14 + q^4*t^15 + q^3*t^16 - 6*q^2*t^17 + 4*q^17*t - 11*q^16*t^2 + 8*q^15*t^3 + 9*q^14*t^4 - 75*q^13*t^5 + 191*q^12*t^6 + 42*q^11*t^7 - 397*q^10*t^8 + 201*q^9*t^9 - 33*q^8*t^10 - 299*q^7*t^11 + 153*q^6*t^12 - 30*q^5*t^13 - 91*q^4*t^14 + 61*q^3*t^15 - q^2*t^16 - 2*q*t^17 + q^17 + 3*q^16*t - 21*q^15*t^2 + 50*q^14*t^3 + 33*q^13*t^4 - 240*q^12*t^5 + 151*q^11*t^6 - 10*q^10*t^7 - 206*q^9*t^8 + 415*q^8*t^9 - 130*q^7*t^10 - 130*q^6*t^11 + 225*q^5*t^12 - 86*q^4*t^13 - 18*q^3*t^14 + 12*q^2*t^15 - 7*q*t^16 - 14*q^15*t - 25*q^14*t^2 + 82*q^13*t^3 - 205*q^12*t^4 + 112*q^11*t^5 + 299*q^10*t^6 - 463*q^9*t^7 + 90*q^8*t^8 + 206*q^7*t^9 - 249*q^6*t^10 + 96*q^5*t^11 + 32*q^4*t^12 - 32*q^3*t^13 + 30*q^2*t^14 - q*t^15 - 8*q^14*t + 92*q^13*t^2 - 65*q^12*t^3 - 53*q^11*t^4 + 220*q^10*t^5 - 140*q^9*t^6 - 32*q^8*t^7 + 289*q^7*t^8 - 122*q^6*t^9 - 70*q^5*t^10 + 81*q^4*t^11 - 13*q^3*t^12 - 20*q^2*t^13 + 3*q*t^14 + 20*q^13*t - 39*q^12*t^2 - 38*q^11*t^3 + 124*q^10*t^4 - q^9*t^5 - 156*q^8*t^6 + 26*q^7*t^7 + 40*q^6*t^8 - 68*q^5*t^9 + 12*q^4*t^10 + 32*q^3*t^11 - 26*q^2*t^12 + 7*q*t^13 + t^14 - 11*q^12*t - 9*q^11*t^2 + 2*q^10*t^3 - 30*q^9*t^4 - 59*q^8*t^5 - 11*q^7*t^6 + 95*q^6*t^7 - 47*q^5*t^8 - 46*q^4*t^9 + 35*q^3*t^10 - 13*q^2*t^11 - 2*q*t^12 + 2*q^11*t + 6*q^10*t^2 + 26*q^9*t^3 + 28*q^8*t^4 - 11*q^7*t^5 + 46*q^6*t^6 - 3*q^5*t^7 - 11*q^4*t^8 + 23*q^3*t^9 + 3*q^2*t^10 - q*t^11 - 8*q^8*t^3 - 21*q^7*t^4 + 4*q^6*t^5 - 4*q^5*t^6 - 10*q^4*t^7 - 3*q^3*t^8 + 3*q^6*t^4 + 2*q^5*t^5 + q^4*t^6)/((q*t^2 - 1)^3*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0433] 'FCX~w'

Zeta functions

ask[-]:

-(q^4*t^3 - 3*q^4*t^2 + q^5 - q^4*t + 6*q^3*t^2 - 4*q^2*t^3 - 4*q^3*t + 6*q^2*t^2 - q*t^3 + t^4 - 3*q*t^2 + q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^26*t^9 - q^25*t^10 - 2*q^23*t^12 - q^25*t^9 - 5*q^23*t^11 + 16*q^22*t^12 + 4*q^21*t^13 - q^20*t^14 + q^19*t^15 - q^27*t^6 - 10*q^26*t^7 + 18*q^25*t^8 + 15*q^24*t^9 - 7*q^23*t^10 + q^22*t^11 - 30*q^21*t^12 - 14*q^20*t^13 + 3*q^19*t^14 - 4*q^18*t^15 + q^17*t^16 + q^28*t^4 + 4*q^27*t^5 + q^25*t^7 - 47*q^24*t^8 - 29*q^23*t^9 - 16*q^22*t^10 + 41*q^21*t^11 + 55*q^20*t^12 + 5*q^19*t^13 - 33*q^18*t^14 - 7*q^17*t^15 - 4*q^16*t^16 + q^15*t^17 - 12*q^27*t^4 + 18*q^26*t^5 - 24*q^25*t^6 + 42*q^24*t^7 + 132*q^23*t^8 - 56*q^22*t^9 - 14*q^21*t^10 - 31*q^20*t^11 - 76*q^19*t^12 + 41*q^18*t^13 + 110*q^17*t^14 + 52*q^16*t^15 + 7*q^15*t^16 - 7*q^14*t^17 + 3*q^28*t^2 - 9*q^27*t^3 + 53*q^26*t^4 - 40*q^25*t^5 - 43*q^24*t^6 + 22*q^23*t^7 - 80*q^22*t^8 + 78*q^21*t^9 + 160*q^20*t^10 - 5*q^19*t^11 + 31*q^18*t^12 - 143*q^17*t^13 - 202*q^16*t^14 - 33*q^15*t^15 + 37*q^14*t^16 + 19*q^13*t^17 - 2*q^12*t^18 - 17*q^27*t^2 - 3*q^26*t^3 + 3*q^25*t^4 - 71*q^24*t^5 + 49*q^23*t^6 + 90*q^22*t^7 - 264*q^21*t^8 - 264*q^20*t^9 + 53*q^19*t^10 + 150*q^18*t^11 - 99*q^17*t^12 + 136*q^16*t^13 + 211*q^15*t^14 - 125*q^14*t^15 - 164*q^13*t^16 - 25*q^12*t^17 + 4*q^11*t^18 + q^28 + 5*q^27*t + 7*q^26*t^2 + 66*q^25*t^3 - 78*q^24*t^4 - 37*q^23*t^5 + 157*q^22*t^6 - 21*q^21*t^7 + 189*q^20*t^8 + 334*q^19*t^9 - 368*q^18*t^10 - 331*q^17*t^11 + 231*q^16*t^12 + 57*q^15*t^13 + 6*q^14*t^14 + 313*q^13*t^15 + 193*q^12*t^16 - 35*q^11*t^17 - 2*q^10*t^18 + q^9*t^19 - 11*q^26*t - 6*q^25*t^2 + 11*q^24*t^3 + 75*q^23*t^4 + 56*q^22*t^5 + 87*q^21*t^6 + 8*q^20*t^7 - 460*q^19*t^8 + 73*q^18*t^9 + 1110*q^17*t^10 + 24*q^16*t^11 - 779*q^15*t^12 + 59*q^14*t^13 - 28*q^13*t^14 - 387*q^12*t^15 + 27*q^11*t^16 + 157*q^10*t^17 + 7*q^9*t^18 + 4*q^8*t^19 + q^7*t^20 - 6*q^25*t + 23*q^24*t^2 - 67*q^23*t^3 - 267*q^22*t^4 + 34*q^21*t^5 + 22*q^20*t^6 - 296*q^19*t^7 + 476*q^18*t^8 - 114*q^17*t^9 - 1233*q^16*t^10 + 121*q^15*t^11 + 975*q^14*t^12 - 113*q^13*t^13 - 259*q^12*t^14 + 73*q^11*t^15 - 287*q^10*t^16 - 167*q^9*t^17 + 17*q^8*t^18 - 19*q^7*t^19 - 5*q^6*t^20 + 3*q^24*t + 3*q^23*t^2 + 79*q^22*t^3 + 170*q^21*t^4 - 81*q^20*t^5 - 34*q^19*t^6 - 121*q^18*t^7 - 780*q^17*t^8 + 761*q^16*t^9 + 1162*q^15*t^10 - 1175*q^14*t^11 - 574*q^13*t^12 + 770*q^12*t^13 + 134*q^11*t^14 + 72*q^10*t^15 + 384*q^9*t^16 + 21*q^8*t^17 - 87*q^7*t^18 + 15*q^6*t^19 + 6*q^5*t^20 + 6*q^23*t + 15*q^22*t^2 - 87*q^21*t^3 + 21*q^20*t^4 + 384*q^19*t^5 + 72*q^18*t^6 + 134*q^17*t^7 + 770*q^16*t^8 - 574*q^15*t^9 - 1175*q^14*t^10 + 1162*q^13*t^11 + 761*q^12*t^12 - 780*q^11*t^13 - 121*q^10*t^14 - 34*q^9*t^15 - 81*q^8*t^16 + 170*q^7*t^17 + 79*q^6*t^18 + 3*q^5*t^19 + 3*q^4*t^20 - 5*q^22*t - 19*q^21*t^2 + 17*q^20*t^3 - 167*q^19*t^4 - 287*q^18*t^5 + 73*q^17*t^6 - 259*q^16*t^7 - 113*q^15*t^8 + 975*q^14*t^9 + 121*q^13*t^10 - 1233*q^12*t^11 - 114*q^11*t^12 + 476*q^10*t^13 - 296*q^9*t^14 + 22*q^8*t^15 + 34*q^7*t^16 - 267*q^6*t^17 - 67*q^5*t^18 + 23*q^4*t^19 - 6*q^3*t^20 + q^21*t + 4*q^20*t^2 + 7*q^19*t^3 + 157*q^18*t^4 + 27*q^17*t^5 - 387*q^16*t^6 - 28*q^15*t^7 + 59*q^14*t^8 - 779*q^13*t^9 + 24*q^12*t^10 + 1110*q^11*t^11 + 73*q^10*t^12 - 460*q^9*t^13 + 8*q^8*t^14 + 87*q^7*t^15 + 56*q^6*t^16 + 75*q^5*t^17 + 11*q^4*t^18 - 6*q^3*t^19 - 11*q^2*t^20 + q^19*t^2 - 2*q^18*t^3 - 35*q^17*t^4 + 193*q^16*t^5 + 313*q^15*t^6 + 6*q^14*t^7 + 57*q^13*t^8 + 231*q^12*t^9 - 331*q^11*t^10 - 368*q^10*t^11 + 334*q^9*t^12 + 189*q^8*t^13 - 21*q^7*t^14 + 157*q^6*t^15 - 37*q^5*t^16 - 78*q^4*t^17 + 66*q^3*t^18 + 7*q^2*t^19 + 5*q*t^20 + t^21 + 4*q^17*t^3 - 25*q^16*t^4 - 164*q^15*t^5 - 125*q^14*t^6 + 211*q^13*t^7 + 136*q^12*t^8 - 99*q^11*t^9 + 150*q^10*t^10 + 53*q^9*t^11 - 264*q^8*t^12 - 264*q^7*t^13 + 90*q^6*t^14 + 49*q^5*t^15 - 71*q^4*t^16 + 3*q^3*t^17 - 3*q^2*t^18 - 17*q*t^19 - 2*q^16*t^3 + 19*q^15*t^4 + 37*q^14*t^5 - 33*q^13*t^6 - 202*q^12*t^7 - 143*q^11*t^8 + 31*q^10*t^9 - 5*q^9*t^10 + 160*q^8*t^11 + 78*q^7*t^12 - 80*q^6*t^13 + 22*q^5*t^14 - 43*q^4*t^15 - 40*q^3*t^16 + 53*q^2*t^17 - 9*q*t^18 + 3*t^19 - 7*q^14*t^4 + 7*q^13*t^5 + 52*q^12*t^6 + 110*q^11*t^7 + 41*q^10*t^8 - 76*q^9*t^9 - 31*q^8*t^10 - 14*q^7*t^11 - 56*q^6*t^12 + 132*q^5*t^13 + 42*q^4*t^14 - 24*q^3*t^15 + 18*q^2*t^16 - 12*q*t^17 + q^13*t^4 - 4*q^12*t^5 - 7*q^11*t^6 - 33*q^10*t^7 + 5*q^9*t^8 + 55*q^8*t^9 + 41*q^7*t^10 - 16*q^6*t^11 - 29*q^5*t^12 - 47*q^4*t^13 + q^3*t^14 + 4*q*t^16 + t^17 + q^11*t^5 - 4*q^10*t^6 + 3*q^9*t^7 - 14*q^8*t^8 - 30*q^7*t^9 + q^6*t^10 - 7*q^5*t^11 + 15*q^4*t^12 + 18*q^3*t^13 - 10*q^2*t^14 - q*t^15 + q^9*t^6 - q^8*t^7 + 4*q^7*t^8 + 16*q^6*t^9 - 5*q^5*t^10 - q^3*t^12 - 2*q^5*t^9 - q^3*t^11 + q^2*t^12)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0434] 'FC\ng'

Zeta functions

ask[-]:

-(q^8*t^3 - 3*q^8*t^2 + q^7*t^3 - 4*q^6*t^4 + q^5*t^5 + q^9 - q^8*t + 4*q^7*t^2 + 5*q^6*t^3 - 5*q^7*t + 8*q^6*t^2 - 17*q^5*t^3 + 10*q^4*t^4 - q^3*t^5 - q^6*t + 10*q^5*t^2 - 17*q^4*t^3 + 8*q^3*t^4 - 5*q^2*t^5 + 5*q^3*t^3 + 4*q^2*t^4 - q*t^5 + t^6 + q^4*t - 4*q^3*t^2 + q^2*t^3 - 3*q*t^4 + q*t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(2*q^18*t^10 + 4*q^17*t^11 + 7*q^16*t^12 + 3*q^15*t^13 + q^14*t^14 - 5*q^18*t^9 - 10*q^17*t^10 - 21*q^16*t^11 - 53*q^15*t^12 - 43*q^14*t^13 - 18*q^13*t^14 - 3*q^12*t^15 + q^19*t^7 - 7*q^18*t^8 - 7*q^17*t^9 - 3*q^16*t^10 + 72*q^15*t^11 + 163*q^14*t^12 + 166*q^13*t^13 + 108*q^12*t^14 + 48*q^11*t^15 + 5*q^10*t^16 - 2*q^9*t^17 - q^19*t^6 + 20*q^18*t^7 + 31*q^17*t^8 + 89*q^16*t^9 + 219*q^15*t^10 - 31*q^14*t^11 - 313*q^13*t^12 - 319*q^12*t^13 - 265*q^11*t^14 - 204*q^10*t^15 - 49*q^9*t^16 + 7*q^8*t^17 - q^20*t^4 - 2*q^19*t^5 + 23*q^18*t^6 - 16*q^17*t^7 - 97*q^16*t^8 - 337*q^15*t^9 - 692*q^14*t^10 - 480*q^13*t^11 + 164*q^12*t^12 + 369*q^11*t^13 + 346*q^10*t^14 + 363*q^9*t^15 + 153*q^8*t^16 + q^7*t^17 + 2*q^6*t^18 + 10*q^19*t^4 - 50*q^18*t^5 - 76*q^17*t^6 - 136*q^16*t^7 - 176*q^15*t^8 + 719*q^14*t^9 + 1367*q^13*t^10 + 1084*q^12*t^11 + 591*q^11*t^12 + 175*q^10*t^13 - 303*q^9*t^14 - 349*q^8*t^15 - 162*q^7*t^16 - 33*q^6*t^17 - 9*q^5*t^18 - 3*q^20*t^2 + 8*q^19*t^3 - 51*q^18*t^4 + 103*q^17*t^5 + 386*q^16*t^6 + 441*q^15*t^7 + 807*q^14*t^8 - 26*q^13*t^9 - 1789*q^12*t^10 - 1428*q^11*t^11 - 921*q^10*t^12 - 1191*q^9*t^13 - 181*q^8*t^14 + 268*q^7*t^15 + 10*q^6*t^16 + 15*q^5*t^17 + 16*q^4*t^18 + 21*q^19*t^2 + 33*q^18*t^3 - 6*q^17*t^4 + 113*q^16*t^5 - 422*q^15*t^6 - 1508*q^14*t^7 - 1265*q^13*t^8 - 899*q^12*t^9 + 18*q^11*t^10 + 941*q^10*t^11 + 965*q^9*t^12 + 1079*q^8*t^13 + 774*q^7*t^14 + 51*q^6*t^15 + 47*q^5*t^16 + 64*q^4*t^17 - 6*q^3*t^18 - q^20 - 7*q^19*t - 22*q^18*t^2 - 180*q^17*t^3 - 49*q^16*t^4 - 81*q^15*t^5 - 561*q^14*t^6 + 1492*q^13*t^7 + 2704*q^12*t^8 + 564*q^11*t^9 + 1272*q^10*t^10 + 1934*q^9*t^11 - 569*q^8*t^12 - 798*q^7*t^13 - 295*q^6*t^14 - 347*q^5*t^15 - 136*q^4*t^16 - 41*q^3*t^17 - 17*q^2*t^18 + 17*q^18*t + 41*q^17*t^2 + 136*q^16*t^3 + 347*q^15*t^4 + 295*q^14*t^5 + 798*q^13*t^6 + 569*q^12*t^7 - 1934*q^11*t^8 - 1272*q^10*t^9 - 564*q^9*t^10 - 2704*q^8*t^11 - 1492*q^7*t^12 + 561*q^6*t^13 + 81*q^5*t^14 + 49*q^4*t^15 + 180*q^3*t^16 + 22*q^2*t^17 + 7*q*t^18 + t^19 + 6*q^17*t - 64*q^16*t^2 - 47*q^15*t^3 - 51*q^14*t^4 - 774*q^13*t^5 - 1079*q^12*t^6 - 965*q^11*t^7 - 941*q^10*t^8 - 18*q^9*t^9 + 899*q^8*t^10 + 1265*q^7*t^11 + 1508*q^6*t^12 + 422*q^5*t^13 - 113*q^4*t^14 + 6*q^3*t^15 - 33*q^2*t^16 - 21*q*t^17 - 16*q^16*t - 15*q^15*t^2 - 10*q^14*t^3 - 268*q^13*t^4 + 181*q^12*t^5 + 1191*q^11*t^6 + 921*q^10*t^7 + 1428*q^9*t^8 + 1789*q^8*t^9 + 26*q^7*t^10 - 807*q^6*t^11 - 441*q^5*t^12 - 386*q^4*t^13 - 103*q^3*t^14 + 51*q^2*t^15 - 8*q*t^16 + 3*t^17 + 9*q^15*t + 33*q^14*t^2 + 162*q^13*t^3 + 349*q^12*t^4 + 303*q^11*t^5 - 175*q^10*t^6 - 591*q^9*t^7 - 1084*q^8*t^8 - 1367*q^7*t^9 - 719*q^6*t^10 + 176*q^5*t^11 + 136*q^4*t^12 + 76*q^3*t^13 + 50*q^2*t^14 - 10*q*t^15 - 2*q^14*t - q^13*t^2 - 153*q^12*t^3 - 363*q^11*t^4 - 346*q^10*t^5 - 369*q^9*t^6 - 164*q^8*t^7 + 480*q^7*t^8 + 692*q^6*t^9 + 337*q^5*t^10 + 97*q^4*t^11 + 16*q^3*t^12 - 23*q^2*t^13 + 2*q*t^14 + t^15 - 7*q^12*t^2 + 49*q^11*t^3 + 204*q^10*t^4 + 265*q^9*t^5 + 319*q^8*t^6 + 313*q^7*t^7 + 31*q^6*t^8 - 219*q^5*t^9 - 89*q^4*t^10 - 31*q^3*t^11 - 20*q^2*t^12 + q*t^13 + 2*q^11*t^2 - 5*q^10*t^3 - 48*q^9*t^4 - 108*q^8*t^5 - 166*q^7*t^6 - 163*q^6*t^7 - 72*q^5*t^8 + 3*q^4*t^9 + 7*q^3*t^10 + 7*q^2*t^11 - q*t^12 + 3*q^8*t^4 + 18*q^7*t^5 + 43*q^6*t^6 + 53*q^5*t^7 + 21*q^4*t^8 + 10*q^3*t^9 + 5*q^2*t^10 - q^6*t^5 - 3*q^5*t^6 - 7*q^4*t^7 - 4*q^3*t^8 - 2*q^2*t^9)/((q^2 - t)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0435] 'FC\rW'

Zeta functions

ask[-]:

ask[+]:

-(q^9*t^10 + q^8*t^11 + q^10*t^8 - 4*q^9*t^9 + q^8*t^10 - 4*q^7*t^11 + 3*q^10*t^7 - 17*q^9*t^8 + 26*q^8*t^9 - 15*q^7*t^10 + 5*q^6*t^11 + 3*q^10*t^6 - 11*q^9*t^7 + 25*q^8*t^8 - 22*q^7*t^9 + 4*q^6*t^10 + 5*q^5*t^11 + 4*q^9*t^6 - 24*q^8*t^7 + 61*q^7*t^8 - 59*q^6*t^9 + 40*q^5*t^10 - 14*q^4*t^11 + 2*q^8*t^6 + 23*q^7*t^7 - 62*q^6*t^8 + 39*q^5*t^9 - 9*q^4*t^10 - 2*q^3*t^11 + q^2*t^12 - 12*q^9*t^4 + 42*q^8*t^5 - 101*q^7*t^6 + 114*q^6*t^7 - 89*q^5*t^8 + 49*q^4*t^9 - 26*q^3*t^10 + 5*q^2*t^11 - 3*q^9*t^3 + 17*q^8*t^4 - 16*q^7*t^5 + q^6*t^6 - 2*q^5*t^7 + 10*q^4*t^8 - 3*q^3*t^9 + 6*q^2*t^10 - 11*q^8*t^3 + 49*q^7*t^4 - 137*q^6*t^5 + 210*q^5*t^6 - 137*q^4*t^7 + 49*q^3*t^8 - 11*q^2*t^9 + 6*q^8*t^2 - 3*q^7*t^3 + 10*q^6*t^4 - 2*q^5*t^5 + q^4*t^6 - 16*q^3*t^7 + 17*q^2*t^8 - 3*q*t^9 + 5*q^8*t - 26*q^7*t^2 + 49*q^6*t^3 - 89*q^5*t^4 + 114*q^4*t^5 - 101*q^3*t^6 + 42*q^2*t^7 - 12*q*t^8 + q^8 - 2*q^7*t - 9*q^6*t^2 + 39*q^5*t^3 - 62*q^4*t^4 + 23*q^3*t^5 + 2*q^2*t^6 - 14*q^6*t + 40*q^5*t^2 - 59*q^4*t^3 + 61*q^3*t^4 - 24*q^2*t^5 + 4*q*t^6 + 5*q^5*t + 4*q^4*t^2 - 22*q^3*t^3 + 25*q^2*t^4 - 11*q*t^5 + 3*t^6 + 5*q^4*t - 15*q^3*t^2 + 26*q^2*t^3 - 17*q*t^4 + 3*t^5 - 4*q^3*t + q^2*t^2 - 4*q*t^3 + t^4 + q^2*t + q*t^2)/((q*t^2 - 1)^3*(q - t)^2*q^6*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0436] 'FC\vW'

Zeta functions

ask[-]:

-(3*q^4*t^2 - q^5 - 2*q^4*t - 3*q^3*t^2 + 5*q^3*t - 5*q^2*t^2 + 3*q^2*t + 2*q*t^2 + t^3 - 3*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0437] 'FC\zw'

Zeta functions

ask[-]:

-(q^4*t + q^4 - q^3*t - 2*q^2*t - q*t + t^2 + t)*(q^2 - t)/((q*t - 1)^2*(q - t)*q^5*(t - 1))

ask[+]:

(3*q^13*t^10 + 3*q^12*t^11 + 3*q^11*t^12 - q^14*t^8 - 6*q^13*t^9 - 4*q^12*t^10 - 22*q^10*t^12 - 3*q^9*t^13 + q^15*t^6 + 2*q^14*t^7 - 17*q^13*t^8 + 20*q^12*t^9 + 4*q^11*t^10 - 31*q^10*t^11 + 42*q^9*t^12 + 3*q^8*t^13 + 3*q^7*t^14 + q^14*t^6 - 11*q^13*t^7 + 36*q^12*t^8 - 18*q^11*t^9 + 19*q^10*t^10 + 39*q^9*t^11 - 36*q^8*t^12 + 32*q^7*t^13 - 8*q^6*t^14 + 3*q^14*t^5 + 15*q^13*t^6 - 8*q^12*t^7 - 14*q^11*t^8 + 65*q^10*t^9 - 91*q^9*t^10 - 7*q^8*t^11 + 59*q^7*t^12 - 77*q^6*t^13 + q^5*t^14 - 4*q^14*t^4 + 6*q^13*t^5 - 24*q^12*t^6 + q^11*t^7 + 38*q^10*t^8 - 91*q^9*t^9 + 26*q^8*t^10 + 17*q^7*t^11 - 74*q^6*t^12 + 37*q^5*t^13 + 14*q^4*t^14 - 2*q^14*t^3 + q^13*t^4 + 11*q^12*t^5 - 61*q^11*t^6 + 8*q^10*t^7 - 24*q^9*t^8 - 45*q^8*t^9 + 64*q^7*t^10 + 10*q^6*t^11 + 24*q^5*t^12 + 10*q^4*t^13 - 4*q^3*t^14 - q^2*t^15 - 8*q^13*t^3 - 3*q^12*t^4 + 15*q^11*t^5 + 27*q^10*t^6 - 12*q^9*t^7 + 137*q^8*t^8 + 6*q^7*t^9 - 37*q^6*t^10 + 49*q^5*t^11 - 28*q^4*t^12 + q^3*t^13 - 3*q^2*t^14 - 5*q^12*t^3 + 83*q^11*t^4 - 90*q^10*t^5 - 3*q^9*t^6 + 220*q^8*t^7 - 220*q^7*t^8 + 3*q^6*t^9 + 90*q^5*t^10 - 83*q^4*t^11 + 5*q^3*t^12 + 3*q^13*t - q^12*t^2 + 28*q^11*t^3 - 49*q^10*t^4 + 37*q^9*t^5 - 6*q^8*t^6 - 137*q^7*t^7 + 12*q^6*t^8 - 27*q^5*t^9 - 15*q^4*t^10 + 3*q^3*t^11 + 8*q^2*t^12 + q^13 + 4*q^12*t - 10*q^11*t^2 - 24*q^10*t^3 - 10*q^9*t^4 - 64*q^8*t^5 + 45*q^7*t^6 + 24*q^6*t^7 - 8*q^5*t^8 + 61*q^4*t^9 - 11*q^3*t^10 - q^2*t^11 + 2*q*t^12 - 14*q^11*t - 37*q^10*t^2 + 74*q^9*t^3 - 17*q^8*t^4 - 26*q^7*t^5 + 91*q^6*t^6 - 38*q^5*t^7 - q^4*t^8 + 24*q^3*t^9 - 6*q^2*t^10 + 4*q*t^11 - q^10*t + 77*q^9*t^2 - 59*q^8*t^3 + 7*q^7*t^4 + 91*q^6*t^5 - 65*q^5*t^6 + 14*q^4*t^7 + 8*q^3*t^8 - 15*q^2*t^9 - 3*q*t^10 + 8*q^9*t - 32*q^8*t^2 + 36*q^7*t^3 - 39*q^6*t^4 - 19*q^5*t^5 + 18*q^4*t^6 - 36*q^3*t^7 + 11*q^2*t^8 - q*t^9 - 3*q^8*t - 3*q^7*t^2 - 42*q^6*t^3 + 31*q^5*t^4 - 4*q^4*t^5 - 20*q^3*t^6 + 17*q^2*t^7 - 2*q*t^8 - t^9 + 3*q^6*t^2 + 22*q^5*t^3 + 4*q^3*t^5 + 6*q^2*t^6 + q*t^7 - 3*q^4*t^3 - 3*q^3*t^4 - 3*q^2*t^5)/((q*t^2 - 1)^3*(q^2 - t)*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0438] 'FC\~w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^21*t^9 - q^22*t^7 + q^21*t^8 - 2*q^20*t^9 - 7*q^19*t^10 - 4*q^18*t^11 + 2*q^17*t^12 - q^16*t^13 + q^24*t^4 - q^23*t^5 - 3*q^22*t^6 - 15*q^21*t^7 + 5*q^20*t^8 + 5*q^19*t^9 + 16*q^18*t^10 + 9*q^17*t^11 - 2*q^16*t^12 + 4*q^15*t^13 - q^14*t^14 - 9*q^23*t^4 + 24*q^22*t^5 + 8*q^21*t^6 + 33*q^20*t^7 + 19*q^19*t^8 - 38*q^18*t^9 - 28*q^17*t^10 + 10*q^16*t^11 + 6*q^15*t^12 + 4*q^14*t^13 + 4*q^13*t^14 - q^12*t^15 + 3*q^24*t^2 - 4*q^23*t^3 + 28*q^22*t^4 - 33*q^21*t^5 - 86*q^20*t^6 + 40*q^19*t^7 - 27*q^18*t^8 + 49*q^17*t^9 + 33*q^16*t^10 - 61*q^15*t^11 - 17*q^14*t^12 - 38*q^13*t^13 - 14*q^12*t^14 + 7*q^11*t^15 - 16*q^23*t^2 - 17*q^22*t^3 + 30*q^21*t^4 - 51*q^20*t^5 + 87*q^19*t^6 - 23*q^18*t^7 - 104*q^17*t^8 - 72*q^16*t^9 + 51*q^15*t^10 + 106*q^14*t^11 + 23*q^13*t^12 + 43*q^12*t^13 + 8*q^11*t^14 - 18*q^10*t^15 + q^9*t^16 + q^24 + 5*q^23*t + 10*q^22*t^2 + 69*q^21*t^3 - 61*q^20*t^4 - 45*q^19*t^5 + 132*q^18*t^6 + 25*q^17*t^7 + 155*q^16*t^8 + 22*q^15*t^9 - 135*q^14*t^10 - 28*q^13*t^11 - 7*q^12*t^12 + 16*q^11*t^13 + 49*q^10*t^14 + 24*q^9*t^15 - 11*q^22*t - 14*q^21*t^2 + 9*q^20*t^3 + 11*q^19*t^4 + 103*q^18*t^5 - 111*q^17*t^6 - 38*q^16*t^7 - 206*q^15*t^8 + 103*q^14*t^9 + 287*q^13*t^10 - 141*q^12*t^11 - 139*q^11*t^12 - 55*q^10*t^13 - 82*q^9*t^14 - 2*q^7*t^16 - 2*q^6*t^17 - 3*q^21*t + 22*q^20*t^2 - 64*q^19*t^3 - 136*q^18*t^4 - 35*q^17*t^5 + 95*q^16*t^6 + 63*q^15*t^7 - 54*q^14*t^8 - 188*q^13*t^9 - 139*q^12*t^10 + 111*q^11*t^11 + 148*q^10*t^12 + 108*q^9*t^13 - 6*q^8*t^14 - 48*q^7*t^15 - 10*q^6*t^16 + 4*q^5*t^17 + q^20*t + 15*q^19*t^2 + 59*q^18*t^3 + 118*q^17*t^4 - 19*q^16*t^5 - 20*q^15*t^6 - 230*q^14*t^7 + 67*q^13*t^8 + 458*q^12*t^9 + 67*q^11*t^10 - 230*q^10*t^11 - 20*q^9*t^12 - 19*q^8*t^13 + 118*q^7*t^14 + 59*q^6*t^15 + 15*q^5*t^16 + q^4*t^17 + 4*q^19*t - 10*q^18*t^2 - 48*q^17*t^3 - 6*q^16*t^4 + 108*q^15*t^5 + 148*q^14*t^6 + 111*q^13*t^7 - 139*q^12*t^8 - 188*q^11*t^9 - 54*q^10*t^10 + 63*q^9*t^11 + 95*q^8*t^12 - 35*q^7*t^13 - 136*q^6*t^14 - 64*q^5*t^15 + 22*q^4*t^16 - 3*q^3*t^17 - 2*q^18*t - 2*q^17*t^2 - 82*q^15*t^4 - 55*q^14*t^5 - 139*q^13*t^6 - 141*q^12*t^7 + 287*q^11*t^8 + 103*q^10*t^9 - 206*q^9*t^10 - 38*q^8*t^11 - 111*q^7*t^12 + 103*q^6*t^13 + 11*q^5*t^14 + 9*q^4*t^15 - 14*q^3*t^16 - 11*q^2*t^17 + 24*q^15*t^3 + 49*q^14*t^4 + 16*q^13*t^5 - 7*q^12*t^6 - 28*q^11*t^7 - 135*q^10*t^8 + 22*q^9*t^9 + 155*q^8*t^10 + 25*q^7*t^11 + 132*q^6*t^12 - 45*q^5*t^13 - 61*q^4*t^14 + 69*q^3*t^15 + 10*q^2*t^16 + 5*q*t^17 + t^18 + q^15*t^2 - 18*q^14*t^3 + 8*q^13*t^4 + 43*q^12*t^5 + 23*q^11*t^6 + 106*q^10*t^7 + 51*q^9*t^8 - 72*q^8*t^9 - 104*q^7*t^10 - 23*q^6*t^11 + 87*q^5*t^12 - 51*q^4*t^13 + 30*q^3*t^14 - 17*q^2*t^15 - 16*q*t^16 + 7*q^13*t^3 - 14*q^12*t^4 - 38*q^11*t^5 - 17*q^10*t^6 - 61*q^9*t^7 + 33*q^8*t^8 + 49*q^7*t^9 - 27*q^6*t^10 + 40*q^5*t^11 - 86*q^4*t^12 - 33*q^3*t^13 + 28*q^2*t^14 - 4*q*t^15 + 3*t^16 - q^12*t^3 + 4*q^11*t^4 + 4*q^10*t^5 + 6*q^9*t^6 + 10*q^8*t^7 - 28*q^7*t^8 - 38*q^6*t^9 + 19*q^5*t^10 + 33*q^4*t^11 + 8*q^3*t^12 + 24*q^2*t^13 - 9*q*t^14 - q^10*t^4 + 4*q^9*t^5 - 2*q^8*t^6 + 9*q^7*t^7 + 16*q^6*t^8 + 5*q^5*t^9 + 5*q^4*t^10 - 15*q^3*t^11 - 3*q^2*t^12 - q*t^13 + t^14 - q^8*t^5 + 2*q^7*t^6 - 4*q^6*t^7 - 7*q^5*t^8 - 2*q^4*t^9 + q^3*t^10 - q^2*t^11 + 2*q^3*t^9)/((q^3 - t)*(q^2 + t)^2*(q^2 - t)^3*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0439] 'FC^bw'

Zeta functions

ask[-]:

-(2*q^10*t^2 - q^9*t^3 - q^11 - q^10*t + q^9*t^2 - 6*q^8*t^3 + q^7*t^4 + q^6*t^5 + 5*q^9*t - 4*q^8*t^2 + 6*q^7*t^3 + 5*q^6*t^4 - 3*q^5*t^5 + 5*q^8*t - 16*q^7*t^2 + 11*q^6*t^3 - 4*q^5*t^4 - q^4*t^5 - q^7*t - 4*q^6*t^2 + 11*q^5*t^3 - 16*q^4*t^4 + 5*q^3*t^5 - 3*q^6*t + 5*q^5*t^2 + 6*q^4*t^3 - 4*q^3*t^4 + 5*q^2*t^5 + q^5*t + q^4*t^2 - 6*q^3*t^3 + q^2*t^4 - q*t^5 - t^6 - q^2*t^3 + 2*q*t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^18*t^9 + 7*q^17*t^10 + 15*q^16*t^11 + 7*q^15*t^12 + 3*q^14*t^13 - 3*q^18*t^8 - 12*q^17*t^9 - 33*q^16*t^10 - 98*q^15*t^11 - 79*q^14*t^12 - 44*q^13*t^13 - 11*q^12*t^14 + q^19*t^6 - 15*q^18*t^7 - 21*q^17*t^8 - 31*q^16*t^9 + 49*q^15*t^10 + 236*q^14*t^11 + 289*q^13*t^12 + 217*q^12*t^13 + 102*q^11*t^14 + 13*q^10*t^15 + q^20*t^4 - 2*q^19*t^5 + 4*q^18*t^6 + 46*q^17*t^7 + 144*q^16*t^8 + 404*q^15*t^9 + 174*q^14*t^10 - 239*q^13*t^11 - 449*q^12*t^12 - 465*q^11*t^13 - 360*q^10*t^14 - 93*q^9*t^15 - 4*q^8*t^16 - q^7*t^17 - 10*q^19*t^4 + 53*q^18*t^5 + 51*q^17*t^6 - 58*q^16*t^7 - 288*q^15*t^8 - 1065*q^14*t^9 - 1129*q^13*t^10 - 315*q^12*t^11 + 239*q^11*t^12 + 419*q^10*t^13 + 550*q^9*t^14 + 261*q^8*t^15 + 27*q^7*t^16 + 5*q^6*t^17 + 3*q^20*t^2 - 3*q^19*t^3 + 4*q^18*t^4 - 106*q^17*t^5 - 395*q^16*t^6 - 473*q^15*t^7 + 361*q^14*t^8 + 1303*q^13*t^9 + 1941*q^12*t^10 + 1592*q^11*t^11 + 688*q^10*t^12 - 49*q^9*t^13 - 313*q^8*t^14 - 278*q^7*t^15 - 63*q^6*t^16 - 12*q^5*t^17 - 16*q^19*t^2 - 61*q^18*t^3 + 83*q^17*t^4 + 166*q^16*t^5 + 548*q^15*t^6 + 1876*q^14*t^7 + 851*q^13*t^8 - 1086*q^12*t^9 - 1265*q^11*t^10 - 1601*q^10*t^11 - 1992*q^9*t^12 - 627*q^8*t^13 + 9*q^7*t^14 + 18*q^5*t^16 + 17*q^4*t^17 + q^20 + 10*q^19*t + 25*q^18*t^2 + 182*q^17*t^3 + 125*q^16*t^4 - 245*q^15*t^5 - 487*q^14*t^6 - 1940*q^13*t^7 - 3092*q^12*t^8 - 855*q^11*t^9 + 162*q^10*t^10 - 120*q^9*t^11 + 1338*q^8*t^12 + 1359*q^7*t^13 + 214*q^6*t^14 + 144*q^5*t^15 + 104*q^4*t^16 - 5*q^3*t^17 - 20*q^18*t - 85*q^17*t^2 - 149*q^16*t^3 - 454*q^15*t^4 - 655*q^14*t^5 + 353*q^13*t^6 + 950*q^12*t^7 + 2076*q^11*t^8 + 2898*q^10*t^9 + 2076*q^9*t^10 + 950*q^8*t^11 + 353*q^7*t^12 - 655*q^6*t^13 - 454*q^5*t^14 - 149*q^4*t^15 - 85*q^3*t^16 - 20*q^2*t^17 - 5*q^17*t + 104*q^16*t^2 + 144*q^15*t^3 + 214*q^14*t^4 + 1359*q^13*t^5 + 1338*q^12*t^6 - 120*q^11*t^7 + 162*q^10*t^8 - 855*q^9*t^9 - 3092*q^8*t^10 - 1940*q^7*t^11 - 487*q^6*t^12 - 245*q^5*t^13 + 125*q^4*t^14 + 182*q^3*t^15 + 25*q^2*t^16 + 10*q*t^17 + t^18 + 17*q^16*t + 18*q^15*t^2 + 9*q^13*t^4 - 627*q^12*t^5 - 1992*q^11*t^6 - 1601*q^10*t^7 - 1265*q^9*t^8 - 1086*q^8*t^9 + 851*q^7*t^10 + 1876*q^6*t^11 + 548*q^5*t^12 + 166*q^4*t^13 + 83*q^3*t^14 - 61*q^2*t^15 - 16*q*t^16 - 12*q^15*t - 63*q^14*t^2 - 278*q^13*t^3 - 313*q^12*t^4 - 49*q^11*t^5 + 688*q^10*t^6 + 1592*q^9*t^7 + 1941*q^8*t^8 + 1303*q^7*t^9 + 361*q^6*t^10 - 473*q^5*t^11 - 395*q^4*t^12 - 106*q^3*t^13 + 4*q^2*t^14 - 3*q*t^15 + 3*t^16 + 5*q^14*t + 27*q^13*t^2 + 261*q^12*t^3 + 550*q^11*t^4 + 419*q^10*t^5 + 239*q^9*t^6 - 315*q^8*t^7 - 1129*q^7*t^8 - 1065*q^6*t^9 - 288*q^5*t^10 - 58*q^4*t^11 + 51*q^3*t^12 + 53*q^2*t^13 - 10*q*t^14 - q^13*t - 4*q^12*t^2 - 93*q^11*t^3 - 360*q^10*t^4 - 465*q^9*t^5 - 449*q^8*t^6 - 239*q^7*t^7 + 174*q^6*t^8 + 404*q^5*t^9 + 144*q^4*t^10 + 46*q^3*t^11 + 4*q^2*t^12 - 2*q*t^13 + t^14 + 13*q^10*t^3 + 102*q^9*t^4 + 217*q^8*t^5 + 289*q^7*t^6 + 236*q^6*t^7 + 49*q^5*t^8 - 31*q^4*t^9 - 21*q^3*t^10 - 15*q^2*t^11 + q*t^12 - 11*q^8*t^4 - 44*q^7*t^5 - 79*q^6*t^6 - 98*q^5*t^7 - 33*q^4*t^8 - 12*q^3*t^9 - 3*q^2*t^10 + 3*q^6*t^5 + 7*q^5*t^6 + 15*q^4*t^7 + 7*q^3*t^8 + 3*q^2*t^9)/((q^2 - t)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 5], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0440] 'FCdj_'

Zeta functions

ask[-]:

(q^7*t^4 - q^8*t^2 - q^7*t^3 - 2*q^5*t^5 + 3*q^8*t - 9*q^7*t^2 + 17*q^6*t^3 - 13*q^5*t^4 + 6*q^4*t^5 + q^8 - 3*q^7*t + 6*q^6*t^2 - 3*q^5*t^3 + 2*q^4*t^4 + q^3*t^5 - 11*q^6*t + 29*q^5*t^2 - 46*q^4*t^3 + 29*q^3*t^4 - 11*q^2*t^5 + q^5*t + 2*q^4*t^2 - 3*q^3*t^3 + 6*q^2*t^4 - 3*q*t^5 + t^6 + 6*q^4*t - 13*q^3*t^2 + 17*q^2*t^3 - 9*q*t^4 + 3*t^5 - 2*q^3*t - q*t^3 - t^4 + q*t^2)/((q*t - 1)^2*(q - t)^3*q^5*(t - 1)^2)

ask[+]:

(2*q^12*t^11 - 3*q^11*t^12 + q^10*t^13 + q^9*t^14 + q^12*t^10 - 11*q^11*t^11 + 11*q^10*t^12 - 3*q^9*t^13 - 5*q^8*t^14 + 9*q^13*t^8 - 35*q^12*t^9 + 49*q^11*t^10 - 15*q^10*t^11 + 4*q^9*t^12 - 2*q^8*t^13 + 10*q^7*t^14 + 17*q^13*t^7 - 117*q^12*t^8 + 280*q^11*t^9 - 315*q^10*t^10 + 161*q^9*t^11 - 55*q^8*t^12 + 5*q^7*t^13 - 7*q^6*t^14 + 10*q^13*t^6 - 97*q^12*t^7 + 338*q^11*t^8 - 507*q^10*t^9 + 315*q^9*t^10 + 22*q^8*t^11 - 98*q^7*t^12 + 62*q^6*t^13 - 10*q^5*t^14 + q^13*t^5 - 21*q^12*t^6 + 86*q^11*t^7 - 74*q^10*t^8 - 262*q^9*t^9 + 668*q^8*t^10 - 696*q^7*t^11 + 348*q^6*t^12 - 113*q^5*t^13 + 17*q^4*t^14 - 28*q^12*t^5 + 142*q^11*t^6 - 198*q^10*t^7 - 165*q^9*t^8 + 745*q^8*t^9 - 746*q^7*t^10 + 323*q^6*t^11 + 14*q^5*t^12 - 36*q^4*t^13 + 9*q^3*t^14 - q^2*t^15 - 32*q^12*t^4 + 262*q^11*t^5 - 773*q^10*t^6 + 1036*q^9*t^7 - 578*q^8*t^8 + 154*q^7*t^9 - 380*q^6*t^10 + 512*q^5*t^11 - 324*q^4*t^12 + 88*q^3*t^13 - 8*q^2*t^14 - 6*q^12*t^3 + 87*q^11*t^4 - 389*q^10*t^5 + 637*q^9*t^6 - 197*q^8*t^7 - 607*q^7*t^8 + 620*q^6*t^9 - 37*q^5*t^10 - 182*q^4*t^11 + 104*q^3*t^12 - 19*q^2*t^13 + 18*q^10*t^4 - 214*q^9*t^5 + 989*q^8*t^6 - 1940*q^7*t^7 + 1940*q^6*t^8 - 989*q^5*t^9 + 214*q^4*t^10 - 18*q^3*t^11 + 19*q^11*t^2 - 104*q^10*t^3 + 182*q^9*t^4 + 37*q^8*t^5 - 620*q^7*t^6 + 607*q^6*t^7 + 197*q^5*t^8 - 637*q^4*t^9 + 389*q^3*t^10 - 87*q^2*t^11 + 6*q*t^12 + 8*q^11*t - 88*q^10*t^2 + 324*q^9*t^3 - 512*q^8*t^4 + 380*q^7*t^5 - 154*q^6*t^6 + 578*q^5*t^7 - 1036*q^4*t^8 + 773*q^3*t^9 - 262*q^2*t^10 + 32*q*t^11 + q^11 - 9*q^10*t + 36*q^9*t^2 - 14*q^8*t^3 - 323*q^7*t^4 + 746*q^6*t^5 - 745*q^5*t^6 + 165*q^4*t^7 + 198*q^3*t^8 - 142*q^2*t^9 + 28*q*t^10 - 17*q^9*t + 113*q^8*t^2 - 348*q^7*t^3 + 696*q^6*t^4 - 668*q^5*t^5 + 262*q^4*t^6 + 74*q^3*t^7 - 86*q^2*t^8 + 21*q*t^9 - t^10 + 10*q^8*t - 62*q^7*t^2 + 98*q^6*t^3 - 22*q^5*t^4 - 315*q^4*t^5 + 507*q^3*t^6 - 338*q^2*t^7 + 97*q*t^8 - 10*t^9 + 7*q^7*t - 5*q^6*t^2 + 55*q^5*t^3 - 161*q^4*t^4 + 315*q^3*t^5 - 280*q^2*t^6 + 117*q*t^7 - 17*t^8 - 10*q^6*t + 2*q^5*t^2 - 4*q^4*t^3 + 15*q^3*t^4 - 49*q^2*t^5 + 35*q*t^6 - 9*t^7 + 5*q^5*t + 3*q^4*t^2 - 11*q^3*t^3 + 11*q^2*t^4 - q*t^5 - q^4*t - q^3*t^2 + 3*q^2*t^3 - 2*q*t^4)/((q*t^2 - 1)^3*(q^2 - t)*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5]]

[0441] 'FCdzo'

Zeta functions

ask[-]:

ask[+]:

-(q^8*t^10 - 3*q^9*t^8 + 4*q^8*t^9 - 4*q^7*t^10 - q^6*t^11 - 9*q^9*t^7 + 33*q^8*t^8 - 38*q^7*t^9 + 20*q^6*t^10 - q^5*t^11 - 8*q^9*t^6 + 50*q^8*t^7 - 98*q^7*t^8 + 77*q^6*t^9 - 27*q^5*t^10 + 3*q^4*t^11 - q^9*t^5 + 23*q^8*t^6 - 55*q^7*t^7 + 46*q^6*t^8 + 13*q^5*t^9 - 27*q^4*t^10 + 9*q^3*t^11 - q^2*t^12 + 10*q^8*t^5 - 41*q^7*t^6 + 3*q^6*t^7 + 82*q^5*t^8 - 101*q^4*t^9 + 42*q^3*t^10 - 6*q^2*t^11 + 20*q^8*t^4 - 97*q^7*t^5 + 170*q^6*t^6 - 91*q^5*t^7 - 24*q^4*t^8 + 31*q^3*t^9 - 7*q^2*t^10 + 6*q^8*t^3 - 69*q^7*t^4 + 161*q^6*t^5 - 158*q^5*t^6 + 37*q^4*t^7 + 30*q^3*t^8 - 4*q^2*t^9 - 4*q^7*t^3 + 30*q^6*t^4 + 37*q^5*t^5 - 158*q^4*t^6 + 161*q^3*t^7 - 69*q^2*t^8 + 6*q*t^9 - 7*q^7*t^2 + 31*q^6*t^3 - 24*q^5*t^4 - 91*q^4*t^5 + 170*q^3*t^6 - 97*q^2*t^7 + 20*q*t^8 - 6*q^7*t + 42*q^6*t^2 - 101*q^5*t^3 + 82*q^4*t^4 + 3*q^3*t^5 - 41*q^2*t^6 + 10*q*t^7 - q^7 + 9*q^6*t - 27*q^5*t^2 + 13*q^4*t^3 + 46*q^3*t^4 - 55*q^2*t^5 + 23*q*t^6 - t^7 + 3*q^5*t - 27*q^4*t^2 + 77*q^3*t^3 - 98*q^2*t^4 + 50*q*t^5 - 8*t^6 - q^4*t + 20*q^3*t^2 - 38*q^2*t^3 + 33*q*t^4 - 9*t^5 - q^3*t - 4*q^2*t^2 + 4*q*t^3 - 3*t^4 + q*t^2)/((q*t^2 - 1)^3*(q - t)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0442] 'FClrw'

Zeta functions

ask[-]:

(3*q^5*t^2 - 2*q^4*t^3 - q^6 - q^5*t - 3*q^4*t^2 + q^3*t^3 + 6*q^4*t - 6*q^3*t^2 + 6*q^2*t^3 + q^3*t - 3*q^2*t^2 - q*t^3 - t^4 - 2*q^2*t + 3*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(3*q^17*t^13 + 7*q^16*t^14 + 16*q^15*t^15 + 8*q^14*t^16 + 3*q^13*t^17 - 3*q^18*t^11 - 10*q^17*t^12 - 25*q^16*t^13 - 46*q^15*t^14 - 123*q^14*t^15 - 100*q^13*t^16 - 55*q^12*t^17 - 8*q^11*t^18 + 5*q^18*t^10 - 7*q^17*t^11 + 47*q^15*t^13 + 175*q^14*t^14 + 400*q^13*t^15 + 442*q^12*t^16 + 347*q^11*t^17 + 104*q^10*t^18 + 3*q^9*t^19 + q^8*t^20 - q^19*t^8 + 15*q^18*t^9 + 44*q^17*t^10 + 103*q^16*t^11 + 177*q^15*t^12 + 373*q^14*t^13 - 190*q^13*t^14 - 836*q^12*t^15 - 1065*q^11*t^16 - 1013*q^10*t^17 - 494*q^9*t^18 - 67*q^8*t^19 - 7*q^7*t^20 + q^6*t^21 + q^19*t^7 - 22*q^18*t^8 + 20*q^17*t^9 - 154*q^16*t^10 - 599*q^15*t^11 - 852*q^14*t^12 - 1701*q^13*t^13 - 1051*q^12*t^14 + 669*q^11*t^15 + 1803*q^10*t^16 + 1754*q^9*t^17 + 1109*q^8*t^18 + 317*q^7*t^19 + 43*q^6*t^20 - 5*q^5*t^21 + 2*q^19*t^6 - 46*q^18*t^7 - 64*q^17*t^8 - 173*q^16*t^9 - 154*q^15*t^10 + 623*q^14*t^11 + 2678*q^13*t^12 + 4059*q^12*t^13 + 3676*q^11*t^14 + 1678*q^10*t^15 - 1534*q^9*t^16 - 2357*q^8*t^17 - 1428*q^7*t^18 - 599*q^6*t^19 - 152*q^5*t^20 + 7*q^4*t^21 + 2*q^20*t^4 - 6*q^19*t^5 + 61*q^18*t^6 - 71*q^17*t^7 + 569*q^16*t^8 + 1553*q^15*t^9 + 1034*q^14*t^10 + 1597*q^13*t^11 - 2622*q^12*t^12 - 7572*q^11*t^13 - 6878*q^10*t^14 - 4507*q^9*t^15 - 1010*q^8*t^16 + 2109*q^7*t^17 + 1467*q^6*t^18 + 561*q^5*t^19 + 237*q^4*t^20 + 8*q^3*t^21 - 33*q^19*t^4 + 156*q^18*t^5 - 89*q^17*t^6 + 210*q^16*t^7 - 244*q^15*t^8 - 4427*q^14*t^9 - 5405*q^13*t^10 - 4227*q^12*t^11 - 1760*q^11*t^12 + 6383*q^10*t^13 + 10491*q^9*t^14 + 6050*q^8*t^15 + 2682*q^7*t^16 - 307*q^6*t^17 - 1157*q^5*t^18 - 465*q^4*t^19 - 133*q^3*t^20 - 29*q^2*t^21 + 4*q^20*t^2 - 7*q^19*t^3 + 86*q^18*t^4 - 233*q^17*t^5 - 1095*q^16*t^6 - 818*q^15*t^7 - 103*q^14*t^8 + 3357*q^13*t^9 + 11928*q^12*t^10 + 10583*q^11*t^11 + 4355*q^10*t^12 - 45*q^9*t^13 - 7663*q^8*t^14 - 7762*q^7*t^15 - 2220*q^6*t^16 - 419*q^5*t^17 + 191*q^4*t^18 + 392*q^3*t^19 + 38*q^2*t^20 + 12*q*t^21 + t^22 - 24*q^19*t^2 - 107*q^18*t^3 + 84*q^17*t^4 + 7*q^16*t^5 + 2360*q^15*t^6 + 4963*q^14*t^7 + 986*q^13*t^8 - 1335*q^12*t^9 - 9082*q^11*t^10 - 16868*q^10*t^11 - 9082*q^9*t^12 - 1335*q^8*t^13 + 986*q^7*t^14 + 4963*q^6*t^15 + 2360*q^5*t^16 + 7*q^4*t^17 + 84*q^3*t^18 - 107*q^2*t^19 - 24*q*t^20 + q^20 + 12*q^19*t + 38*q^18*t^2 + 392*q^17*t^3 + 191*q^16*t^4 - 419*q^15*t^5 - 2220*q^14*t^6 - 7762*q^13*t^7 - 7663*q^12*t^8 - 45*q^11*t^9 + 4355*q^10*t^10 + 10583*q^9*t^11 + 11928*q^8*t^12 + 3357*q^7*t^13 - 103*q^6*t^14 - 818*q^5*t^15 - 1095*q^4*t^16 - 233*q^3*t^17 + 86*q^2*t^18 - 7*q*t^19 + 4*t^20 - 29*q^18*t - 133*q^17*t^2 - 465*q^16*t^3 - 1157*q^15*t^4 - 307*q^14*t^5 + 2682*q^13*t^6 + 6050*q^12*t^7 + 10491*q^11*t^8 + 6383*q^10*t^9 - 1760*q^9*t^10 - 4227*q^8*t^11 - 5405*q^7*t^12 - 4427*q^6*t^13 - 244*q^5*t^14 + 210*q^4*t^15 - 89*q^3*t^16 + 156*q^2*t^17 - 33*q*t^18 + 8*q^17*t + 237*q^16*t^2 + 561*q^15*t^3 + 1467*q^14*t^4 + 2109*q^13*t^5 - 1010*q^12*t^6 - 4507*q^11*t^7 - 6878*q^10*t^8 - 7572*q^9*t^9 - 2622*q^8*t^10 + 1597*q^7*t^11 + 1034*q^6*t^12 + 1553*q^5*t^13 + 569*q^4*t^14 - 71*q^3*t^15 + 61*q^2*t^16 - 6*q*t^17 + 2*t^18 + 7*q^16*t - 152*q^15*t^2 - 599*q^14*t^3 - 1428*q^13*t^4 - 2357*q^12*t^5 - 1534*q^11*t^6 + 1678*q^10*t^7 + 3676*q^9*t^8 + 4059*q^8*t^9 + 2678*q^7*t^10 + 623*q^6*t^11 - 154*q^5*t^12 - 173*q^4*t^13 - 64*q^3*t^14 - 46*q^2*t^15 + 2*q*t^16 - 5*q^15*t + 43*q^14*t^2 + 317*q^13*t^3 + 1109*q^12*t^4 + 1754*q^11*t^5 + 1803*q^10*t^6 + 669*q^9*t^7 - 1051*q^8*t^8 - 1701*q^7*t^9 - 852*q^6*t^10 - 599*q^5*t^11 - 154*q^4*t^12 + 20*q^3*t^13 - 22*q^2*t^14 + q*t^15 + q^14*t - 7*q^13*t^2 - 67*q^12*t^3 - 494*q^11*t^4 - 1013*q^10*t^5 - 1065*q^9*t^6 - 836*q^8*t^7 - 190*q^7*t^8 + 373*q^6*t^9 + 177*q^5*t^10 + 103*q^4*t^11 + 44*q^3*t^12 + 15*q^2*t^13 - q*t^14 + q^12*t^2 + 3*q^11*t^3 + 104*q^10*t^4 + 347*q^9*t^5 + 442*q^8*t^6 + 400*q^7*t^7 + 175*q^6*t^8 + 47*q^5*t^9 - 7*q^3*t^11 + 5*q^2*t^12 - 8*q^9*t^4 - 55*q^8*t^5 - 100*q^7*t^6 - 123*q^6*t^7 - 46*q^5*t^8 - 25*q^4*t^9 - 10*q^3*t^10 - 3*q^2*t^11 + 3*q^7*t^5 + 8*q^6*t^6 + 16*q^5*t^7 + 7*q^4*t^8 + 3*q^3*t^9)/((q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0443] 'FCxzw'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^10*t^9 - 2*q^11*t^7 + 2*q^10*t^8 - 2*q^9*t^9 - 4*q^8*t^10 - 6*q^7*t^11 + q^13*t^4 - 2*q^12*t^5 + 2*q^11*t^6 - 17*q^10*t^7 - 2*q^9*t^8 + 10*q^8*t^9 + 6*q^7*t^10 + 23*q^6*t^11 + 3*q^5*t^12 - 11*q^12*t^4 + 35*q^11*t^5 - 12*q^10*t^6 + 34*q^9*t^7 + 41*q^8*t^8 - 43*q^7*t^9 - 22*q^6*t^10 - 16*q^5*t^11 - 10*q^4*t^12 + 3*q^13*t^2 - 5*q^12*t^3 + 31*q^11*t^4 - 38*q^10*t^5 - 71*q^9*t^6 + 39*q^8*t^7 - 52*q^7*t^8 - 20*q^6*t^9 + 74*q^5*t^10 - 20*q^4*t^11 + 5*q^3*t^12 - 14*q^12*t^2 - 24*q^11*t^3 + 39*q^10*t^4 - 87*q^9*t^5 + 102*q^8*t^6 + 50*q^7*t^7 - 87*q^6*t^8 + 85*q^5*t^9 - 10*q^4*t^10 + 4*q^3*t^11 + 14*q^2*t^12 + q^13 + 7*q^12*t + 2*q^11*t^2 + 83*q^10*t^3 - 57*q^9*t^4 + 3*q^8*t^5 + 119*q^7*t^6 - 119*q^6*t^7 - 3*q^5*t^8 + 57*q^4*t^9 - 83*q^3*t^10 - 2*q^2*t^11 - 7*q*t^12 - t^13 - 14*q^11*t - 4*q^10*t^2 + 10*q^9*t^3 - 85*q^8*t^4 + 87*q^7*t^5 - 50*q^6*t^6 - 102*q^5*t^7 + 87*q^4*t^8 - 39*q^3*t^9 + 24*q^2*t^10 + 14*q*t^11 - 5*q^10*t + 20*q^9*t^2 - 74*q^8*t^3 + 20*q^7*t^4 + 52*q^6*t^5 - 39*q^5*t^6 + 71*q^4*t^7 + 38*q^3*t^8 - 31*q^2*t^9 + 5*q*t^10 - 3*t^11 + 10*q^9*t + 16*q^8*t^2 + 22*q^7*t^3 + 43*q^6*t^4 - 41*q^5*t^5 - 34*q^4*t^6 + 12*q^3*t^7 - 35*q^2*t^8 + 11*q*t^9 - 3*q^8*t - 23*q^7*t^2 - 6*q^6*t^3 - 10*q^5*t^4 + 2*q^4*t^5 + 17*q^3*t^6 - 2*q^2*t^7 + 2*q*t^8 - t^9 + 6*q^6*t^2 + 4*q^5*t^3 + 2*q^4*t^4 - 2*q^3*t^5 + 2*q^2*t^6 - 2*q^3*t^4)/((q^2 - t)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0444] 'FDO~W'

Zeta functions

ask[-]:

ask[+]:

(q^14*t^16 + 2*q^17*t^12 - q^16*t^13 - 6*q^15*t^14 + 4*q^14*t^15 - 2*q^13*t^16 - 7*q^12*t^17 - q^11*t^18 + q^18*t^10 - 12*q^16*t^12 - 14*q^15*t^13 + 31*q^14*t^14 + 18*q^13*t^15 - 19*q^12*t^16 + 21*q^11*t^17 + 21*q^10*t^18 + 3*q^9*t^19 + q^8*t^20 - 2*q^18*t^9 - 15*q^17*t^10 + 29*q^16*t^11 + 58*q^15*t^12 + 22*q^14*t^13 - 124*q^12*t^15 - 10*q^11*t^16 + 45*q^10*t^17 - 74*q^9*t^18 - 43*q^8*t^19 - 8*q^7*t^20 + q^6*t^21 - 6*q^17*t^9 + 83*q^16*t^10 - 23*q^15*t^11 - 378*q^14*t^12 - 34*q^13*t^13 + 117*q^12*t^14 + 22*q^11*t^15 + 175*q^10*t^16 - 62*q^9*t^17 + 28*q^8*t^18 + 163*q^7*t^19 + 35*q^6*t^20 - 4*q^5*t^21 - q^19*t^6 + 12*q^18*t^7 - 22*q^17*t^8 - 40*q^16*t^9 - 164*q^15*t^10 - 17*q^14*t^11 + 582*q^13*t^12 + 788*q^12*t^13 - 402*q^11*t^14 - 226*q^10*t^15 + 140*q^9*t^16 - 224*q^8*t^17 - 10*q^7*t^18 - 192*q^6*t^19 - 95*q^5*t^20 + 3*q^4*t^21 - q^19*t^5 + 33*q^18*t^6 - 43*q^17*t^7 + 188*q^16*t^8 - 154*q^15*t^9 + 961*q^14*t^10 - 370*q^13*t^11 - 1064*q^12*t^12 - 754*q^11*t^13 - 829*q^10*t^14 + 1053*q^9*t^15 - 27*q^8*t^16 - 101*q^7*t^17 + 380*q^6*t^18 + 77*q^5*t^19 + 106*q^4*t^20 + 13*q^3*t^21 - 7*q^19*t^4 + 10*q^18*t^5 - 297*q^17*t^6 + 488*q^16*t^7 - 1168*q^15*t^8 + 715*q^14*t^9 - 496*q^13*t^10 - 2277*q^12*t^11 + 4038*q^11*t^12 + 445*q^10*t^13 - 28*q^9*t^14 + 718*q^8*t^15 - 1445*q^7*t^16 + 361*q^6*t^17 - 235*q^5*t^18 - 215*q^4*t^19 - 6*q^3*t^20 - 29*q^2*t^21 - 3*q^19*t^3 + 93*q^18*t^4 - 241*q^17*t^5 + 1234*q^16*t^6 - 1016*q^15*t^7 + 168*q^14*t^8 + 2867*q^13*t^9 - 4355*q^12*t^10 + 4227*q^11*t^11 - 157*q^10*t^12 - 6417*q^9*t^13 + 3361*q^8*t^14 - 564*q^7*t^15 - 141*q^6*t^16 + 1042*q^5*t^17 - 233*q^4*t^18 + 186*q^3*t^19 + 19*q^2*t^20 + 7*q*t^21 + t^22 - 7*q^19*t^2 + 53*q^18*t^3 - 388*q^17*t^4 + 482*q^16*t^5 - 945*q^15*t^6 - 2051*q^14*t^7 + 5028*q^13*t^8 - 4756*q^12*t^9 + 184*q^11*t^10 + 5379*q^10*t^11 - 7780*q^9*t^12 + 5149*q^8*t^13 + 2280*q^7*t^14 - 4023*q^6*t^15 + 1443*q^5*t^16 - 657*q^4*t^17 - 283*q^3*t^18 + 71*q^2*t^19 - 38*q*t^20 + t^21 - q^19*t + 38*q^18*t^2 - 71*q^17*t^3 + 283*q^16*t^4 + 657*q^15*t^5 - 1443*q^14*t^6 + 4023*q^13*t^7 - 2280*q^12*t^8 - 5149*q^11*t^9 + 7780*q^10*t^10 - 5379*q^9*t^11 - 184*q^8*t^12 + 4756*q^7*t^13 - 5028*q^6*t^14 + 2051*q^5*t^15 + 945*q^4*t^16 - 482*q^3*t^17 + 388*q^2*t^18 - 53*q*t^19 + 7*t^20 - q^19 - 7*q^18*t - 19*q^17*t^2 - 186*q^16*t^3 + 233*q^15*t^4 - 1042*q^14*t^5 + 141*q^13*t^6 + 564*q^12*t^7 - 3361*q^11*t^8 + 6417*q^10*t^9 + 157*q^9*t^10 - 4227*q^8*t^11 + 4355*q^7*t^12 - 2867*q^6*t^13 - 168*q^5*t^14 + 1016*q^4*t^15 - 1234*q^3*t^16 + 241*q^2*t^17 - 93*q*t^18 + 3*t^19 + 29*q^17*t + 6*q^16*t^2 + 215*q^15*t^3 + 235*q^14*t^4 - 361*q^13*t^5 + 1445*q^12*t^6 - 718*q^11*t^7 + 28*q^10*t^8 - 445*q^9*t^9 - 4038*q^8*t^10 + 2277*q^7*t^11 + 496*q^6*t^12 - 715*q^5*t^13 + 1168*q^4*t^14 - 488*q^3*t^15 + 297*q^2*t^16 - 10*q*t^17 + 7*t^18 - 13*q^16*t - 106*q^15*t^2 - 77*q^14*t^3 - 380*q^13*t^4 + 101*q^12*t^5 + 27*q^11*t^6 - 1053*q^10*t^7 + 829*q^9*t^8 + 754*q^8*t^9 + 1064*q^7*t^10 + 370*q^6*t^11 - 961*q^5*t^12 + 154*q^4*t^13 - 188*q^3*t^14 + 43*q^2*t^15 - 33*q*t^16 + t^17 - 3*q^15*t + 95*q^14*t^2 + 192*q^13*t^3 + 10*q^12*t^4 + 224*q^11*t^5 - 140*q^10*t^6 + 226*q^9*t^7 + 402*q^8*t^8 - 788*q^7*t^9 - 582*q^6*t^10 + 17*q^5*t^11 + 164*q^4*t^12 + 40*q^3*t^13 + 22*q^2*t^14 - 12*q*t^15 + t^16 + 4*q^14*t - 35*q^13*t^2 - 163*q^12*t^3 - 28*q^11*t^4 + 62*q^10*t^5 - 175*q^9*t^6 - 22*q^8*t^7 - 117*q^7*t^8 + 34*q^6*t^9 + 378*q^5*t^10 + 23*q^4*t^11 - 83*q^3*t^12 + 6*q^2*t^13 - q^13*t + 8*q^12*t^2 + 43*q^11*t^3 + 74*q^10*t^4 - 45*q^9*t^5 + 10*q^8*t^6 + 124*q^7*t^7 - 22*q^5*t^9 - 58*q^4*t^10 - 29*q^3*t^11 + 15*q^2*t^12 + 2*q*t^13 - q^11*t^2 - 3*q^10*t^3 - 21*q^9*t^4 - 21*q^8*t^5 + 19*q^7*t^6 - 18*q^6*t^7 - 31*q^5*t^8 + 14*q^4*t^9 + 12*q^3*t^10 - q*t^12 + q^8*t^4 + 7*q^7*t^5 + 2*q^6*t^6 - 4*q^5*t^7 + 6*q^4*t^8 + q^3*t^9 - 2*q^2*t^10 - q^5*t^6)/((q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^2*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 6], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0445] 'FDPlw'

Zeta functions

ask[-]:

ask[+]:

(q^20*t^18 + 4*q^19*t^19 + 10*q^18*t^20 + 7*q^17*t^21 + 4*q^16*t^22 - q^22*t^15 - 3*q^21*t^16 - 8*q^20*t^17 - 35*q^19*t^18 - 57*q^18*t^19 - 88*q^17*t^20 - 81*q^16*t^21 - 68*q^15*t^22 - 19*q^14*t^23 - 4*q^13*t^24 + q^23*t^13 - 2*q^22*t^14 + 16*q^21*t^15 + 64*q^20*t^16 + 44*q^19*t^17 + 132*q^18*t^18 + 390*q^17*t^19 + 519*q^16*t^20 + 422*q^15*t^21 + 393*q^14*t^22 + 205*q^13*t^23 + 66*q^12*t^24 + 11*q^11*t^25 + q^10*t^26 + q^24*t^11 + 4*q^23*t^12 - 15*q^22*t^13 - 19*q^21*t^14 + 72*q^20*t^15 - 52*q^19*t^16 - 316*q^18*t^17 - 301*q^17*t^18 - 1030*q^16*t^19 - 1882*q^15*t^20 - 1744*q^14*t^21 - 1341*q^13*t^22 - 843*q^12*t^23 - 398*q^11*t^24 - 129*q^10*t^25 - 15*q^9*t^26 - q^24*t^10 - 5*q^23*t^11 + 12*q^22*t^12 - 148*q^21*t^13 - 264*q^20*t^14 - 249*q^19*t^15 - 778*q^18*t^16 - 282*q^17*t^17 + 670*q^16*t^18 + 1888*q^15*t^19 + 3543*q^14*t^20 + 4600*q^13*t^21 + 3689*q^12*t^22 + 2234*q^11*t^23 + 1159*q^10*t^24 + 523*q^9*t^25 + 121*q^8*t^26 + 8*q^7*t^27 - 2*q^6*t^28 - 6*q^24*t^9 - 27*q^23*t^10 + 162*q^22*t^11 + 156*q^21*t^12 + 104*q^20*t^13 + 1775*q^19*t^14 + 2535*q^18*t^15 + 2129*q^17*t^16 + 3561*q^16*t^17 + 2433*q^15*t^18 - 2164*q^14*t^19 - 4607*q^13*t^20 - 6844*q^12*t^21 - 7050*q^11*t^22 - 4766*q^10*t^23 - 2279*q^9*t^24 - 1046*q^8*t^25 - 392*q^7*t^26 - 62*q^6*t^27 + 8*q^5*t^28 + 7*q^24*t^8 - 4*q^23*t^9 + 9*q^22*t^10 + 268*q^21*t^11 - 696*q^20*t^12 - 859*q^19*t^13 - 1538*q^18*t^14 - 7939*q^17*t^15 - 8780*q^16*t^16 - 8057*q^15*t^17 - 10477*q^14*t^18 - 5100*q^13*t^19 + 3075*q^12*t^20 + 7091*q^11*t^21 + 8278*q^10*t^22 + 6861*q^9*t^23 + 3788*q^8*t^24 + 1407*q^7*t^25 + 556*q^6*t^26 + 183*q^5*t^27 - 7*q^4*t^28 + 16*q^24*t^7 + 57*q^23*t^8 - 532*q^22*t^9 - 90*q^21*t^10 - 768*q^20*t^11 - 3144*q^19*t^12 + 707*q^18*t^13 + 2286*q^17*t^14 + 6530*q^16*t^15 + 17739*q^15*t^16 + 20937*q^14*t^17 + 18178*q^13*t^18 + 17061*q^12*t^19 + 7814*q^11*t^20 - 3114*q^10*t^21 - 7425*q^9*t^22 - 6007*q^8*t^23 - 4173*q^7*t^24 - 1762*q^6*t^25 - 425*q^5*t^26 - 220*q^4*t^27 - 17*q^3*t^28 - 14*q^24*t^6 + 61*q^23*t^7 - 142*q^22*t^8 + 467*q^21*t^9 + 3415*q^20*t^10 + 2483*q^19*t^11 + 6844*q^18*t^12 + 13944*q^17*t^13 + 1755*q^16*t^14 - 6002*q^15*t^15 - 10419*q^14*t^16 - 29057*q^13*t^17 - 32692*q^12*t^18 - 24377*q^11*t^19 - 18147*q^10*t^20 - 8234*q^9*t^21 + 3465*q^8*t^22 + 4757*q^7*t^23 + 2365*q^6*t^24 + 1470*q^5*t^25 + 433*q^4*t^26 + 70*q^3*t^27 + 39*q^2*t^28 - 2*q^25*t^4 - 22*q^24*t^5 - 106*q^23*t^6 + 780*q^22*t^7 - 820*q^21*t^8 + 809*q^20*t^9 - 2340*q^19*t^10 - 14287*q^18*t^11 - 10905*q^17*t^12 - 23400*q^16*t^13 - 31065*q^15*t^14 - 5764*q^14*t^15 + 6235*q^13*t^16 + 12622*q^12*t^17 + 31815*q^11*t^18 + 34068*q^10*t^19 + 20908*q^9*t^20 + 11998*q^8*t^21 + 4606*q^7*t^22 - 2649*q^6*t^23 - 1764*q^5*t^24 - 236*q^4*t^25 - 400*q^3*t^26 - 10*q^2*t^27 - 14*q*t^28 - t^29 + 60*q^24*t^4 - 202*q^23*t^5 + 843*q^22*t^6 - 2484*q^21*t^7 - 3226*q^20*t^8 + 1477*q^19*t^9 - 5164*q^18*t^10 + 10221*q^17*t^11 + 30722*q^16*t^12 + 27667*q^15*t^13 + 40067*q^14*t^14 + 43844*q^13*t^15 + 13652*q^12*t^16 - 6344*q^11*t^17 - 11031*q^10*t^18 - 20974*q^9*t^19 - 25066*q^8*t^20 - 10081*q^7*t^21 - 3754*q^6*t^22 - 1234*q^5*t^23 + 1252*q^4*t^24 + 127*q^3*t^25 + 47*q^2*t^26 + 25*q*t^27 - 4*q^25*t^2 + 32*q^24*t^3 - 282*q^23*t^4 + 233*q^22*t^5 + 126*q^21*t^6 + 1370*q^20*t^7 + 11391*q^19*t^8 + 9389*q^18*t^9 + 3411*q^17*t^10 + 8138*q^16*t^11 - 17248*q^15*t^12 - 43959*q^14*t^13 - 41549*q^13*t^14 - 41549*q^12*t^15 - 43959*q^11*t^16 - 17248*q^10*t^17 + 8138*q^9*t^18 + 3411*q^8*t^19 + 9389*q^7*t^20 + 11391*q^6*t^21 + 1370*q^5*t^22 + 126*q^4*t^23 + 233*q^3*t^24 - 282*q^2*t^25 + 32*q*t^26 - 4*t^27 + 25*q^24*t^2 + 47*q^23*t^3 + 127*q^22*t^4 + 1252*q^21*t^5 - 1234*q^20*t^6 - 3754*q^19*t^7 - 10081*q^18*t^8 - 25066*q^17*t^9 - 20974*q^16*t^10 - 11031*q^15*t^11 - 6344*q^14*t^12 + 13652*q^13*t^13 + 43844*q^12*t^14 + 40067*q^11*t^15 + 27667*q^10*t^16 + 30722*q^9*t^17 + 10221*q^8*t^18 - 5164*q^7*t^19 + 1477*q^6*t^20 - 3226*q^5*t^21 - 2484*q^4*t^22 + 843*q^3*t^23 - 202*q^2*t^24 + 60*q*t^25 - q^25 - 14*q^24*t - 10*q^23*t^2 - 400*q^22*t^3 - 236*q^21*t^4 - 1764*q^20*t^5 - 2649*q^19*t^6 + 4606*q^18*t^7 + 11998*q^17*t^8 + 20908*q^16*t^9 + 34068*q^15*t^10 + 31815*q^14*t^11 + 12622*q^13*t^12 + 6235*q^12*t^13 - 5764*q^11*t^14 - 31065*q^10*t^15 - 23400*q^9*t^16 - 10905*q^8*t^17 - 14287*q^7*t^18 - 2340*q^6*t^19 + 809*q^5*t^20 - 820*q^4*t^21 + 780*q^3*t^22 - 106*q^2*t^23 - 22*q*t^24 - 2*t^25 + 39*q^23*t + 70*q^22*t^2 + 433*q^21*t^3 + 1470*q^20*t^4 + 2365*q^19*t^5 + 4757*q^18*t^6 + 3465*q^17*t^7 - 8234*q^16*t^8 - 18147*q^15*t^9 - 24377*q^14*t^10 - 32692*q^13*t^11 - 29057*q^12*t^12 - 10419*q^11*t^13 - 6002*q^10*t^14 + 1755*q^9*t^15 + 13944*q^8*t^16 + 6844*q^7*t^17 + 2483*q^6*t^18 + 3415*q^5*t^19 + 467*q^4*t^20 - 142*q^3*t^21 + 61*q^2*t^22 - 14*q*t^23 - 17*q^22*t - 220*q^21*t^2 - 425*q^20*t^3 - 1762*q^19*t^4 - 4173*q^18*t^5 - 6007*q^17*t^6 - 7425*q^16*t^7 - 3114*q^15*t^8 + 7814*q^14*t^9 + 17061*q^13*t^10 + 18178*q^12*t^11 + 20937*q^11*t^12 + 17739*q^10*t^13 + 6530*q^9*t^14 + 2286*q^8*t^15 + 707*q^7*t^16 - 3144*q^6*t^17 - 768*q^5*t^18 - 90*q^4*t^19 - 532*q^3*t^20 + 57*q^2*t^21 + 16*q*t^22 - 7*q^21*t + 183*q^20*t^2 + 556*q^19*t^3 + 1407*q^18*t^4 + 3788*q^17*t^5 + 6861*q^16*t^6 + 8278*q^15*t^7 + 7091*q^14*t^8 + 3075*q^13*t^9 - 5100*q^12*t^10 - 10477*q^11*t^11 - 8057*q^10*t^12 - 8780*q^9*t^13 - 7939*q^8*t^14 - 1538*q^7*t^15 - 859*q^6*t^16 - 696*q^5*t^17 + 268*q^4*t^18 + 9*q^3*t^19 - 4*q^2*t^20 + 7*q*t^21 + 8*q^20*t - 62*q^19*t^2 - 392*q^18*t^3 - 1046*q^17*t^4 - 2279*q^16*t^5 - 4766*q^15*t^6 - 7050*q^14*t^7 - 6844*q^13*t^8 - 4607*q^12*t^9 - 2164*q^11*t^10 + 2433*q^10*t^11 + 3561*q^9*t^12 + 2129*q^8*t^13 + 2535*q^7*t^14 + 1775*q^6*t^15 + 104*q^5*t^16 + 156*q^4*t^17 + 162*q^3*t^18 - 27*q^2*t^19 - 6*q*t^20 - 2*q^19*t + 8*q^18*t^2 + 121*q^17*t^3 + 523*q^16*t^4 + 1159*q^15*t^5 + 2234*q^14*t^6 + 3689*q^13*t^7 + 4600*q^12*t^8 + 3543*q^11*t^9 + 1888*q^10*t^10 + 670*q^9*t^11 - 282*q^8*t^12 - 778*q^7*t^13 - 249*q^6*t^14 - 264*q^5*t^15 - 148*q^4*t^16 + 12*q^3*t^17 - 5*q^2*t^18 - q*t^19 - 15*q^16*t^3 - 129*q^15*t^4 - 398*q^14*t^5 - 843*q^13*t^6 - 1341*q^12*t^7 - 1744*q^11*t^8 - 1882*q^10*t^9 - 1030*q^9*t^10 - 301*q^8*t^11 - 316*q^7*t^12 - 52*q^6*t^13 + 72*q^5*t^14 - 19*q^4*t^15 - 15*q^3*t^16 + 4*q^2*t^17 + q*t^18 + q^15*t^3 + 11*q^14*t^4 + 66*q^13*t^5 + 205*q^12*t^6 + 393*q^11*t^7 + 422*q^10*t^8 + 519*q^9*t^9 + 390*q^8*t^10 + 132*q^7*t^11 + 44*q^6*t^12 + 64*q^5*t^13 + 16*q^4*t^14 - 2*q^3*t^15 + q^2*t^16 - 4*q^12*t^5 - 19*q^11*t^6 - 68*q^10*t^7 - 81*q^9*t^8 - 88*q^8*t^9 - 57*q^7*t^10 - 35*q^6*t^11 - 8*q^5*t^12 - 3*q^4*t^13 - q^3*t^14 + 4*q^9*t^7 + 7*q^8*t^8 + 10*q^7*t^9 + 4*q^6*t^10 + q^5*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0446] 'FDUbW'

Zeta functions

ask[-]:

(q^7*t^6 - 2*q^8*t^4 - 2*q^7*t^5 - q^6*t^6 - 2*q^5*t^7 + 10*q^8*t^3 - 11*q^7*t^4 + 23*q^6*t^5 - 9*q^5*t^6 + 7*q^4*t^7 - 15*q^8*t^2 + 20*q^7*t^3 - 35*q^6*t^4 + 13*q^5*t^5 - 10*q^4*t^6 - q^3*t^7 + q^9 + 24*q^7*t^2 - 52*q^6*t^3 + 83*q^5*t^4 - 68*q^4*t^5 + 38*q^3*t^6 - 12*q^2*t^7 - 12*q^7*t + 38*q^6*t^2 - 68*q^5*t^3 + 83*q^4*t^4 - 52*q^3*t^5 + 24*q^2*t^6 + t^8 - q^6*t - 10*q^5*t^2 + 13*q^4*t^3 - 35*q^3*t^4 + 20*q^2*t^5 - 15*q*t^6 + 7*q^5*t - 9*q^4*t^2 + 23*q^3*t^3 - 11*q^2*t^4 + 10*q*t^5 - 2*q^4*t - q^3*t^2 - 2*q^2*t^3 - 2*q*t^4 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^5)

ask[+]:

(q^14*t^13 + 2*q^13*t^14 - q^15*t^11 - 5*q^14*t^12 - 7*q^13*t^13 - 12*q^12*t^14 - 14*q^11*t^15 + 3*q^10*t^16 + 4*q^15*t^10 + 6*q^14*t^11 - 2*q^13*t^12 + 80*q^12*t^13 + 24*q^11*t^14 + 79*q^10*t^15 - q^8*t^17 - q^7*t^18 - 4*q^15*t^9 + 32*q^14*t^10 - 58*q^13*t^11 + 83*q^12*t^12 - 236*q^11*t^13 - 167*q^10*t^14 - 139*q^9*t^15 - 70*q^8*t^16 + q^7*t^17 + 6*q^6*t^18 - 18*q^15*t^8 - 15*q^14*t^9 + 14*q^13*t^10 - 443*q^12*t^11 + 473*q^11*t^12 - 270*q^10*t^13 + 844*q^9*t^14 + 107*q^8*t^15 + 196*q^7*t^16 + 27*q^6*t^17 - 15*q^5*t^18 + 5*q^16*t^6 + 33*q^15*t^7 - 196*q^14*t^8 + 656*q^13*t^9 - 748*q^12*t^10 + 1887*q^11*t^11 - 772*q^10*t^12 + 91*q^9*t^13 - 578*q^8*t^14 - 691*q^7*t^15 - 107*q^6*t^16 - 100*q^5*t^17 + 16*q^4*t^18 - 3*q^17*t^4 + 4*q^16*t^5 - 22*q^15*t^6 + 153*q^14*t^7 - 119*q^13*t^8 + 452*q^12*t^9 - 2129*q^11*t^10 + 922*q^10*t^11 - 3552*q^9*t^12 + 2680*q^8*t^13 - 918*q^7*t^14 + 1224*q^6*t^15 + 142*q^5*t^16 + 67*q^4*t^17 + 7*q^3*t^18 - 2*q^17*t^3 + 63*q^16*t^4 - 334*q^15*t^5 + 1169*q^14*t^6 - 3427*q^13*t^7 + 4854*q^12*t^8 - 6655*q^11*t^9 + 7621*q^10*t^10 - 2296*q^9*t^11 + 3306*q^8*t^12 + 93*q^7*t^13 - 1247*q^6*t^14 + 274*q^5*t^15 - 668*q^4*t^16 + 87*q^3*t^17 - 30*q^2*t^18 - 6*q^17*t^2 + 61*q^16*t^3 - 523*q^15*t^4 + 1748*q^14*t^5 - 3822*q^13*t^6 + 7056*q^12*t^7 - 4248*q^11*t^8 + 1016*q^10*t^9 + 3976*q^9*t^10 - 10932*q^8*t^11 + 5922*q^7*t^12 - 5003*q^6*t^13 + 2188*q^5*t^14 - 312*q^4*t^15 + 294*q^3*t^16 + 5*q^2*t^17 + 5*q*t^18 + t^19 - q^17*t + 41*q^16*t^2 - 148*q^15*t^3 + 875*q^14*t^4 - 1414*q^13*t^5 + 631*q^12*t^6 + 1066*q^11*t^7 - 11266*q^10*t^8 + 14178*q^9*t^9 - 14178*q^8*t^10 + 11266*q^7*t^11 - 1066*q^6*t^12 - 631*q^5*t^13 + 1414*q^4*t^14 - 875*q^3*t^15 + 148*q^2*t^16 - 41*q*t^17 + t^18 - q^17 - 5*q^16*t - 5*q^15*t^2 - 294*q^14*t^3 + 312*q^13*t^4 - 2188*q^12*t^5 + 5003*q^11*t^6 - 5922*q^10*t^7 + 10932*q^9*t^8 - 3976*q^8*t^9 - 1016*q^7*t^10 + 4248*q^6*t^11 - 7056*q^5*t^12 + 3822*q^4*t^13 - 1748*q^3*t^14 + 523*q^2*t^15 - 61*q*t^16 + 6*t^17 + 30*q^15*t - 87*q^14*t^2 + 668*q^13*t^3 - 274*q^12*t^4 + 1247*q^11*t^5 - 93*q^10*t^6 - 3306*q^9*t^7 + 2296*q^8*t^8 - 7621*q^7*t^9 + 6655*q^6*t^10 - 4854*q^5*t^11 + 3427*q^4*t^12 - 1169*q^3*t^13 + 334*q^2*t^14 - 63*q*t^15 + 2*t^16 - 7*q^14*t - 67*q^13*t^2 - 142*q^12*t^3 - 1224*q^11*t^4 + 918*q^10*t^5 - 2680*q^9*t^6 + 3552*q^8*t^7 - 922*q^7*t^8 + 2129*q^6*t^9 - 452*q^5*t^10 + 119*q^4*t^11 - 153*q^3*t^12 + 22*q^2*t^13 - 4*q*t^14 + 3*t^15 - 16*q^13*t + 100*q^12*t^2 + 107*q^11*t^3 + 691*q^10*t^4 + 578*q^9*t^5 - 91*q^8*t^6 + 772*q^7*t^7 - 1887*q^6*t^8 + 748*q^5*t^9 - 656*q^4*t^10 + 196*q^3*t^11 - 33*q^2*t^12 - 5*q*t^13 + 15*q^12*t - 27*q^11*t^2 - 196*q^10*t^3 - 107*q^9*t^4 - 844*q^8*t^5 + 270*q^7*t^6 - 473*q^6*t^7 + 443*q^5*t^8 - 14*q^4*t^9 + 15*q^3*t^10 + 18*q^2*t^11 - 6*q^11*t - q^10*t^2 + 70*q^9*t^3 + 139*q^8*t^4 + 167*q^7*t^5 + 236*q^6*t^6 - 83*q^5*t^7 + 58*q^4*t^8 - 32*q^3*t^9 + 4*q^2*t^10 + q^10*t + q^9*t^2 - 79*q^7*t^4 - 24*q^6*t^5 - 80*q^5*t^6 + 2*q^4*t^7 - 6*q^3*t^8 - 4*q^2*t^9 - 3*q^7*t^3 + 14*q^6*t^4 + 12*q^5*t^5 + 7*q^4*t^6 + 5*q^3*t^7 + q^2*t^8 - 2*q^4*t^5 - q^3*t^6)/((q^2 - t)^2*(t^2 - q)*(q - t)^5*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 5], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [4, 6], [5, 6]]

[0447] 'FDZJw'

Zeta functions

ask[-]:

(2*q^8*t^2 + 2*q^7*t^3 - q^9 - 3*q^8*t - 11*q^6*t^3 - q^5*t^4 + 8*q^7*t + 6*q^5*t^3 + 6*q^4*t^4 + 5*q^6*t - 15*q^5*t^2 + 15*q^4*t^3 - 5*q^3*t^4 - 6*q^5*t - 6*q^4*t^2 - 8*q^2*t^4 + q^4*t + 11*q^3*t^2 + 3*q*t^4 + t^5 - 2*q^2*t^2 - 2*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(q^22*t^12 + q^21*t^13 + 7*q^20*t^14 - 2*q^19*t^15 - 2*q^17*t^17 + q^24*t^9 - 9*q^22*t^11 - 30*q^21*t^12 + 25*q^20*t^13 - 44*q^19*t^14 - 23*q^18*t^15 - 15*q^17*t^16 + 21*q^16*t^17 + 7*q^15*t^18 + 2*q^14*t^19 - q^26*t^6 - 3*q^25*t^7 + 11*q^24*t^8 + 23*q^23*t^9 - 42*q^22*t^10 - 67*q^21*t^11 + 282*q^20*t^12 + 20*q^19*t^13 - 4*q^18*t^14 + 65*q^17*t^15 + 190*q^16*t^16 + 6*q^15*t^17 - 65*q^14*t^18 - 30*q^13*t^19 - 5*q^12*t^20 - 7*q^25*t^6 + 6*q^24*t^7 + 75*q^23*t^8 - 94*q^22*t^9 - 198*q^21*t^10 + 536*q^20*t^11 - 211*q^19*t^12 - 767*q^18*t^13 - 382*q^17*t^14 + 235*q^16*t^15 - 295*q^15*t^16 - 428*q^14*t^17 + 40*q^13*t^18 + 116*q^12*t^19 + 65*q^11*t^20 + 10*q^10*t^21 - q^9*t^22 + 4*q^26*t^4 - 59*q^24*t^6 + 91*q^23*t^7 - 54*q^22*t^8 - 458*q^21*t^9 + 346*q^20*t^10 + 119*q^19*t^11 - 884*q^18*t^12 + 401*q^17*t^13 + 2178*q^16*t^14 + 674*q^15*t^15 - 432*q^14*t^16 + 677*q^13*t^17 + 425*q^12*t^18 + 54*q^11*t^19 - 190*q^10*t^20 - 91*q^9*t^21 - q^7*t^23 + 3*q^26*t^3 + 26*q^25*t^4 - 102*q^24*t^5 + 71*q^23*t^6 + 348*q^22*t^7 - 203*q^21*t^8 - 12*q^20*t^9 + 1887*q^19*t^10 - 209*q^18*t^11 - 753*q^17*t^12 + 1361*q^16*t^13 - 999*q^15*t^14 - 3638*q^14*t^15 - 729*q^13*t^16 + 8*q^12*t^17 - 234*q^11*t^18 - 692*q^10*t^19 - 57*q^9*t^20 + 246*q^8*t^21 + 29*q^7*t^22 + 9*q^6*t^23 - 2*q^26*t^2 + 34*q^25*t^3 - 74*q^24*t^4 - 88*q^23*t^5 + 530*q^22*t^6 - 125*q^21*t^7 - 2031*q^20*t^8 + 1318*q^19*t^9 - 778*q^18*t^10 - 4314*q^17*t^11 - 83*q^16*t^12 + 1739*q^15*t^13 - 1220*q^14*t^14 + 1663*q^13*t^15 + 3501*q^12*t^16 + 1739*q^11*t^17 - 780*q^10*t^18 + 251*q^9*t^19 + 785*q^8*t^20 - 131*q^7*t^21 - 82*q^6*t^22 - 32*q^5*t^23 - q^27 - 9*q^26*t - 3*q^25*t^2 + 5*q^24*t^3 - 205*q^23*t^4 + 294*q^22*t^5 + 189*q^21*t^6 - 2259*q^20*t^7 + 1712*q^19*t^8 + 3510*q^18*t^9 - 1394*q^17*t^10 + 1433*q^16*t^11 + 6258*q^15*t^12 + 1246*q^14*t^13 - 2966*q^13*t^14 + 32*q^12*t^15 - 580*q^11*t^16 - 3595*q^10*t^17 - 1006*q^9*t^18 + 1010*q^8*t^19 - 594*q^7*t^20 - 293*q^6*t^21 + 20*q^5*t^22 + 56*q^4*t^23 + 6*q^25*t + 113*q^24*t^2 - 106*q^23*t^3 + 63*q^22*t^4 + 711*q^21*t^5 - 486*q^20*t^6 + 550*q^19*t^7 + 3212*q^18*t^8 - 2435*q^17*t^9 - 5591*q^16*t^10 + 49*q^15*t^11 - 38*q^14*t^12 - 7748*q^13*t^13 - 1800*q^12*t^14 + 3555*q^11*t^15 + 479*q^10*t^16 + 20*q^9*t^17 + 2172*q^8*t^18 + 62*q^7*t^19 - 274*q^6*t^20 + 229*q^5*t^21 + 148*q^4*t^22 - 41*q^3*t^23 + 41*q^24*t - 148*q^23*t^2 - 229*q^22*t^3 + 274*q^21*t^4 - 62*q^20*t^5 - 2172*q^19*t^6 - 20*q^18*t^7 - 479*q^17*t^8 - 3555*q^16*t^9 + 1800*q^15*t^10 + 7748*q^14*t^11 + 38*q^13*t^12 - 49*q^12*t^13 + 5591*q^11*t^14 + 2435*q^10*t^15 - 3212*q^9*t^16 - 550*q^8*t^17 + 486*q^7*t^18 - 711*q^6*t^19 - 63*q^5*t^20 + 106*q^4*t^21 - 113*q^3*t^22 - 6*q^2*t^23 - 56*q^23*t - 20*q^22*t^2 + 293*q^21*t^3 + 594*q^20*t^4 - 1010*q^19*t^5 + 1006*q^18*t^6 + 3595*q^17*t^7 + 580*q^16*t^8 - 32*q^15*t^9 + 2966*q^14*t^10 - 1246*q^13*t^11 - 6258*q^12*t^12 - 1433*q^11*t^13 + 1394*q^10*t^14 - 3510*q^9*t^15 - 1712*q^8*t^16 + 2259*q^7*t^17 - 189*q^6*t^18 - 294*q^5*t^19 + 205*q^4*t^20 - 5*q^3*t^21 + 3*q^2*t^22 + 9*q*t^23 + t^24 + 32*q^22*t + 82*q^21*t^2 + 131*q^20*t^3 - 785*q^19*t^4 - 251*q^18*t^5 + 780*q^17*t^6 - 1739*q^16*t^7 - 3501*q^15*t^8 - 1663*q^14*t^9 + 1220*q^13*t^10 - 1739*q^12*t^11 + 83*q^11*t^12 + 4314*q^10*t^13 + 778*q^9*t^14 - 1318*q^8*t^15 + 2031*q^7*t^16 + 125*q^6*t^17 - 530*q^5*t^18 + 88*q^4*t^19 + 74*q^3*t^20 - 34*q^2*t^21 + 2*q*t^22 - 9*q^21*t - 29*q^20*t^2 - 246*q^19*t^3 + 57*q^18*t^4 + 692*q^17*t^5 + 234*q^16*t^6 - 8*q^15*t^7 + 729*q^14*t^8 + 3638*q^13*t^9 + 999*q^12*t^10 - 1361*q^11*t^11 + 753*q^10*t^12 + 209*q^9*t^13 - 1887*q^8*t^14 + 12*q^7*t^15 + 203*q^6*t^16 - 348*q^5*t^17 - 71*q^4*t^18 + 102*q^3*t^19 - 26*q^2*t^20 - 3*q*t^21 + q^20*t + 91*q^18*t^3 + 190*q^17*t^4 - 54*q^16*t^5 - 425*q^15*t^6 - 677*q^14*t^7 + 432*q^13*t^8 - 674*q^12*t^9 - 2178*q^11*t^10 - 401*q^10*t^11 + 884*q^9*t^12 - 119*q^8*t^13 - 346*q^7*t^14 + 458*q^6*t^15 + 54*q^5*t^16 - 91*q^4*t^17 + 59*q^3*t^18 - 4*q*t^20 + q^18*t^2 - 10*q^17*t^3 - 65*q^16*t^4 - 116*q^15*t^5 - 40*q^14*t^6 + 428*q^13*t^7 + 295*q^12*t^8 - 235*q^11*t^9 + 382*q^10*t^10 + 767*q^9*t^11 + 211*q^8*t^12 - 536*q^7*t^13 + 198*q^6*t^14 + 94*q^5*t^15 - 75*q^4*t^16 - 6*q^3*t^17 + 7*q^2*t^18 + 5*q^15*t^4 + 30*q^14*t^5 + 65*q^13*t^6 - 6*q^12*t^7 - 190*q^11*t^8 - 65*q^10*t^9 + 4*q^9*t^10 - 20*q^8*t^11 - 282*q^7*t^12 + 67*q^6*t^13 + 42*q^5*t^14 - 23*q^4*t^15 - 11*q^3*t^16 + 3*q^2*t^17 + q*t^18 - 2*q^13*t^5 - 7*q^12*t^6 - 21*q^11*t^7 + 15*q^10*t^8 + 23*q^9*t^9 + 44*q^8*t^10 - 25*q^7*t^11 + 30*q^6*t^12 + 9*q^5*t^13 - q^3*t^15 + 2*q^10*t^7 + 2*q^8*t^9 - 7*q^7*t^10 - q^6*t^11 - q^5*t^12)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 5], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0448] 'FD`jw'

Zeta functions

ask[-]:

-(q^5*t^4 + q^7*t - 6*q^6*t^2 + 5*q^5*t^3 - 4*q^4*t^4 + q^7 + 5*q^5*t^2 - q^4*t^3 - 9*q^5*t + 15*q^4*t^2 - 15*q^3*t^3 + 9*q^2*t^4 + q^3*t^2 - 5*q^2*t^3 - t^5 + 4*q^3*t - 5*q^2*t^2 + 6*q*t^3 - t^4 - q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^17*t^11 + 5*q^16*t^12 + 12*q^15*t^13 + 10*q^14*t^14 + 5*q^13*t^15 - q^17*t^10 - 5*q^16*t^11 - 31*q^15*t^12 - 87*q^14*t^13 - 94*q^13*t^14 - 63*q^12*t^15 - 15*q^11*t^16 - q^10*t^17 - 5*q^17*t^9 - 24*q^16*t^10 - 47*q^15*t^11 + 48*q^14*t^12 + 247*q^13*t^13 + 367*q^12*t^14 + 323*q^11*t^15 + 129*q^10*t^16 + 16*q^9*t^17 + 2*q^8*t^18 - 2*q^19*t^6 + 4*q^18*t^7 + 11*q^17*t^8 + 5*q^16*t^9 + 154*q^15*t^10 + 467*q^14*t^11 + 282*q^13*t^12 - 267*q^12*t^13 - 770*q^11*t^14 - 865*q^10*t^15 - 484*q^9*t^16 - 106*q^8*t^17 - 13*q^7*t^18 - 3*q^19*t^5 + 31*q^18*t^6 - 41*q^17*t^7 + 2*q^16*t^8 + 198*q^15*t^9 - 410*q^14*t^10 - 1476*q^13*t^11 - 1653*q^12*t^12 - 730*q^11*t^13 + 872*q^10*t^14 + 1455*q^9*t^15 + 966*q^8*t^16 + 339*q^7*t^17 + 54*q^6*t^18 - 14*q^19*t^4 + 60*q^18*t^5 - 185*q^17*t^6 + 122*q^16*t^7 + 77*q^15*t^8 - 1664*q^14*t^9 - 49*q^13*t^10 + 3091*q^12*t^11 + 3732*q^11*t^12 + 3216*q^10*t^13 + 466*q^9*t^14 - 1749*q^8*t^15 - 1284*q^7*t^16 - 522*q^6*t^17 - 145*q^5*t^18 - 4*q^4*t^19 - 8*q^19*t^3 + 129*q^18*t^4 - 276*q^17*t^5 + 34*q^16*t^6 + 417*q^15*t^7 - 351*q^14*t^8 + 3851*q^13*t^9 + 4464*q^12*t^10 - 3652*q^11*t^11 - 6548*q^10*t^12 - 4943*q^9*t^13 - 2992*q^8*t^14 + 830*q^7*t^15 + 1503*q^6*t^16 + 478*q^5*t^17 + 179*q^4*t^18 + 21*q^3*t^19 - 11*q^19*t^2 + 37*q^18*t^3 - 262*q^17*t^4 + 111*q^16*t^5 + 1623*q^15*t^6 - 210*q^14*t^7 - 1797*q^13*t^8 - 4088*q^12*t^9 - 10196*q^11*t^10 - 2569*q^10*t^11 + 8837*q^9*t^12 + 6230*q^8*t^13 + 3046*q^7*t^14 + 1003*q^6*t^15 - 1117*q^5*t^16 - 545*q^4*t^17 - 57*q^3*t^18 - 35*q^2*t^19 - 2*q^19*t + 36*q^18*t^2 + 121*q^17*t^3 - 60*q^16*t^4 + 369*q^15*t^5 - 2701*q^14*t^6 - 4632*q^13*t^7 + 3541*q^12*t^8 + 7090*q^11*t^9 + 9328*q^10*t^10 + 9941*q^9*t^11 - 3371*q^8*t^12 - 8186*q^7*t^13 - 1929*q^6*t^14 - 670*q^5*t^15 + 26*q^4*t^16 + 513*q^3*t^17 + 13*q^2*t^18 + 10*q*t^19 + t^20 - q^19 - 10*q^18*t - 13*q^17*t^2 - 513*q^16*t^3 - 26*q^15*t^4 + 670*q^14*t^5 + 1929*q^13*t^6 + 8186*q^12*t^7 + 3371*q^11*t^8 - 9941*q^10*t^9 - 9328*q^9*t^10 - 7090*q^8*t^11 - 3541*q^7*t^12 + 4632*q^6*t^13 + 2701*q^5*t^14 - 369*q^4*t^15 + 60*q^3*t^16 - 121*q^2*t^17 - 36*q*t^18 + 2*t^19 + 35*q^17*t + 57*q^16*t^2 + 545*q^15*t^3 + 1117*q^14*t^4 - 1003*q^13*t^5 - 3046*q^12*t^6 - 6230*q^11*t^7 - 8837*q^10*t^8 + 2569*q^9*t^9 + 10196*q^8*t^10 + 4088*q^7*t^11 + 1797*q^6*t^12 + 210*q^5*t^13 - 1623*q^4*t^14 - 111*q^3*t^15 + 262*q^2*t^16 - 37*q*t^17 + 11*t^18 - 21*q^16*t - 179*q^15*t^2 - 478*q^14*t^3 - 1503*q^13*t^4 - 830*q^12*t^5 + 2992*q^11*t^6 + 4943*q^10*t^7 + 6548*q^9*t^8 + 3652*q^8*t^9 - 4464*q^7*t^10 - 3851*q^6*t^11 + 351*q^5*t^12 - 417*q^4*t^13 - 34*q^3*t^14 + 276*q^2*t^15 - 129*q*t^16 + 8*t^17 + 4*q^15*t + 145*q^14*t^2 + 522*q^13*t^3 + 1284*q^12*t^4 + 1749*q^11*t^5 - 466*q^10*t^6 - 3216*q^9*t^7 - 3732*q^8*t^8 - 3091*q^7*t^9 + 49*q^6*t^10 + 1664*q^5*t^11 - 77*q^4*t^12 - 122*q^3*t^13 + 185*q^2*t^14 - 60*q*t^15 + 14*t^16 - 54*q^13*t^2 - 339*q^12*t^3 - 966*q^11*t^4 - 1455*q^10*t^5 - 872*q^9*t^6 + 730*q^8*t^7 + 1653*q^7*t^8 + 1476*q^6*t^9 + 410*q^5*t^10 - 198*q^4*t^11 - 2*q^3*t^12 + 41*q^2*t^13 - 31*q*t^14 + 3*t^15 + 13*q^12*t^2 + 106*q^11*t^3 + 484*q^10*t^4 + 865*q^9*t^5 + 770*q^8*t^6 + 267*q^7*t^7 - 282*q^6*t^8 - 467*q^5*t^9 - 154*q^4*t^10 - 5*q^3*t^11 - 11*q^2*t^12 - 4*q*t^13 + 2*t^14 - 2*q^11*t^2 - 16*q^10*t^3 - 129*q^9*t^4 - 323*q^8*t^5 - 367*q^7*t^6 - 247*q^6*t^7 - 48*q^5*t^8 + 47*q^4*t^9 + 24*q^3*t^10 + 5*q^2*t^11 + q^9*t^3 + 15*q^8*t^4 + 63*q^7*t^5 + 94*q^6*t^6 + 87*q^5*t^7 + 31*q^4*t^8 + 5*q^3*t^9 + q^2*t^10 - 5*q^6*t^5 - 10*q^5*t^6 - 12*q^4*t^7 - 5*q^3*t^8 - q^2*t^9)/((q^2 - t)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0449] 'FDdbW'

Zeta functions

ask[-]:

(2*q^5*t^3 - q^4*t^4 + 2*q^6*t - 11*q^5*t^2 + 7*q^4*t^3 - 3*q^3*t^4 + q^6 - 3*q^5*t + 17*q^4*t^2 - 13*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 13*q^3*t^2 - 17*q^2*t^3 + 3*q*t^4 - t^5 + 3*q^3*t - 7*q^2*t^2 + 11*q*t^3 - 2*t^4 + q^2*t - 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(q^19*t^20 - q^18*t^21 - 9*q^17*t^22 - 8*q^16*t^23 - 2*q^15*t^24 + 3*q^21*t^17 - 14*q^20*t^18 + 7*q^19*t^19 + 63*q^18*t^20 + 30*q^17*t^21 + 45*q^16*t^22 + 91*q^15*t^23 + 49*q^14*t^24 + 8*q^13*t^25 + 3*q^12*t^26 - 3*q^23*t^14 + 8*q^22*t^15 + 33*q^21*t^16 - 93*q^20*t^17 - 85*q^19*t^18 + 67*q^18*t^19 - 310*q^17*t^20 - 493*q^16*t^21 - 252*q^15*t^22 - 306*q^14*t^23 - 305*q^13*t^24 - 135*q^12*t^25 - 44*q^11*t^26 - q^10*t^27 - q^24*t^12 - 6*q^23*t^13 - 6*q^22*t^14 + 42*q^21*t^15 + 67*q^20*t^16 + 85*q^19*t^17 + 470*q^18*t^18 + 451*q^17*t^19 + 613*q^16*t^20 + 1604*q^15*t^21 + 1464*q^14*t^22 + 961*q^13*t^23 + 848*q^12*t^24 + 577*q^11*t^25 + 289*q^10*t^26 + 50*q^9*t^27 - 2*q^8*t^28 - q^7*t^29 + 3*q^24*t^11 + 35*q^23*t^12 - 74*q^22*t^13 - 221*q^21*t^14 + 471*q^20*t^15 - 371*q^19*t^16 - 1018*q^18*t^17 + 125*q^17*t^18 - 1314*q^16*t^19 - 2262*q^15*t^20 - 2633*q^14*t^21 - 3553*q^13*t^22 - 2982*q^12*t^23 - 1904*q^11*t^24 - 1237*q^10*t^25 - 816*q^9*t^26 - 310*q^8*t^27 - 15*q^7*t^28 + 7*q^6*t^29 + 3*q^24*t^10 + 31*q^23*t^11 - 4*q^22*t^12 - 309*q^21*t^13 + 691*q^20*t^14 - 468*q^19*t^15 - 2260*q^18*t^16 + 1888*q^17*t^17 + 610*q^16*t^18 - 1887*q^15*t^19 + 3213*q^14*t^20 + 4890*q^13*t^21 + 4634*q^12*t^22 + 5092*q^11*t^23 + 3882*q^10*t^24 + 2131*q^9*t^25 + 1164*q^8*t^26 + 772*q^7*t^27 + 129*q^6*t^28 - 15*q^5*t^29 - 16*q^24*t^9 - 131*q^23*t^10 + 334*q^22*t^11 + 305*q^21*t^12 - 716*q^20*t^13 + 2334*q^19*t^14 + 1069*q^18*t^15 + 3116*q^17*t^16 + 6774*q^16*t^17 + 519*q^15*t^18 + 4003*q^14*t^19 + 3968*q^13*t^20 - 3497*q^12*t^21 - 5772*q^11*t^22 - 5342*q^10*t^23 - 4432*q^9*t^24 - 3246*q^8*t^25 - 1318*q^7*t^26 - 862*q^6*t^27 - 343*q^5*t^28 + 4*q^4*t^29 - 92*q^23*t^9 + 220*q^22*t^10 + 589*q^21*t^11 - 3844*q^20*t^12 + 2229*q^19*t^13 + 543*q^18*t^14 - 12822*q^17*t^15 - 4411*q^16*t^16 - 9525*q^15*t^17 - 17370*q^14*t^18 - 9499*q^13*t^19 - 8972*q^12*t^20 - 7138*q^11*t^21 + 1042*q^10*t^22 + 5678*q^9*t^23 + 3269*q^8*t^24 + 2196*q^7*t^25 + 1738*q^6*t^26 + 522*q^5*t^27 + 379*q^4*t^28 + 35*q^3*t^29 + 38*q^24*t^7 + 217*q^23*t^8 - 744*q^22*t^9 + 519*q^21*t^10 - 883*q^20*t^11 - 920*q^19*t^12 + 5624*q^18*t^13 - 7647*q^17*t^14 + 4788*q^16*t^15 + 24301*q^15*t^16 + 8332*q^14*t^17 + 18837*q^13*t^18 + 27973*q^12*t^19 + 16517*q^11*t^20 + 10893*q^10*t^21 + 9006*q^9*t^22 - 370*q^8*t^23 - 4407*q^7*t^24 + 106*q^6*t^25 - 973*q^5*t^26 - 558*q^4*t^27 - 126*q^3*t^28 - 57*q^2*t^29 - 3*q^24*t^6 + 172*q^23*t^7 - 671*q^22*t^8 + 50*q^21*t^9 + 6768*q^20*t^10 - 6223*q^19*t^11 + 7701*q^18*t^12 + 13203*q^17*t^13 - 5533*q^16*t^14 + 16347*q^15*t^15 - 5390*q^14*t^16 - 25983*q^13*t^17 - 13402*q^12*t^18 - 17737*q^11*t^19 - 27790*q^10*t^20 - 17692*q^9*t^21 - 6086*q^8*t^22 - 6387*q^7*t^23 + 1682*q^6*t^24 + 1233*q^5*t^25 - 701*q^4*t^26 + 484*q^3*t^27 + 20*q^2*t^28 + 19*q*t^29 + t^30 - 2*q^25*t^4 - 48*q^24*t^5 - 293*q^23*t^6 + 1012*q^22*t^7 - 2616*q^21*t^8 + 5688*q^20*t^9 - 10506*q^19*t^10 - 10871*q^18*t^11 + 10597*q^17*t^12 - 36964*q^16*t^13 - 27673*q^15*t^14 - 2862*q^14*t^15 - 25962*q^13*t^16 - 5879*q^12*t^17 + 20900*q^11*t^18 + 11138*q^10*t^19 + 4373*q^9*t^20 + 22068*q^8*t^21 + 10103*q^7*t^22 - 684*q^6*t^23 + 2603*q^5*t^24 - 1175*q^4*t^25 + 269*q^3*t^26 - 9*q^2*t^27 - 29*q*t^28 + 56*q^24*t^4 - 325*q^23*t^5 + 2039*q^22*t^6 - 3952*q^21*t^7 + 286*q^20*t^8 + 2937*q^19*t^9 - 9679*q^18*t^10 + 23554*q^17*t^11 + 10234*q^16*t^12 + 6665*q^15*t^13 + 55641*q^14*t^14 + 40007*q^13*t^15 + 18344*q^12*t^16 + 20084*q^11*t^17 + 19574*q^10*t^18 - 12652*q^9*t^19 - 3463*q^8*t^20 + 3400*q^7*t^21 - 14153*q^6*t^22 + 375*q^5*t^23 + 1093*q^4*t^24 - 711*q^3*t^25 + 260*q^2*t^26 - 56*q*t^27 + 4*t^28 - 4*q^25*t^2 + 56*q^24*t^3 - 260*q^23*t^4 + 711*q^22*t^5 - 1093*q^21*t^6 - 375*q^20*t^7 + 14153*q^19*t^8 - 3400*q^18*t^9 + 3463*q^17*t^10 + 12652*q^16*t^11 - 19574*q^15*t^12 - 20084*q^14*t^13 - 18344*q^13*t^14 - 40007*q^12*t^15 - 55641*q^11*t^16 - 6665*q^10*t^17 - 10234*q^9*t^18 - 23554*q^8*t^19 + 9679*q^7*t^20 - 2937*q^6*t^21 - 286*q^5*t^22 + 3952*q^4*t^23 - 2039*q^3*t^24 + 325*q^2*t^25 - 56*q*t^26 + 29*q^24*t^2 + 9*q^23*t^3 - 269*q^22*t^4 + 1175*q^21*t^5 - 2603*q^20*t^6 + 684*q^19*t^7 - 10103*q^18*t^8 - 22068*q^17*t^9 - 4373*q^16*t^10 - 11138*q^15*t^11 - 20900*q^14*t^12 + 5879*q^13*t^13 + 25962*q^12*t^14 + 2862*q^11*t^15 + 27673*q^10*t^16 + 36964*q^9*t^17 - 10597*q^8*t^18 + 10871*q^7*t^19 + 10506*q^6*t^20 - 5688*q^5*t^21 + 2616*q^4*t^22 - 1012*q^3*t^23 + 293*q^2*t^24 + 48*q*t^25 + 2*t^26 - q^25 - 19*q^24*t - 20*q^23*t^2 - 484*q^22*t^3 + 701*q^21*t^4 - 1233*q^20*t^5 - 1682*q^19*t^6 + 6387*q^18*t^7 + 6086*q^17*t^8 + 17692*q^16*t^9 + 27790*q^15*t^10 + 17737*q^14*t^11 + 13402*q^13*t^12 + 25983*q^12*t^13 + 5390*q^11*t^14 - 16347*q^10*t^15 + 5533*q^9*t^16 - 13203*q^8*t^17 - 7701*q^7*t^18 + 6223*q^6*t^19 - 6768*q^5*t^20 - 50*q^4*t^21 + 671*q^3*t^22 - 172*q^2*t^23 + 3*q*t^24 + 57*q^23*t + 126*q^22*t^2 + 558*q^21*t^3 + 973*q^20*t^4 - 106*q^19*t^5 + 4407*q^18*t^6 + 370*q^17*t^7 - 9006*q^16*t^8 - 10893*q^15*t^9 - 16517*q^14*t^10 - 27973*q^13*t^11 - 18837*q^12*t^12 - 8332*q^11*t^13 - 24301*q^10*t^14 - 4788*q^9*t^15 + 7647*q^8*t^16 - 5624*q^7*t^17 + 920*q^6*t^18 + 883*q^5*t^19 - 519*q^4*t^20 + 744*q^3*t^21 - 217*q^2*t^22 - 38*q*t^23 - 35*q^22*t - 379*q^21*t^2 - 522*q^20*t^3 - 1738*q^19*t^4 - 2196*q^18*t^5 - 3269*q^17*t^6 - 5678*q^16*t^7 - 1042*q^15*t^8 + 7138*q^14*t^9 + 8972*q^13*t^10 + 9499*q^12*t^11 + 17370*q^11*t^12 + 9525*q^10*t^13 + 4411*q^9*t^14 + 12822*q^8*t^15 - 543*q^7*t^16 - 2229*q^6*t^17 + 3844*q^5*t^18 - 589*q^4*t^19 - 220*q^3*t^20 + 92*q^2*t^21 - 4*q^21*t + 343*q^20*t^2 + 862*q^19*t^3 + 1318*q^18*t^4 + 3246*q^17*t^5 + 4432*q^16*t^6 + 5342*q^15*t^7 + 5772*q^14*t^8 + 3497*q^13*t^9 - 3968*q^12*t^10 - 4003*q^11*t^11 - 519*q^10*t^12 - 6774*q^9*t^13 - 3116*q^8*t^14 - 1069*q^7*t^15 - 2334*q^6*t^16 + 716*q^5*t^17 - 305*q^4*t^18 - 334*q^3*t^19 + 131*q^2*t^20 + 16*q*t^21 + 15*q^20*t - 129*q^19*t^2 - 772*q^18*t^3 - 1164*q^17*t^4 - 2131*q^16*t^5 - 3882*q^15*t^6 - 5092*q^14*t^7 - 4634*q^13*t^8 - 4890*q^12*t^9 - 3213*q^11*t^10 + 1887*q^10*t^11 - 610*q^9*t^12 - 1888*q^8*t^13 + 2260*q^7*t^14 + 468*q^6*t^15 - 691*q^5*t^16 + 309*q^4*t^17 + 4*q^3*t^18 - 31*q^2*t^19 - 3*q*t^20 - 7*q^19*t + 15*q^18*t^2 + 310*q^17*t^3 + 816*q^16*t^4 + 1237*q^15*t^5 + 1904*q^14*t^6 + 2982*q^13*t^7 + 3553*q^12*t^8 + 2633*q^11*t^9 + 2262*q^10*t^10 + 1314*q^9*t^11 - 125*q^8*t^12 + 1018*q^7*t^13 + 371*q^6*t^14 - 471*q^5*t^15 + 221*q^4*t^16 + 74*q^3*t^17 - 35*q^2*t^18 - 3*q*t^19 + q^18*t + 2*q^17*t^2 - 50*q^16*t^3 - 289*q^15*t^4 - 577*q^14*t^5 - 848*q^13*t^6 - 961*q^12*t^7 - 1464*q^11*t^8 - 1604*q^10*t^9 - 613*q^9*t^10 - 451*q^8*t^11 - 470*q^7*t^12 - 85*q^6*t^13 - 67*q^5*t^14 - 42*q^4*t^15 + 6*q^3*t^16 + 6*q^2*t^17 + q*t^18 + q^15*t^3 + 44*q^14*t^4 + 135*q^13*t^5 + 305*q^12*t^6 + 306*q^11*t^7 + 252*q^10*t^8 + 493*q^9*t^9 + 310*q^8*t^10 - 67*q^7*t^11 + 85*q^6*t^12 + 93*q^5*t^13 - 33*q^4*t^14 - 8*q^3*t^15 + 3*q^2*t^16 - 3*q^13*t^4 - 8*q^12*t^5 - 49*q^11*t^6 - 91*q^10*t^7 - 45*q^9*t^8 - 30*q^8*t^9 - 63*q^7*t^10 - 7*q^6*t^11 + 14*q^5*t^12 - 3*q^4*t^13 + 2*q^10*t^6 + 8*q^9*t^7 + 9*q^8*t^8 + q^7*t^9 - q^6*t^10)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [4, 6], [5, 6]]

[0450] 'FDhaw'

Zeta functions

ask[-]:

-(q^5*t^4 + 2*q^7*t - 8*q^6*t^2 + 6*q^5*t^3 - 4*q^4*t^4 + q^7 - q^6*t + 6*q^5*t^2 - q^3*t^4 - 10*q^5*t + 18*q^4*t^2 - 18*q^3*t^3 + 10*q^2*t^4 + q^4*t - 6*q^2*t^3 + q*t^4 - t^5 + 4*q^3*t - 6*q^2*t^2 + 8*q*t^3 - 2*t^4 - q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^8*t^10 + q^7*t^11 + q^10*t^7 - 6*q^9*t^8 + 3*q^8*t^9 - 8*q^7*t^10 - 6*q^6*t^11 - q^11*t^5 + 10*q^10*t^6 - 30*q^9*t^7 + 63*q^8*t^8 - 33*q^7*t^9 + 28*q^6*t^10 + 14*q^5*t^11 + q^4*t^12 - 6*q^11*t^4 + 39*q^10*t^5 - 126*q^9*t^6 + 255*q^8*t^7 - 367*q^7*t^8 + 265*q^6*t^9 - 149*q^5*t^10 + 19*q^4*t^11 - 10*q^3*t^12 - 10*q^11*t^3 + 86*q^10*t^4 - 332*q^9*t^5 + 684*q^8*t^6 - 964*q^7*t^7 + 940*q^6*t^8 - 590*q^5*t^9 + 249*q^4*t^10 - 49*q^3*t^11 + 16*q^2*t^12 - 11*q^11*t^2 + 100*q^10*t^3 - 401*q^9*t^4 + 970*q^8*t^5 - 1299*q^7*t^6 + 1183*q^6*t^7 - 621*q^5*t^8 + 179*q^4*t^9 + 36*q^3*t^10 - 43*q^2*t^11 + 4*q*t^12 - t^13 - 4*q^11*t + 57*q^10*t^2 - 233*q^9*t^3 + 522*q^8*t^4 - 748*q^7*t^5 + 322*q^6*t^6 + 322*q^5*t^7 - 748*q^4*t^8 + 522*q^3*t^9 - 233*q^2*t^10 + 57*q*t^11 - 4*t^12 - q^11 + 4*q^10*t - 43*q^9*t^2 + 36*q^8*t^3 + 179*q^7*t^4 - 621*q^6*t^5 + 1183*q^5*t^6 - 1299*q^4*t^7 + 970*q^3*t^8 - 401*q^2*t^9 + 100*q*t^10 - 11*t^11 + 16*q^9*t - 49*q^8*t^2 + 249*q^7*t^3 - 590*q^6*t^4 + 940*q^5*t^5 - 964*q^4*t^6 + 684*q^3*t^7 - 332*q^2*t^8 + 86*q*t^9 - 10*t^10 - 10*q^8*t + 19*q^7*t^2 - 149*q^6*t^3 + 265*q^5*t^4 - 367*q^4*t^5 + 255*q^3*t^6 - 126*q^2*t^7 + 39*q*t^8 - 6*t^9 + q^7*t + 14*q^6*t^2 + 28*q^5*t^3 - 33*q^4*t^4 + 63*q^3*t^5 - 30*q^2*t^6 + 10*q*t^7 - t^8 - 6*q^5*t^2 - 8*q^4*t^3 + 3*q^3*t^4 - 6*q^2*t^5 + q*t^6 + q^4*t^2 + q^3*t^3)/((t^2 - q)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 6], [4, 6], [5, 6]]

[0451] 'FDhzw'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0452] 'FDprW'

Zeta functions

ask[-]:

(3*q^8*t^2 + 4*q^7*t^3 - q^9 - 5*q^8*t - 2*q^7*t^2 - 18*q^6*t^3 - 2*q^5*t^4 + 11*q^7*t + 5*q^6*t^2 + 10*q^5*t^3 + 9*q^4*t^4 + 6*q^6*t - 20*q^5*t^2 + 20*q^4*t^3 - 6*q^3*t^4 - 9*q^5*t - 10*q^4*t^2 - 5*q^3*t^3 - 11*q^2*t^4 + 2*q^4*t + 18*q^3*t^2 + 2*q^2*t^3 + 5*q*t^4 + t^5 - 4*q^2*t^2 - 3*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(2*q^25*t^12 - q^24*t^13 - 8*q^23*t^14 - 2*q^22*t^15 - 2*q^21*t^16 + q^20*t^17 - 2*q^27*t^9 - 10*q^26*t^10 + 17*q^25*t^11 + 24*q^24*t^12 - 40*q^23*t^13 + 39*q^22*t^14 + 81*q^21*t^15 + 44*q^20*t^16 - 18*q^19*t^17 + 5*q^18*t^18 + 2*q^17*t^19 - 2*q^16*t^20 + 2*q^29*t^6 + 6*q^28*t^7 - 11*q^27*t^8 - 43*q^26*t^9 + 111*q^25*t^10 + 124*q^24*t^11 - 337*q^23*t^12 - 133*q^22*t^13 + 76*q^21*t^14 - 143*q^20*t^15 - 387*q^19*t^16 - 147*q^18*t^17 - 43*q^17*t^18 + 15*q^16*t^19 + 23*q^15*t^20 - q^14*t^21 - 2*q^13*t^22 + 8*q^28*t^6 - 14*q^27*t^7 - 123*q^26*t^8 + 121*q^25*t^9 + 218*q^24*t^10 - 738*q^23*t^11 - 15*q^22*t^12 + 1205*q^21*t^13 + 834*q^20*t^14 - 134*q^19*t^15 + 488*q^18*t^16 + 907*q^17*t^17 + 651*q^16*t^18 + 136*q^15*t^19 - 150*q^14*t^20 - 49*q^13*t^21 + 9*q^12*t^22 + 6*q^11*t^23 - 7*q^29*t^4 - 4*q^28*t^5 + 72*q^27*t^6 - 53*q^26*t^7 + 38*q^25*t^8 + 629*q^24*t^9 - 278*q^23*t^10 - 256*q^22*t^11 + 1247*q^21*t^12 + 10*q^20*t^13 - 3215*q^19*t^14 - 2349*q^18*t^15 - 291*q^17*t^16 - 766*q^16*t^17 - 1830*q^15*t^18 - 1435*q^14*t^19 + 8*q^13*t^20 + 247*q^12*t^21 + 51*q^11*t^22 - 15*q^10*t^23 - 3*q^9*t^24 - 3*q^29*t^3 - 32*q^28*t^4 + 130*q^27*t^5 + 15*q^26*t^6 - 619*q^25*t^7 + 151*q^24*t^8 + 77*q^23*t^9 - 2320*q^22*t^10 - 626*q^21*t^11 + 1126*q^20*t^12 - 1548*q^19*t^13 + 130*q^18*t^14 + 5606*q^17*t^15 + 4786*q^16*t^16 + 1110*q^15*t^17 + 801*q^14*t^18 + 2907*q^13*t^19 + 1475*q^12*t^20 - 22*q^11*t^21 - 202*q^10*t^22 - 65*q^9*t^23 + 6*q^8*t^24 - 3*q^7*t^25 + 5*q^29*t^2 - 47*q^28*t^3 + 83*q^27*t^4 + 124*q^26*t^5 - 808*q^25*t^6 + 132*q^24*t^7 + 2770*q^23*t^8 - 512*q^22*t^9 + 336*q^21*t^10 + 5668*q^20*t^11 + 2860*q^19*t^12 - 1987*q^18*t^13 + 904*q^17*t^14 - 331*q^16*t^15 - 6795*q^15*t^16 - 7244*q^14*t^17 - 1205*q^13*t^18 - 1332*q^12*t^19 - 2355*q^11*t^20 - 1286*q^10*t^21 - 192*q^9*t^22 + 242*q^8*t^23 + 29*q^7*t^24 + 21*q^6*t^25 + q^30 + 11*q^29*t + 4*q^28*t^2 + 20*q^27*t^3 + 224*q^26*t^4 - 258*q^25*t^5 - 165*q^24*t^6 + 2648*q^23*t^7 - 1548*q^22*t^8 - 5770*q^21*t^9 - 1354*q^20*t^10 - 678*q^19*t^11 - 8836*q^18*t^12 - 7495*q^17*t^13 + 1821*q^16*t^14 + 1218*q^15*t^15 - 229*q^14*t^16 + 6752*q^13*t^17 + 6737*q^12*t^18 + 1928*q^11*t^19 + 473*q^10*t^20 + 1309*q^9*t^21 + 1301*q^8*t^22 - 40*q^7*t^23 - 93*q^6*t^24 - 61*q^5*t^25 - 5*q^28*t - 148*q^27*t^2 + 13*q^26*t^3 - 6*q^25*t^4 - 970*q^24*t^5 + 203*q^23*t^6 - 569*q^22*t^7 - 3535*q^21*t^8 + 1501*q^20*t^9 + 10626*q^19*t^10 + 5764*q^18*t^11 - 727*q^17*t^12 + 10985*q^16*t^13 + 12366*q^15*t^14 - 499*q^14*t^15 - 3384*q^13*t^16 - 38*q^12*t^17 - 3880*q^11*t^18 - 5400*q^10*t^19 - 1233*q^9*t^20 + 552*q^8*t^21 - 1135*q^7*t^22 - 557*q^6*t^23 + 5*q^5*t^24 + 91*q^4*t^25 - 60*q^27*t + 200*q^26*t^2 + 486*q^25*t^3 - 182*q^24*t^4 + 152*q^23*t^5 + 2840*q^22*t^6 + 1528*q^21*t^7 + 97*q^20*t^8 + 4312*q^19*t^9 - 416*q^18*t^10 - 14690*q^17*t^11 - 8831*q^16*t^12 + 528*q^15*t^13 - 8831*q^14*t^14 - 14690*q^13*t^15 - 416*q^12*t^16 + 4312*q^11*t^17 + 97*q^10*t^18 + 1528*q^9*t^19 + 2840*q^8*t^20 + 152*q^7*t^21 - 182*q^6*t^22 + 486*q^5*t^23 + 200*q^4*t^24 - 60*q^3*t^25 + 91*q^26*t + 5*q^25*t^2 - 557*q^24*t^3 - 1135*q^23*t^4 + 552*q^22*t^5 - 1233*q^21*t^6 - 5400*q^20*t^7 - 3880*q^19*t^8 - 38*q^18*t^9 - 3384*q^17*t^10 - 499*q^16*t^11 + 12366*q^15*t^12 + 10985*q^14*t^13 - 727*q^13*t^14 + 5764*q^12*t^15 + 10626*q^11*t^16 + 1501*q^10*t^17 - 3535*q^9*t^18 - 569*q^8*t^19 + 203*q^7*t^20 - 970*q^6*t^21 - 6*q^5*t^22 + 13*q^4*t^23 - 148*q^3*t^24 - 5*q^2*t^25 - 61*q^25*t - 93*q^24*t^2 - 40*q^23*t^3 + 1301*q^22*t^4 + 1309*q^21*t^5 + 473*q^20*t^6 + 1928*q^19*t^7 + 6737*q^18*t^8 + 6752*q^17*t^9 - 229*q^16*t^10 + 1218*q^15*t^11 + 1821*q^14*t^12 - 7495*q^13*t^13 - 8836*q^12*t^14 - 678*q^11*t^15 - 1354*q^10*t^16 - 5770*q^9*t^17 - 1548*q^8*t^18 + 2648*q^7*t^19 - 165*q^6*t^20 - 258*q^5*t^21 + 224*q^4*t^22 + 20*q^3*t^23 + 4*q^2*t^24 + 11*q*t^25 + t^26 + 21*q^24*t + 29*q^23*t^2 + 242*q^22*t^3 - 192*q^21*t^4 - 1286*q^20*t^5 - 2355*q^19*t^6 - 1332*q^18*t^7 - 1205*q^17*t^8 - 7244*q^16*t^9 - 6795*q^15*t^10 - 331*q^14*t^11 + 904*q^13*t^12 - 1987*q^12*t^13 + 2860*q^11*t^14 + 5668*q^10*t^15 + 336*q^9*t^16 - 512*q^8*t^17 + 2770*q^7*t^18 + 132*q^6*t^19 - 808*q^5*t^20 + 124*q^4*t^21 + 83*q^3*t^22 - 47*q^2*t^23 + 5*q*t^24 - 3*q^23*t + 6*q^22*t^2 - 65*q^21*t^3 - 202*q^20*t^4 - 22*q^19*t^5 + 1475*q^18*t^6 + 2907*q^17*t^7 + 801*q^16*t^8 + 1110*q^15*t^9 + 4786*q^14*t^10 + 5606*q^13*t^11 + 130*q^12*t^12 - 1548*q^11*t^13 + 1126*q^10*t^14 - 626*q^9*t^15 - 2320*q^8*t^16 + 77*q^7*t^17 + 151*q^6*t^18 - 619*q^5*t^19 + 15*q^4*t^20 + 130*q^3*t^21 - 32*q^2*t^22 - 3*q*t^23 - 3*q^21*t^2 - 15*q^20*t^3 + 51*q^19*t^4 + 247*q^18*t^5 + 8*q^17*t^6 - 1435*q^16*t^7 - 1830*q^15*t^8 - 766*q^14*t^9 - 291*q^13*t^10 - 2349*q^12*t^11 - 3215*q^11*t^12 + 10*q^10*t^13 + 1247*q^9*t^14 - 256*q^8*t^15 - 278*q^7*t^16 + 629*q^6*t^17 + 38*q^5*t^18 - 53*q^4*t^19 + 72*q^3*t^20 - 4*q^2*t^21 - 7*q*t^22 + 6*q^19*t^3 + 9*q^18*t^4 - 49*q^17*t^5 - 150*q^16*t^6 + 136*q^15*t^7 + 651*q^14*t^8 + 907*q^13*t^9 + 488*q^12*t^10 - 134*q^11*t^11 + 834*q^10*t^12 + 1205*q^9*t^13 - 15*q^8*t^14 - 738*q^7*t^15 + 218*q^6*t^16 + 121*q^5*t^17 - 123*q^4*t^18 - 14*q^3*t^19 + 8*q^2*t^20 - 2*q^17*t^4 - q^16*t^5 + 23*q^15*t^6 + 15*q^14*t^7 - 43*q^13*t^8 - 147*q^12*t^9 - 387*q^11*t^10 - 143*q^10*t^11 + 76*q^9*t^12 - 133*q^8*t^13 - 337*q^7*t^14 + 124*q^6*t^15 + 111*q^5*t^16 - 43*q^4*t^17 - 11*q^3*t^18 + 6*q^2*t^19 + 2*q*t^20 - 2*q^14*t^6 + 2*q^13*t^7 + 5*q^12*t^8 - 18*q^11*t^9 + 44*q^10*t^10 + 81*q^9*t^11 + 39*q^8*t^12 - 40*q^7*t^13 + 24*q^6*t^14 + 17*q^5*t^15 - 10*q^4*t^16 - 2*q^3*t^17 + q^10*t^9 - 2*q^9*t^10 - 2*q^8*t^11 - 8*q^7*t^12 - q^6*t^13 + 2*q^5*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [4, 6], [5, 6]]

[0453] 'FDpzw'

Zeta functions

ask[-]:

(q^8*t^2 + q^7*t^3 - q^9 - q^8*t + q^7*t^2 - 7*q^6*t^3 + 5*q^7*t - 2*q^6*t^2 + 4*q^5*t^3 + 3*q^4*t^4 + 4*q^6*t - 12*q^5*t^2 + 12*q^4*t^3 - 4*q^3*t^4 - 3*q^5*t - 4*q^4*t^2 + 2*q^3*t^3 - 5*q^2*t^4 + 7*q^3*t^2 - q^2*t^3 + q*t^4 + t^5 - q^2*t^2 - q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(3*q^16*t^10 + 5*q^15*t^11 + 12*q^14*t^12 + 5*q^13*t^13 + 3*q^12*t^14 - 6*q^17*t^8 - 11*q^16*t^9 - 30*q^15*t^10 - 18*q^14*t^11 - 76*q^13*t^12 - 45*q^12*t^13 - 32*q^11*t^14 - 6*q^10*t^15 + 6*q^18*t^6 + 12*q^17*t^7 + 2*q^15*t^9 + 146*q^14*t^10 + 64*q^13*t^11 + 161*q^12*t^12 + 115*q^11*t^13 + 136*q^10*t^14 + 57*q^9*t^15 + q^8*t^16 - q^19*t^4 + q^18*t^5 + 26*q^17*t^6 - 44*q^16*t^7 - 43*q^15*t^8 + 164*q^14*t^9 - 54*q^13*t^10 - 166*q^12*t^11 - 285*q^11*t^12 - 75*q^10*t^13 - 200*q^9*t^14 - 198*q^8*t^15 - 19*q^7*t^16 - 2*q^6*t^17 - 3*q^19*t^3 - 25*q^18*t^4 + 23*q^17*t^5 - 45*q^16*t^6 - 71*q^15*t^7 - 50*q^14*t^8 - 173*q^13*t^9 - 565*q^12*t^10 - 294*q^11*t^11 + 449*q^10*t^12 + 122*q^9*t^13 - 28*q^8*t^14 + 273*q^7*t^15 + 66*q^6*t^16 + 13*q^5*t^17 - 16*q^18*t^3 + 50*q^17*t^4 + 82*q^16*t^5 - 46*q^15*t^6 - 188*q^14*t^7 + 686*q^13*t^8 + 360*q^12*t^9 + 630*q^11*t^10 + 1178*q^10*t^11 + 154*q^9*t^12 - 419*q^8*t^13 + 166*q^7*t^14 - 86*q^6*t^15 - 56*q^5*t^16 - 31*q^4*t^17 + q^20 + 8*q^19*t + 11*q^18*t^2 - 13*q^17*t^3 + 76*q^16*t^4 - 57*q^15*t^5 - 260*q^14*t^6 + 873*q^13*t^7 - 103*q^12*t^8 - 1141*q^11*t^9 - 697*q^10*t^10 - 729*q^9*t^11 - 839*q^8*t^12 + 76*q^7*t^13 + 86*q^6*t^14 - 34*q^5*t^15 - 57*q^4*t^16 + 27*q^3*t^17 - 5*q^18*t - 77*q^17*t^2 + 62*q^16*t^3 + 11*q^15*t^4 - 326*q^14*t^5 - 21*q^13*t^6 - 486*q^12*t^7 - 1205*q^11*t^8 + 1205*q^9*t^10 + 486*q^8*t^11 + 21*q^7*t^12 + 326*q^6*t^13 - 11*q^5*t^14 - 62*q^4*t^15 + 77*q^3*t^16 + 5*q^2*t^17 - 27*q^17*t + 57*q^16*t^2 + 34*q^15*t^3 - 86*q^14*t^4 - 76*q^13*t^5 + 839*q^12*t^6 + 729*q^11*t^7 + 697*q^10*t^8 + 1141*q^9*t^9 + 103*q^8*t^10 - 873*q^7*t^11 + 260*q^6*t^12 + 57*q^5*t^13 - 76*q^4*t^14 + 13*q^3*t^15 - 11*q^2*t^16 - 8*q*t^17 - t^18 + 31*q^16*t + 56*q^15*t^2 + 86*q^14*t^3 - 166*q^13*t^4 + 419*q^12*t^5 - 154*q^11*t^6 - 1178*q^10*t^7 - 630*q^9*t^8 - 360*q^8*t^9 - 686*q^7*t^10 + 188*q^6*t^11 + 46*q^5*t^12 - 82*q^4*t^13 - 50*q^3*t^14 + 16*q^2*t^15 - 13*q^15*t - 66*q^14*t^2 - 273*q^13*t^3 + 28*q^12*t^4 - 122*q^11*t^5 - 449*q^10*t^6 + 294*q^9*t^7 + 565*q^8*t^8 + 173*q^7*t^9 + 50*q^6*t^10 + 71*q^5*t^11 + 45*q^4*t^12 - 23*q^3*t^13 + 25*q^2*t^14 + 3*q*t^15 + 2*q^14*t + 19*q^13*t^2 + 198*q^12*t^3 + 200*q^11*t^4 + 75*q^10*t^5 + 285*q^9*t^6 + 166*q^8*t^7 + 54*q^7*t^8 - 164*q^6*t^9 + 43*q^5*t^10 + 44*q^4*t^11 - 26*q^3*t^12 - q^2*t^13 + q*t^14 - q^12*t^2 - 57*q^11*t^3 - 136*q^10*t^4 - 115*q^9*t^5 - 161*q^8*t^6 - 64*q^7*t^7 - 146*q^6*t^8 - 2*q^5*t^9 - 12*q^3*t^11 - 6*q^2*t^12 + 6*q^10*t^3 + 32*q^9*t^4 + 45*q^8*t^5 + 76*q^7*t^6 + 18*q^6*t^7 + 30*q^5*t^8 + 11*q^4*t^9 + 6*q^3*t^10 - 3*q^8*t^4 - 5*q^7*t^5 - 12*q^6*t^6 - 5*q^5*t^7 - 3*q^4*t^8)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0454] 'FDp~o'

Zeta functions

ask[-]:

(q^9 + 2*q^8*t + q^7*t^2 - 3*q^7*t - 10*q^6*t^2 + q^5*t^3 - 6*q^6*t + 12*q^5*t^2 + 2*q^4*t^3 + 2*q^5*t + 12*q^4*t^2 - 6*q^3*t^3 + q^4*t - 10*q^3*t^2 - 3*q^2*t^3 + q^2*t^2 + 2*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(5*q^17*t^4 + q^16*t^5 + 3*q^15*t^6 - q^14*t^7 - 2*q^18*t^2 + 3*q^17*t^3 - 8*q^16*t^4 - 2*q^15*t^5 - 41*q^14*t^6 - 8*q^13*t^7 + 3*q^12*t^8 - q^11*t^9 - q^19 - 5*q^18*t - 3*q^17*t^2 + 12*q^16*t^3 - 6*q^15*t^4 - 76*q^14*t^5 + 107*q^13*t^6 + 97*q^12*t^7 + 18*q^11*t^8 + 12*q^10*t^9 - 3*q^9*t^10 + 2*q^17*t + 49*q^16*t^2 - 3*q^15*t^3 - 46*q^14*t^4 + 209*q^13*t^5 + 38*q^12*t^6 - 188*q^11*t^7 - 157*q^10*t^8 - 84*q^9*t^9 + 12*q^8*t^10 + 27*q^16*t - 25*q^15*t^2 - 98*q^14*t^3 - 28*q^13*t^4 - 89*q^12*t^5 - 237*q^11*t^6 - 120*q^10*t^7 + 244*q^9*t^8 + 278*q^8*t^9 - 2*q^7*t^10 + 2*q^6*t^11 - 27*q^15*t - 89*q^14*t^2 - 67*q^13*t^3 + 321*q^12*t^4 + 139*q^11*t^5 - 46*q^10*t^6 + 438*q^9*t^7 + 103*q^8*t^8 - 360*q^7*t^9 - 65*q^6*t^10 - 11*q^5*t^11 + 11*q^14*t + 65*q^13*t^2 + 360*q^12*t^3 - 103*q^11*t^4 - 438*q^10*t^5 + 46*q^9*t^6 - 139*q^8*t^7 - 321*q^7*t^8 + 67*q^6*t^9 + 89*q^5*t^10 + 27*q^4*t^11 - 2*q^13*t + 2*q^12*t^2 - 278*q^11*t^3 - 244*q^10*t^4 + 120*q^9*t^5 + 237*q^8*t^6 + 89*q^7*t^7 + 28*q^6*t^8 + 98*q^5*t^9 + 25*q^4*t^10 - 27*q^3*t^11 - 12*q^11*t^2 + 84*q^10*t^3 + 157*q^9*t^4 + 188*q^8*t^5 - 38*q^7*t^6 - 209*q^6*t^7 + 46*q^5*t^8 + 3*q^4*t^9 - 49*q^3*t^10 - 2*q^2*t^11 + 3*q^10*t^2 - 12*q^9*t^3 - 18*q^8*t^4 - 97*q^7*t^5 - 107*q^6*t^6 + 76*q^5*t^7 + 6*q^4*t^8 - 12*q^3*t^9 + 3*q^2*t^10 + 5*q*t^11 + t^12 + q^8*t^3 - 3*q^7*t^4 + 8*q^6*t^5 + 41*q^5*t^6 + 2*q^4*t^7 + 8*q^3*t^8 - 3*q^2*t^9 + 2*q*t^10 + q^5*t^5 - 3*q^4*t^6 - q^3*t^7 - 5*q^2*t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0455] 'FDxzw'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^16*t^10 + q^15*t^11 + 3*q^14*t^12 - 4*q^17*t^8 - 2*q^16*t^9 - 9*q^15*t^10 + q^14*t^11 - 25*q^13*t^12 - 6*q^12*t^13 - 2*q^11*t^14 - q^10*t^15 + 3*q^18*t^6 + 2*q^17*t^7 - 4*q^16*t^8 - 2*q^15*t^9 + 59*q^14*t^10 - 12*q^13*t^11 + 37*q^12*t^12 + 22*q^11*t^13 + 31*q^10*t^14 + 15*q^9*t^15 - q^8*t^16 + 3*q^18*t^5 + 17*q^17*t^6 - 32*q^16*t^7 - 21*q^15*t^8 + 93*q^14*t^9 - 34*q^13*t^10 - 39*q^12*t^11 - 52*q^11*t^12 + 20*q^10*t^13 - 65*q^9*t^14 - 77*q^8*t^15 - 5*q^7*t^16 - 2*q^19*t^3 - 14*q^18*t^4 + 23*q^17*t^5 - 30*q^16*t^6 - 19*q^15*t^7 + 58*q^14*t^8 - 28*q^13*t^9 - 279*q^12*t^10 - 129*q^11*t^11 + 206*q^10*t^12 + 5*q^9*t^13 - 31*q^8*t^14 + 135*q^7*t^15 + 35*q^6*t^16 + 4*q^5*t^17 - 2*q^19*t^2 - 16*q^18*t^3 + 34*q^17*t^4 + 41*q^16*t^5 - 83*q^15*t^6 - 148*q^14*t^7 + 287*q^13*t^8 - 20*q^12*t^9 + 164*q^11*t^10 + 575*q^10*t^11 + 14*q^9*t^12 - 277*q^8*t^13 + 68*q^7*t^14 - 51*q^6*t^15 - 42*q^5*t^16 - 16*q^4*t^17 + q^20 + 6*q^19*t + 6*q^18*t^2 - 5*q^17*t^3 + 60*q^16*t^4 - 71*q^15*t^5 - 155*q^14*t^6 + 594*q^13*t^7 + 40*q^12*t^8 - 566*q^11*t^9 - 136*q^10*t^10 - 187*q^9*t^11 - 410*q^8*t^12 + 117*q^7*t^13 + 128*q^6*t^14 - 5*q^5*t^15 - 29*q^4*t^16 + 18*q^3*t^17 - 4*q^18*t - 47*q^17*t^2 + 63*q^16*t^3 + 29*q^15*t^4 - 171*q^14*t^5 + 105*q^13*t^6 - 131*q^12*t^7 - 743*q^11*t^8 + 743*q^9*t^10 + 131*q^8*t^11 - 105*q^7*t^12 + 171*q^6*t^13 - 29*q^5*t^14 - 63*q^4*t^15 + 47*q^3*t^16 + 4*q^2*t^17 - 18*q^17*t + 29*q^16*t^2 + 5*q^15*t^3 - 128*q^14*t^4 - 117*q^13*t^5 + 410*q^12*t^6 + 187*q^11*t^7 + 136*q^10*t^8 + 566*q^9*t^9 - 40*q^8*t^10 - 594*q^7*t^11 + 155*q^6*t^12 + 71*q^5*t^13 - 60*q^4*t^14 + 5*q^3*t^15 - 6*q^2*t^16 - 6*q*t^17 - t^18 + 16*q^16*t + 42*q^15*t^2 + 51*q^14*t^3 - 68*q^13*t^4 + 277*q^12*t^5 - 14*q^11*t^6 - 575*q^10*t^7 - 164*q^9*t^8 + 20*q^8*t^9 - 287*q^7*t^10 + 148*q^6*t^11 + 83*q^5*t^12 - 41*q^4*t^13 - 34*q^3*t^14 + 16*q^2*t^15 + 2*q*t^16 - 4*q^15*t - 35*q^14*t^2 - 135*q^13*t^3 + 31*q^12*t^4 - 5*q^11*t^5 - 206*q^10*t^6 + 129*q^9*t^7 + 279*q^8*t^8 + 28*q^7*t^9 - 58*q^6*t^10 + 19*q^5*t^11 + 30*q^4*t^12 - 23*q^3*t^13 + 14*q^2*t^14 + 2*q*t^15 + 5*q^13*t^2 + 77*q^12*t^3 + 65*q^11*t^4 - 20*q^10*t^5 + 52*q^9*t^6 + 39*q^8*t^7 + 34*q^7*t^8 - 93*q^6*t^9 + 21*q^5*t^10 + 32*q^4*t^11 - 17*q^3*t^12 - 3*q^2*t^13 + q^12*t^2 - 15*q^11*t^3 - 31*q^10*t^4 - 22*q^9*t^5 - 37*q^8*t^6 + 12*q^7*t^7 - 59*q^6*t^8 + 2*q^5*t^9 + 4*q^4*t^10 - 2*q^3*t^11 - 3*q^2*t^12 + q^10*t^3 + 2*q^9*t^4 + 6*q^8*t^5 + 25*q^7*t^6 - q^6*t^7 + 9*q^5*t^8 + 2*q^4*t^9 + 4*q^3*t^10 - 3*q^6*t^6 - q^5*t^7 - 2*q^4*t^8)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0456] 'FDzrw'

Zeta functions

ask[-]:

(q^13 - 2*q^11*t - 6*q^10*t^2 + 4*q^9*t^3 - q^8*t^4 - 5*q^10*t + 12*q^9*t^2 + 3*q^8*t^3 - q^7*t^4 - q^9*t + 16*q^8*t^2 - 17*q^7*t^3 - 5*q^6*t^4 + 2*q^5*t^5 + 2*q^8*t - 5*q^7*t^2 - 17*q^6*t^3 + 16*q^5*t^4 - q^4*t^5 - q^6*t^2 + 3*q^5*t^3 + 12*q^4*t^4 - 5*q^3*t^5 - q^5*t^2 + 4*q^4*t^3 - 6*q^3*t^4 - 2*q^2*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(4*q^16*t^4 + 2*q^15*t^5 + 2*q^14*t^6 - q^17*t^2 + 2*q^16*t^3 - 7*q^15*t^4 - 3*q^14*t^5 - 14*q^13*t^6 - 5*q^12*t^7 - q^18 - 4*q^17*t - 3*q^16*t^2 + 5*q^15*t^3 - 4*q^14*t^4 - 42*q^13*t^5 + 18*q^11*t^7 + 2*q^10*t^8 + q^9*t^9 + q^16*t + 28*q^15*t^2 + 4*q^14*t^3 - 15*q^13*t^4 + 94*q^12*t^5 + 128*q^11*t^6 + 40*q^10*t^7 + 5*q^9*t^8 - 5*q^8*t^9 + 18*q^15*t + 8*q^14*t^2 - 29*q^13*t^3 - 14*q^12*t^4 - 18*q^11*t^5 - 172*q^10*t^6 - 217*q^9*t^7 - 90*q^8*t^8 + 2*q^7*t^9 - 12*q^14*t - 78*q^13*t^2 - 115*q^12*t^3 + 29*q^11*t^4 + 33*q^10*t^5 - 24*q^9*t^6 + 193*q^8*t^7 + 211*q^7*t^8 + 41*q^6*t^9 + 2*q^5*t^10 + 2*q^13*t + 41*q^12*t^2 + 211*q^11*t^3 + 193*q^10*t^4 - 24*q^9*t^5 + 33*q^8*t^6 + 29*q^7*t^7 - 115*q^6*t^8 - 78*q^5*t^9 - 12*q^4*t^10 + 2*q^11*t^2 - 90*q^10*t^3 - 217*q^9*t^4 - 172*q^8*t^5 - 18*q^7*t^6 - 14*q^6*t^7 - 29*q^5*t^8 + 8*q^4*t^9 + 18*q^3*t^10 - 5*q^10*t^2 + 5*q^9*t^3 + 40*q^8*t^4 + 128*q^7*t^5 + 94*q^6*t^6 - 15*q^5*t^7 + 4*q^4*t^8 + 28*q^3*t^9 + q^2*t^10 + q^9*t^2 + 2*q^8*t^3 + 18*q^7*t^4 - 42*q^5*t^6 - 4*q^4*t^7 + 5*q^3*t^8 - 3*q^2*t^9 - 4*q*t^10 - t^11 - 5*q^6*t^4 - 14*q^5*t^5 - 3*q^4*t^6 - 7*q^3*t^7 + 2*q^2*t^8 - q*t^9 + 2*q^4*t^5 + 2*q^3*t^6 + 4*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0457] 'FEG^W'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(2*q^15*t^9 + q^14*t^10 - q^13*t^11 - q^12*t^12 - q^11*t^13 - q^16*t^7 - q^15*t^8 - 7*q^14*t^9 - 16*q^13*t^10 + 12*q^12*t^11 + 10*q^11*t^12 + 4*q^10*t^13 - q^9*t^14 - q^16*t^6 - q^15*t^7 + 25*q^14*t^8 + 25*q^12*t^10 - q^11*t^11 - 44*q^10*t^12 - 7*q^9*t^13 + 5*q^8*t^14 + 3*q^16*t^5 - 5*q^15*t^6 + 12*q^14*t^7 - 36*q^13*t^8 - 37*q^12*t^9 + 31*q^11*t^10 - 32*q^10*t^11 + 42*q^9*t^12 + 23*q^8*t^13 - 10*q^7*t^14 + q^16*t^4 - 6*q^15*t^5 - q^14*t^6 + 2*q^13*t^7 - 11*q^12*t^8 + 66*q^11*t^9 - 2*q^10*t^10 - 13*q^9*t^11 + 26*q^8*t^12 - 34*q^7*t^13 + 6*q^6*t^14 - q^15*t^4 + q^14*t^5 + 5*q^13*t^6 + 38*q^12*t^7 - 15*q^11*t^8 - 12*q^10*t^9 - 67*q^9*t^10 - 26*q^8*t^11 + 7*q^7*t^12 + 4*q^5*t^14 - 2*q^15*t^3 + 11*q^14*t^4 - 12*q^13*t^5 - 7*q^12*t^6 - 53*q^11*t^7 - 64*q^10*t^8 + 107*q^9*t^9 + 22*q^8*t^10 + 66*q^7*t^11 - q^6*t^12 - 17*q^5*t^13 + 6*q^4*t^14 - q^3*t^15 - 2*q^14*t^3 + 4*q^13*t^4 - 27*q^12*t^5 + 89*q^11*t^6 + 41*q^10*t^7 + 39*q^9*t^8 + 2*q^8*t^9 - 103*q^7*t^10 - 4*q^6*t^11 - 17*q^5*t^12 + 14*q^4*t^13 - 3*q^3*t^14 - 4*q^14*t^2 + 17*q^13*t^3 - 10*q^12*t^4 - 19*q^11*t^5 + 38*q^10*t^6 - 188*q^9*t^7 + 12*q^8*t^8 + 8*q^7*t^9 - 28*q^6*t^10 + 47*q^5*t^11 - 2*q^4*t^12 - 3*q^3*t^13 + 3*q^13*t^2 + 2*q^12*t^3 - 47*q^11*t^4 + 28*q^10*t^5 - 8*q^9*t^6 - 12*q^8*t^7 + 188*q^7*t^8 - 38*q^6*t^9 + 19*q^5*t^10 + 10*q^4*t^11 - 17*q^3*t^12 + 4*q^2*t^13 + 3*q^13*t - 14*q^12*t^2 + 17*q^11*t^3 + 4*q^10*t^4 + 103*q^9*t^5 - 2*q^8*t^6 - 39*q^7*t^7 - 41*q^6*t^8 - 89*q^5*t^9 + 27*q^4*t^10 - 4*q^3*t^11 + 2*q^2*t^12 + q^13 - 6*q^12*t + 17*q^11*t^2 + q^10*t^3 - 66*q^9*t^4 - 22*q^8*t^5 - 107*q^7*t^6 + 64*q^6*t^7 + 53*q^5*t^8 + 7*q^4*t^9 + 12*q^3*t^10 - 11*q^2*t^11 + 2*q*t^12 - 4*q^11*t - 7*q^9*t^3 + 26*q^8*t^4 + 67*q^7*t^5 + 12*q^6*t^6 + 15*q^5*t^7 - 38*q^4*t^8 - 5*q^3*t^9 - q^2*t^10 + q*t^11 - 6*q^10*t + 34*q^9*t^2 - 26*q^8*t^3 + 13*q^7*t^4 + 2*q^6*t^5 - 66*q^5*t^6 + 11*q^4*t^7 - 2*q^3*t^8 + q^2*t^9 + 6*q*t^10 - t^11 + 10*q^9*t - 23*q^8*t^2 - 42*q^7*t^3 + 32*q^6*t^4 - 31*q^5*t^5 + 37*q^4*t^6 + 36*q^3*t^7 - 12*q^2*t^8 + 5*q*t^9 - 3*t^10 - 5*q^8*t + 7*q^7*t^2 + 44*q^6*t^3 + q^5*t^4 - 25*q^4*t^5 - 25*q^2*t^7 + q*t^8 + t^9 + q^7*t - 4*q^6*t^2 - 10*q^5*t^3 - 12*q^4*t^4 + 16*q^3*t^5 + 7*q^2*t^6 + q*t^7 + t^8 + q^5*t^2 + q^4*t^3 + q^3*t^4 - q^2*t^5 - 2*q*t^6)/((q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^3*(t^2 - q)^2*q^5*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 6], [1, 3], [1, 6], [2, 4], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0458] 'FEGmw'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(2*q^15*t^10 - 6*q^14*t^11 + 9*q^13*t^12 - 5*q^12*t^13 - q^11*t^14 - 2*q^10*t^15 + q^9*t^16 - q^16*t^8 + 11*q^15*t^9 - 53*q^14*t^10 + 86*q^13*t^11 - 72*q^12*t^12 + 41*q^11*t^13 - 2*q^10*t^14 + 11*q^9*t^15 - 5*q^8*t^16 + 2*q^7*t^17 - 5*q^16*t^7 + 62*q^15*t^8 - 195*q^14*t^9 + 364*q^13*t^10 - 376*q^12*t^11 + 212*q^11*t^12 - 139*q^10*t^13 + 42*q^9*t^14 - 33*q^8*t^15 + 8*q^7*t^16 - 8*q^6*t^17 - 26*q^16*t^6 + 145*q^15*t^7 - 492*q^14*t^8 + 869*q^13*t^9 - 908*q^12*t^10 + 579*q^11*t^11 - 226*q^10*t^12 + 237*q^9*t^13 - 82*q^8*t^14 + 21*q^7*t^15 + 7*q^6*t^16 + 10*q^5*t^17 - 33*q^16*t^5 + 246*q^15*t^6 - 689*q^14*t^7 + 1228*q^13*t^8 - 1201*q^12*t^9 + 533*q^11*t^10 - 38*q^10*t^11 - 47*q^9*t^12 - 50*q^8*t^13 - 202*q^7*t^14 + 181*q^6*t^15 - 58*q^5*t^16 + 2*q^4*t^17 - 19*q^16*t^4 + 175*q^15*t^5 - 637*q^14*t^6 + 957*q^13*t^7 - 727*q^12*t^8 - 201*q^11*t^9 + 821*q^10*t^10 - 677*q^9*t^11 + 639*q^8*t^12 - 793*q^7*t^13 + 791*q^6*t^14 - 373*q^5*t^15 + 55*q^4*t^16 - 9*q^3*t^17 - 2*q^16*t^3 + 67*q^15*t^4 - 286*q^14*t^5 + 579*q^13*t^6 - 177*q^12*t^7 - 647*q^11*t^8 + 1260*q^10*t^9 - 1124*q^9*t^10 + 1082*q^8*t^11 - 1498*q^7*t^12 + 1315*q^6*t^13 - 526*q^5*t^14 + 7*q^4*t^15 + 92*q^3*t^16 - 11*q^2*t^17 + q*t^18 + 27*q^15*t^3 - 219*q^14*t^4 + 497*q^13*t^5 - 555*q^12*t^6 - 17*q^11*t^7 + 542*q^10*t^8 - 790*q^9*t^9 + 930*q^8*t^10 - 1217*q^7*t^11 + 965*q^6*t^12 + 7*q^5*t^13 - 605*q^4*t^14 + 394*q^3*t^15 - 121*q^2*t^16 + 8*q*t^17 + 30*q^15*t^2 - 215*q^14*t^3 + 696*q^13*t^4 - 942*q^12*t^5 + 527*q^11*t^6 + 209*q^10*t^7 - 596*q^9*t^8 + 714*q^8*t^9 - 596*q^7*t^10 + 209*q^6*t^11 + 527*q^5*t^12 - 942*q^4*t^13 + 696*q^3*t^14 - 215*q^2*t^15 + 30*q*t^16 + 8*q^15*t - 121*q^14*t^2 + 394*q^13*t^3 - 605*q^12*t^4 + 7*q^11*t^5 + 965*q^10*t^6 - 1217*q^9*t^7 + 930*q^8*t^8 - 790*q^7*t^9 + 542*q^6*t^10 - 17*q^5*t^11 - 555*q^4*t^12 + 497*q^3*t^13 - 219*q^2*t^14 + 27*q*t^15 + q^15 - 11*q^14*t + 92*q^13*t^2 + 7*q^12*t^3 - 526*q^11*t^4 + 1315*q^10*t^5 - 1498*q^9*t^6 + 1082*q^8*t^7 - 1124*q^7*t^8 + 1260*q^6*t^9 - 647*q^5*t^10 - 177*q^4*t^11 + 579*q^3*t^12 - 286*q^2*t^13 + 67*q*t^14 - 2*t^15 - 9*q^13*t + 55*q^12*t^2 - 373*q^11*t^3 + 791*q^10*t^4 - 793*q^9*t^5 + 639*q^8*t^6 - 677*q^7*t^7 + 821*q^6*t^8 - 201*q^5*t^9 - 727*q^4*t^10 + 957*q^3*t^11 - 637*q^2*t^12 + 175*q*t^13 - 19*t^14 + 2*q^12*t - 58*q^11*t^2 + 181*q^10*t^3 - 202*q^9*t^4 - 50*q^8*t^5 - 47*q^7*t^6 - 38*q^6*t^7 + 533*q^5*t^8 - 1201*q^4*t^9 + 1228*q^3*t^10 - 689*q^2*t^11 + 246*q*t^12 - 33*t^13 + 10*q^11*t + 7*q^10*t^2 + 21*q^9*t^3 - 82*q^8*t^4 + 237*q^7*t^5 - 226*q^6*t^6 + 579*q^5*t^7 - 908*q^4*t^8 + 869*q^3*t^9 - 492*q^2*t^10 + 145*q*t^11 - 26*t^12 - 8*q^10*t + 8*q^9*t^2 - 33*q^8*t^3 + 42*q^7*t^4 - 139*q^6*t^5 + 212*q^5*t^6 - 376*q^4*t^7 + 364*q^3*t^8 - 195*q^2*t^9 + 62*q*t^10 - 5*t^11 + 2*q^9*t - 5*q^8*t^2 + 11*q^7*t^3 - 2*q^6*t^4 + 41*q^5*t^5 - 72*q^4*t^6 + 86*q^3*t^7 - 53*q^2*t^8 + 11*q*t^9 - t^10 + q^7*t^2 - 2*q^6*t^3 - q^5*t^4 - 5*q^4*t^5 + 9*q^3*t^6 - 6*q^2*t^7 + 2*q*t^8)/((q^3 - t^2)*(q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)^2*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0459] 'FEHkw'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^5*t^3 + 3*q^6*t - 18*q^5*t^2 + 15*q^4*t^3 - 5*q^3*t^4 + q^6 - 5*q^5*t + 23*q^4*t^2 - 17*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 17*q^3*t^2 - 23*q^2*t^3 + 5*q*t^4 - t^5 + 5*q^3*t - 15*q^2*t^2 + 18*q*t^3 - 3*t^4 + q*t^2 - 2*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^12*t^18 + 5*q^11*t^19 + 10*q^10*t^20 + 7*q^9*t^21 + 2*q^8*t^22 - 5*q^13*t^16 - 11*q^12*t^17 - 37*q^11*t^18 - 69*q^10*t^19 - 77*q^9*t^20 - 54*q^8*t^21 - 22*q^7*t^22 + 3*q^15*t^13 - 6*q^14*t^14 + 9*q^13*t^15 + 103*q^12*t^16 + 61*q^11*t^17 + 140*q^10*t^18 + 396*q^9*t^19 + 317*q^8*t^20 + 157*q^7*t^21 + 91*q^6*t^22 + 4*q^5*t^23 + q^16*t^11 + q^15*t^12 - 16*q^14*t^13 - 21*q^13*t^14 + 61*q^12*t^15 - 229*q^11*t^16 - 266*q^10*t^17 - 241*q^9*t^18 - 995*q^8*t^19 - 844*q^7*t^20 - 279*q^6*t^21 - 175*q^5*t^22 - 22*q^4*t^23 + 2*q^16*t^10 - 39*q^15*t^11 + 112*q^14*t^12 - 166*q^13*t^13 - 353*q^12*t^14 - 29*q^11*t^15 - 306*q^10*t^16 - 94*q^9*t^17 + 542*q^8*t^18 + 1260*q^7*t^19 + 1288*q^6*t^20 + 504*q^5*t^21 + 127*q^4*t^22 + 52*q^3*t^23 - q^17*t^8 + 7*q^16*t^9 - 110*q^15*t^10 + 466*q^14*t^11 - 332*q^13*t^12 + 135*q^12*t^13 + 2547*q^11*t^14 + 298*q^10*t^15 + 1144*q^9*t^16 + 2790*q^8*t^17 - 639*q^7*t^18 - 1300*q^6*t^19 - 925*q^5*t^20 - 732*q^4*t^21 + 8*q^3*t^22 - 56*q^2*t^23 - 3*q^17*t^7 + 60*q^16*t^8 - 207*q^15*t^9 + 614*q^14*t^10 - 1392*q^13*t^11 + 855*q^12*t^12 + 515*q^11*t^13 - 5675*q^10*t^14 - 1172*q^9*t^15 - 3080*q^8*t^16 - 5597*q^7*t^17 - 53*q^6*t^18 + 737*q^5*t^19 + 658*q^4*t^20 + 409*q^3*t^21 + 16*q^2*t^22 + 14*q*t^23 + t^24 - 13*q^17*t^6 + 125*q^16*t^7 - 595*q^15*t^8 + 1346*q^14*t^9 - 3382*q^13*t^10 + 4157*q^12*t^11 - 4227*q^11*t^12 - 5104*q^10*t^13 + 13233*q^9*t^14 - 4047*q^8*t^15 + 6223*q^7*t^16 + 8515*q^6*t^17 - 2722*q^5*t^18 + 2135*q^4*t^19 - 1443*q^3*t^20 + 151*q^2*t^21 - 54*q*t^22 + 2*t^23 - 18*q^17*t^5 + 235*q^16*t^6 - 1231*q^15*t^7 + 4138*q^14*t^8 - 7646*q^13*t^9 + 11868*q^12*t^10 - 4093*q^11*t^11 - 820*q^10*t^12 + 26556*q^9*t^13 - 26249*q^8*t^14 + 7363*q^7*t^15 + 2359*q^6*t^16 - 16109*q^5*t^17 + 8213*q^4*t^18 - 3741*q^3*t^19 + 1257*q^2*t^20 - 145*q*t^21 + 13*t^22 - 29*q^17*t^4 + 279*q^16*t^5 - 1959*q^15*t^6 + 6972*q^14*t^7 - 14034*q^13*t^8 + 17142*q^12*t^9 - 9969*q^11*t^10 - 19132*q^10*t^11 + 23539*q^9*t^12 - 43215*q^8*t^13 + 16087*q^7*t^14 + 8867*q^6*t^15 - 17244*q^5*t^16 + 16412*q^4*t^17 - 6619*q^3*t^18 + 1791*q^2*t^19 - 354*q*t^20 + 16*t^21 - 16*q^17*t^3 + 354*q^16*t^4 - 1791*q^15*t^5 + 6619*q^14*t^6 - 16412*q^13*t^7 + 17244*q^12*t^8 - 8867*q^11*t^9 - 16087*q^10*t^10 + 43215*q^9*t^11 - 23539*q^8*t^12 + 19132*q^7*t^13 + 9969*q^6*t^14 - 17142*q^5*t^15 + 14034*q^4*t^16 - 6972*q^3*t^17 + 1959*q^2*t^18 - 279*q*t^19 + 29*t^20 - 13*q^17*t^2 + 145*q^16*t^3 - 1257*q^15*t^4 + 3741*q^14*t^5 - 8213*q^13*t^6 + 16109*q^12*t^7 - 2359*q^11*t^8 - 7363*q^10*t^9 + 26249*q^9*t^10 - 26556*q^8*t^11 + 820*q^7*t^12 + 4093*q^6*t^13 - 11868*q^5*t^14 + 7646*q^4*t^15 - 4138*q^3*t^16 + 1231*q^2*t^17 - 235*q*t^18 + 18*t^19 - 2*q^17*t + 54*q^16*t^2 - 151*q^15*t^3 + 1443*q^14*t^4 - 2135*q^13*t^5 + 2722*q^12*t^6 - 8515*q^11*t^7 - 6223*q^10*t^8 + 4047*q^9*t^9 - 13233*q^8*t^10 + 5104*q^7*t^11 + 4227*q^6*t^12 - 4157*q^5*t^13 + 3382*q^4*t^14 - 1346*q^3*t^15 + 595*q^2*t^16 - 125*q*t^17 + 13*t^18 - q^17 - 14*q^16*t - 16*q^15*t^2 - 409*q^14*t^3 - 658*q^13*t^4 - 737*q^12*t^5 + 53*q^11*t^6 + 5597*q^10*t^7 + 3080*q^9*t^8 + 1172*q^8*t^9 + 5675*q^7*t^10 - 515*q^6*t^11 - 855*q^5*t^12 + 1392*q^4*t^13 - 614*q^3*t^14 + 207*q^2*t^15 - 60*q*t^16 + 3*t^17 + 56*q^15*t - 8*q^14*t^2 + 732*q^13*t^3 + 925*q^12*t^4 + 1300*q^11*t^5 + 639*q^10*t^6 - 2790*q^9*t^7 - 1144*q^8*t^8 - 298*q^7*t^9 - 2547*q^6*t^10 - 135*q^5*t^11 + 332*q^4*t^12 - 466*q^3*t^13 + 110*q^2*t^14 - 7*q*t^15 + t^16 - 52*q^14*t - 127*q^13*t^2 - 504*q^12*t^3 - 1288*q^11*t^4 - 1260*q^10*t^5 - 542*q^9*t^6 + 94*q^8*t^7 + 306*q^7*t^8 + 29*q^6*t^9 + 353*q^5*t^10 + 166*q^4*t^11 - 112*q^3*t^12 + 39*q^2*t^13 - 2*q*t^14 + 22*q^13*t + 175*q^12*t^2 + 279*q^11*t^3 + 844*q^10*t^4 + 995*q^9*t^5 + 241*q^8*t^6 + 266*q^7*t^7 + 229*q^6*t^8 - 61*q^5*t^9 + 21*q^4*t^10 + 16*q^3*t^11 - q^2*t^12 - q*t^13 - 4*q^12*t - 91*q^11*t^2 - 157*q^10*t^3 - 317*q^9*t^4 - 396*q^8*t^5 - 140*q^7*t^6 - 61*q^6*t^7 - 103*q^5*t^8 - 9*q^4*t^9 + 6*q^3*t^10 - 3*q^2*t^11 + 22*q^10*t^2 + 54*q^9*t^3 + 77*q^8*t^4 + 69*q^7*t^5 + 37*q^6*t^6 + 11*q^5*t^7 + 5*q^4*t^8 - 2*q^9*t^2 - 7*q^8*t^3 - 10*q^7*t^4 - 5*q^6*t^5 - q^5*t^6)/((t^2 - q)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 3], [0, 6], [1, 3], [1, 5], [2, 4], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0460] 'FENnw'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^25*t^7 + 2*q^24*t^8 + 2*q^23*t^9 - 2*q^25*t^6 - 7*q^24*t^7 - 13*q^23*t^8 - 14*q^22*t^9 - 5*q^21*t^10 - q^20*t^11 - 8*q^25*t^5 + 4*q^24*t^6 + 13*q^23*t^7 + 22*q^22*t^8 + 27*q^21*t^9 + 27*q^20*t^10 + 5*q^19*t^11 - q^18*t^12 + q^17*t^13 - q^27*t^2 + 3*q^26*t^3 + 4*q^25*t^4 + 18*q^24*t^5 + 38*q^23*t^6 + 7*q^22*t^7 - 22*q^21*t^8 + 5*q^20*t^9 - 11*q^19*t^10 - 4*q^18*t^11 + 6*q^17*t^12 - q^16*t^13 + 6*q^26*t^2 + 4*q^25*t^3 - 44*q^24*t^4 - 10*q^23*t^5 - 45*q^22*t^6 - 114*q^21*t^7 - 47*q^20*t^8 - 14*q^19*t^9 - 91*q^18*t^10 - 66*q^17*t^11 - 25*q^16*t^12 - 8*q^15*t^13 - 2*q^14*t^14 - q^27 - 3*q^26*t - 33*q^24*t^3 + 7*q^23*t^4 + 82*q^22*t^5 - 32*q^21*t^6 - 14*q^20*t^7 + 164*q^19*t^8 + 47*q^18*t^9 + 74*q^17*t^10 + 124*q^16*t^11 + 52*q^15*t^12 + 32*q^14*t^13 + 8*q^13*t^14 - 3*q^12*t^15 + 8*q^25*t + 20*q^24*t^2 - 12*q^23*t^3 + 79*q^22*t^4 + 69*q^21*t^5 - 19*q^20*t^6 + 167*q^19*t^7 + 235*q^18*t^8 - 26*q^17*t^9 - 43*q^16*t^10 + 45*q^15*t^11 + 39*q^14*t^12 - 13*q^13*t^13 - 8*q^12*t^14 + 10*q^11*t^15 + q^10*t^16 + 4*q^24*t - 38*q^23*t^2 - 17*q^22*t^3 + 87*q^21*t^4 - 124*q^20*t^5 - 289*q^19*t^6 - 35*q^18*t^7 - 274*q^17*t^8 - 336*q^16*t^9 - 63*q^15*t^10 - 143*q^14*t^11 - 184*q^13*t^12 - 88*q^12*t^13 - 46*q^11*t^14 - 13*q^10*t^15 - q^9*t^16 + 3*q^23*t - 18*q^22*t^2 - 4*q^21*t^3 - 59*q^20*t^4 - 176*q^19*t^5 + 64*q^18*t^6 + 290*q^17*t^7 - 38*q^16*t^8 - 170*q^15*t^9 + 74*q^14*t^10 + 245*q^13*t^11 + 123*q^12*t^12 + 43*q^11*t^13 + 76*q^10*t^14 + 17*q^9*t^15 - 2*q^8*t^16 - 6*q^22*t + 6*q^21*t^2 + 106*q^20*t^3 + 108*q^19*t^4 + 11*q^18*t^5 + 245*q^17*t^6 + 166*q^16*t^7 + 82*q^15*t^8 + 447*q^14*t^9 + 435*q^13*t^10 + 62*q^12*t^11 - 98*q^11*t^12 + 40*q^10*t^13 + 94*q^9*t^14 + 20*q^8*t^15 - 2*q^6*t^17 + 2*q^21*t - 20*q^19*t^3 - 94*q^18*t^4 - 40*q^17*t^5 + 98*q^16*t^6 - 62*q^15*t^7 - 435*q^14*t^8 - 447*q^13*t^9 - 82*q^12*t^10 - 166*q^11*t^11 - 245*q^10*t^12 - 11*q^9*t^13 - 108*q^8*t^14 - 106*q^7*t^15 - 6*q^6*t^16 + 6*q^5*t^17 + 2*q^19*t^2 - 17*q^18*t^3 - 76*q^17*t^4 - 43*q^16*t^5 - 123*q^15*t^6 - 245*q^14*t^7 - 74*q^13*t^8 + 170*q^12*t^9 + 38*q^11*t^10 - 290*q^10*t^11 - 64*q^9*t^12 + 176*q^8*t^13 + 59*q^7*t^14 + 4*q^6*t^15 + 18*q^5*t^16 - 3*q^4*t^17 + q^18*t^2 + 13*q^17*t^3 + 46*q^16*t^4 + 88*q^15*t^5 + 184*q^14*t^6 + 143*q^13*t^7 + 63*q^12*t^8 + 336*q^11*t^9 + 274*q^10*t^10 + 35*q^9*t^11 + 289*q^8*t^12 + 124*q^7*t^13 - 87*q^6*t^14 + 17*q^5*t^15 + 38*q^4*t^16 - 4*q^3*t^17 - q^17*t^2 - 10*q^16*t^3 + 8*q^15*t^4 + 13*q^14*t^5 - 39*q^13*t^6 - 45*q^12*t^7 + 43*q^11*t^8 + 26*q^10*t^9 - 235*q^9*t^10 - 167*q^8*t^11 + 19*q^7*t^12 - 69*q^6*t^13 - 79*q^5*t^14 + 12*q^4*t^15 - 20*q^3*t^16 - 8*q^2*t^17 + 3*q^15*t^3 - 8*q^14*t^4 - 32*q^13*t^5 - 52*q^12*t^6 - 124*q^11*t^7 - 74*q^10*t^8 - 47*q^9*t^9 - 164*q^8*t^10 + 14*q^7*t^11 + 32*q^6*t^12 - 82*q^5*t^13 - 7*q^4*t^14 + 33*q^3*t^15 + 3*q*t^17 + t^18 + 2*q^13*t^4 + 8*q^12*t^5 + 25*q^11*t^6 + 66*q^10*t^7 + 91*q^9*t^8 + 14*q^8*t^9 + 47*q^7*t^10 + 114*q^6*t^11 + 45*q^5*t^12 + 10*q^4*t^13 + 44*q^3*t^14 - 4*q^2*t^15 - 6*q*t^16 + q^11*t^5 - 6*q^10*t^6 + 4*q^9*t^7 + 11*q^8*t^8 - 5*q^7*t^9 + 22*q^6*t^10 - 7*q^5*t^11 - 38*q^4*t^12 - 18*q^3*t^13 - 4*q^2*t^14 - 3*q*t^15 + t^16 - q^10*t^5 + q^9*t^6 - 5*q^8*t^7 - 27*q^7*t^8 - 27*q^6*t^9 - 22*q^5*t^10 - 13*q^4*t^11 - 4*q^3*t^12 + 8*q^2*t^13 + q^7*t^7 + 5*q^6*t^8 + 14*q^5*t^9 + 13*q^4*t^10 + 7*q^3*t^11 + 2*q^2*t^12 - 2*q^4*t^9 - 2*q^3*t^10 - 2*q^2*t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0461] 'FEOhW'

Zeta functions

ask[-]:

-(q^6*t^4 - 5*q^5*t^4 + 6*q^5*t^3 + 2*q^4*t^4 - 6*q^5*t^2 - q^4*t^3 + 8*q^3*t^4 - q^2*t^5 + q^5*t + 3*q^4*t^2 - 18*q^3*t^3 + 18*q^3*t^2 - 3*q^2*t^3 - q*t^4 + q^4 - 8*q^3*t + q^2*t^2 + 6*q*t^3 - 2*q^2*t - 6*q*t^2 + 5*q*t - t)*(q - t)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^14 + 16*q^10*t^12 - 15*q^9*t^13 - 3*q^8*t^14 + 24*q^10*t^11 - 149*q^9*t^12 + 111*q^8*t^13 - 2*q^7*t^14 + 4*q^10*t^10 - 69*q^9*t^11 + 477*q^8*t^12 - 334*q^7*t^13 + 26*q^6*t^14 - 36*q^9*t^10 - 191*q^8*t^11 - 547*q^7*t^12 + 455*q^6*t^13 - 46*q^5*t^14 + q^4*t^15 - 167*q^9*t^9 + 640*q^8*t^10 + 794*q^7*t^11 - 80*q^6*t^12 - 233*q^5*t^13 + 19*q^4*t^14 - 2*q^9*t^8 + 855*q^8*t^9 - 3041*q^7*t^10 - 390*q^6*t^11 + 522*q^5*t^12 + 10*q^4*t^13 - 3*q^9*t^7 - 399*q^8*t^8 - 651*q^7*t^9 + 5614*q^6*t^10 - 998*q^5*t^11 - 236*q^4*t^12 + 11*q^3*t^13 + 434*q^8*t^7 + 1291*q^7*t^8 - 2730*q^6*t^9 - 4244*q^5*t^10 + 1083*q^4*t^11 + 12*q^3*t^12 + 96*q^8*t^6 - 3021*q^7*t^7 + 593*q^6*t^8 + 5340*q^5*t^9 + 931*q^4*t^10 - 297*q^3*t^11 - 49*q^8*t^5 + 325*q^7*t^6 + 6947*q^6*t^7 - 5885*q^5*t^8 - 3003*q^4*t^9 + 180*q^3*t^10 + 9*q^2*t^11 + 9*q^8*t^4 + 180*q^7*t^5 - 3003*q^6*t^6 - 5885*q^5*t^7 + 6947*q^4*t^8 + 325*q^3*t^9 - 49*q^2*t^10 - 297*q^7*t^4 + 931*q^6*t^5 + 5340*q^5*t^6 + 593*q^4*t^7 - 3021*q^3*t^8 + 96*q^2*t^9 + 12*q^7*t^3 + 1083*q^6*t^4 - 4244*q^5*t^5 - 2730*q^4*t^6 + 1291*q^3*t^7 + 434*q^2*t^8 + 11*q^7*t^2 - 236*q^6*t^3 - 998*q^5*t^4 + 5614*q^4*t^5 - 651*q^3*t^6 - 399*q^2*t^7 - 3*q*t^8 + 10*q^6*t^2 + 522*q^5*t^3 - 390*q^4*t^4 - 3041*q^3*t^5 + 855*q^2*t^6 - 2*q*t^7 + 19*q^6*t - 233*q^5*t^2 - 80*q^4*t^3 + 794*q^3*t^4 + 640*q^2*t^5 - 167*q*t^6 + q^6 - 46*q^5*t + 455*q^4*t^2 - 547*q^3*t^3 - 191*q^2*t^4 - 36*q*t^5 + 26*q^4*t - 334*q^3*t^2 + 477*q^2*t^3 - 69*q*t^4 + 4*t^5 - 2*q^3*t + 111*q^2*t^2 - 149*q*t^3 + 24*t^4 - 3*q^2*t - 15*q*t^2 + 16*t^3 + q*t)/((q*t^2 - 1)^5*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [1, 3], [1, 4], [2, 5], [2, 6], [4, 5], [4, 6], [5, 6]]

[0462] 'FEW~W'

Zeta functions

ask[-]:

(q^8*t^3 - 3*q^8*t^2 + q^7*t^3 - 3*q^6*t^4 + q^9 + 8*q^6*t^3 - 3*q^5*t^4 + 3*q^4*t^5 - 6*q^7*t + 15*q^6*t^2 - 20*q^5*t^3 + 9*q^4*t^4 - 3*q^3*t^5 - 3*q^6*t + 9*q^5*t^2 - 20*q^4*t^3 + 15*q^3*t^4 - 6*q^2*t^5 + 3*q^5*t - 3*q^4*t^2 + 8*q^3*t^3 + t^6 - 3*q^3*t^2 + q^2*t^3 - 3*q*t^4 + q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(2*q^16*t^18 + q^15*t^19 + q^18*t^15 - 10*q^17*t^16 - 5*q^16*t^17 - 5*q^15*t^18 - 18*q^14*t^19 - 5*q^13*t^20 + q^21*t^11 - 5*q^20*t^12 + 2*q^19*t^13 + 30*q^18*t^14 - 23*q^17*t^15 + 20*q^16*t^16 + 109*q^15*t^17 + 10*q^14*t^18 + 52*q^13*t^19 + 58*q^12*t^20 + 10*q^11*t^21 + q^22*t^9 + 2*q^21*t^10 - 16*q^20*t^11 + 3*q^19*t^12 + 71*q^18*t^13 - 124*q^17*t^14 - 137*q^16*t^15 + 206*q^15*t^16 - 371*q^14*t^17 - 329*q^13*t^18 + 27*q^12*t^19 - 196*q^11*t^20 - 98*q^10*t^21 - 4*q^9*t^22 - q^8*t^23 - q^22*t^8 - 5*q^21*t^9 + 21*q^20*t^10 - 39*q^19*t^11 - 9*q^18*t^12 + 54*q^17*t^13 - 396*q^16*t^14 + 730*q^15*t^15 + 85*q^14*t^16 - 298*q^13*t^17 + 1308*q^12*t^18 + 268*q^11*t^19 + 72*q^10*t^20 + 339*q^9*t^21 + 56*q^8*t^22 + 9*q^7*t^23 - q^6*t^24 - 4*q^22*t^7 - 8*q^21*t^8 + 114*q^20*t^9 - 62*q^19*t^10 - 327*q^18*t^11 + 1174*q^17*t^12 - 531*q^16*t^13 - 125*q^15*t^14 + 1311*q^14*t^15 - 2025*q^13*t^16 + 429*q^12*t^17 - 363*q^11*t^18 - 1903*q^10*t^19 + 6*q^9*t^20 - 256*q^8*t^21 - 250*q^7*t^22 - 41*q^6*t^23 + 5*q^5*t^24 + 4*q^22*t^6 - 7*q^21*t^7 - 34*q^20*t^8 + 130*q^19*t^9 - 960*q^18*t^10 + 1259*q^17*t^11 - 365*q^16*t^12 - 4465*q^15*t^13 + 3753*q^14*t^14 - 1552*q^13*t^15 - 2444*q^12*t^16 + 3755*q^11*t^17 - 1187*q^10*t^18 + 1262*q^9*t^19 + 1482*q^8*t^20 - 230*q^7*t^21 + 292*q^6*t^22 + 132*q^5*t^23 - 9*q^4*t^24 + 8*q^22*t^5 + 27*q^21*t^6 - 314*q^20*t^7 + 741*q^19*t^8 - 479*q^18*t^9 - 783*q^17*t^10 + 3815*q^16*t^11 - 4977*q^15*t^12 + 5452*q^14*t^13 + 6211*q^13*t^14 - 8568*q^12*t^15 + 6852*q^11*t^16 + 835*q^10*t^17 - 3927*q^9*t^18 + 1674*q^8*t^19 - 1586*q^7*t^20 - 400*q^6*t^21 + 92*q^5*t^22 - 183*q^4*t^23 - 2*q^3*t^24 - 12*q^22*t^4 + 72*q^21*t^5 - 281*q^20*t^6 + 602*q^19*t^7 + 1040*q^18*t^8 - 4095*q^17*t^9 + 5934*q^16*t^10 - 1242*q^15*t^11 - 7732*q^14*t^12 + 9623*q^13*t^13 - 13023*q^12*t^14 - 1985*q^11*t^15 + 7641*q^10*t^16 - 9646*q^9*t^17 + 2183*q^8*t^18 + 1777*q^7*t^19 - 959*q^6*t^20 + 776*q^5*t^21 - 7*q^4*t^22 + 28*q^3*t^23 + 24*q^2*t^24 + q^23*t^2 - 15*q^22*t^3 + 63*q^21*t^4 + 35*q^20*t^5 - 720*q^19*t^6 + 1607*q^18*t^7 - 4251*q^17*t^8 + 707*q^16*t^9 + 6891*q^15*t^10 - 16964*q^14*t^11 + 10699*q^13*t^12 + 7275*q^12*t^13 - 11930*q^11*t^14 + 16149*q^10*t^15 - 2997*q^9*t^16 - 2279*q^8*t^17 + 6271*q^7*t^18 - 2619*q^6*t^19 - 56*q^5*t^20 + 289*q^4*t^21 - 211*q^3*t^22 + 20*q^2*t^23 - 8*q*t^24 - t^25 - 9*q^22*t^2 - 29*q^21*t^3 + 245*q^20*t^4 - 1005*q^19*t^5 + 1519*q^18*t^6 + 1203*q^17*t^7 - 4039*q^16*t^8 + 11788*q^15*t^9 - 7429*q^14*t^10 - 1411*q^13*t^11 + 21073*q^12*t^12 - 21073*q^11*t^13 + 1411*q^10*t^14 + 7429*q^9*t^15 - 11788*q^8*t^16 + 4039*q^7*t^17 - 1203*q^6*t^18 - 1519*q^5*t^19 + 1005*q^4*t^20 - 245*q^3*t^21 + 29*q^2*t^22 + 9*q*t^23 + q^23 + 8*q^22*t - 20*q^21*t^2 + 211*q^20*t^3 - 289*q^19*t^4 + 56*q^18*t^5 + 2619*q^17*t^6 - 6271*q^16*t^7 + 2279*q^15*t^8 + 2997*q^14*t^9 - 16149*q^13*t^10 + 11930*q^12*t^11 - 7275*q^11*t^12 - 10699*q^10*t^13 + 16964*q^9*t^14 - 6891*q^8*t^15 - 707*q^7*t^16 + 4251*q^6*t^17 - 1607*q^5*t^18 + 720*q^4*t^19 - 35*q^3*t^20 - 63*q^2*t^21 + 15*q*t^22 - t^23 - 24*q^21*t - 28*q^20*t^2 + 7*q^19*t^3 - 776*q^18*t^4 + 959*q^17*t^5 - 1777*q^16*t^6 - 2183*q^15*t^7 + 9646*q^14*t^8 - 7641*q^13*t^9 + 1985*q^12*t^10 + 13023*q^11*t^11 - 9623*q^10*t^12 + 7732*q^9*t^13 + 1242*q^8*t^14 - 5934*q^7*t^15 + 4095*q^6*t^16 - 1040*q^5*t^17 - 602*q^4*t^18 + 281*q^3*t^19 - 72*q^2*t^20 + 12*q*t^21 + 2*q^20*t + 183*q^19*t^2 - 92*q^18*t^3 + 400*q^17*t^4 + 1586*q^16*t^5 - 1674*q^15*t^6 + 3927*q^14*t^7 - 835*q^13*t^8 - 6852*q^12*t^9 + 8568*q^11*t^10 - 6211*q^10*t^11 - 5452*q^9*t^12 + 4977*q^8*t^13 - 3815*q^7*t^14 + 783*q^6*t^15 + 479*q^5*t^16 - 741*q^4*t^17 + 314*q^3*t^18 - 27*q^2*t^19 - 8*q*t^20 + 9*q^19*t - 132*q^18*t^2 - 292*q^17*t^3 + 230*q^16*t^4 - 1482*q^15*t^5 - 1262*q^14*t^6 + 1187*q^13*t^7 - 3755*q^12*t^8 + 2444*q^11*t^9 + 1552*q^10*t^10 - 3753*q^9*t^11 + 4465*q^8*t^12 + 365*q^7*t^13 - 1259*q^6*t^14 + 960*q^5*t^15 - 130*q^4*t^16 + 34*q^3*t^17 + 7*q^2*t^18 - 4*q*t^19 - 5*q^18*t + 41*q^17*t^2 + 250*q^16*t^3 + 256*q^15*t^4 - 6*q^14*t^5 + 1903*q^13*t^6 + 363*q^12*t^7 - 429*q^11*t^8 + 2025*q^10*t^9 - 1311*q^9*t^10 + 125*q^8*t^11 + 531*q^7*t^12 - 1174*q^6*t^13 + 327*q^5*t^14 + 62*q^4*t^15 - 114*q^3*t^16 + 8*q^2*t^17 + 4*q*t^18 + q^17*t - 9*q^16*t^2 - 56*q^15*t^3 - 339*q^14*t^4 - 72*q^13*t^5 - 268*q^12*t^6 - 1308*q^11*t^7 + 298*q^10*t^8 - 85*q^9*t^9 - 730*q^8*t^10 + 396*q^7*t^11 - 54*q^6*t^12 + 9*q^5*t^13 + 39*q^4*t^14 - 21*q^3*t^15 + 5*q^2*t^16 + q*t^17 + q^15*t^2 + 4*q^14*t^3 + 98*q^13*t^4 + 196*q^12*t^5 - 27*q^11*t^6 + 329*q^10*t^7 + 371*q^9*t^8 - 206*q^8*t^9 + 137*q^7*t^10 + 124*q^6*t^11 - 71*q^5*t^12 - 3*q^4*t^13 + 16*q^3*t^14 - 2*q^2*t^15 - q*t^16 - 10*q^12*t^4 - 58*q^11*t^5 - 52*q^10*t^6 - 10*q^9*t^7 - 109*q^8*t^8 - 20*q^7*t^9 + 23*q^6*t^10 - 30*q^5*t^11 - 2*q^4*t^12 + 5*q^3*t^13 - q^2*t^14 + 5*q^10*t^5 + 18*q^9*t^6 + 5*q^8*t^7 + 5*q^7*t^8 + 10*q^6*t^9 - q^5*t^10 - q^8*t^6 - 2*q^7*t^7)/((q^2 - t)^3*(t^2 - q)^4*(q + t)*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0463] 'FEXhw'

Zeta functions

ask[-]:

ask[+]:

-(3*q^11*t^12 + 8*q^10*t^13 + 3*q^9*t^14 + q^13*t^9 - 13*q^12*t^10 - 23*q^11*t^11 - 2*q^10*t^12 - 34*q^9*t^13 - 36*q^8*t^14 - 6*q^7*t^15 + q^6*t^16 + q^14*t^7 + 9*q^13*t^8 + 4*q^12*t^9 + 21*q^11*t^10 + 119*q^10*t^11 + 31*q^9*t^12 + 26*q^8*t^13 + 111*q^7*t^14 + 44*q^6*t^15 - 2*q^5*t^16 - q^14*t^6 - 5*q^13*t^7 + 18*q^12*t^8 - 21*q^11*t^9 - 56*q^10*t^10 - 138*q^9*t^11 - 147*q^8*t^12 - 5*q^7*t^13 - 92*q^6*t^14 - 121*q^5*t^15 - 6*q^4*t^16 - 2*q^14*t^5 - 23*q^13*t^6 - 4*q^12*t^7 - 8*q^11*t^8 - 246*q^10*t^9 + 222*q^9*t^10 + 149*q^8*t^11 - 5*q^7*t^12 + 123*q^6*t^13 - 33*q^5*t^14 + 120*q^4*t^15 + 29*q^3*t^16 + q^14*t^4 + 15*q^13*t^5 - 56*q^12*t^6 + 312*q^11*t^7 - 237*q^10*t^8 + 467*q^9*t^9 + 243*q^8*t^10 - 633*q^7*t^11 + 269*q^6*t^12 + 6*q^5*t^13 - 49*q^4*t^14 + 11*q^3*t^15 - 41*q^2*t^16 - 3*q^14*t^3 + 59*q^13*t^4 - 165*q^12*t^5 + 374*q^11*t^6 - 430*q^10*t^7 - 357*q^9*t^8 + 364*q^8*t^9 - 886*q^7*t^10 + 381*q^6*t^11 + 351*q^5*t^12 - 415*q^4*t^13 + 137*q^3*t^14 - 39*q^2*t^15 + 12*q*t^16 + t^17 - 6*q^14*t^2 + 49*q^13*t^3 - 164*q^12*t^4 + 82*q^11*t^5 + 51*q^10*t^6 - 547*q^9*t^7 + 1166*q^8*t^8 - 88*q^7*t^9 - 248*q^6*t^10 + 590*q^5*t^11 - 586*q^4*t^12 + 147*q^3*t^13 + 25*q^2*t^14 - 11*q*t^15 + 2*t^16 - 2*q^14*t + 11*q^13*t^2 - 25*q^12*t^3 - 147*q^11*t^4 + 586*q^10*t^5 - 590*q^9*t^6 + 248*q^8*t^7 + 88*q^7*t^8 - 1166*q^6*t^9 + 547*q^5*t^10 - 51*q^4*t^11 - 82*q^3*t^12 + 164*q^2*t^13 - 49*q*t^14 + 6*t^15 - q^14 - 12*q^13*t + 39*q^12*t^2 - 137*q^11*t^3 + 415*q^10*t^4 - 351*q^9*t^5 - 381*q^8*t^6 + 886*q^7*t^7 - 364*q^6*t^8 + 357*q^5*t^9 + 430*q^4*t^10 - 374*q^3*t^11 + 165*q^2*t^12 - 59*q*t^13 + 3*t^14 + 41*q^12*t - 11*q^11*t^2 + 49*q^10*t^3 - 6*q^9*t^4 - 269*q^8*t^5 + 633*q^7*t^6 - 243*q^6*t^7 - 467*q^5*t^8 + 237*q^4*t^9 - 312*q^3*t^10 + 56*q^2*t^11 - 15*q*t^12 - t^13 - 29*q^11*t - 120*q^10*t^2 + 33*q^9*t^3 - 123*q^8*t^4 + 5*q^7*t^5 - 149*q^6*t^6 - 222*q^5*t^7 + 246*q^4*t^8 + 8*q^3*t^9 + 4*q^2*t^10 + 23*q*t^11 + 2*t^12 + 6*q^10*t + 121*q^9*t^2 + 92*q^8*t^3 + 5*q^7*t^4 + 147*q^6*t^5 + 138*q^5*t^6 + 56*q^4*t^7 + 21*q^3*t^8 - 18*q^2*t^9 + 5*q*t^10 + t^11 + 2*q^9*t - 44*q^8*t^2 - 111*q^7*t^3 - 26*q^6*t^4 - 31*q^5*t^5 - 119*q^4*t^6 - 21*q^3*t^7 - 4*q^2*t^8 - 9*q*t^9 - t^10 - q^8*t + 6*q^7*t^2 + 36*q^6*t^3 + 34*q^5*t^4 + 2*q^4*t^5 + 23*q^3*t^6 + 13*q^2*t^7 - q*t^8 - 3*q^5*t^3 - 8*q^4*t^4 - 3*q^3*t^5)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0464] 'FEXlw'

Zeta functions

ask[-]:

(q^7*t^4 - 3*q^8*t^2 + 4*q^7*t^3 - 6*q^6*t^4 + q^9 + q^7*t^2 + 5*q^6*t^3 - q^5*t^4 + 3*q^4*t^5 - 6*q^7*t + 12*q^6*t^2 - 19*q^5*t^3 + 11*q^4*t^4 - 3*q^3*t^5 - 3*q^6*t + 11*q^5*t^2 - 19*q^4*t^3 + 12*q^3*t^4 - 6*q^2*t^5 + 3*q^5*t - q^4*t^2 + 5*q^3*t^3 + q^2*t^4 + t^6 - 6*q^3*t^2 + 4*q^2*t^3 - 3*q*t^4 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(2*q^14*t^14 + 2*q^13*t^15 + 4*q^12*t^16 + q^16*t^11 - 4*q^15*t^12 - 11*q^14*t^13 - 19*q^13*t^14 + 5*q^12*t^15 - 42*q^11*t^16 - 23*q^10*t^17 + 3*q^9*t^18 + 2*q^8*t^19 - 6*q^17*t^9 + 11*q^16*t^10 + 28*q^15*t^11 - 59*q^14*t^12 - 23*q^13*t^13 + 254*q^12*t^14 + 20*q^11*t^15 + 48*q^10*t^16 + 139*q^9*t^17 + 27*q^8*t^18 - 12*q^7*t^19 - 3*q^6*t^20 + q^19*t^6 + 5*q^18*t^7 - 26*q^17*t^8 + 10*q^16*t^9 + 212*q^15*t^10 - 110*q^14*t^11 - 178*q^13*t^12 + 451*q^12*t^13 - 584*q^11*t^14 - 622*q^10*t^15 + 57*q^9*t^16 - 197*q^8*t^17 - 183*q^7*t^18 + 5*q^6*t^19 + 15*q^5*t^20 + 9*q^18*t^6 - 32*q^17*t^7 - 170*q^16*t^8 + 158*q^15*t^9 - 449*q^14*t^10 - 761*q^13*t^11 + 995*q^12*t^12 - 101*q^11*t^13 - 204*q^10*t^14 + 1569*q^9*t^15 + 483*q^8*t^16 - 85*q^7*t^17 + 290*q^6*t^18 + 94*q^5*t^19 - 28*q^4*t^20 - 4*q^19*t^4 + 7*q^18*t^5 + 129*q^17*t^6 - 142*q^16*t^7 + 455*q^15*t^8 + 718*q^14*t^9 - 332*q^13*t^10 + 1401*q^12*t^11 + 583*q^11*t^12 - 1925*q^10*t^13 + 319*q^9*t^14 - 646*q^8*t^15 - 1514*q^7*t^16 + 18*q^6*t^17 - 24*q^5*t^18 - 201*q^4*t^19 + 14*q^3*t^20 - 5*q^19*t^3 - 34*q^18*t^4 + 154*q^17*t^5 - 355*q^16*t^6 - 382*q^15*t^7 + 768*q^14*t^8 - 1853*q^13*t^9 - 1693*q^12*t^10 + 1246*q^11*t^11 - 2273*q^10*t^12 + 280*q^9*t^13 + 2022*q^8*t^14 - 353*q^7*t^15 + 767*q^6*t^16 + 605*q^5*t^17 - 166*q^4*t^18 + 110*q^3*t^19 + 18*q^2*t^20 + 2*q^19*t^2 - 41*q^18*t^3 + 97*q^17*t^4 - 94*q^16*t^5 - 644*q^15*t^6 + 1427*q^14*t^7 - 177*q^13*t^8 - 1383*q^12*t^9 + 4869*q^11*t^10 + 449*q^10*t^11 - 1602*q^9*t^12 + 2529*q^8*t^13 - 922*q^7*t^14 - 1019*q^6*t^15 + 325*q^5*t^16 - 351*q^4*t^17 - 23*q^3*t^18 + 2*q^2*t^19 - 11*q*t^20 - t^21 + q^20 + 11*q^19*t - 2*q^18*t^2 + 23*q^17*t^3 + 351*q^16*t^4 - 325*q^15*t^5 + 1019*q^14*t^6 + 922*q^13*t^7 - 2529*q^12*t^8 + 1602*q^11*t^9 - 449*q^10*t^10 - 4869*q^9*t^11 + 1383*q^8*t^12 + 177*q^7*t^13 - 1427*q^6*t^14 + 644*q^5*t^15 + 94*q^4*t^16 - 97*q^3*t^17 + 41*q^2*t^18 - 2*q*t^19 - 18*q^18*t - 110*q^17*t^2 + 166*q^16*t^3 - 605*q^15*t^4 - 767*q^14*t^5 + 353*q^13*t^6 - 2022*q^12*t^7 - 280*q^11*t^8 + 2273*q^10*t^9 - 1246*q^9*t^10 + 1693*q^8*t^11 + 1853*q^7*t^12 - 768*q^6*t^13 + 382*q^5*t^14 + 355*q^4*t^15 - 154*q^3*t^16 + 34*q^2*t^17 + 5*q*t^18 - 14*q^17*t + 201*q^16*t^2 + 24*q^15*t^3 - 18*q^14*t^4 + 1514*q^13*t^5 + 646*q^12*t^6 - 319*q^11*t^7 + 1925*q^10*t^8 - 583*q^9*t^9 - 1401*q^8*t^10 + 332*q^7*t^11 - 718*q^6*t^12 - 455*q^5*t^13 + 142*q^4*t^14 - 129*q^3*t^15 - 7*q^2*t^16 + 4*q*t^17 + 28*q^16*t - 94*q^15*t^2 - 290*q^14*t^3 + 85*q^13*t^4 - 483*q^12*t^5 - 1569*q^11*t^6 + 204*q^10*t^7 + 101*q^9*t^8 - 995*q^8*t^9 + 761*q^7*t^10 + 449*q^6*t^11 - 158*q^5*t^12 + 170*q^4*t^13 + 32*q^3*t^14 - 9*q^2*t^15 - 15*q^15*t - 5*q^14*t^2 + 183*q^13*t^3 + 197*q^12*t^4 - 57*q^11*t^5 + 622*q^10*t^6 + 584*q^9*t^7 - 451*q^8*t^8 + 178*q^7*t^9 + 110*q^6*t^10 - 212*q^5*t^11 - 10*q^4*t^12 + 26*q^3*t^13 - 5*q^2*t^14 - q*t^15 + 3*q^14*t + 12*q^13*t^2 - 27*q^12*t^3 - 139*q^11*t^4 - 48*q^10*t^5 - 20*q^9*t^6 - 254*q^8*t^7 + 23*q^7*t^8 + 59*q^6*t^9 - 28*q^5*t^10 - 11*q^4*t^11 + 6*q^3*t^12 - 2*q^12*t^2 - 3*q^11*t^3 + 23*q^10*t^4 + 42*q^9*t^5 - 5*q^8*t^6 + 19*q^7*t^7 + 11*q^6*t^8 + 4*q^5*t^9 - q^4*t^10 - 4*q^8*t^5 - 2*q^7*t^6 - 2*q^6*t^7)/((q^2 - t)*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0465] 'FEYhw'

Zeta functions

ask[-]:

(q^8*t^4 + q^7*t^5 - 4*q^8*t^3 - 3*q^7*t^4 - 4*q^6*t^5 - q^5*t^6 + 8*q^8*t^2 - 5*q^7*t^3 + 25*q^6*t^4 - 5*q^5*t^5 + 5*q^4*t^6 - q^9 - 10*q^7*t^2 + q^6*t^3 - 19*q^5*t^4 + 3*q^4*t^5 - 2*q^3*t^6 + 9*q^7*t - 24*q^6*t^2 + 47*q^5*t^3 - 47*q^4*t^4 + 24*q^3*t^5 - 9*q^2*t^6 + 2*q^6*t - 3*q^5*t^2 + 19*q^4*t^3 - q^3*t^4 + 10*q^2*t^5 + t^7 - 5*q^5*t + 5*q^4*t^2 - 25*q^3*t^3 + 5*q^2*t^4 - 8*q*t^5 + q^4*t + 4*q^3*t^2 + 3*q^2*t^3 + 4*q*t^4 - q^2*t^2 - q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

(q^19*t^19 + 4*q^18*t^20 + 15*q^17*t^21 + 11*q^16*t^22 + 8*q^15*t^23 + q^14*t^24 + q^22*t^15 - 2*q^21*t^16 - 5*q^20*t^17 - 10*q^19*t^18 - 67*q^18*t^19 - 73*q^17*t^20 - 134*q^16*t^21 - 130*q^15*t^22 - 104*q^14*t^23 - 33*q^13*t^24 - 3*q^12*t^25 + 2*q^23*t^13 - q^22*t^14 - 16*q^21*t^15 + 45*q^20*t^16 + 151*q^19*t^17 + 56*q^18*t^18 + 351*q^17*t^19 + 636*q^16*t^20 + 733*q^15*t^21 + 621*q^14*t^22 + 551*q^13*t^23 + 298*q^12*t^24 + 51*q^11*t^25 + q^10*t^26 + q^9*t^27 + q^24*t^11 + 4*q^23*t^12 - 22*q^22*t^13 - 44*q^21*t^14 + 61*q^20*t^15 + 22*q^19*t^16 - 661*q^18*t^17 - 714*q^17*t^18 - 692*q^16*t^19 - 2032*q^15*t^20 - 2933*q^14*t^21 - 2181*q^13*t^22 - 1534*q^12*t^23 - 1185*q^11*t^24 - 374*q^10*t^25 - 31*q^9*t^26 - 6*q^8*t^27 + q^7*t^28 - q^24*t^10 - 13*q^23*t^11 + 11*q^22*t^12 + 100*q^21*t^13 - 146*q^20*t^14 - 334*q^19*t^15 - 155*q^18*t^16 - 49*q^17*t^17 + 1771*q^16*t^18 + 1922*q^15*t^19 + 2894*q^14*t^20 + 6199*q^13*t^21 + 6249*q^12*t^22 + 3298*q^11*t^23 + 2430*q^10*t^24 + 1293*q^9*t^25 + 234*q^8*t^26 + 24*q^7*t^27 - 7*q^6*t^28 - 5*q^24*t^9 - 24*q^23*t^10 + 119*q^22*t^11 + 330*q^21*t^12 - 523*q^20*t^13 + 226*q^19*t^14 + 4092*q^18*t^15 + 1872*q^17*t^16 + 1349*q^16*t^17 + 2695*q^15*t^18 - 1096*q^14*t^19 - 4081*q^13*t^20 - 6512*q^12*t^21 - 10161*q^11*t^22 - 7058*q^10*t^23 - 3386*q^9*t^24 - 2201*q^8*t^25 - 762*q^7*t^26 - 93*q^6*t^27 + 19*q^5*t^28 + 6*q^24*t^8 + 32*q^23*t^9 - 65*q^22*t^10 - 106*q^21*t^11 - 583*q^20*t^12 - 1051*q^19*t^13 + 941*q^18*t^14 - 7514*q^17*t^15 - 15897*q^16*t^16 - 6127*q^15*t^17 - 7341*q^14*t^18 - 12854*q^13*t^19 - 647*q^12*t^20 + 7004*q^11*t^21 + 7855*q^10*t^22 + 9417*q^9*t^23 + 5082*q^8*t^24 + 2127*q^7*t^25 + 1127*q^6*t^26 + 256*q^5*t^27 - 22*q^4*t^28 + 9*q^24*t^7 + 56*q^23*t^8 - 398*q^22*t^9 - 654*q^21*t^10 + 1829*q^20*t^11 - 1081*q^19*t^12 - 3055*q^18*t^13 + 5082*q^17*t^14 + 4950*q^16*t^15 + 23955*q^15*t^16 + 33153*q^14*t^17 + 12896*q^13*t^18 + 20328*q^12*t^19 + 23857*q^11*t^20 - 2493*q^10*t^21 - 6710*q^9*t^22 - 4939*q^8*t^23 - 5639*q^7*t^24 - 2127*q^6*t^25 - 750*q^5*t^26 - 345*q^4*t^27 - 4*q^3*t^28 - 10*q^24*t^6 - 3*q^23*t^7 + 227*q^22*t^8 - 154*q^21*t^9 + 3908*q^20*t^10 + 1847*q^19*t^11 - 5292*q^18*t^12 + 19977*q^17*t^13 + 11924*q^16*t^14 - 19589*q^15*t^15 - 12683*q^14*t^16 - 36121*q^13*t^17 - 44858*q^12*t^18 - 17497*q^11*t^19 - 29803*q^10*t^20 - 19439*q^9*t^21 + 5612*q^8*t^22 + 2772*q^7*t^23 + 1846*q^6*t^24 + 2055*q^5*t^25 + 454*q^4*t^26 + 152*q^3*t^27 + 35*q^2*t^28 - q^25*t^4 - 8*q^24*t^5 - 148*q^23*t^6 + 825*q^22*t^7 - 845*q^21*t^8 - 1947*q^20*t^9 - 59*q^19*t^10 - 14687*q^18*t^11 - 5718*q^17*t^12 - 10295*q^16*t^13 - 62190*q^15*t^14 - 12153*q^14*t^15 + 35005*q^13*t^16 + 4052*q^12*t^17 + 33030*q^11*t^18 + 42223*q^10*t^19 + 15184*q^9*t^20 + 21640*q^8*t^21 + 7362*q^7*t^22 - 3890*q^6*t^23 - 266*q^5*t^24 - 389*q^4*t^25 - 459*q^3*t^26 - 10*q^2*t^27 - 15*q*t^28 - t^29 + 36*q^24*t^4 - 167*q^23*t^5 + 404*q^22*t^6 - 886*q^21*t^7 - 5079*q^20*t^8 + 5879*q^19*t^9 + 4373*q^18*t^10 - 3265*q^17*t^11 + 36659*q^16*t^12 + 28459*q^15*t^13 + 46683*q^14*t^14 + 89100*q^13*t^15 + 251*q^12*t^16 - 29583*q^11*t^17 + 15511*q^10*t^18 - 24528*q^9*t^19 - 26623*q^8*t^20 - 5686*q^7*t^21 - 8063*q^6*t^22 - 852*q^5*t^23 + 1242*q^4*t^24 - 244*q^3*t^25 + 126*q^2*t^26 + 13*q*t^27 - 2*q^25*t^2 + 18*q^24*t^3 - 82*q^23*t^4 - 194*q^22*t^5 + 1473*q^21*t^6 + 130*q^20*t^7 + 8528*q^19*t^8 + 14956*q^18*t^9 - 16647*q^17*t^10 + 6145*q^16*t^11 + 8356*q^15*t^12 - 72176*q^14*t^13 - 56585*q^13*t^14 - 56585*q^12*t^15 - 72176*q^11*t^16 + 8356*q^10*t^17 + 6145*q^9*t^18 - 16647*q^8*t^19 + 14956*q^7*t^20 + 8528*q^6*t^21 + 130*q^5*t^22 + 1473*q^4*t^23 - 194*q^3*t^24 - 82*q^2*t^25 + 18*q*t^26 - 2*t^27 + 13*q^24*t^2 + 126*q^23*t^3 - 244*q^22*t^4 + 1242*q^21*t^5 - 852*q^20*t^6 - 8063*q^19*t^7 - 5686*q^18*t^8 - 26623*q^17*t^9 - 24528*q^16*t^10 + 15511*q^15*t^11 - 29583*q^14*t^12 + 251*q^13*t^13 + 89100*q^12*t^14 + 46683*q^11*t^15 + 28459*q^10*t^16 + 36659*q^9*t^17 - 3265*q^8*t^18 + 4373*q^7*t^19 + 5879*q^6*t^20 - 5079*q^5*t^21 - 886*q^4*t^22 + 404*q^3*t^23 - 167*q^2*t^24 + 36*q*t^25 - q^25 - 15*q^24*t - 10*q^23*t^2 - 459*q^22*t^3 - 389*q^21*t^4 - 266*q^20*t^5 - 3890*q^19*t^6 + 7362*q^18*t^7 + 21640*q^17*t^8 + 15184*q^16*t^9 + 42223*q^15*t^10 + 33030*q^14*t^11 + 4052*q^13*t^12 + 35005*q^12*t^13 - 12153*q^11*t^14 - 62190*q^10*t^15 - 10295*q^9*t^16 - 5718*q^8*t^17 - 14687*q^7*t^18 - 59*q^6*t^19 - 1947*q^5*t^20 - 845*q^4*t^21 + 825*q^3*t^22 - 148*q^2*t^23 - 8*q*t^24 - t^25 + 35*q^23*t + 152*q^22*t^2 + 454*q^21*t^3 + 2055*q^20*t^4 + 1846*q^19*t^5 + 2772*q^18*t^6 + 5612*q^17*t^7 - 19439*q^16*t^8 - 29803*q^15*t^9 - 17497*q^14*t^10 - 44858*q^13*t^11 - 36121*q^12*t^12 - 12683*q^11*t^13 - 19589*q^10*t^14 + 11924*q^9*t^15 + 19977*q^8*t^16 - 5292*q^7*t^17 + 1847*q^6*t^18 + 3908*q^5*t^19 - 154*q^4*t^20 + 227*q^3*t^21 - 3*q^2*t^22 - 10*q*t^23 - 4*q^22*t - 345*q^21*t^2 - 750*q^20*t^3 - 2127*q^19*t^4 - 5639*q^18*t^5 - 4939*q^17*t^6 - 6710*q^16*t^7 - 2493*q^15*t^8 + 23857*q^14*t^9 + 20328*q^13*t^10 + 12896*q^12*t^11 + 33153*q^11*t^12 + 23955*q^10*t^13 + 4950*q^9*t^14 + 5082*q^8*t^15 - 3055*q^7*t^16 - 1081*q^6*t^17 + 1829*q^5*t^18 - 654*q^4*t^19 - 398*q^3*t^20 + 56*q^2*t^21 + 9*q*t^22 - 22*q^21*t + 256*q^20*t^2 + 1127*q^19*t^3 + 2127*q^18*t^4 + 5082*q^17*t^5 + 9417*q^16*t^6 + 7855*q^15*t^7 + 7004*q^14*t^8 - 647*q^13*t^9 - 12854*q^12*t^10 - 7341*q^11*t^11 - 6127*q^10*t^12 - 15897*q^9*t^13 - 7514*q^8*t^14 + 941*q^7*t^15 - 1051*q^6*t^16 - 583*q^5*t^17 - 106*q^4*t^18 - 65*q^3*t^19 + 32*q^2*t^20 + 6*q*t^21 + 19*q^20*t - 93*q^19*t^2 - 762*q^18*t^3 - 2201*q^17*t^4 - 3386*q^16*t^5 - 7058*q^15*t^6 - 10161*q^14*t^7 - 6512*q^13*t^8 - 4081*q^12*t^9 - 1096*q^11*t^10 + 2695*q^10*t^11 + 1349*q^9*t^12 + 1872*q^8*t^13 + 4092*q^7*t^14 + 226*q^6*t^15 - 523*q^5*t^16 + 330*q^4*t^17 + 119*q^3*t^18 - 24*q^2*t^19 - 5*q*t^20 - 7*q^19*t + 24*q^18*t^2 + 234*q^17*t^3 + 1293*q^16*t^4 + 2430*q^15*t^5 + 3298*q^14*t^6 + 6249*q^13*t^7 + 6199*q^12*t^8 + 2894*q^11*t^9 + 1922*q^10*t^10 + 1771*q^9*t^11 - 49*q^8*t^12 - 155*q^7*t^13 - 334*q^6*t^14 - 146*q^5*t^15 + 100*q^4*t^16 + 11*q^3*t^17 - 13*q^2*t^18 - q*t^19 + q^18*t - 6*q^17*t^2 - 31*q^16*t^3 - 374*q^15*t^4 - 1185*q^14*t^5 - 1534*q^13*t^6 - 2181*q^12*t^7 - 2933*q^11*t^8 - 2032*q^10*t^9 - 692*q^9*t^10 - 714*q^8*t^11 - 661*q^7*t^12 + 22*q^6*t^13 + 61*q^5*t^14 - 44*q^4*t^15 - 22*q^3*t^16 + 4*q^2*t^17 + q*t^18 + q^16*t^2 + q^15*t^3 + 51*q^14*t^4 + 298*q^13*t^5 + 551*q^12*t^6 + 621*q^11*t^7 + 733*q^10*t^8 + 636*q^9*t^9 + 351*q^8*t^10 + 56*q^7*t^11 + 151*q^6*t^12 + 45*q^5*t^13 - 16*q^4*t^14 - q^3*t^15 + 2*q^2*t^16 - 3*q^13*t^4 - 33*q^12*t^5 - 104*q^11*t^6 - 130*q^10*t^7 - 134*q^9*t^8 - 73*q^8*t^9 - 67*q^7*t^10 - 10*q^6*t^11 - 5*q^5*t^12 - 2*q^4*t^13 + q^3*t^14 + q^11*t^5 + 8*q^10*t^6 + 11*q^9*t^7 + 15*q^8*t^8 + 4*q^7*t^9 + q^6*t^10)/((q^2 - t)^3*(t^2 - q)^4*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 5], [1, 3], [1, 4], [2, 4], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0466] 'FFYmw'

Zeta functions

ask[-]:

(q^13 + q^12*t + q^11*t^2 - 2*q^11*t - 15*q^10*t^2 + 3*q^9*t^3 - q^8*t^4 - 8*q^10*t + 22*q^9*t^2 + 12*q^8*t^3 + 2*q^7*t^4 - q^6*t^5 + 22*q^8*t^2 - 25*q^7*t^3 - 16*q^6*t^4 + 4*q^5*t^5 + 4*q^8*t - 16*q^7*t^2 - 25*q^6*t^3 + 22*q^5*t^4 - q^7*t + 2*q^6*t^2 + 12*q^5*t^3 + 22*q^4*t^4 - 8*q^3*t^5 - q^5*t^2 + 3*q^4*t^3 - 15*q^3*t^4 - 2*q^2*t^5 + q^2*t^4 + q*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(5*q^16*t^4 + 3*q^15*t^5 + 4*q^14*t^6 - 2*q^17*t^2 + q^16*t^3 - 8*q^15*t^4 + 9*q^14*t^5 - 17*q^13*t^6 - 7*q^12*t^7 - q^18 - 5*q^17*t - 6*q^16*t^2 + 8*q^15*t^3 + 3*q^14*t^4 - 115*q^13*t^5 - 47*q^12*t^6 - 2*q^11*t^7 - 6*q^10*t^8 + 3*q^9*t^9 - 2*q^16*t + 37*q^15*t^2 + 13*q^14*t^3 - 34*q^13*t^4 + 217*q^12*t^5 + 299*q^11*t^6 + 186*q^10*t^7 + 72*q^9*t^8 - 9*q^8*t^9 + q^7*t^10 + 34*q^15*t + 31*q^14*t^2 - 4*q^13*t^3 - 13*q^12*t^4 - 112*q^11*t^5 - 363*q^10*t^6 - 522*q^9*t^7 - 303*q^8*t^8 - 14*q^7*t^9 - 6*q^6*t^10 - 35*q^14*t - 152*q^13*t^2 - 302*q^12*t^3 - 26*q^11*t^4 + 86*q^10*t^5 + 22*q^9*t^6 + 440*q^8*t^7 + 516*q^7*t^8 + 105*q^6*t^9 + 18*q^5*t^10 + 18*q^13*t + 105*q^12*t^2 + 516*q^11*t^3 + 440*q^10*t^4 + 22*q^9*t^5 + 86*q^8*t^6 - 26*q^7*t^7 - 302*q^6*t^8 - 152*q^5*t^9 - 35*q^4*t^10 - 6*q^12*t - 14*q^11*t^2 - 303*q^10*t^3 - 522*q^9*t^4 - 363*q^8*t^5 - 112*q^7*t^6 - 13*q^6*t^7 - 4*q^5*t^8 + 31*q^4*t^9 + 34*q^3*t^10 + q^11*t - 9*q^10*t^2 + 72*q^9*t^3 + 186*q^8*t^4 + 299*q^7*t^5 + 217*q^6*t^6 - 34*q^5*t^7 + 13*q^4*t^8 + 37*q^3*t^9 - 2*q^2*t^10 + 3*q^9*t^2 - 6*q^8*t^3 - 2*q^7*t^4 - 47*q^6*t^5 - 115*q^5*t^6 + 3*q^4*t^7 + 8*q^3*t^8 - 6*q^2*t^9 - 5*q*t^10 - t^11 - 7*q^6*t^4 - 17*q^5*t^5 + 9*q^4*t^6 - 8*q^3*t^7 + q^2*t^8 - 2*q*t^9 + 4*q^4*t^5 + 3*q^3*t^6 + 5*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 5], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0467] 'FF`jW'

Zeta functions

ask[-]:

(q^7*t^3 + q^6*t^4 - 5*q^7*t^2 + q^6*t^3 - 2*q^5*t^4 + q^8 + 2*q^7*t + 2*q^6*t^2 + q^5*t^3 - 4*q^4*t^4 - 6*q^6*t + 13*q^5*t^2 - 3*q^4*t^3 + 6*q^3*t^4 - 6*q^5*t + 3*q^4*t^2 - 13*q^3*t^3 + 6*q^2*t^4 + 4*q^4*t - q^3*t^2 - 2*q^2*t^3 - 2*q*t^4 - t^5 + 2*q^3*t - q^2*t^2 + 5*q*t^3 - q^2*t - q*t^2)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^3)

ask[+]:

(q^15*t^15 + 6*q^14*t^16 + 7*q^13*t^17 + 6*q^12*t^18 - 2*q^18*t^11 + 2*q^17*t^12 + 5*q^16*t^13 - 25*q^15*t^14 - 37*q^14*t^15 - 37*q^13*t^16 - 40*q^12*t^17 - 52*q^11*t^18 - 14*q^10*t^19 - q^19*t^9 - 3*q^18*t^10 + 13*q^17*t^11 + 29*q^16*t^12 - 14*q^15*t^13 + 59*q^14*t^14 + 196*q^13*t^15 + 176*q^12*t^16 + 110*q^11*t^17 + 162*q^10*t^18 + 86*q^9*t^19 + 5*q^8*t^20 + 2*q^7*t^21 + q^19*t^8 + 10*q^18*t^9 - 11*q^17*t^10 - 20*q^16*t^11 - 14*q^15*t^12 - 49*q^14*t^13 + 13*q^13*t^14 - 273*q^12*t^15 - 514*q^11*t^16 - 294*q^10*t^17 - 212*q^9*t^18 - 195*q^8*t^19 - 31*q^7*t^20 - 11*q^6*t^21 + 4*q^19*t^7 + 10*q^18*t^8 - 83*q^17*t^9 - 104*q^16*t^10 + 153*q^15*t^11 - 288*q^14*t^12 - 401*q^13*t^13 - 42*q^12*t^14 + 61*q^11*t^15 + 409*q^10*t^16 + 596*q^9*t^17 + 190*q^8*t^18 + 124*q^7*t^19 + 65*q^6*t^20 + 26*q^5*t^21 - 2*q^19*t^6 - 10*q^18*t^7 + 49*q^17*t^8 + 4*q^16*t^9 + 532*q^15*t^10 + 405*q^14*t^11 + 19*q^13*t^12 + 1463*q^12*t^13 + 1238*q^11*t^14 - 158*q^10*t^15 + 187*q^9*t^16 - 143*q^8*t^17 - 286*q^7*t^18 + 103*q^6*t^19 - 9*q^5*t^20 - 32*q^4*t^21 - q^20*t^4 - 5*q^19*t^5 - 46*q^18*t^6 + 255*q^17*t^7 - 102*q^16*t^8 - 373*q^15*t^9 + 309*q^14*t^10 - 1523*q^13*t^11 - 852*q^12*t^12 - 345*q^11*t^13 - 2829*q^10*t^14 - 1080*q^9*t^15 + 244*q^8*t^16 - 704*q^7*t^17 - 30*q^6*t^18 - 106*q^5*t^19 - 101*q^4*t^20 + 9*q^3*t^21 + 24*q^19*t^4 - 74*q^18*t^5 + 99*q^17*t^6 - 246*q^16*t^7 - 1342*q^15*t^8 + 835*q^14*t^9 - 155*q^13*t^10 - 1271*q^12*t^11 + 2246*q^11*t^12 + 494*q^10*t^13 + 74*q^9*t^14 + 2459*q^8*t^15 + 237*q^7*t^16 + 25*q^6*t^17 + 548*q^5*t^18 + 122*q^4*t^19 + 61*q^3*t^20 + 24*q^2*t^21 - 3*q^20*t^2 + 14*q^19*t^3 - 70*q^18*t^4 - 50*q^17*t^5 + 575*q^16*t^6 - 106*q^15*t^7 + 1528*q^14*t^8 + 2758*q^13*t^9 - 1463*q^12*t^10 + 1647*q^11*t^11 + 2698*q^10*t^12 - 1955*q^9*t^13 + 926*q^8*t^14 + 741*q^7*t^15 - 1329*q^6*t^16 + 179*q^5*t^17 - 122*q^4*t^18 - 224*q^3*t^19 - 11*q^2*t^20 - 12*q*t^21 - t^22 + 17*q^19*t^2 + 62*q^18*t^3 - 80*q^17*t^4 + 407*q^16*t^5 - 250*q^15*t^6 - 1631*q^14*t^7 + 800*q^13*t^8 - 2880*q^12*t^9 - 3127*q^11*t^10 + 1924*q^10*t^11 - 3127*q^9*t^12 - 2880*q^8*t^13 + 800*q^7*t^14 - 1631*q^6*t^15 - 250*q^5*t^16 + 407*q^4*t^17 - 80*q^3*t^18 + 62*q^2*t^19 + 17*q*t^20 - q^20 - 12*q^19*t - 11*q^18*t^2 - 224*q^17*t^3 - 122*q^16*t^4 + 179*q^15*t^5 - 1329*q^14*t^6 + 741*q^13*t^7 + 926*q^12*t^8 - 1955*q^11*t^9 + 2698*q^10*t^10 + 1647*q^9*t^11 - 1463*q^8*t^12 + 2758*q^7*t^13 + 1528*q^6*t^14 - 106*q^5*t^15 + 575*q^4*t^16 - 50*q^3*t^17 - 70*q^2*t^18 + 14*q*t^19 - 3*t^20 + 24*q^18*t + 61*q^17*t^2 + 122*q^16*t^3 + 548*q^15*t^4 + 25*q^14*t^5 + 237*q^13*t^6 + 2459*q^12*t^7 + 74*q^11*t^8 + 494*q^10*t^9 + 2246*q^9*t^10 - 1271*q^8*t^11 - 155*q^7*t^12 + 835*q^6*t^13 - 1342*q^5*t^14 - 246*q^4*t^15 + 99*q^3*t^16 - 74*q^2*t^17 + 24*q*t^18 + 9*q^17*t - 101*q^16*t^2 - 106*q^15*t^3 - 30*q^14*t^4 - 704*q^13*t^5 + 244*q^12*t^6 - 1080*q^11*t^7 - 2829*q^10*t^8 - 345*q^9*t^9 - 852*q^8*t^10 - 1523*q^7*t^11 + 309*q^6*t^12 - 373*q^5*t^13 - 102*q^4*t^14 + 255*q^3*t^15 - 46*q^2*t^16 - 5*q*t^17 - t^18 - 32*q^16*t - 9*q^15*t^2 + 103*q^14*t^3 - 286*q^13*t^4 - 143*q^12*t^5 + 187*q^11*t^6 - 158*q^10*t^7 + 1238*q^9*t^8 + 1463*q^8*t^9 + 19*q^7*t^10 + 405*q^6*t^11 + 532*q^5*t^12 + 4*q^4*t^13 + 49*q^3*t^14 - 10*q^2*t^15 - 2*q*t^16 + 26*q^15*t + 65*q^14*t^2 + 124*q^13*t^3 + 190*q^12*t^4 + 596*q^11*t^5 + 409*q^10*t^6 + 61*q^9*t^7 - 42*q^8*t^8 - 401*q^7*t^9 - 288*q^6*t^10 + 153*q^5*t^11 - 104*q^4*t^12 - 83*q^3*t^13 + 10*q^2*t^14 + 4*q*t^15 - 11*q^14*t - 31*q^13*t^2 - 195*q^12*t^3 - 212*q^11*t^4 - 294*q^10*t^5 - 514*q^9*t^6 - 273*q^8*t^7 + 13*q^7*t^8 - 49*q^6*t^9 - 14*q^5*t^10 - 20*q^4*t^11 - 11*q^3*t^12 + 10*q^2*t^13 + q*t^14 + 2*q^13*t + 5*q^12*t^2 + 86*q^11*t^3 + 162*q^10*t^4 + 110*q^9*t^5 + 176*q^8*t^6 + 196*q^7*t^7 + 59*q^6*t^8 - 14*q^5*t^9 + 29*q^4*t^10 + 13*q^3*t^11 - 3*q^2*t^12 - q*t^13 - 14*q^10*t^3 - 52*q^9*t^4 - 40*q^8*t^5 - 37*q^7*t^6 - 37*q^6*t^7 - 25*q^5*t^8 + 5*q^4*t^9 + 2*q^3*t^10 - 2*q^2*t^11 + 6*q^8*t^4 + 7*q^7*t^5 + 6*q^6*t^6 + q^5*t^7)/((q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 3], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [4, 5], [4, 6], [5, 6]]

[0468] 'FFo~W'

Zeta functions

ask[-]:

-(q^11 + q^10*t - 2*q^9*t^2 + q^8*t^3 - 3*q^9*t - 2*q^8*t^2 + q^7*t^3 - 4*q^8*t + 10*q^7*t^2 + q^6*t^3 - 2*q^5*t^4 - q^7*t + 7*q^6*t^2 - 7*q^5*t^3 + q^4*t^4 + 2*q^6*t - q^5*t^2 - 10*q^4*t^3 + 4*q^3*t^4 - q^4*t^2 + 2*q^3*t^3 + 3*q^2*t^4 - q^3*t^2 + 2*q^2*t^3 - q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(4*q^17*t^7 + 4*q^16*t^8 + 4*q^15*t^9 - 3*q^17*t^6 - 16*q^16*t^7 - 25*q^15*t^8 - 39*q^14*t^9 - 12*q^13*t^10 - q^12*t^11 - 15*q^17*t^5 + 3*q^16*t^6 + 28*q^15*t^7 + 59*q^14*t^8 + 124*q^13*t^9 + 77*q^12*t^10 + 20*q^11*t^11 + 5*q^10*t^12 - q^9*t^13 - q^19*t^2 + 3*q^18*t^3 + 6*q^17*t^4 + 47*q^16*t^5 + 78*q^15*t^6 + 35*q^14*t^7 - 103*q^13*t^8 - 170*q^12*t^9 - 157*q^11*t^10 - 94*q^10*t^11 - 31*q^9*t^12 + 3*q^8*t^13 + 8*q^18*t^2 + 13*q^17*t^3 - 59*q^16*t^4 - 67*q^15*t^5 - 166*q^14*t^6 - 347*q^13*t^7 + 6*q^12*t^8 + 189*q^11*t^9 + 82*q^10*t^10 + 118*q^9*t^11 + 93*q^8*t^12 - 2*q^7*t^13 - q^19 - 5*q^18*t - 9*q^17*t^2 - 68*q^16*t^3 + 6*q^15*t^4 + 169*q^14*t^5 + 168*q^13*t^6 + 445*q^12*t^7 + 431*q^11*t^8 - 34*q^10*t^9 - 3*q^9*t^10 + 42*q^8*t^11 - 73*q^7*t^12 - 13*q^6*t^13 + q^5*t^14 + 14*q^17*t + 44*q^16*t^2 + 43*q^15*t^3 + 176*q^14*t^4 + 73*q^13*t^5 - 334*q^12*t^6 - 206*q^11*t^7 - 262*q^10*t^8 - 428*q^9*t^9 - 146*q^8*t^10 - 65*q^7*t^11 - 94*q^6*t^12 - 3*q^5*t^13 - q^16*t - 75*q^15*t^2 - 84*q^14*t^3 - 66*q^13*t^4 - 443*q^12*t^5 - 89*q^11*t^6 + 266*q^10*t^7 - 266*q^9*t^8 + 89*q^8*t^9 + 443*q^7*t^10 + 66*q^6*t^11 + 84*q^5*t^12 + 75*q^4*t^13 + q^3*t^14 + 3*q^14*t^2 + 94*q^13*t^3 + 65*q^12*t^4 + 146*q^11*t^5 + 428*q^10*t^6 + 262*q^9*t^7 + 206*q^8*t^8 + 334*q^7*t^9 - 73*q^6*t^10 - 176*q^5*t^11 - 43*q^4*t^12 - 44*q^3*t^13 - 14*q^2*t^14 - q^14*t + 13*q^13*t^2 + 73*q^12*t^3 - 42*q^11*t^4 + 3*q^10*t^5 + 34*q^9*t^6 - 431*q^8*t^7 - 445*q^7*t^8 - 168*q^6*t^9 - 169*q^5*t^10 - 6*q^4*t^11 + 68*q^3*t^12 + 9*q^2*t^13 + 5*q*t^14 + t^15 + 2*q^12*t^2 - 93*q^11*t^3 - 118*q^10*t^4 - 82*q^9*t^5 - 189*q^8*t^6 - 6*q^7*t^7 + 347*q^6*t^8 + 166*q^5*t^9 + 67*q^4*t^10 + 59*q^3*t^11 - 13*q^2*t^12 - 8*q*t^13 - 3*q^11*t^2 + 31*q^10*t^3 + 94*q^9*t^4 + 157*q^8*t^5 + 170*q^7*t^6 + 103*q^6*t^7 - 35*q^5*t^8 - 78*q^4*t^9 - 47*q^3*t^10 - 6*q^2*t^11 - 3*q*t^12 + t^13 + q^10*t^2 - 5*q^9*t^3 - 20*q^8*t^4 - 77*q^7*t^5 - 124*q^6*t^6 - 59*q^5*t^7 - 28*q^4*t^8 - 3*q^3*t^9 + 15*q^2*t^10 + q^7*t^4 + 12*q^6*t^5 + 39*q^5*t^6 + 25*q^4*t^7 + 16*q^3*t^8 + 3*q^2*t^9 - 4*q^4*t^6 - 4*q^3*t^7 - 4*q^2*t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [0, 6], [1, 3], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0469] 'FFzbw'

Zeta functions

ask[-]:

(q^8 + q^7*t - q^6*t^2 - q^6*t - 3*q^5*t + q^4*t^2 - q^4*t + 3*q^3*t^2 + q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^9*t^2 - q^8*t^3 + q^7*t^4 - 4*q^8*t^2 + 2*q^7*t^3 + q^6*t^4 - 2*q^5*t^5 + q^9 + q^8*t - 3*q^7*t^2 + 4*q^6*t^3 - 3*q^5*t^4 + q^4*t^5 - 2*q^7*t + 5*q^6*t^2 + 3*q^5*t^3 - 5*q^4*t^4 + 4*q^3*t^5 - 4*q^6*t + 5*q^5*t^2 - 3*q^4*t^3 - 5*q^3*t^4 + 2*q^2*t^5 - q^5*t + 3*q^4*t^2 - 4*q^3*t^3 + 3*q^2*t^4 - q*t^5 - t^6 + 2*q^4*t - q^3*t^2 - 2*q^2*t^3 + 4*q*t^4 - q^2*t^2 + q*t^3 - t^4)/((q - t)^2*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 6], [4, 6], [5, 6]]

[0470] 'FFzfw'

Zeta functions

ask[-]:

(q^7 + q^6*t - 2*q^4*t - 2*q^3*t + q*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^12*t^2 + q^10*t^4 - 4*q^11*t^2 - 2*q^10*t^3 - q^8*t^5 - q^7*t^6 + q^12 - q^10*t^2 + 10*q^9*t^3 - 2*q^8*t^4 - q^7*t^5 + 3*q^6*t^6 + q^8*t^3 - 4*q^7*t^4 + 2*q^6*t^5 - q^5*t^6 - 6*q^9*t + 8*q^8*t^2 + 2*q^7*t^3 - 11*q^6*t^4 + 5*q^5*t^5 + 5*q^7*t^2 - 11*q^6*t^3 + 2*q^5*t^4 + 8*q^4*t^5 - 6*q^3*t^6 - q^7*t + 2*q^6*t^2 - 4*q^5*t^3 + q^4*t^4 + 3*q^6*t - q^5*t^2 - 2*q^4*t^3 + 10*q^3*t^4 - q^2*t^5 + t^7 - q^5*t - q^4*t^2 - 2*q^2*t^4 - 4*q*t^5 + q^2*t^3 + t^5)/((q^2 - t)^2*(q - t)*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 6], [4, 6], [5, 6]]

[0471] 'FFzjw'

Zeta functions

ask[-]:

(q^10 - q^8*t - 2*q^7*t^2 + q^6*t^3 - 2*q^7*t + q^6*t^2 - 2*q^6*t + 8*q^5*t^2 - 2*q^4*t^3 + q^4*t^2 - 2*q^3*t^3 + q^4*t - 2*q^3*t^2 - q^2*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(3*q^12*t^4 + q^11*t^5 + 2*q^12*t^3 - 6*q^11*t^4 - 2*q^10*t^5 - 5*q^9*t^6 - q^8*t^7 - q^14 - 3*q^13*t - q^12*t^2 + 3*q^11*t^3 - 3*q^10*t^4 - 12*q^9*t^5 + 12*q^8*t^6 + 4*q^7*t^7 + q^6*t^8 + q^12*t + 13*q^11*t^2 - 5*q^10*t^3 - q^9*t^4 + 18*q^8*t^5 + 8*q^7*t^6 + 2*q^6*t^7 - 4*q^5*t^8 + 7*q^11*t - 6*q^9*t^3 - 10*q^8*t^4 + 18*q^7*t^5 - 17*q^6*t^6 - 17*q^5*t^7 + q^4*t^8 + q^10*t - 17*q^9*t^2 - 17*q^8*t^3 + 18*q^7*t^4 - 10*q^6*t^5 - 6*q^5*t^6 + 7*q^3*t^8 - 4*q^9*t + 2*q^8*t^2 + 8*q^7*t^3 + 18*q^6*t^4 - q^5*t^5 - 5*q^4*t^6 + 13*q^3*t^7 + q^2*t^8 + q^8*t + 4*q^7*t^2 + 12*q^6*t^3 - 12*q^5*t^4 - 3*q^4*t^5 + 3*q^3*t^6 - q^2*t^7 - 3*q*t^8 - t^9 - q^6*t^2 - 5*q^5*t^3 - 2*q^4*t^4 - 6*q^3*t^5 + 2*q^2*t^6 + q^3*t^4 + 3*q^2*t^5)/((q^2 - t)*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0472] 'FFz~o'

Zeta functions

ask[-]:

(q^10 - 2*q^6*t^2 - 3*q^6*t + 2*q^5*t^2 - 2*q^5*t + 3*q^4*t^2 + 2*q^4*t - t^3)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(2*q^13*t^4 + q^14*t^2 + q^13*t^3 - 4*q^12*t^4 - q^11*t^5 - q^10*t^6 - q^15 - 2*q^14*t - q^13*t^2 + 2*q^12*t^3 - 3*q^11*t^4 + q^9*t^6 + 2*q^13*t + 6*q^12*t^2 - 7*q^11*t^3 - q^10*t^4 + 4*q^9*t^5 + 5*q^8*t^6 + q^7*t^7 + 2*q^12*t + 3*q^11*t^2 - 5*q^10*t^3 + 5*q^9*t^4 + 6*q^8*t^5 - 4*q^7*t^6 - 3*q^6*t^7 + 4*q^11*t - 7*q^10*t^2 - 5*q^9*t^3 + 6*q^8*t^4 + q^7*t^5 - 7*q^6*t^6 - 7*q^9*t^2 + q^8*t^3 + 6*q^7*t^4 - 5*q^6*t^5 - 7*q^5*t^6 + 4*q^4*t^7 - 3*q^9*t - 4*q^8*t^2 + 6*q^7*t^3 + 5*q^6*t^4 - 5*q^5*t^5 + 3*q^4*t^6 + 2*q^3*t^7 + q^8*t + 5*q^7*t^2 + 4*q^6*t^3 - q^5*t^4 - 7*q^4*t^5 + 6*q^3*t^6 + 2*q^2*t^7 + q^6*t^2 - 3*q^4*t^4 + 2*q^3*t^5 - q^2*t^6 - 2*q*t^7 - t^8 - q^5*t^2 - q^4*t^3 - 4*q^3*t^4 + q^2*t^5 + q*t^6 + 2*q^2*t^4)/((q^3 - t)*(q^2 - t)*(q + t)*(q - t)^2*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0473] 'FFz~w'

Zeta functions

ask[-]:

(q^8 + q^6*t - q^5*t - 2*q^4*t - q^3*t + q^2*t + t^2)*(q^2 - t)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^21*t^4 + q^22*t^2 - 2*q^20*t^4 - q^19*t^5 - q^23 - q^22*t + 3*q^20*t^3 - 2*q^19*t^4 - q^18*t^5 - 3*q^17*t^6 + 2*q^16*t^7 + 5*q^20*t^2 - 5*q^19*t^3 - 8*q^18*t^4 + 8*q^17*t^5 + 9*q^16*t^6 - 3*q^15*t^7 + 3*q^20*t - q^19*t^2 - 8*q^18*t^3 + 17*q^17*t^4 - 4*q^16*t^5 - q^14*t^7 + 4*q^19*t + 4*q^18*t^2 - 7*q^17*t^3 - 15*q^16*t^4 + 18*q^15*t^5 - 6*q^14*t^6 - q^13*t^7 - q^12*t^8 - 2*q^11*t^9 + 4*q^18*t - 17*q^17*t^2 - q^16*t^3 + 18*q^15*t^4 + q^14*t^5 - 19*q^13*t^6 - 3*q^11*t^8 + 4*q^10*t^9 - 8*q^17*t + 3*q^16*t^2 + 11*q^14*t^4 - 8*q^13*t^5 + 4*q^12*t^6 - 14*q^11*t^7 + 13*q^10*t^8 + q^9*t^9 + 3*q^16*t - 5*q^15*t^2 + 4*q^14*t^3 + 19*q^13*t^4 - 12*q^12*t^5 - 12*q^11*t^6 + 19*q^10*t^7 + 4*q^9*t^8 - 5*q^8*t^9 + 3*q^7*t^10 + q^14*t^2 + 13*q^13*t^3 - 14*q^12*t^4 + 4*q^11*t^5 - 8*q^10*t^6 + 11*q^9*t^7 + 3*q^7*t^9 - 8*q^6*t^10 + 4*q^13*t^2 - 3*q^12*t^3 - 19*q^10*t^5 + q^9*t^6 + 18*q^8*t^7 - q^7*t^8 - 17*q^6*t^9 + 4*q^5*t^10 - 2*q^12*t^2 - q^11*t^3 - q^10*t^4 - 6*q^9*t^5 + 18*q^8*t^6 - 15*q^7*t^7 - 7*q^6*t^8 + 4*q^5*t^9 + 4*q^4*t^10 - q^9*t^4 - 4*q^7*t^6 + 17*q^6*t^7 - 8*q^5*t^8 - q^4*t^9 + 3*q^3*t^10 - 3*q^8*t^4 + 9*q^7*t^5 + 8*q^6*t^6 - 8*q^5*t^7 - 5*q^4*t^8 + 5*q^3*t^9 + 2*q^7*t^4 - 3*q^6*t^5 - q^5*t^6 - 2*q^4*t^7 + 3*q^3*t^8 - q*t^10 - t^11 - q^4*t^6 - 2*q^3*t^7 + q*t^9 + q^2*t^7)/((q^4 - t)*(q^3 - t)*(q^2 + t)*(q^2 - t)^2*(q + t)*(q - t)^2*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0474] 'FF~~w'

Zeta functions

ask[-]:

(q^4 - t)*(q^3 - t)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^17*t^2 - q^18 - q^15*t^3 + 4*q^14*t^4 - 4*q^13*t^5 - 3*q^16*t + 5*q^15*t^2 + 4*q^14*t^3 - 15*q^13*t^4 + 8*q^12*t^5 + 8*q^15*t - 11*q^14*t^2 - 12*q^13*t^3 + 14*q^12*t^4 + 3*q^11*t^5 - 7*q^14*t + 17*q^13*t^2 + 5*q^12*t^3 - 10*q^10*t^5 - 2*q^9*t^6 + 18*q^13*t - 15*q^12*t^2 - 16*q^11*t^3 + 3*q^10*t^4 - 2*q^9*t^5 + 6*q^8*t^6 + 6*q^7*t^7 - 18*q^12*t - 5*q^11*t^2 + 21*q^10*t^3 - 2*q^9*t^4 + 21*q^8*t^5 - 5*q^7*t^6 - 18*q^6*t^7 + 6*q^11*t + 6*q^10*t^2 - 2*q^9*t^3 + 3*q^8*t^4 - 16*q^7*t^5 - 15*q^6*t^6 + 18*q^5*t^7 - 2*q^9*t^2 - 10*q^8*t^3 + 5*q^6*t^5 + 17*q^5*t^6 - 7*q^4*t^7 + 3*q^7*t^3 + 14*q^6*t^4 - 12*q^5*t^5 - 11*q^4*t^6 + 8*q^3*t^7 + 8*q^6*t^3 - 15*q^5*t^4 + 4*q^4*t^5 + 5*q^3*t^6 - 3*q^2*t^7 - 4*q^5*t^3 + 4*q^4*t^4 - q^3*t^5 - t^8 + q*t^6)/((q^4 - t)*(q^2 + t)*(q^2 - t)^2*(q - t)*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
18 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0475] 'FG?^w'

Zeta functions

ask[-]:

(q^5*t^2 - q^4*t^2 + q^3*t^3 - 3*q^3*t^2 + 3*q^2*t - q^2 + q*t - t)*(q - t)/((q^2*t - 1)^2*(q*t - 1)^3*q^3)

ask[+]:

(q^14*t^9 - 2*q^13*t^9 - q^12*t^10 - q^11*t^11 - q^14*t^7 - q^12*t^9 + 5*q^10*t^11 + 2*q^14*t^6 - 2*q^13*t^7 + q^12*t^8 + 4*q^11*t^9 + 9*q^10*t^10 - 8*q^9*t^11 - 3*q^14*t^5 + 4*q^13*t^6 - 7*q^12*t^7 + 15*q^11*t^8 - 4*q^10*t^9 - 15*q^9*t^10 + 3*q^8*t^11 + 7*q^13*t^5 - 16*q^12*t^6 + 33*q^11*t^7 - 35*q^10*t^8 + 3*q^9*t^9 + 2*q^8*t^10 + 4*q^7*t^11 - 2*q^13*t^4 + 11*q^12*t^5 - 21*q^11*t^6 + 24*q^10*t^7 - 49*q^9*t^8 + 38*q^8*t^9 - 7*q^7*t^10 + 3*q^6*t^11 - q^5*t^12 + q^13*t^3 - q^12*t^4 - 8*q^11*t^5 - 6*q^10*t^6 + 10*q^9*t^7 - 12*q^8*t^8 + 47*q^7*t^9 - 24*q^6*t^10 + 3*q^5*t^11 + 2*q^12*t^3 - 7*q^11*t^4 + 4*q^10*t^5 + 14*q^8*t^7 + 32*q^7*t^8 - 41*q^6*t^9 + 3*q^5*t^10 - q^4*t^11 + q^12*t^2 - 16*q^11*t^3 + 27*q^10*t^4 - 29*q^9*t^5 + 72*q^8*t^6 - 47*q^7*t^7 - 28*q^6*t^8 + q^5*t^9 + 9*q^4*t^10 - 3*q^11*t^2 + 7*q^10*t^3 + 44*q^9*t^4 - 54*q^8*t^5 + 14*q^7*t^6 - 54*q^6*t^7 + 44*q^5*t^8 + 7*q^4*t^9 - 3*q^3*t^10 + 9*q^10*t^2 + q^9*t^3 - 28*q^8*t^4 - 47*q^7*t^5 + 72*q^6*t^6 - 29*q^5*t^7 + 27*q^4*t^8 - 16*q^3*t^9 + q^2*t^10 - q^10*t + 3*q^9*t^2 - 41*q^8*t^3 + 32*q^7*t^4 + 14*q^6*t^5 + 4*q^4*t^7 - 7*q^3*t^8 + 2*q^2*t^9 + 3*q^9*t - 24*q^8*t^2 + 47*q^7*t^3 - 12*q^6*t^4 + 10*q^5*t^5 - 6*q^4*t^6 - 8*q^3*t^7 - q^2*t^8 + q*t^9 - q^9 + 3*q^8*t - 7*q^7*t^2 + 38*q^6*t^3 - 49*q^5*t^4 + 24*q^4*t^5 - 21*q^3*t^6 + 11*q^2*t^7 - 2*q*t^8 + 4*q^7*t + 2*q^6*t^2 + 3*q^5*t^3 - 35*q^4*t^4 + 33*q^3*t^5 - 16*q^2*t^6 + 7*q*t^7 + 3*q^6*t - 15*q^5*t^2 - 4*q^4*t^3 + 15*q^3*t^4 - 7*q^2*t^5 + 4*q*t^6 - 3*t^7 - 8*q^5*t + 9*q^4*t^2 + 4*q^3*t^3 + q^2*t^4 - 2*q*t^5 + 2*t^6 + 5*q^4*t - q^2*t^3 - t^5 - q^3*t - q^2*t^2 - 2*q*t^3 + t^3)/((q^2*t - 1)^2*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^3*(q - t)^2*q^3*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0476] 'FG?}o'

Zeta functions

ask[-]:

(q^7*t^5 - q^8*t^3 + q^7*t^4 - 3*q^6*t^5 - q^7*t^3 + 2*q^6*t^4 + 4*q^7*t^2 - 3*q^6*t^3 + 3*q^4*t^5 - q^7*t - q^6*t^2 + 5*q^5*t^3 - 8*q^4*t^4 + 4*q^3*t^5 - q^2*t^6 + 2*q^6*t - 13*q^5*t^2 + 20*q^4*t^3 - 13*q^3*t^4 + 2*q^2*t^5 - q^6 + 4*q^5*t - 8*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 - q*t^5 + 3*q^4*t - 3*q^2*t^3 + 4*q*t^4 + 2*q^2*t^2 - q*t^3 - 3*q^2*t + q*t^2 - t^3 + q*t)/((q^2*t - 1)*(q*t - 1)^3*(q - t)^2*q^4*(t - 1))

ask[+]:

-(q^10*t^10 + q^12*t^7 - 4*q^11*t^8 + q^10*t^9 - 4*q^9*t^10 + 2*q^12*t^6 - 8*q^11*t^7 + 21*q^10*t^8 - 8*q^9*t^9 + 6*q^8*t^10 + q^12*t^5 - 12*q^11*t^6 + 33*q^10*t^7 - 51*q^9*t^8 + 25*q^8*t^9 - 5*q^7*t^10 - 5*q^11*t^5 + 11*q^10*t^6 - 20*q^9*t^7 + 14*q^8*t^8 - 7*q^7*t^9 - 2*q^6*t^10 - 4*q^11*t^4 + 43*q^10*t^5 - 72*q^9*t^6 + 47*q^8*t^7 + 30*q^7*t^8 - 36*q^6*t^9 + 14*q^5*t^10 - q^4*t^11 + q^11*t^3 - 5*q^10*t^4 - 33*q^9*t^5 + 92*q^8*t^6 - 118*q^7*t^7 + 58*q^6*t^8 - 14*q^5*t^9 - q^10*t^3 + 26*q^9*t^4 - 97*q^8*t^5 + 185*q^7*t^6 - 162*q^6*t^7 + 70*q^5*t^8 - 5*q^4*t^9 - q^3*t^10 - 6*q^9*t^3 + 36*q^8*t^4 - 47*q^7*t^5 - 26*q^6*t^6 + 84*q^5*t^7 - 57*q^4*t^8 + 9*q^3*t^9 + 9*q^9*t^2 - 57*q^8*t^3 + 84*q^7*t^4 - 26*q^6*t^5 - 47*q^5*t^6 + 36*q^4*t^7 - 6*q^3*t^8 - q^9*t - 5*q^8*t^2 + 70*q^7*t^3 - 162*q^6*t^4 + 185*q^5*t^5 - 97*q^4*t^6 + 26*q^3*t^7 - q^2*t^8 - 14*q^7*t^2 + 58*q^6*t^3 - 118*q^5*t^4 + 92*q^4*t^5 - 33*q^3*t^6 - 5*q^2*t^7 + q*t^8 - q^8 + 14*q^7*t - 36*q^6*t^2 + 30*q^5*t^3 + 47*q^4*t^4 - 72*q^3*t^5 + 43*q^2*t^6 - 4*q*t^7 - 2*q^6*t - 7*q^5*t^2 + 14*q^4*t^3 - 20*q^3*t^4 + 11*q^2*t^5 - 5*q*t^6 - 5*q^5*t + 25*q^4*t^2 - 51*q^3*t^3 + 33*q^2*t^4 - 12*q*t^5 + t^6 + 6*q^4*t - 8*q^3*t^2 + 21*q^2*t^3 - 8*q*t^4 + 2*t^5 - 4*q^3*t + q^2*t^2 - 4*q*t^3 + t^4 + q^2*t)/((q^2*t - 1)*(q*t + 1)*(q*t - 1)^3*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0477] 'FG?}w'

Zeta functions

ask[-]:

-(q^4*t + q^3 - 4*q^2*t + q*t^2 + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0478] 'FGAZo'

Zeta functions

ask[-]:

ask[+]:

-(q^11*t^10 + 4*q^11*t^9 - 4*q^10*t^10 + q^11*t^8 - 15*q^10*t^9 + 6*q^9*t^10 - q^10*t^8 + 5*q^9*t^9 + 3*q^8*t^10 - 10*q^10*t^7 + 16*q^9*t^8 + 19*q^8*t^9 - 16*q^7*t^10 + q^6*t^11 - q^10*t^6 + 19*q^9*t^7 - 37*q^8*t^8 - q^7*t^9 + 4*q^6*t^10 + q^10*t^5 - 6*q^9*t^6 + 33*q^8*t^7 - 17*q^7*t^8 + 4*q^6*t^9 + q^5*t^10 + 2*q^9*t^5 - 7*q^8*t^6 - 33*q^7*t^7 + 37*q^6*t^8 - 9*q^5*t^9 + 16*q^8*t^5 + 4*q^7*t^6 - 54*q^6*t^7 + 15*q^5*t^8 + 5*q^8*t^4 - 71*q^7*t^5 + 83*q^6*t^6 + 9*q^5*t^7 - 7*q^4*t^8 - 2*q^8*t^3 + 9*q^7*t^4 - 7*q^6*t^5 - 7*q^5*t^6 + 9*q^4*t^7 - 2*q^3*t^8 - 7*q^7*t^3 + 9*q^6*t^4 + 83*q^5*t^5 - 71*q^4*t^6 + 5*q^3*t^7 + 15*q^6*t^3 - 54*q^5*t^4 + 4*q^4*t^5 + 16*q^3*t^6 - 9*q^6*t^2 + 37*q^5*t^3 - 33*q^4*t^4 - 7*q^3*t^5 + 2*q^2*t^6 + q^6*t + 4*q^5*t^2 - 17*q^4*t^3 + 33*q^3*t^4 - 6*q^2*t^5 + q*t^6 + 4*q^5*t - q^4*t^2 - 37*q^3*t^3 + 19*q^2*t^4 - q*t^5 + q^5 - 16*q^4*t + 19*q^3*t^2 + 16*q^2*t^3 - 10*q*t^4 + 3*q^3*t + 5*q^2*t^2 - q*t^3 + 6*q^2*t - 15*q*t^2 + t^3 - 4*q*t + 4*t^2 + t)/((q^2*t - 1)*(q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0479] 'FGAZw'

Zeta functions

ask[-]:

-(q^4*t + q^3 - 4*q^2*t + q*t^2 + t)*(t - 1)/((q^2*t - 1)*(q*t - 1)^3*q^3)

ask[+]:

(q^13*t^11 - q^12*t^12 - q^11*t^13 - 2*q^14*t^9 - 2*q^12*t^11 + 2*q^11*t^12 + 5*q^10*t^13 + q^14*t^8 + 8*q^13*t^9 + 12*q^12*t^10 - 4*q^11*t^11 - 9*q^9*t^13 + q^14*t^7 - 11*q^13*t^8 - 24*q^12*t^9 - 32*q^11*t^10 - 6*q^10*t^11 + 7*q^9*t^12 + 7*q^8*t^13 - 2*q^14*t^6 + 8*q^13*t^7 + 18*q^12*t^8 + 62*q^11*t^9 + 40*q^10*t^10 + 41*q^9*t^11 - 18*q^8*t^12 - 5*q^7*t^13 + 9*q^13*t^6 - 22*q^12*t^7 - 33*q^11*t^8 - 58*q^10*t^9 - 83*q^9*t^10 - 28*q^8*t^11 - 8*q^7*t^12 + 13*q^6*t^13 - q^5*t^14 - 3*q^13*t^5 - 5*q^12*t^6 - 14*q^11*t^7 + 63*q^10*t^8 + 28*q^9*t^9 + 59*q^8*t^10 + 52*q^7*t^11 + q^6*t^12 - 3*q^5*t^13 - 4*q^12*t^5 + 26*q^11*t^6 + 35*q^10*t^7 + 25*q^9*t^8 - 56*q^8*t^9 + 17*q^7*t^10 - 47*q^6*t^11 - 4*q^5*t^12 - q^4*t^13 + 5*q^12*t^4 + 11*q^11*t^5 - 42*q^10*t^6 - 106*q^9*t^7 - 36*q^8*t^8 - 51*q^7*t^9 + 24*q^6*t^10 - 8*q^5*t^11 + 12*q^4*t^12 + q^12*t^3 - 29*q^11*t^4 + 34*q^10*t^5 + 6*q^9*t^6 + 158*q^8*t^7 + 91*q^7*t^8 + 6*q^6*t^9 + 20*q^5*t^10 - 10*q^4*t^11 - 2*q^3*t^12 + 6*q^11*t^3 + 6*q^10*t^4 + 11*q^9*t^5 - 137*q^8*t^6 - 48*q^7*t^7 - 137*q^6*t^8 + 11*q^5*t^9 + 6*q^4*t^10 + 6*q^3*t^11 - 2*q^11*t^2 - 10*q^10*t^3 + 20*q^9*t^4 + 6*q^8*t^5 + 91*q^7*t^6 + 158*q^6*t^7 + 6*q^5*t^8 + 34*q^4*t^9 - 29*q^3*t^10 + q^2*t^11 + 12*q^10*t^2 - 8*q^9*t^3 + 24*q^8*t^4 - 51*q^7*t^5 - 36*q^6*t^6 - 106*q^5*t^7 - 42*q^4*t^8 + 11*q^3*t^9 + 5*q^2*t^10 - q^10*t - 4*q^9*t^2 - 47*q^8*t^3 + 17*q^7*t^4 - 56*q^6*t^5 + 25*q^5*t^6 + 35*q^4*t^7 + 26*q^3*t^8 - 4*q^2*t^9 - 3*q^9*t + q^8*t^2 + 52*q^7*t^3 + 59*q^6*t^4 + 28*q^5*t^5 + 63*q^4*t^6 - 14*q^3*t^7 - 5*q^2*t^8 - 3*q*t^9 - q^9 + 13*q^8*t - 8*q^7*t^2 - 28*q^6*t^3 - 83*q^5*t^4 - 58*q^4*t^5 - 33*q^3*t^6 - 22*q^2*t^7 + 9*q*t^8 - 5*q^7*t - 18*q^6*t^2 + 41*q^5*t^3 + 40*q^4*t^4 + 62*q^3*t^5 + 18*q^2*t^6 + 8*q*t^7 - 2*t^8 + 7*q^6*t + 7*q^5*t^2 - 6*q^4*t^3 - 32*q^3*t^4 - 24*q^2*t^5 - 11*q*t^6 + t^7 - 9*q^5*t - 4*q^3*t^3 + 12*q^2*t^4 + 8*q*t^5 + t^6 + 5*q^4*t + 2*q^3*t^2 - 2*q^2*t^3 - 2*t^5 - q^3*t - q^2*t^2 + q*t^3)/((q^2*t - 1)*(q*t^2 - 1)*(q^2 - t)^2*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0480] 'FGC\W'

Zeta functions

ask[-]:

(q^6*t^4 + q^6*t^3 - 4*q^5*t^4 - q^6*t^2 + 2*q^5*t^3 + q^4*t^4 - 3*q^5*t^2 - q^4*t^3 + 7*q^3*t^4 - q^2*t^5 + q^5*t + 5*q^4*t^2 - 11*q^3*t^3 + q^2*t^4 - q^4*t + 11*q^3*t^2 - 5*q^2*t^3 - q*t^4 + q^4 - 7*q^3*t + q^2*t^2 + 3*q*t^3 - q^2*t - 2*q*t^2 + t^3 + 4*q*t - t^2 - t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1)^2)

ask[+]:

(4*q^14*t^15 - q^13*t^16 + 6*q^14*t^14 - 26*q^13*t^15 + 7*q^12*t^16 + q^14*t^13 - 32*q^13*t^14 + 65*q^12*t^15 - 22*q^11*t^16 - 27*q^13*t^13 + 76*q^12*t^14 - 52*q^11*t^15 + 29*q^10*t^16 - q^9*t^17 - 18*q^13*t^12 + 145*q^12*t^13 - 195*q^11*t^14 - 10*q^10*t^15 - 5*q^9*t^16 - 6*q^13*t^11 + 72*q^12*t^12 - 201*q^11*t^13 + 346*q^10*t^14 - 22*q^9*t^15 - q^8*t^16 + 76*q^12*t^11 - 190*q^11*t^12 - 127*q^10*t^13 - 183*q^9*t^14 + 28*q^8*t^15 + 25*q^12*t^10 - 280*q^11*t^11 + 626*q^10*t^12 + 273*q^9*t^13 - 43*q^8*t^14 - 3*q^7*t^15 + 6*q^12*t^9 - 73*q^11*t^10 - 7*q^10*t^11 - 802*q^9*t^12 + 103*q^8*t^13 + 25*q^7*t^14 + q^12*t^8 - 61*q^11*t^9 + 348*q^10*t^10 + 1005*q^9*t^11 - 175*q^8*t^12 - 110*q^7*t^13 - 22*q^11*t^8 + 61*q^10*t^9 - 1207*q^9*t^10 - 625*q^8*t^11 + 547*q^7*t^12 + 3*q^6*t^13 - 4*q^11*t^7 + 32*q^10*t^8 + 907*q^9*t^9 + 825*q^8*t^10 - 428*q^7*t^11 - 148*q^6*t^12 + 30*q^10*t^7 - 346*q^9*t^8 - 1945*q^8*t^9 + 1154*q^7*t^10 + 220*q^6*t^11 + 4*q^5*t^12 + 3*q^10*t^6 + 125*q^9*t^7 + 990*q^8*t^8 + 267*q^7*t^9 - 1047*q^6*t^10 + 10*q^5*t^11 + 10*q^9*t^6 - 1047*q^8*t^7 + 267*q^7*t^8 + 990*q^6*t^9 + 125*q^5*t^10 + 3*q^4*t^11 + 4*q^9*t^5 + 220*q^8*t^6 + 1154*q^7*t^7 - 1945*q^6*t^8 - 346*q^5*t^9 + 30*q^4*t^10 - 148*q^8*t^5 - 428*q^7*t^6 + 825*q^6*t^7 + 907*q^5*t^8 + 32*q^4*t^9 - 4*q^3*t^10 + 3*q^8*t^4 + 547*q^7*t^5 - 625*q^6*t^6 - 1207*q^5*t^7 + 61*q^4*t^8 - 22*q^3*t^9 - 110*q^7*t^4 - 175*q^6*t^5 + 1005*q^5*t^6 + 348*q^4*t^7 - 61*q^3*t^8 + q^2*t^9 + 25*q^7*t^3 + 103*q^6*t^4 - 802*q^5*t^5 - 7*q^4*t^6 - 73*q^3*t^7 + 6*q^2*t^8 - 3*q^7*t^2 - 43*q^6*t^3 + 273*q^5*t^4 + 626*q^4*t^5 - 280*q^3*t^6 + 25*q^2*t^7 + 28*q^6*t^2 - 183*q^5*t^3 - 127*q^4*t^4 - 190*q^3*t^5 + 76*q^2*t^6 - q^6*t - 22*q^5*t^2 + 346*q^4*t^3 - 201*q^3*t^4 + 72*q^2*t^5 - 6*q*t^6 - 5*q^5*t - 10*q^4*t^2 - 195*q^3*t^3 + 145*q^2*t^4 - 18*q*t^5 - q^5 + 29*q^4*t - 52*q^3*t^2 + 76*q^2*t^3 - 27*q*t^4 - 22*q^3*t + 65*q^2*t^2 - 32*q*t^3 + t^4 + 7*q^2*t - 26*q*t^2 + 6*t^3 - q*t + 4*t^2)/((q*t^2 - 1)^3*(q*t + 1)^2*(q*t - 1)^6*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0481] 'FGC\w'

Zeta functions

ask[-]:

(q^5*t^2 - q^4*t - 3*q^3*t^2 + q^2*t^3 + 2*q^3*t - 2*q^2*t^2 - q^3 + 3*q^2*t + q*t^2 - t)*(q - t)/((q^2*t - 1)*(q*t - 1)^3*q^4*(t - 1))

ask[+]:

(q^15*t^18 - 2*q^14*t^19 - 2*q^13*t^20 + q^16*t^16 + 6*q^15*t^17 - 5*q^14*t^18 + 9*q^13*t^19 + 10*q^12*t^20 - 8*q^16*t^15 - 42*q^14*t^17 + 35*q^13*t^18 - 15*q^12*t^19 - 18*q^11*t^20 + 2*q^17*t^13 - 13*q^16*t^14 + 63*q^15*t^15 - 78*q^14*t^16 + 142*q^13*t^17 - 129*q^12*t^18 + 7*q^11*t^19 + 9*q^10*t^20 + 6*q^17*t^12 - 27*q^16*t^13 + 126*q^15*t^14 - 237*q^14*t^15 + 365*q^13*t^16 - 300*q^12*t^17 + 179*q^11*t^18 + 44*q^10*t^19 + 10*q^9*t^20 - q^8*t^21 + 3*q^17*t^11 - 48*q^16*t^12 + 165*q^15*t^13 - 484*q^14*t^14 + 583*q^13*t^15 - 793*q^12*t^16 + 563*q^11*t^17 - 116*q^10*t^18 - 120*q^9*t^19 + q^8*t^20 + q^17*t^10 - 37*q^16*t^11 + 194*q^15*t^12 - 604*q^14*t^13 + 1251*q^13*t^14 - 1273*q^12*t^15 + 1073*q^11*t^16 - 808*q^10*t^17 + 164*q^9*t^18 + 40*q^8*t^19 - q^7*t^20 - 16*q^16*t^10 + 201*q^15*t^11 - 658*q^14*t^12 + 1344*q^13*t^13 - 2003*q^12*t^14 + 2017*q^11*t^15 - 951*q^10*t^16 + 432*q^9*t^17 - 32*q^8*t^18 + 8*q^7*t^19 - 7*q^16*t^9 + 83*q^15*t^10 - 485*q^14*t^11 + 1406*q^13*t^12 - 1909*q^12*t^13 + 1664*q^11*t^14 - 1770*q^10*t^15 + 667*q^9*t^16 + 46*q^8*t^17 - 93*q^7*t^18 - q^6*t^19 - q^16*t^8 + 57*q^15*t^9 - 276*q^14*t^10 + 793*q^13*t^11 - 1905*q^12*t^12 + 2251*q^11*t^13 - 982*q^10*t^14 + 956*q^9*t^15 - 822*q^8*t^16 + 98*q^7*t^17 + 26*q^6*t^18 + 12*q^15*t^8 - 202*q^14*t^9 + 705*q^13*t^10 - 985*q^12*t^11 + 1053*q^11*t^12 - 1327*q^10*t^13 + 140*q^9*t^14 + 692*q^8*t^15 + 113*q^7*t^16 - 57*q^6*t^17 + 4*q^15*t^7 - 30*q^14*t^8 + 12*q^13*t^9 - 487*q^12*t^10 + 30*q^11*t^11 + 1946*q^10*t^12 - 1792*q^9*t^13 + 579*q^8*t^14 - 937*q^7*t^15 + 221*q^6*t^16 - 5*q^5*t^17 - 12*q^14*t^7 + 145*q^13*t^8 + 674*q^12*t^9 - 969*q^11*t^10 + 1125*q^10*t^11 - 2879*q^9*t^12 + 2741*q^8*t^13 - 402*q^7*t^14 + 7*q^6*t^15 - 37*q^5*t^16 - 5*q^14*t^6 - 65*q^13*t^7 - 269*q^12*t^8 - 1155*q^11*t^9 + 3129*q^10*t^10 - 3093*q^9*t^11 + 3003*q^8*t^12 - 2742*q^7*t^13 + 1066*q^6*t^14 + 49*q^5*t^15 - 2*q^4*t^16 - 5*q^13*t^6 + 655*q^12*t^7 - 1065*q^11*t^8 + 2609*q^10*t^9 - 5398*q^9*t^10 + 5398*q^8*t^11 - 2609*q^7*t^12 + 1065*q^6*t^13 - 655*q^5*t^14 + 5*q^4*t^15 + 2*q^13*t^5 - 49*q^12*t^6 - 1066*q^11*t^7 + 2742*q^10*t^8 - 3003*q^9*t^9 + 3093*q^8*t^10 - 3129*q^7*t^11 + 1155*q^6*t^12 + 269*q^5*t^13 + 65*q^4*t^14 + 5*q^3*t^15 + 37*q^12*t^5 - 7*q^11*t^6 + 402*q^10*t^7 - 2741*q^9*t^8 + 2879*q^8*t^9 - 1125*q^7*t^10 + 969*q^6*t^11 - 674*q^5*t^12 - 145*q^4*t^13 + 12*q^3*t^14 + 5*q^12*t^4 - 221*q^11*t^5 + 937*q^10*t^6 - 579*q^9*t^7 + 1792*q^8*t^8 - 1946*q^7*t^9 - 30*q^6*t^10 + 487*q^5*t^11 - 12*q^4*t^12 + 30*q^3*t^13 - 4*q^2*t^14 + 57*q^11*t^4 - 113*q^10*t^5 - 692*q^9*t^6 - 140*q^8*t^7 + 1327*q^7*t^8 - 1053*q^6*t^9 + 985*q^5*t^10 - 705*q^4*t^11 + 202*q^3*t^12 - 12*q^2*t^13 - 26*q^11*t^3 - 98*q^10*t^4 + 822*q^9*t^5 - 956*q^8*t^6 + 982*q^7*t^7 - 2251*q^6*t^8 + 1905*q^5*t^9 - 793*q^4*t^10 + 276*q^3*t^11 - 57*q^2*t^12 + q*t^13 + q^11*t^2 + 93*q^10*t^3 - 46*q^9*t^4 - 667*q^8*t^5 + 1770*q^7*t^6 - 1664*q^6*t^7 + 1909*q^5*t^8 - 1406*q^4*t^9 + 485*q^3*t^10 - 83*q^2*t^11 + 7*q*t^12 - 8*q^10*t^2 + 32*q^9*t^3 - 432*q^8*t^4 + 951*q^7*t^5 - 2017*q^6*t^6 + 2003*q^5*t^7 - 1344*q^4*t^8 + 658*q^3*t^9 - 201*q^2*t^10 + 16*q*t^11 + q^10*t - 40*q^9*t^2 - 164*q^8*t^3 + 808*q^7*t^4 - 1073*q^6*t^5 + 1273*q^5*t^6 - 1251*q^4*t^7 + 604*q^3*t^8 - 194*q^2*t^9 + 37*q*t^10 - t^11 - q^9*t + 120*q^8*t^2 + 116*q^7*t^3 - 563*q^6*t^4 + 793*q^5*t^5 - 583*q^4*t^6 + 484*q^3*t^7 - 165*q^2*t^8 + 48*q*t^9 - 3*t^10 + q^9 - 10*q^8*t - 44*q^7*t^2 - 179*q^6*t^3 + 300*q^5*t^4 - 365*q^4*t^5 + 237*q^3*t^6 - 126*q^2*t^7 + 27*q*t^8 - 6*t^9 - 9*q^7*t - 7*q^6*t^2 + 129*q^5*t^3 - 142*q^4*t^4 + 78*q^3*t^5 - 63*q^2*t^6 + 13*q*t^7 - 2*t^8 + 18*q^6*t + 15*q^5*t^2 - 35*q^4*t^3 + 42*q^3*t^4 + 8*q*t^6 - 10*q^5*t - 9*q^4*t^2 + 5*q^3*t^3 - 6*q^2*t^4 - q*t^5 + 2*q^4*t + 2*q^3*t^2 - q^2*t^3)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^6*(t^2 - q)^2*(q - t)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0482] 'FGC^G'

Zeta functions

ask[-]:

ask[+]:

-(q^13*t^21 + q^12*t^22 + 2*q^15*t^18 - 6*q^14*t^19 - 3*q^13*t^20 + q^12*t^21 - 8*q^11*t^22 + 4*q^15*t^17 - 11*q^14*t^18 + 19*q^13*t^19 + 18*q^12*t^20 - 21*q^11*t^21 + 23*q^10*t^22 - q^16*t^15 - 2*q^15*t^16 - 13*q^14*t^17 + 55*q^13*t^18 - 34*q^12*t^19 - 40*q^11*t^20 + 58*q^10*t^21 - 31*q^9*t^22 - q^16*t^14 + 2*q^15*t^15 - 24*q^14*t^16 + 81*q^13*t^17 - 174*q^12*t^18 + 51*q^11*t^19 + 48*q^10*t^20 - 60*q^9*t^21 + 13*q^8*t^22 - q^16*t^13 + 16*q^15*t^14 - 25*q^14*t^15 + 114*q^13*t^16 - 304*q^12*t^17 + 267*q^11*t^18 + 102*q^10*t^19 - 193*q^9*t^20 + 51*q^8*t^21 + 14*q^7*t^22 - q^6*t^23 + q^16*t^12 + 16*q^15*t^13 - 53*q^14*t^14 + 116*q^13*t^15 - 281*q^12*t^16 + 564*q^11*t^17 - 233*q^10*t^18 - 377*q^9*t^19 + 436*q^8*t^20 - 111*q^7*t^21 - 2*q^6*t^22 - 3*q^16*t^11 + 16*q^15*t^12 - 105*q^14*t^13 + 305*q^13*t^14 - 693*q^12*t^15 + 1256*q^11*t^16 - 1262*q^10*t^17 + 536*q^9*t^18 + 165*q^8*t^19 - 220*q^7*t^20 + 50*q^6*t^21 - q^5*t^22 - 2*q^16*t^10 + 35*q^15*t^11 - 233*q^14*t^12 + 624*q^13*t^13 - 1377*q^12*t^14 + 2479*q^11*t^15 - 3184*q^10*t^16 + 1997*q^9*t^17 - 592*q^8*t^18 + 14*q^7*t^19 - 24*q^6*t^20 + 3*q^5*t^21 + q^16*t^9 + 7*q^15*t^10 - 166*q^14*t^11 + 775*q^13*t^12 - 1606*q^12*t^13 + 2520*q^11*t^14 - 3967*q^10*t^15 + 3755*q^9*t^16 - 1167*q^8*t^17 - 547*q^7*t^18 + 362*q^6*t^19 - 10*q^5*t^20 - q^4*t^21 - 5*q^15*t^9 - 16*q^14*t^10 + 427*q^13*t^11 - 1535*q^12*t^12 + 3156*q^11*t^13 - 4455*q^10*t^14 + 5602*q^9*t^15 - 4314*q^8*t^16 + 1472*q^7*t^17 + 249*q^6*t^18 - 198*q^5*t^19 + 9*q^4*t^20 + 3*q^15*t^8 - 38*q^14*t^9 + 485*q^13*t^10 - 1792*q^12*t^11 + 4100*q^11*t^12 - 7076*q^10*t^13 + 9264*q^9*t^14 - 8313*q^8*t^15 + 4789*q^7*t^16 - 1581*q^6*t^17 + 217*q^5*t^18 + 6*q^4*t^19 + 2*q^15*t^7 - 4*q^14*t^8 + 247*q^13*t^9 - 1731*q^12*t^10 + 3930*q^11*t^11 - 6042*q^10*t^12 + 8362*q^9*t^13 - 9062*q^8*t^14 + 5477*q^7*t^15 - 1661*q^6*t^16 + 184*q^5*t^17 - 29*q^4*t^18 + q^3*t^19 - 18*q^14*t^7 - 90*q^13*t^8 - 327*q^12*t^9 + 2371*q^11*t^10 - 4521*q^10*t^11 + 5104*q^9*t^12 - 6604*q^8*t^13 + 6653*q^7*t^14 - 3612*q^6*t^15 + 637*q^5*t^16 + 63*q^4*t^17 - 14*q^3*t^18 - 9*q^14*t^6 + 169*q^13*t^7 - 499*q^12*t^8 + 2068*q^11*t^9 - 5333*q^10*t^10 + 8217*q^9*t^11 - 9223*q^8*t^12 + 8923*q^7*t^13 - 5986*q^6*t^14 + 2683*q^5*t^15 - 635*q^4*t^16 + 48*q^3*t^17 + q^2*t^18 + q^14*t^5 + 48*q^13*t^6 - 635*q^12*t^7 + 2683*q^11*t^8 - 5986*q^10*t^9 + 8923*q^9*t^10 - 9223*q^8*t^11 + 8217*q^7*t^12 - 5333*q^6*t^13 + 2068*q^5*t^14 - 499*q^4*t^15 + 169*q^3*t^16 - 9*q^2*t^17 - 14*q^13*t^5 + 63*q^12*t^6 + 637*q^11*t^7 - 3612*q^10*t^8 + 6653*q^9*t^9 - 6604*q^8*t^10 + 5104*q^7*t^11 - 4521*q^6*t^12 + 2371*q^5*t^13 - 327*q^4*t^14 - 90*q^3*t^15 - 18*q^2*t^16 + q^13*t^4 - 29*q^12*t^5 + 184*q^11*t^6 - 1661*q^10*t^7 + 5477*q^9*t^8 - 9062*q^8*t^9 + 8362*q^7*t^10 - 6042*q^6*t^11 + 3930*q^5*t^12 - 1731*q^4*t^13 + 247*q^3*t^14 - 4*q^2*t^15 + 2*q*t^16 + 6*q^12*t^4 + 217*q^11*t^5 - 1581*q^10*t^6 + 4789*q^9*t^7 - 8313*q^8*t^8 + 9264*q^7*t^9 - 7076*q^6*t^10 + 4100*q^5*t^11 - 1792*q^4*t^12 + 485*q^3*t^13 - 38*q^2*t^14 + 3*q*t^15 + 9*q^12*t^3 - 198*q^11*t^4 + 249*q^10*t^5 + 1472*q^9*t^6 - 4314*q^8*t^7 + 5602*q^7*t^8 - 4455*q^6*t^9 + 3156*q^5*t^10 - 1535*q^4*t^11 + 427*q^3*t^12 - 16*q^2*t^13 - 5*q*t^14 - q^12*t^2 - 10*q^11*t^3 + 362*q^10*t^4 - 547*q^9*t^5 - 1167*q^8*t^6 + 3755*q^7*t^7 - 3967*q^6*t^8 + 2520*q^5*t^9 - 1606*q^4*t^10 + 775*q^3*t^11 - 166*q^2*t^12 + 7*q*t^13 + t^14 + 3*q^11*t^2 - 24*q^10*t^3 + 14*q^9*t^4 - 592*q^8*t^5 + 1997*q^7*t^6 - 3184*q^6*t^7 + 2479*q^5*t^8 - 1377*q^4*t^9 + 624*q^3*t^10 - 233*q^2*t^11 + 35*q*t^12 - 2*t^13 - q^11*t + 50*q^10*t^2 - 220*q^9*t^3 + 165*q^8*t^4 + 536*q^7*t^5 - 1262*q^6*t^6 + 1256*q^5*t^7 - 693*q^4*t^8 + 305*q^3*t^9 - 105*q^2*t^10 + 16*q*t^11 - 3*t^12 - 2*q^10*t - 111*q^9*t^2 + 436*q^8*t^3 - 377*q^7*t^4 - 233*q^6*t^5 + 564*q^5*t^6 - 281*q^4*t^7 + 116*q^3*t^8 - 53*q^2*t^9 + 16*q*t^10 + t^11 - q^10 + 14*q^9*t + 51*q^8*t^2 - 193*q^7*t^3 + 102*q^6*t^4 + 267*q^5*t^5 - 304*q^4*t^6 + 114*q^3*t^7 - 25*q^2*t^8 + 16*q*t^9 - t^10 + 13*q^8*t - 60*q^7*t^2 + 48*q^6*t^3 + 51*q^5*t^4 - 174*q^4*t^5 + 81*q^3*t^6 - 24*q^2*t^7 + 2*q*t^8 - t^9 - 31*q^7*t + 58*q^6*t^2 - 40*q^5*t^3 - 34*q^4*t^4 + 55*q^3*t^5 - 13*q^2*t^6 - 2*q*t^7 - t^8 + 23*q^6*t - 21*q^5*t^2 + 18*q^4*t^3 + 19*q^3*t^4 - 11*q^2*t^5 + 4*q*t^6 - 8*q^5*t + q^4*t^2 - 3*q^3*t^3 - 6*q^2*t^4 + 2*q*t^5 + q^4*t + q^3*t^2)/((q*t^2 - 1)^4*(q*t - 1)^4*(t^2 - q)^2*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 6], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0483] 'FGC^W'

Zeta functions

ask[-]:

(q^5*t - 2*q^4*t^2 + 2*q^3*t^2 + q^4 - 4*q^3*t + 4*q^2*t^2 - q*t^3 - 2*q^2*t + 2*q*t - t^2)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(q^13*t^17 - 3*q^12*t^18 + 2*q^11*t^19 + 2*q^10*t^20 + q^14*t^15 + 4*q^13*t^16 - 20*q^12*t^17 + 24*q^11*t^18 - 15*q^10*t^19 - 10*q^9*t^20 - 5*q^14*t^14 + 20*q^13*t^15 - 64*q^12*t^16 + 143*q^11*t^17 - 114*q^10*t^18 + 46*q^9*t^19 + 20*q^8*t^20 + 2*q^15*t^12 - 30*q^14*t^13 + 94*q^13*t^14 - 219*q^12*t^15 + 394*q^11*t^16 - 523*q^10*t^17 + 351*q^9*t^18 - 90*q^8*t^19 - 15*q^7*t^20 + 10*q^15*t^11 - 53*q^14*t^12 + 251*q^13*t^13 - 567*q^12*t^14 + 914*q^11*t^15 - 1245*q^10*t^16 + 1095*q^9*t^17 - 574*q^8*t^18 + 85*q^7*t^19 - 5*q^6*t^20 + q^5*t^21 + 7*q^15*t^10 - 83*q^14*t^11 + 364*q^13*t^12 - 1010*q^12*t^13 + 1738*q^11*t^14 - 2167*q^10*t^15 + 2400*q^9*t^16 - 1596*q^8*t^17 + 519*q^7*t^18 + 26*q^6*t^19 - 2*q^5*t^20 + q^15*t^9 - 65*q^14*t^10 + 396*q^13*t^11 - 1359*q^12*t^12 + 2802*q^11*t^13 - 3752*q^10*t^14 + 3844*q^9*t^15 - 3393*q^8*t^16 + 1977*q^7*t^17 - 469*q^6*t^18 - 21*q^5*t^19 + q^4*t^20 - 33*q^14*t^9 + 376*q^13*t^10 - 1545*q^12*t^11 + 3762*q^11*t^12 - 5869*q^10*t^13 + 6127*q^9*t^14 - 5080*q^8*t^15 + 3457*q^7*t^16 - 1675*q^6*t^17 + 292*q^5*t^18 - 4*q^4*t^19 - 23*q^14*t^8 + 267*q^13*t^9 - 1493*q^12*t^10 + 4276*q^11*t^11 - 7475*q^10*t^12 + 8542*q^9*t^13 - 6814*q^8*t^14 + 4130*q^7*t^15 - 1971*q^6*t^16 + 659*q^5*t^17 - 57*q^4*t^18 + q^3*t^19 - 10*q^14*t^7 + 191*q^13*t^8 - 1105*q^12*t^9 + 4174*q^11*t^10 - 9015*q^10*t^11 + 11862*q^9*t^12 - 10129*q^8*t^13 + 6424*q^7*t^14 - 3194*q^6*t^15 + 1156*q^5*t^16 - 179*q^4*t^17 + q^3*t^18 + q^14*t^6 + 109*q^13*t^7 - 943*q^12*t^8 + 3694*q^11*t^9 - 9677*q^10*t^10 + 16250*q^9*t^11 - 16788*q^8*t^12 + 11477*q^7*t^13 - 5570*q^6*t^14 + 2169*q^5*t^15 - 629*q^4*t^16 + 47*q^3*t^17 + 12*q^13*t^6 - 490*q^12*t^7 + 2765*q^11*t^8 - 8323*q^10*t^9 + 16098*q^9*t^10 - 20736*q^8*t^11 + 16379*q^7*t^12 - 8314*q^6*t^13 + 2673*q^5*t^14 - 645*q^4*t^15 + 145*q^3*t^16 - 4*q^2*t^17 + 11*q^13*t^5 - 88*q^12*t^6 + 1099*q^11*t^7 - 4960*q^10*t^8 + 12323*q^9*t^9 - 19087*q^8*t^10 + 19087*q^7*t^11 - 12323*q^6*t^12 + 4960*q^5*t^13 - 1099*q^4*t^14 + 88*q^3*t^15 - 11*q^2*t^16 + 4*q^13*t^4 - 145*q^12*t^5 + 645*q^11*t^6 - 2673*q^10*t^7 + 8314*q^9*t^8 - 16379*q^8*t^9 + 20736*q^7*t^10 - 16098*q^6*t^11 + 8323*q^5*t^12 - 2765*q^4*t^13 + 490*q^3*t^14 - 12*q^2*t^15 - 47*q^12*t^4 + 629*q^11*t^5 - 2169*q^10*t^6 + 5570*q^9*t^7 - 11477*q^8*t^8 + 16788*q^7*t^9 - 16250*q^6*t^10 + 9677*q^5*t^11 - 3694*q^4*t^12 + 943*q^3*t^13 - 109*q^2*t^14 - q*t^15 - q^12*t^3 + 179*q^11*t^4 - 1156*q^10*t^5 + 3194*q^9*t^6 - 6424*q^8*t^7 + 10129*q^7*t^8 - 11862*q^6*t^9 + 9015*q^5*t^10 - 4174*q^4*t^11 + 1105*q^3*t^12 - 191*q^2*t^13 + 10*q*t^14 - q^12*t^2 + 57*q^11*t^3 - 659*q^10*t^4 + 1971*q^9*t^5 - 4130*q^8*t^6 + 6814*q^7*t^7 - 8542*q^6*t^8 + 7475*q^5*t^9 - 4276*q^4*t^10 + 1493*q^3*t^11 - 267*q^2*t^12 + 23*q*t^13 + 4*q^11*t^2 - 292*q^10*t^3 + 1675*q^9*t^4 - 3457*q^8*t^5 + 5080*q^7*t^6 - 6127*q^6*t^7 + 5869*q^5*t^8 - 3762*q^4*t^9 + 1545*q^3*t^10 - 376*q^2*t^11 + 33*q*t^12 - q^11*t + 21*q^10*t^2 + 469*q^9*t^3 - 1977*q^8*t^4 + 3393*q^7*t^5 - 3844*q^6*t^6 + 3752*q^5*t^7 - 2802*q^4*t^8 + 1359*q^3*t^9 - 396*q^2*t^10 + 65*q*t^11 - t^12 + 2*q^10*t - 26*q^9*t^2 - 519*q^8*t^3 + 1596*q^7*t^4 - 2400*q^6*t^5 + 2167*q^5*t^6 - 1738*q^4*t^7 + 1010*q^3*t^8 - 364*q^2*t^9 + 83*q*t^10 - 7*t^11 - q^10 + 5*q^9*t - 85*q^8*t^2 + 574*q^7*t^3 - 1095*q^6*t^4 + 1245*q^5*t^5 - 914*q^4*t^6 + 567*q^3*t^7 - 251*q^2*t^8 + 53*q*t^9 - 10*t^10 + 15*q^8*t + 90*q^7*t^2 - 351*q^6*t^3 + 523*q^5*t^4 - 394*q^4*t^5 + 219*q^3*t^6 - 94*q^2*t^7 + 30*q*t^8 - 2*t^9 - 20*q^7*t - 46*q^6*t^2 + 114*q^5*t^3 - 143*q^4*t^4 + 64*q^3*t^5 - 20*q^2*t^6 + 5*q*t^7 + 10*q^6*t + 15*q^5*t^2 - 24*q^4*t^3 + 20*q^3*t^4 - 4*q^2*t^5 - q*t^6 - 2*q^5*t - 2*q^4*t^2 + 3*q^3*t^3 - q^2*t^4)/((q*t^2 - 1)^3*(q*t - 1)^4*(t^2 - q)^2*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 6], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0484] 'FGC^w'

Zeta functions

ask[-]:

(q^4*t - q^3*t + q^3 - 2*q^2*t + q*t^2 - q*t + t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(q^17*t^13 + 2*q^19*t^10 - q^18*t^11 - q^17*t^12 - 2*q^16*t^13 + 4*q^15*t^14 + q^14*t^15 + 8*q^19*t^9 - 12*q^18*t^10 - 2*q^17*t^11 - 3*q^16*t^12 - q^15*t^13 - 16*q^14*t^14 - 6*q^13*t^15 - 2*q^12*t^16 + 9*q^19*t^8 - 44*q^18*t^9 + 20*q^17*t^10 + 7*q^16*t^11 + 15*q^15*t^12 - 6*q^14*t^13 + 18*q^13*t^14 + 9*q^12*t^15 + 5*q^11*t^16 - 2*q^10*t^17 + 4*q^19*t^7 - 74*q^18*t^8 + 71*q^17*t^9 + 26*q^16*t^10 + 33*q^15*t^11 + 2*q^14*t^12 + 37*q^13*t^13 + 14*q^12*t^14 + 9*q^11*t^15 + 5*q^10*t^16 + 11*q^9*t^17 + q^19*t^6 - 48*q^18*t^7 + 245*q^17*t^8 + 44*q^16*t^9 - 2*q^15*t^10 - 52*q^14*t^11 - 76*q^13*t^12 - 22*q^12*t^13 - 28*q^11*t^14 - 19*q^10*t^15 - 21*q^9*t^16 - 23*q^8*t^17 - 28*q^18*t^6 + 224*q^17*t^7 - 339*q^16*t^8 - 299*q^15*t^9 - 408*q^14*t^10 - 214*q^13*t^11 + 17*q^12*t^12 - 98*q^11*t^13 - 59*q^10*t^14 - 71*q^9*t^15 - 14*q^8*t^16 + 23*q^7*t^17 - 9*q^18*t^5 + 157*q^17*t^6 - 479*q^16*t^7 - 143*q^15*t^8 + 207*q^14*t^9 + 590*q^13*t^10 + 768*q^12*t^11 + 263*q^11*t^12 + 166*q^10*t^13 + 172*q^9*t^14 + 179*q^8*t^15 + 109*q^7*t^16 - 12*q^6*t^17 + 80*q^17*t^5 - 490*q^16*t^6 + 457*q^15*t^7 + 900*q^14*t^8 + 870*q^13*t^9 + 596*q^12*t^10 - 681*q^11*t^11 - 138*q^10*t^12 - 141*q^9*t^13 + 4*q^8*t^14 - 76*q^7*t^15 - 163*q^6*t^16 + 10*q^5*t^17 - q^4*t^18 + 16*q^17*t^4 - 269*q^16*t^5 + 931*q^15*t^6 + 223*q^14*t^7 - 377*q^13*t^8 - 1575*q^12*t^9 - 2432*q^11*t^10 - 713*q^10*t^11 - 489*q^9*t^12 - 186*q^8*t^13 - 293*q^7*t^14 - 159*q^6*t^15 + 72*q^5*t^16 + 2*q^4*t^17 + 4*q^17*t^3 - 56*q^16*t^4 + 391*q^15*t^5 - 775*q^14*t^6 - 1481*q^13*t^7 - 1496*q^12*t^8 - 407*q^11*t^9 + 2047*q^10*t^10 + 1810*q^9*t^11 + 1057*q^8*t^12 + 497*q^7*t^13 + 220*q^6*t^14 + 344*q^5*t^15 - 21*q^4*t^16 - q^3*t^17 + q^17*t^2 - 64*q^16*t^3 + 91*q^15*t^4 - 415*q^14*t^5 - 62*q^13*t^6 + 1402*q^12*t^7 + 2381*q^11*t^8 + 3809*q^10*t^9 + 393*q^9*t^10 - 445*q^8*t^11 - 861*q^7*t^12 - 611*q^6*t^13 + 75*q^5*t^14 - 255*q^4*t^15 + 8*q^3*t^16 - 8*q^16*t^2 + 255*q^15*t^3 - 75*q^14*t^4 + 611*q^13*t^5 + 861*q^12*t^6 + 445*q^11*t^7 - 393*q^10*t^8 - 3809*q^9*t^9 - 2381*q^8*t^10 - 1402*q^7*t^11 + 62*q^6*t^12 + 415*q^5*t^13 - 91*q^4*t^14 + 64*q^3*t^15 - q^2*t^16 + q^16*t + 21*q^15*t^2 - 344*q^14*t^3 - 220*q^13*t^4 - 497*q^12*t^5 - 1057*q^11*t^6 - 1810*q^10*t^7 - 2047*q^9*t^8 + 407*q^8*t^9 + 1496*q^7*t^10 + 1481*q^6*t^11 + 775*q^5*t^12 - 391*q^4*t^13 + 56*q^3*t^14 - 4*q^2*t^15 - 2*q^15*t - 72*q^14*t^2 + 159*q^13*t^3 + 293*q^12*t^4 + 186*q^11*t^5 + 489*q^10*t^6 + 713*q^9*t^7 + 2432*q^8*t^8 + 1575*q^7*t^9 + 377*q^6*t^10 - 223*q^5*t^11 - 931*q^4*t^12 + 269*q^3*t^13 - 16*q^2*t^14 + q^15 - 10*q^14*t + 163*q^13*t^2 + 76*q^12*t^3 - 4*q^11*t^4 + 141*q^10*t^5 + 138*q^9*t^6 + 681*q^8*t^7 - 596*q^7*t^8 - 870*q^6*t^9 - 900*q^5*t^10 - 457*q^4*t^11 + 490*q^3*t^12 - 80*q^2*t^13 + 12*q^13*t - 109*q^12*t^2 - 179*q^11*t^3 - 172*q^10*t^4 - 166*q^9*t^5 - 263*q^8*t^6 - 768*q^7*t^7 - 590*q^6*t^8 - 207*q^5*t^9 + 143*q^4*t^10 + 479*q^3*t^11 - 157*q^2*t^12 + 9*q*t^13 - 23*q^12*t + 14*q^11*t^2 + 71*q^10*t^3 + 59*q^9*t^4 + 98*q^8*t^5 - 17*q^7*t^6 + 214*q^6*t^7 + 408*q^5*t^8 + 299*q^4*t^9 + 339*q^3*t^10 - 224*q^2*t^11 + 28*q*t^12 + 23*q^11*t + 21*q^10*t^2 + 19*q^9*t^3 + 28*q^8*t^4 + 22*q^7*t^5 + 76*q^6*t^6 + 52*q^5*t^7 + 2*q^4*t^8 - 44*q^3*t^9 - 245*q^2*t^10 + 48*q*t^11 - t^12 - 11*q^10*t - 5*q^9*t^2 - 9*q^8*t^3 - 14*q^7*t^4 - 37*q^6*t^5 - 2*q^5*t^6 - 33*q^4*t^7 - 26*q^3*t^8 - 71*q^2*t^9 + 74*q*t^10 - 4*t^11 + 2*q^9*t - 5*q^8*t^2 - 9*q^7*t^3 - 18*q^6*t^4 + 6*q^5*t^5 - 15*q^4*t^6 - 7*q^3*t^7 - 20*q^2*t^8 + 44*q*t^9 - 9*t^10 + 2*q^7*t^2 + 6*q^6*t^3 + 16*q^5*t^4 + q^4*t^5 + 3*q^3*t^6 + 2*q^2*t^7 + 12*q*t^8 - 8*t^9 - q^5*t^3 - 4*q^4*t^4 + 2*q^3*t^5 + q^2*t^6 + q*t^7 - 2*t^8 - q^2*t^5)/((q^3 - t^2)^2*(q*t^2 - 1)^2*(q^2 - t)^2*(q*t - 1)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 2], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0485] 'FGC{o'

Zeta functions

ask[-]:

(q^6*t^4 + q^6*t^3 - 4*q^5*t^4 + 2*q^5*t^3 - 7*q^5*t^2 + q^4*t^3 + 9*q^3*t^4 - q^2*t^5 + q^5*t + 8*q^4*t^2 - 13*q^3*t^3 + 13*q^3*t^2 - 8*q^2*t^3 - q*t^4 + q^4 - 9*q^3*t - q^2*t^2 + 7*q*t^3 - 2*q*t^2 + 4*q*t - t^2 - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(12*q^11*t^12 - 2*q^10*t^13 + 32*q^11*t^11 - 89*q^10*t^12 + 13*q^9*t^13 + 9*q^11*t^10 - 157*q^10*t^11 + 263*q^9*t^12 - 38*q^8*t^13 - 5*q^10*t^10 + 220*q^9*t^11 - 353*q^8*t^12 + 51*q^7*t^13 - q^6*t^14 - 79*q^10*t^9 - 6*q^9*t^10 + 8*q^8*t^11 + 182*q^7*t^12 - 20*q^6*t^13 - 41*q^10*t^8 + 408*q^9*t^9 - 189*q^8*t^10 - 177*q^7*t^11 - 10*q^6*t^12 + 2*q^10*t^7 + 52*q^9*t^8 - 517*q^8*t^9 + 320*q^7*t^10 + 62*q^6*t^11 - 6*q^5*t^12 + 13*q^9*t^7 + 108*q^8*t^8 - 197*q^7*t^9 + 96*q^6*t^10 - 23*q^5*t^11 + 38*q^9*t^6 - 114*q^8*t^7 + 81*q^7*t^8 + 526*q^6*t^9 - 285*q^5*t^10 + 19*q^4*t^11 + 6*q^9*t^5 + 7*q^8*t^6 - 286*q^7*t^7 - 385*q^6*t^8 - 26*q^5*t^9 + 73*q^4*t^10 - 19*q^8*t^5 - 308*q^7*t^6 + 1495*q^6*t^7 - 123*q^5*t^8 - 108*q^4*t^9 + 6*q^3*t^10 - 6*q^8*t^4 + 108*q^7*t^5 + 123*q^6*t^6 - 1495*q^5*t^7 + 308*q^4*t^8 + 19*q^3*t^9 - 73*q^7*t^4 + 26*q^6*t^5 + 385*q^5*t^6 + 286*q^4*t^7 - 7*q^3*t^8 - 6*q^2*t^9 - 19*q^7*t^3 + 285*q^6*t^4 - 526*q^5*t^5 - 81*q^4*t^6 + 114*q^3*t^7 - 38*q^2*t^8 + 23*q^6*t^3 - 96*q^5*t^4 + 197*q^4*t^5 - 108*q^3*t^6 - 13*q^2*t^7 + 6*q^6*t^2 - 62*q^5*t^3 - 320*q^4*t^4 + 517*q^3*t^5 - 52*q^2*t^6 - 2*q*t^7 + 10*q^5*t^2 + 177*q^4*t^3 + 189*q^3*t^4 - 408*q^2*t^5 + 41*q*t^6 + 20*q^5*t - 182*q^4*t^2 - 8*q^3*t^3 + 6*q^2*t^4 + 79*q*t^5 + q^5 - 51*q^4*t + 353*q^3*t^2 - 220*q^2*t^3 + 5*q*t^4 + 38*q^3*t - 263*q^2*t^2 + 157*q*t^3 - 9*t^4 - 13*q^2*t + 89*q*t^2 - 32*t^3 + 2*q*t - 12*t^2)/((q*t^2 - 1)^3*(q*t + 1)^2*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0486] 'FGC}W'

Zeta functions

ask[-]:

ask[+]:

(5*q^8*t^10 + 15*q^8*t^9 - 39*q^7*t^10 + 2*q^6*t^11 + q^8*t^8 - 80*q^7*t^9 + 131*q^6*t^10 - 15*q^5*t^11 + 36*q^7*t^8 + 97*q^6*t^9 - 195*q^5*t^10 + 30*q^4*t^11 - q^3*t^12 - 68*q^7*t^7 - 133*q^6*t^8 + 107*q^5*t^9 + 99*q^4*t^10 - 13*q^3*t^11 - 30*q^7*t^6 + 486*q^6*t^7 - 24*q^5*t^8 - 253*q^4*t^9 + 4*q^3*t^10 + 16*q^7*t^5 - 16*q^6*t^6 - 1098*q^5*t^7 + 459*q^4*t^8 + 105*q^3*t^9 - 7*q^2*t^10 - 3*q^7*t^4 - 82*q^6*t^5 + 524*q^5*t^6 + 892*q^4*t^7 - 432*q^3*t^8 - 3*q^2*t^9 + 113*q^6*t^4 - 138*q^5*t^5 - 984*q^4*t^6 - 138*q^3*t^7 + 113*q^2*t^8 - 3*q^6*t^3 - 432*q^5*t^4 + 892*q^4*t^5 + 524*q^3*t^6 - 82*q^2*t^7 - 3*q*t^8 - 7*q^6*t^2 + 105*q^5*t^3 + 459*q^4*t^4 - 1098*q^3*t^5 - 16*q^2*t^6 + 16*q*t^7 + 4*q^5*t^2 - 253*q^4*t^3 - 24*q^3*t^4 + 486*q^2*t^5 - 30*q*t^6 - 13*q^5*t + 99*q^4*t^2 + 107*q^3*t^3 - 133*q^2*t^4 - 68*q*t^5 - q^5 + 30*q^4*t - 195*q^3*t^2 + 97*q^2*t^3 + 36*q*t^4 - 15*q^3*t + 131*q^2*t^2 - 80*q*t^3 + t^4 + 2*q^2*t - 39*q*t^2 + 15*t^3 + 5*t^2)/((q*t^2 - 1)^4*(q*t - 1)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 6], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0487] 'FGC}w'

Zeta functions

ask[-]:

(2*q^4*t^2 - 2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 - q^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^10*t^17 - 3*q^9*t^18 - q^8*t^19 - q^12*t^14 - 4*q^11*t^15 + 14*q^10*t^16 - 16*q^9*t^17 + 17*q^8*t^18 + 6*q^7*t^19 + 5*q^12*t^13 - 30*q^11*t^14 + 91*q^10*t^15 - 149*q^9*t^16 + 99*q^8*t^17 - 55*q^7*t^18 - 13*q^6*t^19 - 2*q^13*t^11 + 47*q^12*t^12 - 177*q^11*t^13 + 402*q^10*t^14 - 661*q^9*t^15 + 731*q^8*t^16 - 411*q^7*t^17 + 151*q^6*t^18 + 6*q^5*t^19 - 19*q^13*t^10 + 117*q^12*t^11 - 502*q^11*t^12 + 1223*q^10*t^13 - 1834*q^9*t^14 + 2064*q^8*t^15 - 1709*q^7*t^16 + 816*q^6*t^17 - 250*q^5*t^18 + 17*q^4*t^19 - q^3*t^20 - 22*q^13*t^9 + 207*q^12*t^10 - 775*q^11*t^11 + 1933*q^10*t^12 - 3358*q^9*t^13 + 3690*q^8*t^14 - 2913*q^7*t^15 + 1793*q^6*t^16 - 637*q^5*t^17 + 151*q^4*t^18 - 9*q^3*t^19 - 10*q^13*t^8 + 134*q^12*t^9 - 770*q^11*t^10 + 2097*q^10*t^11 - 3713*q^9*t^12 + 4869*q^8*t^13 - 4041*q^7*t^14 + 2025*q^6*t^15 - 756*q^5*t^16 + 104*q^4*t^17 - 17*q^3*t^18 - q^13*t^7 + 70*q^12*t^8 - 485*q^11*t^9 + 2086*q^10*t^10 - 4643*q^9*t^11 + 6353*q^8*t^12 - 6546*q^7*t^13 + 4564*q^6*t^14 - 1761*q^5*t^15 + 394*q^4*t^16 + 13*q^3*t^17 - 2*q^2*t^18 + 74*q^12*t^7 - 640*q^11*t^8 + 2385*q^10*t^9 - 6202*q^9*t^10 + 10561*q^8*t^11 - 11312*q^7*t^12 + 8972*q^6*t^13 - 5179*q^5*t^14 + 1761*q^4*t^15 - 326*q^3*t^16 + 8*q^2*t^17 + 46*q^12*t^6 - 534*q^11*t^7 + 2537*q^10*t^8 - 6411*q^9*t^9 + 11259*q^8*t^10 - 14295*q^7*t^11 + 11492*q^6*t^12 - 6371*q^5*t^13 + 2680*q^4*t^14 - 662*q^3*t^15 + 77*q^2*t^16 + 3*q^12*t^5 - 157*q^11*t^6 + 1134*q^10*t^7 - 4289*q^9*t^8 + 8460*q^8*t^9 - 10951*q^7*t^10 + 10637*q^6*t^11 - 6448*q^5*t^12 + 2224*q^4*t^13 - 538*q^3*t^14 + 55*q^2*t^15 - 55*q^11*t^5 + 538*q^10*t^6 - 2224*q^9*t^7 + 6448*q^8*t^8 - 10637*q^7*t^9 + 10951*q^6*t^10 - 8460*q^5*t^11 + 4289*q^4*t^12 - 1134*q^3*t^13 + 157*q^2*t^14 - 3*q*t^15 - 77*q^11*t^4 + 662*q^10*t^5 - 2680*q^9*t^6 + 6371*q^8*t^7 - 11492*q^7*t^8 + 14295*q^6*t^9 - 11259*q^5*t^10 + 6411*q^4*t^11 - 2537*q^3*t^12 + 534*q^2*t^13 - 46*q*t^14 - 8*q^11*t^3 + 326*q^10*t^4 - 1761*q^9*t^5 + 5179*q^8*t^6 - 8972*q^7*t^7 + 11312*q^6*t^8 - 10561*q^5*t^9 + 6202*q^4*t^10 - 2385*q^3*t^11 + 640*q^2*t^12 - 74*q*t^13 + 2*q^11*t^2 - 13*q^10*t^3 - 394*q^9*t^4 + 1761*q^8*t^5 - 4564*q^7*t^6 + 6546*q^6*t^7 - 6353*q^5*t^8 + 4643*q^4*t^9 - 2086*q^3*t^10 + 485*q^2*t^11 - 70*q*t^12 + t^13 + 17*q^10*t^2 - 104*q^9*t^3 + 756*q^8*t^4 - 2025*q^7*t^5 + 4041*q^6*t^6 - 4869*q^5*t^7 + 3713*q^4*t^8 - 2097*q^3*t^9 + 770*q^2*t^10 - 134*q*t^11 + 10*t^12 + 9*q^10*t - 151*q^9*t^2 + 637*q^8*t^3 - 1793*q^7*t^4 + 2913*q^6*t^5 - 3690*q^5*t^6 + 3358*q^4*t^7 - 1933*q^3*t^8 + 775*q^2*t^9 - 207*q*t^10 + 22*t^11 + q^10 - 17*q^9*t + 250*q^8*t^2 - 816*q^7*t^3 + 1709*q^6*t^4 - 2064*q^5*t^5 + 1834*q^4*t^6 - 1223*q^3*t^7 + 502*q^2*t^8 - 117*q*t^9 + 19*t^10 - 6*q^8*t - 151*q^7*t^2 + 411*q^6*t^3 - 731*q^5*t^4 + 661*q^4*t^5 - 402*q^3*t^6 + 177*q^2*t^7 - 47*q*t^8 + 2*t^9 + 13*q^7*t + 55*q^6*t^2 - 99*q^5*t^3 + 149*q^4*t^4 - 91*q^3*t^5 + 30*q^2*t^6 - 5*q*t^7 - 6*q^6*t - 17*q^5*t^2 + 16*q^4*t^3 - 14*q^3*t^4 + 4*q^2*t^5 + q*t^6 + q^5*t + 3*q^4*t^2 - 2*q^3*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^2*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 2], [1, 6], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0488] 'FGD\o'

Zeta functions

ask[-]:

(q^6*t^5 - q^7*t^3 + q^6*t^4 - 3*q^5*t^5 + 2*q^7*t^2 - 6*q^6*t^3 + 5*q^5*t^4 - q^4*t^5 + q^6*t^2 + 6*q^5*t^3 - 4*q^4*t^4 + 5*q^3*t^5 - q^6*t - 4*q^5*t^2 + 11*q^4*t^3 - 16*q^3*t^4 + 5*q^2*t^5 - q*t^6 - q^6 + 5*q^5*t - 16*q^4*t^2 + 11*q^3*t^3 - 4*q^2*t^4 - q*t^5 + 5*q^4*t - 4*q^3*t^2 + 6*q^2*t^3 + q*t^4 - q^3*t + 5*q^2*t^2 - 6*q*t^3 + 2*t^4 - 3*q^2*t + q*t^2 - t^3 + q*t)/((q*t - 1)^4*(q - t)^2*q^4*(t - 1))

ask[+]:

-(q^13*t^21 - 3*q^12*t^22 + 5*q^11*t^23 + 2*q^10*t^24 + 5*q^14*t^19 - 7*q^13*t^20 - 16*q^12*t^21 + 12*q^11*t^22 - 27*q^10*t^23 - 12*q^9*t^24 + q^15*t^17 - 2*q^14*t^18 - 25*q^13*t^19 + 70*q^12*t^20 + 46*q^11*t^21 - 13*q^10*t^22 + 57*q^9*t^23 + 31*q^8*t^24 - 2*q^15*t^16 - 24*q^14*t^17 + 31*q^13*t^18 + 72*q^12*t^19 - 196*q^11*t^20 - 108*q^10*t^21 + 33*q^9*t^22 - 67*q^8*t^23 - 44*q^7*t^24 - 3*q^15*t^15 + 168*q^13*t^17 - 428*q^12*t^18 + 254*q^11*t^19 - 130*q^10*t^20 + 575*q^9*t^21 - 298*q^8*t^22 + 120*q^7*t^23 + 27*q^6*t^24 + 24*q^15*t^14 - 74*q^14*t^15 + 415*q^13*t^16 - 1271*q^12*t^17 + 2383*q^11*t^18 - 2159*q^10*t^19 + 1558*q^9*t^20 - 1536*q^8*t^21 + 698*q^7*t^22 - 213*q^6*t^23 + 11*q^5*t^24 - q^4*t^25 - 6*q^16*t^12 + 63*q^15*t^13 - 384*q^14*t^14 + 1051*q^13*t^15 - 2554*q^12*t^16 + 4423*q^11*t^17 - 5489*q^10*t^18 + 4247*q^9*t^19 - 2237*q^8*t^20 + 1480*q^7*t^21 - 470*q^6*t^22 + 119*q^5*t^23 - 8*q^4*t^24 - 10*q^16*t^11 + 99*q^15*t^12 - 528*q^14*t^13 + 1636*q^13*t^14 - 3456*q^12*t^15 + 5821*q^11*t^16 - 6851*q^10*t^17 + 5993*q^9*t^18 - 3548*q^8*t^19 + 1022*q^7*t^20 - 334*q^6*t^21 - 35*q^5*t^22 - 4*q^4*t^23 - 6*q^16*t^10 + 70*q^15*t^11 - 399*q^14*t^12 + 1448*q^13*t^13 - 3522*q^12*t^14 + 6752*q^11*t^15 - 10509*q^10*t^16 + 9920*q^9*t^17 - 7334*q^8*t^18 + 4273*q^7*t^19 - 1532*q^6*t^20 + 311*q^5*t^21 + 35*q^4*t^22 - 2*q^3*t^23 - q^16*t^9 + 36*q^15*t^10 - 302*q^14*t^11 + 1623*q^13*t^12 - 4813*q^12*t^13 + 10384*q^11*t^14 - 17215*q^10*t^15 + 22361*q^9*t^16 - 18161*q^8*t^17 + 11353*q^7*t^18 - 5843*q^6*t^19 + 2017*q^5*t^20 - 377*q^4*t^21 + 13*q^3*t^22 + 42*q^15*t^9 - 437*q^14*t^10 + 2261*q^13*t^11 - 7064*q^12*t^12 + 14793*q^11*t^13 - 22959*q^10*t^14 + 28102*q^9*t^15 - 26573*q^8*t^16 + 15840*q^7*t^17 - 6559*q^6*t^18 + 2403*q^5*t^19 - 600*q^4*t^20 + 76*q^3*t^21 + 32*q^15*t^8 - 354*q^14*t^9 + 1811*q^13*t^10 - 6182*q^12*t^11 + 12789*q^11*t^12 - 19925*q^10*t^13 + 23572*q^9*t^14 - 21321*q^8*t^15 + 14994*q^7*t^16 - 6155*q^6*t^17 + 1359*q^5*t^18 - 188*q^4*t^19 + 3*q^3*t^20 + 6*q^15*t^7 - 111*q^14*t^8 + 673*q^13*t^9 - 3129*q^12*t^10 + 9320*q^11*t^11 - 16226*q^10*t^12 + 22804*q^9*t^13 - 26524*q^8*t^14 + 21680*q^7*t^15 - 13857*q^6*t^16 + 5710*q^5*t^17 - 1559*q^4*t^18 + 213*q^3*t^19 - 10*q^2*t^20 - 72*q^14*t^7 + 689*q^13*t^8 - 3093*q^12*t^9 + 10457*q^11*t^10 - 23559*q^10*t^11 + 34519*q^9*t^12 - 40437*q^8*t^13 + 37975*q^7*t^14 - 24080*q^6*t^15 + 11326*q^5*t^16 - 3769*q^4*t^17 + 802*q^3*t^18 - 68*q^2*t^19 - 68*q^14*t^6 + 802*q^13*t^7 - 3769*q^12*t^8 + 11326*q^11*t^9 - 24080*q^10*t^10 + 37975*q^9*t^11 - 40437*q^8*t^12 + 34519*q^7*t^13 - 23559*q^6*t^14 + 10457*q^5*t^15 - 3093*q^4*t^16 + 689*q^3*t^17 - 72*q^2*t^18 - 10*q^14*t^5 + 213*q^13*t^6 - 1559*q^12*t^7 + 5710*q^11*t^8 - 13857*q^10*t^9 + 21680*q^9*t^10 - 26524*q^8*t^11 + 22804*q^7*t^12 - 16226*q^6*t^13 + 9320*q^5*t^14 - 3129*q^4*t^15 + 673*q^3*t^16 - 111*q^2*t^17 + 6*q*t^18 + 3*q^13*t^5 - 188*q^12*t^6 + 1359*q^11*t^7 - 6155*q^10*t^8 + 14994*q^9*t^9 - 21321*q^8*t^10 + 23572*q^7*t^11 - 19925*q^6*t^12 + 12789*q^5*t^13 - 6182*q^4*t^14 + 1811*q^3*t^15 - 354*q^2*t^16 + 32*q*t^17 + 76*q^13*t^4 - 600*q^12*t^5 + 2403*q^11*t^6 - 6559*q^10*t^7 + 15840*q^9*t^8 - 26573*q^8*t^9 + 28102*q^7*t^10 - 22959*q^6*t^11 + 14793*q^5*t^12 - 7064*q^4*t^13 + 2261*q^3*t^14 - 437*q^2*t^15 + 42*q*t^16 + 13*q^13*t^3 - 377*q^12*t^4 + 2017*q^11*t^5 - 5843*q^10*t^6 + 11353*q^9*t^7 - 18161*q^8*t^8 + 22361*q^7*t^9 - 17215*q^6*t^10 + 10384*q^5*t^11 - 4813*q^4*t^12 + 1623*q^3*t^13 - 302*q^2*t^14 + 36*q*t^15 - t^16 - 2*q^13*t^2 + 35*q^12*t^3 + 311*q^11*t^4 - 1532*q^10*t^5 + 4273*q^9*t^6 - 7334*q^8*t^7 + 9920*q^7*t^8 - 10509*q^6*t^9 + 6752*q^5*t^10 - 3522*q^4*t^11 + 1448*q^3*t^12 - 399*q^2*t^13 + 70*q*t^14 - 6*t^15 - 4*q^12*t^2 - 35*q^11*t^3 - 334*q^10*t^4 + 1022*q^9*t^5 - 3548*q^8*t^6 + 5993*q^7*t^7 - 6851*q^6*t^8 + 5821*q^5*t^9 - 3456*q^4*t^10 + 1636*q^3*t^11 - 528*q^2*t^12 + 99*q*t^13 - 10*t^14 - 8*q^12*t + 119*q^11*t^2 - 470*q^10*t^3 + 1480*q^9*t^4 - 2237*q^8*t^5 + 4247*q^7*t^6 - 5489*q^6*t^7 + 4423*q^5*t^8 - 2554*q^4*t^9 + 1051*q^3*t^10 - 384*q^2*t^11 + 63*q*t^12 - 6*t^13 - q^12 + 11*q^11*t - 213*q^10*t^2 + 698*q^9*t^3 - 1536*q^8*t^4 + 1558*q^7*t^5 - 2159*q^6*t^6 + 2383*q^5*t^7 - 1271*q^4*t^8 + 415*q^3*t^9 - 74*q^2*t^10 + 24*q*t^11 + 27*q^10*t + 120*q^9*t^2 - 298*q^8*t^3 + 575*q^7*t^4 - 130*q^6*t^5 + 254*q^5*t^6 - 428*q^4*t^7 + 168*q^3*t^8 - 3*q*t^10 - 44*q^9*t - 67*q^8*t^2 + 33*q^7*t^3 - 108*q^6*t^4 - 196*q^5*t^5 + 72*q^4*t^6 + 31*q^3*t^7 - 24*q^2*t^8 - 2*q*t^9 + 31*q^8*t + 57*q^7*t^2 - 13*q^6*t^3 + 46*q^5*t^4 + 70*q^4*t^5 - 25*q^3*t^6 - 2*q^2*t^7 + q*t^8 - 12*q^7*t - 27*q^6*t^2 + 12*q^5*t^3 - 16*q^4*t^4 - 7*q^3*t^5 + 5*q^2*t^6 + 2*q^6*t + 5*q^5*t^2 - 3*q^4*t^3 + q^3*t^4)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0489] 'FGDkw'

Zeta functions

ask[-]:

ask[+]:

-(q^10*t^14 - 2*q^8*t^16 + q^10*t^13 - 4*q^9*t^14 + 9*q^7*t^16 - q^11*t^11 + q^10*t^12 - 17*q^9*t^13 + 35*q^8*t^14 - 18*q^7*t^15 - 14*q^6*t^16 - 2*q^11*t^10 + 26*q^10*t^11 - 61*q^9*t^12 + 105*q^8*t^13 - 151*q^7*t^14 + 102*q^6*t^15 - q^5*t^16 - 10*q^11*t^9 + 32*q^10*t^10 - 132*q^9*t^11 + 243*q^8*t^12 - 194*q^7*t^13 + 192*q^6*t^14 - 179*q^5*t^15 + 25*q^4*t^16 - q^3*t^17 + 3*q^11*t^8 + 53*q^10*t^9 - 28*q^9*t^10 + 119*q^8*t^11 - 256*q^7*t^12 - 37*q^6*t^13 + 115*q^5*t^14 + 85*q^4*t^15 - 12*q^3*t^16 - q^11*t^7 - 65*q^10*t^8 - 118*q^9*t^9 - 68*q^8*t^10 + 114*q^7*t^11 + 214*q^6*t^12 + 223*q^5*t^13 - 362*q^4*t^14 + 15*q^3*t^15 + q^11*t^6 + 73*q^10*t^7 + 103*q^9*t^8 + 607*q^8*t^9 - 609*q^7*t^10 + 301*q^6*t^11 - 861*q^5*t^12 + 258*q^4*t^13 + 166*q^3*t^14 - 9*q^2*t^15 + 5*q^10*t^6 - 468*q^9*t^7 + 140*q^8*t^8 - 1458*q^7*t^9 + 1793*q^6*t^10 - 618*q^5*t^11 + 1013*q^4*t^12 - 422*q^3*t^13 - 12*q^2*t^14 - 23*q^10*t^5 + 172*q^9*t^6 + 764*q^8*t^7 + 271*q^7*t^8 + 537*q^6*t^9 - 1162*q^5*t^10 - 467*q^4*t^11 - 189*q^3*t^12 + 129*q^2*t^13 + 6*q^10*t^4 + 111*q^9*t^5 - 736*q^8*t^6 - 456*q^7*t^7 - 951*q^6*t^8 + 951*q^5*t^9 + 456*q^4*t^10 + 736*q^3*t^11 - 111*q^2*t^12 - 6*q*t^13 - 129*q^9*t^4 + 189*q^8*t^5 + 467*q^7*t^6 + 1162*q^6*t^7 - 537*q^5*t^8 - 271*q^4*t^9 - 764*q^3*t^10 - 172*q^2*t^11 + 23*q*t^12 + 12*q^9*t^3 + 422*q^8*t^4 - 1013*q^7*t^5 + 618*q^6*t^6 - 1793*q^5*t^7 + 1458*q^4*t^8 - 140*q^3*t^9 + 468*q^2*t^10 - 5*q*t^11 + 9*q^9*t^2 - 166*q^8*t^3 - 258*q^7*t^4 + 861*q^6*t^5 - 301*q^5*t^6 + 609*q^4*t^7 - 607*q^3*t^8 - 103*q^2*t^9 - 73*q*t^10 - t^11 - 15*q^8*t^2 + 362*q^7*t^3 - 223*q^6*t^4 - 214*q^5*t^5 - 114*q^4*t^6 + 68*q^3*t^7 + 118*q^2*t^8 + 65*q*t^9 + t^10 + 12*q^8*t - 85*q^7*t^2 - 115*q^6*t^3 + 37*q^5*t^4 + 256*q^4*t^5 - 119*q^3*t^6 + 28*q^2*t^7 - 53*q*t^8 - 3*t^9 + q^8 - 25*q^7*t + 179*q^6*t^2 - 192*q^5*t^3 + 194*q^4*t^4 - 243*q^3*t^5 + 132*q^2*t^6 - 32*q*t^7 + 10*t^8 + q^6*t - 102*q^5*t^2 + 151*q^4*t^3 - 105*q^3*t^4 + 61*q^2*t^5 - 26*q*t^6 + 2*t^7 + 14*q^5*t + 18*q^4*t^2 - 35*q^3*t^3 + 17*q^2*t^4 - q*t^5 + t^6 - 9*q^4*t + 4*q^2*t^3 - q*t^4 + 2*q^3*t - q*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^2*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 5], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0490] 'FGEJg'

Zeta functions

ask[-]:

ask[+]:

(5*q^10*t^12 - q^9*t^13 + 8*q^10*t^11 - 37*q^9*t^12 + 7*q^8*t^13 - 4*q^10*t^10 - 28*q^9*t^11 + 110*q^8*t^12 - 24*q^7*t^13 + 14*q^9*t^10 - 20*q^8*t^11 - 128*q^7*t^12 + 35*q^6*t^13 - q^5*t^14 - 56*q^9*t^9 + 94*q^8*t^10 + 116*q^7*t^11 + 29*q^6*t^12 - 11*q^5*t^13 + 10*q^9*t^8 + 246*q^8*t^9 - 430*q^7*t^10 - 30*q^6*t^11 + 6*q^5*t^12 + 11*q^9*t^7 - 73*q^8*t^8 - 259*q^7*t^9 + 477*q^6*t^10 - 64*q^5*t^11 + 4*q^4*t^12 - 3*q^9*t^6 + 30*q^8*t^7 - 110*q^7*t^8 + 68*q^6*t^9 - 49*q^5*t^10 + 6*q^4*t^11 + 21*q^8*t^6 - 192*q^7*t^7 + 835*q^6*t^8 - 296*q^5*t^9 - 72*q^4*t^10 + 8*q^3*t^11 - 7*q^8*t^5 - 42*q^6*t^7 - 948*q^5*t^8 + 339*q^4*t^9 + 12*q^3*t^10 - 3*q^8*t^4 - 73*q^7*t^5 + 241*q^6*t^6 + 458*q^5*t^7 + 241*q^4*t^8 - 73*q^3*t^9 - 3*q^2*t^10 + 12*q^7*t^4 + 339*q^6*t^5 - 948*q^5*t^6 - 42*q^4*t^7 - 7*q^2*t^9 + 8*q^7*t^3 - 72*q^6*t^4 - 296*q^5*t^5 + 835*q^4*t^6 - 192*q^3*t^7 + 21*q^2*t^8 + 6*q^6*t^3 - 49*q^5*t^4 + 68*q^4*t^5 - 110*q^3*t^6 + 30*q^2*t^7 - 3*q*t^8 + 4*q^6*t^2 - 64*q^5*t^3 + 477*q^4*t^4 - 259*q^3*t^5 - 73*q^2*t^6 + 11*q*t^7 + 6*q^5*t^2 - 30*q^4*t^3 - 430*q^3*t^4 + 246*q^2*t^5 + 10*q*t^6 - 11*q^5*t + 29*q^4*t^2 + 116*q^3*t^3 + 94*q^2*t^4 - 56*q*t^5 - q^5 + 35*q^4*t - 128*q^3*t^2 - 20*q^2*t^3 + 14*q*t^4 - 24*q^3*t + 110*q^2*t^2 - 28*q*t^3 - 4*t^4 + 7*q^2*t - 37*q*t^2 + 8*t^3 - q*t + 5*t^2)/((q*t^2 - 1)^4*(q*t - 1)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0491] 'FGEJw'

Zeta functions

ask[-]:

ask[+]:

(q^13*t^16 + 2*q^12*t^17 - 3*q^13*t^15 - 4*q^12*t^16 - 9*q^11*t^17 - 2*q^10*t^18 - q^14*t^13 + 4*q^13*t^14 - 5*q^12*t^15 + 15*q^11*t^16 + 5*q^10*t^17 + 12*q^9*t^18 + 4*q^14*t^12 - 9*q^13*t^13 + 21*q^12*t^14 + 7*q^11*t^15 + 2*q^10*t^16 + 22*q^9*t^17 - 26*q^8*t^18 + 4*q^14*t^11 - 49*q^13*t^12 + 167*q^12*t^13 - 288*q^11*t^14 + 251*q^10*t^15 - 199*q^9*t^16 - q^8*t^17 + 19*q^7*t^18 + 2*q^14*t^10 - 26*q^13*t^11 + 140*q^12*t^12 - 432*q^11*t^13 + 599*q^10*t^14 - 594*q^9*t^15 + 374*q^8*t^16 - 60*q^7*t^17 + 10*q^6*t^18 - q^5*t^19 - 12*q^13*t^10 + 84*q^12*t^11 - 337*q^11*t^12 + 623*q^10*t^13 - 562*q^9*t^14 + 405*q^8*t^15 - 61*q^7*t^16 - 19*q^6*t^17 - 4*q^5*t^18 - 19*q^13*t^9 + 172*q^12*t^10 - 648*q^11*t^11 + 1626*q^10*t^12 - 2034*q^9*t^13 + 1639*q^8*t^14 - 658*q^7*t^15 - 42*q^6*t^16 + 30*q^5*t^17 - 13*q^13*t^8 + 115*q^12*t^9 - 404*q^11*t^10 + 1246*q^10*t^11 - 2640*q^9*t^12 + 3353*q^8*t^13 - 2798*q^7*t^14 + 993*q^6*t^15 - 67*q^5*t^16 - q^4*t^17 + 70*q^12*t^8 - 341*q^11*t^9 + 464*q^10*t^10 - 453*q^9*t^11 + 341*q^8*t^12 - 1252*q^7*t^13 + 1349*q^6*t^14 - 373*q^5*t^15 + 18*q^4*t^16 + 41*q^12*t^7 - 555*q^11*t^8 + 1971*q^10*t^9 - 3405*q^9*t^10 + 2752*q^8*t^11 - 748*q^7*t^12 + 674*q^6*t^13 - 404*q^5*t^14 + 32*q^4*t^15 + 2*q^3*t^16 + 12*q^12*t^6 - 153*q^11*t^7 + 1220*q^10*t^8 - 4100*q^9*t^9 + 7201*q^8*t^10 - 6085*q^7*t^11 + 3177*q^6*t^12 - 1407*q^5*t^13 + 320*q^4*t^14 - 11*q^3*t^15 + 4*q^12*t^5 - 34*q^11*t^6 + 99*q^10*t^7 - 494*q^9*t^8 + 2443*q^8*t^9 - 3801*q^7*t^10 + 2404*q^6*t^11 - 1345*q^5*t^12 + 536*q^4*t^13 - 88*q^3*t^14 - 88*q^11*t^5 + 536*q^10*t^6 - 1345*q^9*t^7 + 2404*q^8*t^8 - 3801*q^7*t^9 + 2443*q^6*t^10 - 494*q^5*t^11 + 99*q^4*t^12 - 34*q^3*t^13 + 4*q^2*t^14 - 11*q^11*t^4 + 320*q^10*t^5 - 1407*q^9*t^6 + 3177*q^8*t^7 - 6085*q^7*t^8 + 7201*q^6*t^9 - 4100*q^5*t^10 + 1220*q^4*t^11 - 153*q^3*t^12 + 12*q^2*t^13 + 2*q^11*t^3 + 32*q^10*t^4 - 404*q^9*t^5 + 674*q^8*t^6 - 748*q^7*t^7 + 2752*q^6*t^8 - 3405*q^5*t^9 + 1971*q^4*t^10 - 555*q^3*t^11 + 41*q^2*t^12 + 18*q^10*t^3 - 373*q^9*t^4 + 1349*q^8*t^5 - 1252*q^7*t^6 + 341*q^6*t^7 - 453*q^5*t^8 + 464*q^4*t^9 - 341*q^3*t^10 + 70*q^2*t^11 - q^10*t^2 - 67*q^9*t^3 + 993*q^8*t^4 - 2798*q^7*t^5 + 3353*q^6*t^6 - 2640*q^5*t^7 + 1246*q^4*t^8 - 404*q^3*t^9 + 115*q^2*t^10 - 13*q*t^11 + 30*q^9*t^2 - 42*q^8*t^3 - 658*q^7*t^4 + 1639*q^6*t^5 - 2034*q^5*t^6 + 1626*q^4*t^7 - 648*q^3*t^8 + 172*q^2*t^9 - 19*q*t^10 - 4*q^9*t - 19*q^8*t^2 - 61*q^7*t^3 + 405*q^6*t^4 - 562*q^5*t^5 + 623*q^4*t^6 - 337*q^3*t^7 + 84*q^2*t^8 - 12*q*t^9 - q^9 + 10*q^8*t - 60*q^7*t^2 + 374*q^6*t^3 - 594*q^5*t^4 + 599*q^4*t^5 - 432*q^3*t^6 + 140*q^2*t^7 - 26*q*t^8 + 2*t^9 + 19*q^7*t - q^6*t^2 - 199*q^5*t^3 + 251*q^4*t^4 - 288*q^3*t^5 + 167*q^2*t^6 - 49*q*t^7 + 4*t^8 - 26*q^6*t + 22*q^5*t^2 + 2*q^4*t^3 + 7*q^3*t^4 + 21*q^2*t^5 - 9*q*t^6 + 4*t^7 + 12*q^5*t + 5*q^4*t^2 + 15*q^3*t^3 - 5*q^2*t^4 + 4*q*t^5 - t^6 - 2*q^4*t - 9*q^3*t^2 - 4*q^2*t^3 - 3*q*t^4 + 2*q^2*t^2 + q*t^3)/((q*t^2 - 1)^4*(q*t - 1)^3*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0492] 'FGEXw'

Zeta functions

ask[-]:

(q^5*t^3 + q^4*t^3 - 5*q^4*t^2 - 5*q^3*t^3 + q^2*t^4 + q^4*t + 8*q^3*t^2 - 2*q^2*t^3 - 2*q^3*t + 8*q^2*t^2 + q*t^3 + q^3 - 5*q^2*t - 5*q*t^2 + q*t + t)*(q - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(q^12*t^15 - 2*q^10*t^17 + 3*q^12*t^14 - 8*q^11*t^15 + 3*q^10*t^16 + 9*q^9*t^17 - 4*q^13*t^12 + 21*q^12*t^13 - 73*q^11*t^14 + 89*q^10*t^15 - 41*q^9*t^16 - 12*q^8*t^17 - 18*q^13*t^11 + 91*q^12*t^12 - 215*q^11*t^13 + 390*q^10*t^14 - 376*q^9*t^15 + 165*q^8*t^16 - 7*q^7*t^17 - 15*q^13*t^10 + 136*q^12*t^11 - 412*q^11*t^12 + 647*q^10*t^13 - 762*q^9*t^14 + 607*q^8*t^15 - 258*q^7*t^16 + 32*q^6*t^17 - q^5*t^18 + 2*q^13*t^9 + 47*q^12*t^10 - 312*q^11*t^11 + 768*q^10*t^12 - 873*q^9*t^13 + 565*q^8*t^14 - 291*q^7*t^15 + 120*q^6*t^16 - 14*q^5*t^17 + 3*q^13*t^8 + 15*q^12*t^9 - 198*q^11*t^10 + 657*q^10*t^11 - 1207*q^9*t^12 + 1093*q^8*t^13 - 313*q^7*t^14 - 46*q^6*t^15 + 7*q^5*t^16 + q^13*t^7 + 37*q^12*t^8 - 331*q^11*t^9 + 1011*q^10*t^10 - 1691*q^9*t^11 + 1975*q^8*t^12 - 1567*q^7*t^13 + 540*q^6*t^14 - 15*q^5*t^15 - 5*q^4*t^16 - 5*q^12*t^7 - 105*q^11*t^8 + 759*q^10*t^9 - 1698*q^9*t^10 + 1892*q^8*t^11 - 1276*q^7*t^12 + 735*q^6*t^13 - 247*q^5*t^14 + 15*q^4*t^15 - 4*q^12*t^6 + 43*q^11*t^7 - 23*q^10*t^8 - 472*q^9*t^9 + 1002*q^8*t^10 - 676*q^7*t^11 - 111*q^6*t^12 + 225*q^5*t^13 - 66*q^4*t^14 + 8*q^3*t^15 - q^12*t^5 - 62*q^11*t^6 + 269*q^10*t^7 - 506*q^9*t^8 + 812*q^8*t^9 - 946*q^7*t^10 + 651*q^6*t^11 - 135*q^5*t^12 - 37*q^4*t^13 + 19*q^3*t^14 - 5*q^11*t^5 + 226*q^10*t^6 - 850*q^9*t^7 + 1241*q^8*t^8 - 895*q^7*t^9 + 216*q^6*t^10 + 47*q^5*t^11 + 35*q^4*t^12 - 47*q^3*t^13 + 4*q^2*t^14 + 4*q^11*t^4 - 47*q^10*t^5 + 35*q^9*t^6 + 47*q^8*t^7 + 216*q^7*t^8 - 895*q^6*t^9 + 1241*q^5*t^10 - 850*q^4*t^11 + 226*q^3*t^12 - 5*q^2*t^13 + 19*q^10*t^4 - 37*q^9*t^5 - 135*q^8*t^6 + 651*q^7*t^7 - 946*q^6*t^8 + 812*q^5*t^9 - 506*q^4*t^10 + 269*q^3*t^11 - 62*q^2*t^12 - q*t^13 + 8*q^10*t^3 - 66*q^9*t^4 + 225*q^8*t^5 - 111*q^7*t^6 - 676*q^6*t^7 + 1002*q^5*t^8 - 472*q^4*t^9 - 23*q^3*t^10 + 43*q^2*t^11 - 4*q*t^12 + 15*q^9*t^3 - 247*q^8*t^4 + 735*q^7*t^5 - 1276*q^6*t^6 + 1892*q^5*t^7 - 1698*q^4*t^8 + 759*q^3*t^9 - 105*q^2*t^10 - 5*q*t^11 - 5*q^9*t^2 - 15*q^8*t^3 + 540*q^7*t^4 - 1567*q^6*t^5 + 1975*q^5*t^6 - 1691*q^4*t^7 + 1011*q^3*t^8 - 331*q^2*t^9 + 37*q*t^10 + t^11 + 7*q^8*t^2 - 46*q^7*t^3 - 313*q^6*t^4 + 1093*q^5*t^5 - 1207*q^4*t^6 + 657*q^3*t^7 - 198*q^2*t^8 + 15*q*t^9 + 3*t^10 - 14*q^8*t + 120*q^7*t^2 - 291*q^6*t^3 + 565*q^5*t^4 - 873*q^4*t^5 + 768*q^3*t^6 - 312*q^2*t^7 + 47*q*t^8 + 2*t^9 - q^8 + 32*q^7*t - 258*q^6*t^2 + 607*q^5*t^3 - 762*q^4*t^4 + 647*q^3*t^5 - 412*q^2*t^6 + 136*q*t^7 - 15*t^8 - 7*q^6*t + 165*q^5*t^2 - 376*q^4*t^3 + 390*q^3*t^4 - 215*q^2*t^5 + 91*q*t^6 - 18*t^7 - 12*q^5*t - 41*q^4*t^2 + 89*q^3*t^3 - 73*q^2*t^4 + 21*q*t^5 - 4*t^6 + 9*q^4*t + 3*q^3*t^2 - 8*q^2*t^3 + 3*q*t^4 - 2*q^3*t + q*t^3)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^3*(t^2 - q)*(q - t)^2*q^5*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 2], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0493] 'FGEZo'

Zeta functions

ask[-]:

(3*q^4*t^2 - 3*q^3*t^2 - 2*q^3*t - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t + 2*q*t^2 + 3*q*t - 3*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(5*q^11*t^22 + q^10*t^23 + 3*q^14*t^18 - 3*q^13*t^19 - 24*q^12*t^20 - 5*q^11*t^21 - 21*q^10*t^22 - 10*q^9*t^23 + q^15*t^16 - 6*q^14*t^17 + 18*q^13*t^18 + 53*q^12*t^19 + 75*q^11*t^20 + 61*q^10*t^21 + 21*q^9*t^22 + 35*q^8*t^23 - 3*q^15*t^15 - 30*q^14*t^16 - 3*q^13*t^17 - 27*q^12*t^18 - 269*q^11*t^19 - 78*q^10*t^20 - 177*q^9*t^21 + 23*q^8*t^22 - 60*q^7*t^23 + 8*q^15*t^14 + 55*q^14*t^15 + 25*q^13*t^16 - 4*q^12*t^17 + 122*q^11*t^18 + 373*q^10*t^19 + 282*q^9*t^20 + 59*q^8*t^21 + 46*q^6*t^23 - q^16*t^12 - 22*q^14*t^14 - 13*q^13*t^15 - 295*q^12*t^16 + 669*q^11*t^17 - 1052*q^10*t^18 + 151*q^9*t^19 - 741*q^8*t^20 + 254*q^7*t^21 - 114*q^6*t^22 + q^5*t^23 - q^4*t^24 - q^16*t^11 + 7*q^15*t^12 - 134*q^14*t^13 + 423*q^13*t^14 - 716*q^12*t^15 + 1160*q^11*t^16 - 1264*q^10*t^17 + 1588*q^9*t^18 + 12*q^8*t^19 + 355*q^7*t^20 - 35*q^6*t^21 + 56*q^5*t^22 - 5*q^4*t^23 - q^16*t^10 + 34*q^15*t^11 - 139*q^14*t^12 + 366*q^13*t^13 - 769*q^12*t^14 + 941*q^11*t^15 - 688*q^10*t^16 - 184*q^9*t^17 - 546*q^8*t^18 - 773*q^7*t^19 + 307*q^6*t^20 - 240*q^5*t^21 + 12*q^4*t^22 - q^16*t^9 + 10*q^15*t^10 - 14*q^14*t^11 + 118*q^13*t^12 - 201*q^12*t^13 + 607*q^11*t^14 - 2077*q^10*t^15 + 2095*q^9*t^16 - 991*q^8*t^17 + 1933*q^7*t^18 - 677*q^6*t^19 + 220*q^5*t^20 + 66*q^4*t^21 - 2*q^3*t^22 - 8*q^15*t^9 - 12*q^14*t^10 + 301*q^13*t^11 - 1245*q^12*t^12 + 3078*q^11*t^13 - 4313*q^10*t^14 + 7540*q^9*t^15 - 6802*q^8*t^16 + 3522*q^7*t^17 - 2609*q^6*t^18 + 1056*q^5*t^19 - 313*q^4*t^20 + 9*q^3*t^21 + 10*q^15*t^8 - 124*q^14*t^9 + 625*q^13*t^10 - 1942*q^12*t^11 + 3757*q^11*t^12 - 6160*q^10*t^13 + 4562*q^9*t^14 - 4757*q^8*t^15 + 2684*q^7*t^16 + 352*q^6*t^17 - 87*q^5*t^18 + 22*q^4*t^19 + 44*q^3*t^20 + 5*q^15*t^7 - 50*q^14*t^8 + 114*q^13*t^9 - 628*q^12*t^10 + 968*q^11*t^11 - 353*q^10*t^12 + 1696*q^9*t^13 + 1280*q^8*t^14 - 1074*q^7*t^15 + 200*q^6*t^16 - 848*q^5*t^17 + 336*q^4*t^18 - 109*q^3*t^19 - q^2*t^20 + 27*q^14*t^7 - 113*q^13*t^8 + 368*q^12*t^9 + 655*q^11*t^10 - 2330*q^10*t^11 + 2502*q^9*t^12 - 7756*q^8*t^13 + 6198*q^7*t^14 - 4218*q^6*t^15 + 2650*q^5*t^16 - 881*q^4*t^17 + 154*q^3*t^18 - 4*q^2*t^19 - 29*q^14*t^6 + 286*q^13*t^7 - 1086*q^12*t^8 + 2901*q^11*t^9 - 7383*q^10*t^10 + 12655*q^9*t^11 - 11112*q^8*t^12 + 12655*q^7*t^13 - 7383*q^6*t^14 + 2901*q^5*t^15 - 1086*q^4*t^16 + 286*q^3*t^17 - 29*q^2*t^18 - 4*q^14*t^5 + 154*q^13*t^6 - 881*q^12*t^7 + 2650*q^11*t^8 - 4218*q^10*t^9 + 6198*q^9*t^10 - 7756*q^8*t^11 + 2502*q^7*t^12 - 2330*q^6*t^13 + 655*q^5*t^14 + 368*q^4*t^15 - 113*q^3*t^16 + 27*q^2*t^17 - q^14*t^4 - 109*q^13*t^5 + 336*q^12*t^6 - 848*q^11*t^7 + 200*q^10*t^8 - 1074*q^9*t^9 + 1280*q^8*t^10 + 1696*q^7*t^11 - 353*q^6*t^12 + 968*q^5*t^13 - 628*q^4*t^14 + 114*q^3*t^15 - 50*q^2*t^16 + 5*q*t^17 + 44*q^13*t^4 + 22*q^12*t^5 - 87*q^11*t^6 + 352*q^10*t^7 + 2684*q^9*t^8 - 4757*q^8*t^9 + 4562*q^7*t^10 - 6160*q^6*t^11 + 3757*q^5*t^12 - 1942*q^4*t^13 + 625*q^3*t^14 - 124*q^2*t^15 + 10*q*t^16 + 9*q^13*t^3 - 313*q^12*t^4 + 1056*q^11*t^5 - 2609*q^10*t^6 + 3522*q^9*t^7 - 6802*q^8*t^8 + 7540*q^7*t^9 - 4313*q^6*t^10 + 3078*q^5*t^11 - 1245*q^4*t^12 + 301*q^3*t^13 - 12*q^2*t^14 - 8*q*t^15 - 2*q^13*t^2 + 66*q^12*t^3 + 220*q^11*t^4 - 677*q^10*t^5 + 1933*q^9*t^6 - 991*q^8*t^7 + 2095*q^7*t^8 - 2077*q^6*t^9 + 607*q^5*t^10 - 201*q^4*t^11 + 118*q^3*t^12 - 14*q^2*t^13 + 10*q*t^14 - t^15 + 12*q^12*t^2 - 240*q^11*t^3 + 307*q^10*t^4 - 773*q^9*t^5 - 546*q^8*t^6 - 184*q^7*t^7 - 688*q^6*t^8 + 941*q^5*t^9 - 769*q^4*t^10 + 366*q^3*t^11 - 139*q^2*t^12 + 34*q*t^13 - t^14 - 5*q^12*t + 56*q^11*t^2 - 35*q^10*t^3 + 355*q^9*t^4 + 12*q^8*t^5 + 1588*q^7*t^6 - 1264*q^6*t^7 + 1160*q^5*t^8 - 716*q^4*t^9 + 423*q^3*t^10 - 134*q^2*t^11 + 7*q*t^12 - t^13 - q^12 + q^11*t - 114*q^10*t^2 + 254*q^9*t^3 - 741*q^8*t^4 + 151*q^7*t^5 - 1052*q^6*t^6 + 669*q^5*t^7 - 295*q^4*t^8 - 13*q^3*t^9 - 22*q^2*t^10 - t^12 + 46*q^10*t + 59*q^8*t^3 + 282*q^7*t^4 + 373*q^6*t^5 + 122*q^5*t^6 - 4*q^4*t^7 + 25*q^3*t^8 + 55*q^2*t^9 + 8*q*t^10 - 60*q^9*t + 23*q^8*t^2 - 177*q^7*t^3 - 78*q^6*t^4 - 269*q^5*t^5 - 27*q^4*t^6 - 3*q^3*t^7 - 30*q^2*t^8 - 3*q*t^9 + 35*q^8*t + 21*q^7*t^2 + 61*q^6*t^3 + 75*q^5*t^4 + 53*q^4*t^5 + 18*q^3*t^6 - 6*q^2*t^7 + q*t^8 - 10*q^7*t - 21*q^6*t^2 - 5*q^5*t^3 - 24*q^4*t^4 - 3*q^3*t^5 + 3*q^2*t^6 + q^6*t + 5*q^5*t^2)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0494] 'FGEZw'

Zeta functions

ask[-]:

(2*q^4*t^2 - 2*q^3*t^2 - q^3*t - 4*q^2*t^2 + q*t^3 - q^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

(q^17*t^18 + 2*q^16*t^19 + 3*q^15*t^20 - q^18*t^16 - 7*q^17*t^17 - 17*q^16*t^18 - 11*q^15*t^19 - 16*q^14*t^20 - 6*q^13*t^21 - 2*q^12*t^22 + q^19*t^14 + 2*q^18*t^15 + 25*q^17*t^16 + 35*q^16*t^17 + 54*q^15*t^18 + 58*q^14*t^19 + 41*q^13*t^20 + 14*q^12*t^21 + 18*q^11*t^22 + 5*q^10*t^23 - q^9*t^24 + q^20*t^12 + 4*q^19*t^13 - 34*q^18*t^14 + 11*q^17*t^15 - 42*q^16*t^16 - 167*q^15*t^17 - 72*q^14*t^18 - 80*q^13*t^19 - 108*q^12*t^20 - 12*q^11*t^21 - 32*q^10*t^22 - 30*q^9*t^23 + 3*q^8*t^24 - 3*q^20*t^11 + 4*q^19*t^12 - 37*q^18*t^13 + 74*q^17*t^14 + 108*q^16*t^15 - 126*q^15*t^16 + 214*q^14*t^17 + 297*q^13*t^18 - 104*q^12*t^19 + 68*q^11*t^20 + 97*q^10*t^21 - 5*q^9*t^22 + 59*q^8*t^23 + 2*q^7*t^24 - q^20*t^10 + 17*q^19*t^11 + 55*q^18*t^12 - 82*q^17*t^13 - 10*q^16*t^14 - 173*q^15*t^15 + 23*q^14*t^16 + 272*q^13*t^17 - 463*q^12*t^18 - 6*q^11*t^19 + 311*q^10*t^20 - 150*q^9*t^21 - 36*q^8*t^22 - 28*q^7*t^23 - 17*q^6*t^24 + q^20*t^9 - 43*q^19*t^10 + 50*q^18*t^11 - 149*q^17*t^12 + 52*q^16*t^13 + 511*q^15*t^14 - 170*q^14*t^15 - 118*q^13*t^16 - 121*q^12*t^17 - 170*q^11*t^18 + 328*q^10*t^19 - 287*q^9*t^20 - 164*q^8*t^21 + 195*q^7*t^22 - 12*q^6*t^23 + 19*q^5*t^24 + 6*q^20*t^8 - 7*q^19*t^9 + 107*q^18*t^10 + 108*q^17*t^11 - 411*q^16*t^12 + 301*q^15*t^13 - 389*q^14*t^14 - 744*q^13*t^15 + 1208*q^12*t^16 + 56*q^11*t^17 - 202*q^10*t^18 + 215*q^9*t^19 - 168*q^8*t^20 + 180*q^7*t^21 - 61*q^6*t^22 - 74*q^5*t^23 + 8*q^4*t^24 - q^3*t^25 + 2*q^20*t^7 - 7*q^19*t^8 - 104*q^18*t^9 - 166*q^17*t^10 - 97*q^16*t^11 + 418*q^15*t^12 + 594*q^14*t^13 - 870*q^13*t^14 + 232*q^12*t^15 + 107*q^11*t^16 - 1557*q^10*t^17 + 560*q^9*t^18 + 332*q^8*t^19 - 342*q^7*t^20 + 236*q^6*t^21 - 53*q^5*t^22 + 74*q^4*t^23 - 7*q^3*t^24 - 21*q^19*t^7 + 160*q^18*t^8 - 136*q^17*t^9 + 1047*q^16*t^10 - 634*q^15*t^11 - 1155*q^14*t^12 + 789*q^13*t^13 - 298*q^12*t^14 + 1758*q^11*t^15 + 474*q^10*t^16 - 374*q^9*t^17 + 834*q^8*t^18 - 576*q^7*t^19 - 39*q^6*t^20 + 106*q^5*t^21 - 125*q^4*t^22 - 4*q^3*t^23 - 20*q^19*t^6 + 164*q^18*t^7 - 632*q^17*t^8 + 251*q^16*t^9 - 146*q^15*t^10 - 1558*q^14*t^11 + 4062*q^13*t^12 - 312*q^12*t^13 - 3795*q^11*t^14 + 1386*q^10*t^15 - 2024*q^9*t^16 - 112*q^8*t^17 + 1190*q^7*t^18 - 726*q^6*t^19 + 320*q^5*t^20 - 87*q^4*t^21 + 73*q^3*t^22 - 2*q^2*t^23 + q^19*t^5 - 17*q^18*t^6 + 62*q^17*t^7 + 183*q^16*t^8 + 1307*q^15*t^9 - 1963*q^14*t^10 + 507*q^13*t^11 + 364*q^12*t^12 - 5004*q^11*t^13 + 4829*q^10*t^14 + 2658*q^9*t^15 - 2668*q^8*t^16 + 1335*q^7*t^17 - 795*q^6*t^18 - 373*q^5*t^19 + 403*q^4*t^20 - 145*q^3*t^21 - q^19*t^4 - 21*q^18*t^5 + 151*q^17*t^6 - 415*q^16*t^7 - 661*q^15*t^8 + 46*q^14*t^9 + 45*q^13*t^10 + 2326*q^12*t^11 - 263*q^11*t^12 - 491*q^10*t^13 + 1065*q^9*t^14 - 3780*q^8*t^15 + 473*q^7*t^16 + 1818*q^6*t^17 - 525*q^5*t^18 + 463*q^4*t^19 - 208*q^3*t^20 + 50*q^2*t^21 + 50*q^18*t^4 - 208*q^17*t^5 + 463*q^16*t^6 - 525*q^15*t^7 + 1818*q^14*t^8 + 473*q^13*t^9 - 3780*q^12*t^10 + 1065*q^11*t^11 - 491*q^10*t^12 - 263*q^9*t^13 + 2326*q^8*t^14 + 45*q^7*t^15 + 46*q^6*t^16 - 661*q^5*t^17 - 415*q^4*t^18 + 151*q^3*t^19 - 21*q^2*t^20 - q*t^21 - 145*q^17*t^4 + 403*q^16*t^5 - 373*q^15*t^6 - 795*q^14*t^7 + 1335*q^13*t^8 - 2668*q^12*t^9 + 2658*q^11*t^10 + 4829*q^10*t^11 - 5004*q^9*t^12 + 364*q^8*t^13 + 507*q^7*t^14 - 1963*q^6*t^15 + 1307*q^5*t^16 + 183*q^4*t^17 + 62*q^3*t^18 - 17*q^2*t^19 + q*t^20 - 2*q^18*t^2 + 73*q^17*t^3 - 87*q^16*t^4 + 320*q^15*t^5 - 726*q^14*t^6 + 1190*q^13*t^7 - 112*q^12*t^8 - 2024*q^11*t^9 + 1386*q^10*t^10 - 3795*q^9*t^11 - 312*q^8*t^12 + 4062*q^7*t^13 - 1558*q^6*t^14 - 146*q^5*t^15 + 251*q^4*t^16 - 632*q^3*t^17 + 164*q^2*t^18 - 20*q*t^19 - 4*q^17*t^2 - 125*q^16*t^3 + 106*q^15*t^4 - 39*q^14*t^5 - 576*q^13*t^6 + 834*q^12*t^7 - 374*q^11*t^8 + 474*q^10*t^9 + 1758*q^9*t^10 - 298*q^8*t^11 + 789*q^7*t^12 - 1155*q^6*t^13 - 634*q^5*t^14 + 1047*q^4*t^15 - 136*q^3*t^16 + 160*q^2*t^17 - 21*q*t^18 - 7*q^17*t + 74*q^16*t^2 - 53*q^15*t^3 + 236*q^14*t^4 - 342*q^13*t^5 + 332*q^12*t^6 + 560*q^11*t^7 - 1557*q^10*t^8 + 107*q^9*t^9 + 232*q^8*t^10 - 870*q^7*t^11 + 594*q^6*t^12 + 418*q^5*t^13 - 97*q^4*t^14 - 166*q^3*t^15 - 104*q^2*t^16 - 7*q*t^17 + 2*t^18 - q^17 + 8*q^16*t - 74*q^15*t^2 - 61*q^14*t^3 + 180*q^13*t^4 - 168*q^12*t^5 + 215*q^11*t^6 - 202*q^10*t^7 + 56*q^9*t^8 + 1208*q^8*t^9 - 744*q^7*t^10 - 389*q^6*t^11 + 301*q^5*t^12 - 411*q^4*t^13 + 108*q^3*t^14 + 107*q^2*t^15 - 7*q*t^16 + 6*t^17 + 19*q^15*t - 12*q^14*t^2 + 195*q^13*t^3 - 164*q^12*t^4 - 287*q^11*t^5 + 328*q^10*t^6 - 170*q^9*t^7 - 121*q^8*t^8 - 118*q^7*t^9 - 170*q^6*t^10 + 511*q^5*t^11 + 52*q^4*t^12 - 149*q^3*t^13 + 50*q^2*t^14 - 43*q*t^15 + t^16 - 17*q^14*t - 28*q^13*t^2 - 36*q^12*t^3 - 150*q^11*t^4 + 311*q^10*t^5 - 6*q^9*t^6 - 463*q^8*t^7 + 272*q^7*t^8 + 23*q^6*t^9 - 173*q^5*t^10 - 10*q^4*t^11 - 82*q^3*t^12 + 55*q^2*t^13 + 17*q*t^14 - t^15 + 2*q^13*t + 59*q^12*t^2 - 5*q^11*t^3 + 97*q^10*t^4 + 68*q^9*t^5 - 104*q^8*t^6 + 297*q^7*t^7 + 214*q^6*t^8 - 126*q^5*t^9 + 108*q^4*t^10 + 74*q^3*t^11 - 37*q^2*t^12 + 4*q*t^13 - 3*t^14 + 3*q^12*t - 30*q^11*t^2 - 32*q^10*t^3 - 12*q^9*t^4 - 108*q^8*t^5 - 80*q^7*t^6 - 72*q^6*t^7 - 167*q^5*t^8 - 42*q^4*t^9 + 11*q^3*t^10 - 34*q^2*t^11 + 4*q*t^12 + t^13 - q^11*t + 5*q^10*t^2 + 18*q^9*t^3 + 14*q^8*t^4 + 41*q^7*t^5 + 58*q^6*t^6 + 54*q^5*t^7 + 35*q^4*t^8 + 25*q^3*t^9 + 2*q^2*t^10 + q*t^11 - 2*q^8*t^3 - 6*q^7*t^4 - 16*q^6*t^5 - 11*q^5*t^6 - 17*q^4*t^7 - 7*q^3*t^8 - q^2*t^9 + 3*q^5*t^5 + 2*q^4*t^6 + q^3*t^7)/((q*t^2 - 1)^4*(q^2 - t)^2*(q*t - 1)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 2], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0495] 'FGG[w'

Zeta functions

ask[-]:

(q^5*t^3 - 4*q^4*t^4 + 6*q^4*t^3 + 7*q^3*t^4 - q^2*t^5 - 9*q^4*t^2 - 10*q^3*t^3 + 4*q^2*t^4 + 2*q^4*t + 16*q^3*t^2 - 16*q^2*t^3 - 2*q*t^4 - 4*q^3*t + 10*q^2*t^2 + 9*q*t^3 + q^3 - 7*q^2*t - 6*q*t^2 + 4*q*t - t^2)/((q*t - 1)^6*q^3)

ask[+]:

(q^13*t^14 - q^13*t^13 - 4*q^12*t^14 + 5*q^14*t^11 - 15*q^13*t^12 + 15*q^12*t^13 + 3*q^11*t^14 + q^14*t^10 - 19*q^13*t^11 + 61*q^12*t^12 - 55*q^11*t^13 + 12*q^10*t^14 - 12*q^13*t^10 + 28*q^12*t^11 - 55*q^11*t^12 + 45*q^10*t^13 - 25*q^9*t^14 + q^8*t^15 - 2*q^13*t^9 + 89*q^12*t^10 - 191*q^11*t^11 + 86*q^10*t^12 + 49*q^9*t^13 + 3*q^8*t^14 - 45*q^12*t^9 - 9*q^11*t^10 + 404*q^10*t^11 - 372*q^9*t^12 - 13*q^8*t^13 + 3*q^7*t^14 + 7*q^12*t^8 + 55*q^11*t^9 - 526*q^10*t^10 + 172*q^9*t^11 + 315*q^8*t^12 - 31*q^7*t^13 - q^12*t^7 + 51*q^11*t^8 + 467*q^10*t^9 + 163*q^9*t^10 - 646*q^8*t^11 + 25*q^7*t^12 + 8*q^6*t^13 + 11*q^11*t^7 - 798*q^10*t^8 - 251*q^9*t^9 + 999*q^8*t^10 + 9*q^7*t^11 - 57*q^6*t^12 - 2*q^11*t^6 + 334*q^10*t^7 + 1606*q^9*t^8 - 1917*q^8*t^9 - 241*q^7*t^10 + 263*q^6*t^11 + 5*q^5*t^12 - 114*q^10*t^6 - 1226*q^9*t^7 + 303*q^8*t^8 + 1833*q^7*t^9 - 693*q^6*t^10 - 71*q^5*t^11 + 27*q^10*t^5 + 679*q^9*t^6 + 294*q^8*t^7 - 1856*q^7*t^8 + 412*q^6*t^9 + 333*q^5*t^10 + 3*q^4*t^11 - 3*q^10*t^4 - 333*q^9*t^5 - 412*q^8*t^6 + 1856*q^7*t^7 - 294*q^6*t^8 - 679*q^5*t^9 - 27*q^4*t^10 + 71*q^9*t^4 + 693*q^8*t^5 - 1833*q^7*t^6 - 303*q^6*t^7 + 1226*q^5*t^8 + 114*q^4*t^9 - 5*q^9*t^3 - 263*q^8*t^4 + 241*q^7*t^5 + 1917*q^6*t^6 - 1606*q^5*t^7 - 334*q^4*t^8 + 2*q^3*t^9 + 57*q^8*t^3 - 9*q^7*t^4 - 999*q^6*t^5 + 251*q^5*t^6 + 798*q^4*t^7 - 11*q^3*t^8 - 8*q^8*t^2 - 25*q^7*t^3 + 646*q^6*t^4 - 163*q^5*t^5 - 467*q^4*t^6 - 51*q^3*t^7 + q^2*t^8 + 31*q^7*t^2 - 315*q^6*t^3 - 172*q^5*t^4 + 526*q^4*t^5 - 55*q^3*t^6 - 7*q^2*t^7 - 3*q^7*t + 13*q^6*t^2 + 372*q^5*t^3 - 404*q^4*t^4 + 9*q^3*t^5 + 45*q^2*t^6 - 3*q^6*t - 49*q^5*t^2 - 86*q^4*t^3 + 191*q^3*t^4 - 89*q^2*t^5 + 2*q*t^6 - q^6 + 25*q^5*t - 45*q^4*t^2 + 55*q^3*t^3 - 28*q^2*t^4 + 12*q*t^5 - 12*q^4*t + 55*q^3*t^2 - 61*q^2*t^3 + 19*q*t^4 - t^5 - 3*q^3*t - 15*q^2*t^2 + 15*q*t^3 - 5*t^4 + 4*q^2*t + q*t^2 - q*t)/((q*t + 1)^4*(q*t - 1)^6*(q - t)*q^5*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0496] 'FGG]w'

Zeta functions

ask[-]:

-(q^4*t^3 - 3*q^4*t^2 + q^3*t^3 + q^4*t + 3*q^3*t^2 - 6*q^2*t^3 + q*t^4 - q^3*t + 6*q^2*t^2 - q*t^3 + q^3 - 6*q^2*t + 3*q*t^2 + t^3 + q*t - 3*t^2 + t)/((q*t - 1)^5*q^3)

ask[+]:

-(q^13*t^12 - 2*q^12*t^13 - q^11*t^14 + q^13*t^11 - 3*q^12*t^12 + 6*q^11*t^13 + 6*q^10*t^14 - 4*q^12*t^11 + 5*q^11*t^12 - q^10*t^13 - 14*q^9*t^14 - 10*q^12*t^10 + 31*q^11*t^11 - 43*q^10*t^12 + 3*q^9*t^13 + 11*q^8*t^14 + 8*q^12*t^9 - 16*q^11*t^10 - q^10*t^11 + 55*q^9*t^12 - 13*q^8*t^13 + 6*q^7*t^14 - q^6*t^15 - 5*q^12*t^8 - 7*q^11*t^9 + 93*q^10*t^10 - 159*q^9*t^11 + 84*q^8*t^12 - 41*q^7*t^13 + q^6*t^14 + 44*q^11*t^8 - 113*q^10*t^9 + 73*q^9*t^10 + 20*q^8*t^11 - 37*q^7*t^12 + 25*q^6*t^13 - 2*q^5*t^14 - 26*q^11*t^7 + 49*q^10*t^8 - 38*q^9*t^9 - 28*q^8*t^10 + 112*q^7*t^11 - 61*q^6*t^12 + 8*q^5*t^13 + 9*q^11*t^6 + 22*q^10*t^7 - 232*q^9*t^8 + 513*q^8*t^9 - 486*q^7*t^10 + 131*q^6*t^11 - 7*q^5*t^12 - 2*q^4*t^13 + q^11*t^5 - 49*q^10*t^6 + 196*q^9*t^7 - 195*q^8*t^8 - 23*q^7*t^9 + 165*q^6*t^10 - 56*q^5*t^11 + 13*q^4*t^12 + 24*q^10*t^5 - 117*q^9*t^6 + 106*q^8*t^7 + 51*q^7*t^8 - 175*q^6*t^9 + 140*q^5*t^10 - 41*q^4*t^11 - 9*q^10*t^4 - 17*q^9*t^5 + 311*q^8*t^6 - 685*q^7*t^7 + 685*q^6*t^8 - 311*q^5*t^9 + 17*q^4*t^10 + 9*q^3*t^11 + 41*q^9*t^4 - 140*q^8*t^5 + 175*q^7*t^6 - 51*q^6*t^7 - 106*q^5*t^8 + 117*q^4*t^9 - 24*q^3*t^10 - 13*q^9*t^3 + 56*q^8*t^4 - 165*q^7*t^5 + 23*q^6*t^6 + 195*q^5*t^7 - 196*q^4*t^8 + 49*q^3*t^9 - q^2*t^10 + 2*q^9*t^2 + 7*q^8*t^3 - 131*q^7*t^4 + 486*q^6*t^5 - 513*q^5*t^6 + 232*q^4*t^7 - 22*q^3*t^8 - 9*q^2*t^9 - 8*q^8*t^2 + 61*q^7*t^3 - 112*q^6*t^4 + 28*q^5*t^5 + 38*q^4*t^6 - 49*q^3*t^7 + 26*q^2*t^8 + 2*q^8*t - 25*q^7*t^2 + 37*q^6*t^3 - 20*q^5*t^4 - 73*q^4*t^5 + 113*q^3*t^6 - 44*q^2*t^7 - q^7*t + 41*q^6*t^2 - 84*q^5*t^3 + 159*q^4*t^4 - 93*q^3*t^5 + 7*q^2*t^6 + 5*q*t^7 + q^7 - 6*q^6*t + 13*q^5*t^2 - 55*q^4*t^3 + q^3*t^4 + 16*q^2*t^5 - 8*q*t^6 - 11*q^5*t - 3*q^4*t^2 + 43*q^3*t^3 - 31*q^2*t^4 + 10*q*t^5 + 14*q^4*t + q^3*t^2 - 5*q^2*t^3 + 4*q*t^4 - 6*q^3*t - 6*q^2*t^2 + 3*q*t^3 - t^4 + q^2*t + 2*q*t^2 - t^3)/((q*t^2 - 1)^2*(q*t + 1)^2*(q*t - 1)^5*(q - t)^3*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 6], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0497] 'FGK]G'

Zeta functions

ask[-]:

-(2*q^7*t^4 - 2*q^6*t^5 + q^7*t^3 - 8*q^6*t^4 + 8*q^5*t^5 + q^6*t^3 - 2*q^5*t^4 - 4*q^4*t^5 - 6*q^6*t^2 + 14*q^5*t^3 + 11*q^4*t^4 - 11*q^3*t^5 + q^2*t^6 + 3*q^5*t^2 - 26*q^4*t^3 + 15*q^3*t^4 + 3*q^2*t^5 + 3*q^5*t + 15*q^4*t^2 - 26*q^3*t^3 + 3*q^2*t^4 + q^5 - 11*q^4*t + 11*q^3*t^2 + 14*q^2*t^3 - 6*q*t^4 - 4*q^3*t - 2*q^2*t^2 + q*t^3 + 8*q^2*t - 8*q*t^2 + t^3 - 2*q*t + 2*t^2)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

(q^10*t^15 - 3*q^11*t^13 + 3*q^10*t^14 - 6*q^9*t^15 - 6*q^12*t^11 + 18*q^11*t^12 - 4*q^10*t^13 - 10*q^9*t^14 + 15*q^8*t^15 - 7*q^12*t^10 + 79*q^11*t^11 - 186*q^10*t^12 + 144*q^9*t^13 - 25*q^8*t^14 - 17*q^7*t^15 - q^12*t^9 + 9*q^11*t^10 - 218*q^10*t^11 + 586*q^9*t^12 - 546*q^8*t^13 + 185*q^7*t^14 - 5*q^6*t^15 + 20*q^11*t^9 + 96*q^10*t^10 - 122*q^9*t^11 - 384*q^8*t^12 + 637*q^7*t^13 - 303*q^6*t^14 + 33*q^5*t^15 - q^4*t^16 + 43*q^11*t^8 - 434*q^10*t^9 + 485*q^9*t^10 + 427*q^8*t^11 - 674*q^7*t^12 + 72*q^6*t^13 + 118*q^5*t^14 - 13*q^4*t^15 + 2*q^11*t^7 - 112*q^10*t^8 + 1600*q^9*t^9 - 3227*q^8*t^10 + 1803*q^7*t^11 + 288*q^6*t^12 - 355*q^5*t^13 + 13*q^4*t^14 + 44*q^10*t^7 - 649*q^9*t^8 - 634*q^8*t^9 + 4104*q^7*t^10 - 3931*q^6*t^11 + 994*q^5*t^12 + 56*q^4*t^13 - 5*q^3*t^14 - 115*q^10*t^6 + 602*q^9*t^7 + 1107*q^8*t^8 - 3201*q^7*t^9 + 583*q^6*t^10 + 1713*q^5*t^11 - 714*q^4*t^12 + 23*q^3*t^13 + q^10*t^5 + 555*q^9*t^6 - 3567*q^8*t^7 + 3894*q^7*t^8 + 1210*q^6*t^9 - 2593*q^5*t^10 + 365*q^4*t^11 + 108*q^3*t^12 - 231*q^9*t^5 + 198*q^8*t^6 + 4447*q^7*t^7 - 8764*q^6*t^8 + 4447*q^5*t^9 + 198*q^4*t^10 - 231*q^3*t^11 + 108*q^9*t^4 + 365*q^8*t^5 - 2593*q^7*t^6 + 1210*q^6*t^7 + 3894*q^5*t^8 - 3567*q^4*t^9 + 555*q^3*t^10 + q^2*t^11 + 23*q^9*t^3 - 714*q^8*t^4 + 1713*q^7*t^5 + 583*q^6*t^6 - 3201*q^5*t^7 + 1107*q^4*t^8 + 602*q^3*t^9 - 115*q^2*t^10 - 5*q^9*t^2 + 56*q^8*t^3 + 994*q^7*t^4 - 3931*q^6*t^5 + 4104*q^5*t^6 - 634*q^4*t^7 - 649*q^3*t^8 + 44*q^2*t^9 + 13*q^8*t^2 - 355*q^7*t^3 + 288*q^6*t^4 + 1803*q^5*t^5 - 3227*q^4*t^6 + 1600*q^3*t^7 - 112*q^2*t^8 + 2*q*t^9 - 13*q^8*t + 118*q^7*t^2 + 72*q^6*t^3 - 674*q^5*t^4 + 427*q^4*t^5 + 485*q^3*t^6 - 434*q^2*t^7 + 43*q*t^8 - q^8 + 33*q^7*t - 303*q^6*t^2 + 637*q^5*t^3 - 384*q^4*t^4 - 122*q^3*t^5 + 96*q^2*t^6 + 20*q*t^7 - 5*q^6*t + 185*q^5*t^2 - 546*q^4*t^3 + 586*q^3*t^4 - 218*q^2*t^5 + 9*q*t^6 - t^7 - 17*q^5*t - 25*q^4*t^2 + 144*q^3*t^3 - 186*q^2*t^4 + 79*q*t^5 - 7*t^6 + 15*q^4*t - 10*q^3*t^2 - 4*q^2*t^3 + 18*q*t^4 - 6*t^5 - 6*q^3*t + 3*q^2*t^2 - 3*q*t^3 + q^2*t)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)^2*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 6], [2, 4], [3, 4], [3, 5], [4, 5], [5, 6]]

[0498] 'FGLSW'

Zeta functions

ask[-]:

-(4*q^6*t^3 - 3*q^5*t^4 + 3*q^6*t^2 - 17*q^5*t^3 + 11*q^4*t^4 - q^5*t^2 + 8*q^4*t^3 - 6*q^3*t^4 - 6*q^5*t + 3*q^4*t^2 + 20*q^3*t^3 - 13*q^2*t^4 + q*t^5 - q^5 + 13*q^4*t - 20*q^3*t^2 - 3*q^2*t^3 + 6*q*t^4 + 6*q^3*t - 8*q^2*t^2 + q*t^3 - 11*q^2*t + 17*q*t^2 - 3*t^3 + 3*q*t - 4*t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(9*q^9*t^10 - 2*q^8*t^11 + 37*q^9*t^9 - 68*q^8*t^10 + 9*q^7*t^11 + 35*q^9*t^8 - 259*q^8*t^9 + 232*q^7*t^10 - 19*q^6*t^11 + 8*q^9*t^7 - 210*q^8*t^8 + 751*q^7*t^9 - 463*q^6*t^10 + 34*q^5*t^11 - 122*q^8*t^7 + 483*q^7*t^8 - 1033*q^6*t^9 + 510*q^5*t^10 - 43*q^4*t^11 + q^3*t^12 - 114*q^8*t^6 + 783*q^7*t^7 - 760*q^6*t^8 + 634*q^5*t^9 - 240*q^4*t^10 + 15*q^3*t^11 - 26*q^8*t^5 + 657*q^7*t^6 - 2372*q^6*t^7 + 1264*q^5*t^8 - 193*q^4*t^9 + 32*q^3*t^10 + 136*q^7*t^5 - 1272*q^6*t^6 + 3404*q^5*t^7 - 1451*q^4*t^8 + 94*q^3*t^9 + 120*q^7*t^4 - 683*q^6*t^5 + 1203*q^5*t^6 - 2238*q^4*t^7 + 732*q^3*t^8 - 33*q^2*t^9 + 33*q^7*t^3 - 732*q^6*t^4 + 2238*q^5*t^5 - 1203*q^4*t^6 + 683*q^3*t^7 - 120*q^2*t^8 - 94*q^6*t^3 + 1451*q^5*t^4 - 3404*q^4*t^5 + 1272*q^3*t^6 - 136*q^2*t^7 - 32*q^6*t^2 + 193*q^5*t^3 - 1264*q^4*t^4 + 2372*q^3*t^5 - 657*q^2*t^6 + 26*q*t^7 - 15*q^6*t + 240*q^5*t^2 - 634*q^4*t^3 + 760*q^3*t^4 - 783*q^2*t^5 + 114*q*t^6 - q^6 + 43*q^5*t - 510*q^4*t^2 + 1033*q^3*t^3 - 483*q^2*t^4 + 122*q*t^5 - 34*q^4*t + 463*q^3*t^2 - 751*q^2*t^3 + 210*q*t^4 - 8*t^5 + 19*q^3*t - 232*q^2*t^2 + 259*q*t^3 - 35*t^4 - 9*q^2*t + 68*q*t^2 - 37*t^3 + 2*q*t - 9*t^2)/((q*t^2 - 1)^3*(q*t - 1)*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 5], [2, 4], [3, 4], [3, 5], [4, 6], [5, 6]]

[0499] 'FGLSw'

Zeta functions

ask[-]:

-(4*q^5*t^2 - 2*q^4*t^3 + 6*q^5*t - 21*q^4*t^2 + 9*q^3*t^3 + q^5 - 10*q^4*t + 20*q^3*t^2 - 7*q^2*t^3 - 7*q^3*t + 20*q^2*t^2 - 10*q*t^3 + t^4 + 9*q^2*t - 21*q*t^2 + 6*t^3 - 2*q*t + 4*t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(3*q^9*t^16 + q^8*t^17 + 2*q^11*t^13 - 14*q^10*t^14 + 16*q^9*t^15 - 25*q^8*t^16 - 7*q^7*t^17 - 3*q^12*t^11 + 51*q^11*t^12 - 156*q^10*t^13 + 210*q^9*t^14 - 130*q^8*t^15 + 82*q^7*t^16 + 22*q^6*t^17 - 40*q^12*t^10 + 248*q^11*t^11 - 777*q^10*t^12 + 1392*q^9*t^13 - 1272*q^8*t^14 + 557*q^7*t^15 - 167*q^6*t^16 - 37*q^5*t^17 - 99*q^12*t^9 + 719*q^11*t^10 - 2351*q^10*t^11 + 4600*q^9*t^12 - 5876*q^8*t^13 + 4319*q^7*t^14 - 1593*q^6*t^15 + 317*q^5*t^16 + 24*q^4*t^17 - 127*q^12*t^8 + 1117*q^11*t^9 - 4410*q^10*t^10 + 9876*q^9*t^11 - 14106*q^8*t^12 + 13731*q^7*t^13 - 8381*q^6*t^14 + 2685*q^5*t^15 - 458*q^4*t^16 + 14*q^3*t^17 - q^2*t^18 - 64*q^12*t^7 + 1013*q^11*t^8 - 4946*q^10*t^9 + 13302*q^9*t^10 - 22140*q^8*t^11 + 23907*q^7*t^12 - 17787*q^6*t^13 + 8795*q^5*t^14 - 2272*q^4*t^15 + 299*q^3*t^16 - 11*q^2*t^17 - 13*q^12*t^6 + 467*q^11*t^7 - 3638*q^10*t^8 + 12227*q^9*t^9 - 23971*q^8*t^10 + 30111*q^7*t^11 - 23899*q^6*t^12 + 12547*q^5*t^13 - 4557*q^4*t^14 + 797*q^3*t^15 - 59*q^2*t^16 + 290*q^11*t^6 - 2494*q^10*t^7 + 10497*q^9*t^8 - 24350*q^8*t^9 + 34737*q^7*t^10 - 32381*q^6*t^11 + 18195*q^5*t^12 - 5780*q^4*t^13 + 1172*q^3*t^14 - 77*q^2*t^15 - q*t^16 + 185*q^11*t^5 - 2429*q^10*t^6 + 10539*q^9*t^7 - 27159*q^8*t^8 + 44422*q^7*t^9 - 47185*q^6*t^10 + 33343*q^5*t^11 - 14192*q^4*t^12 + 2919*q^3*t^13 - 272*q^2*t^14 + q*t^15 + 60*q^11*t^4 - 1201*q^10*t^5 + 8257*q^9*t^6 - 25007*q^8*t^7 + 46328*q^7*t^8 - 56962*q^6*t^9 + 46328*q^5*t^10 - 25007*q^4*t^11 + 8257*q^3*t^12 - 1201*q^2*t^13 + 60*q*t^14 + q^11*t^3 - 272*q^10*t^4 + 2919*q^9*t^5 - 14192*q^8*t^6 + 33343*q^7*t^7 - 47185*q^6*t^8 + 44422*q^5*t^9 - 27159*q^4*t^10 + 10539*q^3*t^11 - 2429*q^2*t^12 + 185*q*t^13 - q^11*t^2 - 77*q^10*t^3 + 1172*q^9*t^4 - 5780*q^8*t^5 + 18195*q^7*t^6 - 32381*q^6*t^7 + 34737*q^5*t^8 - 24350*q^4*t^9 + 10497*q^3*t^10 - 2494*q^2*t^11 + 290*q*t^12 - 59*q^10*t^2 + 797*q^9*t^3 - 4557*q^8*t^4 + 12547*q^7*t^5 - 23899*q^6*t^6 + 30111*q^5*t^7 - 23971*q^4*t^8 + 12227*q^3*t^9 - 3638*q^2*t^10 + 467*q*t^11 - 13*t^12 - 11*q^10*t + 299*q^9*t^2 - 2272*q^8*t^3 + 8795*q^7*t^4 - 17787*q^6*t^5 + 23907*q^5*t^6 - 22140*q^4*t^7 + 13302*q^3*t^8 - 4946*q^2*t^9 + 1013*q*t^10 - 64*t^11 - q^10 + 14*q^9*t - 458*q^8*t^2 + 2685*q^7*t^3 - 8381*q^6*t^4 + 13731*q^5*t^5 - 14106*q^4*t^6 + 9876*q^3*t^7 - 4410*q^2*t^8 + 1117*q*t^9 - 127*t^10 + 24*q^8*t + 317*q^7*t^2 - 1593*q^6*t^3 + 4319*q^5*t^4 - 5876*q^4*t^5 + 4600*q^3*t^6 - 2351*q^2*t^7 + 719*q*t^8 - 99*t^9 - 37*q^7*t - 167*q^6*t^2 + 557*q^5*t^3 - 1272*q^4*t^4 + 1392*q^3*t^5 - 777*q^2*t^6 + 248*q*t^7 - 40*t^8 + 22*q^6*t + 82*q^5*t^2 - 130*q^4*t^3 + 210*q^3*t^4 - 156*q^2*t^5 + 51*q*t^6 - 3*t^7 - 7*q^5*t - 25*q^4*t^2 + 16*q^3*t^3 - 14*q^2*t^4 + 2*q*t^5 + q^4*t + 3*q^3*t^2)/((q*t^2 - 1)^3*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 6], [1, 2], [1, 5], [2, 4], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0500] 'FGL[w'

Zeta functions

ask[-]:

-(q^4*t^2 + 4*q^4*t - 6*q^3*t^2 + q^4 - 6*q^3*t + 6*q^2*t^2 - 6*q^2*t + 6*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^10*t^14 - 5*q^9*t^15 + 5*q^8*t^16 + 2*q^7*t^17 - q^11*t^12 + 11*q^10*t^13 - 33*q^9*t^14 + 23*q^8*t^15 - 19*q^7*t^16 - 13*q^6*t^17 + q^12*t^10 - 16*q^11*t^11 + 50*q^10*t^12 - 99*q^9*t^13 + 177*q^8*t^14 - 75*q^7*t^15 + 34*q^6*t^16 + 32*q^5*t^17 + 6*q^12*t^9 - 52*q^11*t^10 + 197*q^10*t^11 - 396*q^9*t^12 + 558*q^8*t^13 - 679*q^7*t^14 + 326*q^6*t^15 - 98*q^5*t^16 - 30*q^4*t^17 + 16*q^12*t^8 - 101*q^11*t^9 + 410*q^10*t^10 - 1091*q^9*t^11 + 1598*q^8*t^12 - 1690*q^7*t^13 + 1515*q^6*t^14 - 736*q^5*t^15 + 205*q^4*t^16 - 3*q^3*t^17 + q^2*t^18 + 10*q^12*t^7 - 139*q^11*t^8 + 565*q^10*t^9 - 1366*q^9*t^10 + 2607*q^8*t^11 - 2861*q^7*t^12 + 2145*q^6*t^13 - 1468*q^5*t^14 + 625*q^4*t^15 - 140*q^3*t^16 + 6*q^2*t^17 + 3*q^12*t^6 - 48*q^11*t^7 + 406*q^10*t^8 - 1143*q^9*t^9 + 1799*q^8*t^10 - 2557*q^7*t^11 + 2023*q^6*t^12 - 681*q^5*t^13 + 279*q^4*t^14 - 114*q^3*t^15 + 21*q^2*t^16 - 21*q^11*t^6 + 65*q^10*t^7 - 712*q^9*t^8 + 1706*q^8*t^9 - 1827*q^7*t^10 + 1946*q^6*t^11 - 1240*q^5*t^12 + 8*q^4*t^13 + 144*q^3*t^14 - 30*q^2*t^15 + q*t^16 - 37*q^11*t^5 + 327*q^10*t^6 - 912*q^9*t^7 + 2706*q^8*t^8 - 4919*q^7*t^9 + 4660*q^6*t^10 - 3728*q^5*t^11 + 2171*q^4*t^12 - 513*q^3*t^13 + 23*q^2*t^14 + 2*q*t^15 - 20*q^11*t^4 + 322*q^10*t^5 - 1537*q^9*t^6 + 3383*q^8*t^7 - 5968*q^7*t^8 + 7992*q^6*t^9 - 5968*q^5*t^10 + 3383*q^4*t^11 - 1537*q^3*t^12 + 322*q^2*t^13 - 20*q*t^14 + 2*q^11*t^3 + 23*q^10*t^4 - 513*q^9*t^5 + 2171*q^8*t^6 - 3728*q^7*t^7 + 4660*q^6*t^8 - 4919*q^5*t^9 + 2706*q^4*t^10 - 912*q^3*t^11 + 327*q^2*t^12 - 37*q*t^13 + q^11*t^2 - 30*q^10*t^3 + 144*q^9*t^4 + 8*q^8*t^5 - 1240*q^7*t^6 + 1946*q^6*t^7 - 1827*q^5*t^8 + 1706*q^4*t^9 - 712*q^3*t^10 + 65*q^2*t^11 - 21*q*t^12 + 21*q^10*t^2 - 114*q^9*t^3 + 279*q^8*t^4 - 681*q^7*t^5 + 2023*q^6*t^6 - 2557*q^5*t^7 + 1799*q^4*t^8 - 1143*q^3*t^9 + 406*q^2*t^10 - 48*q*t^11 + 3*t^12 + 6*q^10*t - 140*q^9*t^2 + 625*q^8*t^3 - 1468*q^7*t^4 + 2145*q^6*t^5 - 2861*q^5*t^6 + 2607*q^4*t^7 - 1366*q^3*t^8 + 565*q^2*t^9 - 139*q*t^10 + 10*t^11 + q^10 - 3*q^9*t + 205*q^8*t^2 - 736*q^7*t^3 + 1515*q^6*t^4 - 1690*q^5*t^5 + 1598*q^4*t^6 - 1091*q^3*t^7 + 410*q^2*t^8 - 101*q*t^9 + 16*t^10 - 30*q^8*t - 98*q^7*t^2 + 326*q^6*t^3 - 679*q^5*t^4 + 558*q^4*t^5 - 396*q^3*t^6 + 197*q^2*t^7 - 52*q*t^8 + 6*t^9 + 32*q^7*t + 34*q^6*t^2 - 75*q^5*t^3 + 177*q^4*t^4 - 99*q^3*t^5 + 50*q^2*t^6 - 16*q*t^7 + t^8 - 13*q^6*t - 19*q^5*t^2 + 23*q^4*t^3 - 33*q^3*t^4 + 11*q^2*t^5 - q*t^6 + 2*q^5*t + 5*q^4*t^2 - 5*q^3*t^3 + 2*q^2*t^4)/((q*t^2 - 1)^3*(t^2 - q)^2*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 2], [1, 5], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0501] 'FGL^w'

Zeta functions

ask[-]:

-(q^4*t - 2*q^3*t^2 + q^4 - 2*q^3*t + 4*q^2*t^2 - 4*q^2*t + 2*q*t^2 - t^3 + 2*q*t - t^2)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^10*t^9 - 2*q^13*t^5 + q^12*t^6 - 3*q^10*t^8 - 2*q^9*t^9 + 2*q^8*t^10 - 14*q^13*t^4 + 26*q^12*t^5 - q^11*t^6 + 6*q^9*t^8 - 5*q^8*t^9 - 7*q^7*t^10 - 21*q^13*t^3 + 112*q^12*t^4 - 111*q^11*t^5 - 8*q^10*t^6 - 24*q^9*t^7 + q^8*t^8 + 22*q^7*t^9 + 7*q^6*t^10 - 3*q^5*t^11 - 19*q^13*t^2 + 144*q^12*t^3 - 307*q^11*t^4 + 148*q^10*t^5 + 77*q^9*t^6 + 113*q^8*t^7 + 19*q^7*t^8 - 25*q^6*t^9 + 6*q^5*t^10 + 10*q^4*t^11 - 5*q^13*t + 79*q^12*t^2 - 311*q^11*t^3 + 212*q^10*t^4 + 136*q^9*t^5 - 241*q^8*t^6 - 163*q^7*t^7 - 185*q^6*t^8 + 12*q^5*t^9 - 25*q^4*t^10 - 10*q^3*t^11 - q^13 + 10*q^12*t - 74*q^11*t^2 + 213*q^10*t^3 + 308*q^9*t^4 - 339*q^8*t^5 + 266*q^7*t^6 - 32*q^6*t^7 + 446*q^5*t^8 + 20*q^4*t^9 + 15*q^3*t^10 + 2*q^2*t^11 - 2*q^11*t - 15*q^10*t^2 - 20*q^9*t^3 - 446*q^8*t^4 + 32*q^7*t^5 - 266*q^6*t^6 + 339*q^5*t^7 - 308*q^4*t^8 - 213*q^3*t^9 + 74*q^2*t^10 - 10*q*t^11 + t^12 + 10*q^10*t + 25*q^9*t^2 - 12*q^8*t^3 + 185*q^7*t^4 + 163*q^6*t^5 + 241*q^5*t^6 - 136*q^4*t^7 - 212*q^3*t^8 + 311*q^2*t^9 - 79*q*t^10 + 5*t^11 - 10*q^9*t - 6*q^8*t^2 + 25*q^7*t^3 - 19*q^6*t^4 - 113*q^5*t^5 - 77*q^4*t^6 - 148*q^3*t^7 + 307*q^2*t^8 - 144*q*t^9 + 19*t^10 + 3*q^8*t - 7*q^7*t^2 - 22*q^6*t^3 - q^5*t^4 + 24*q^4*t^5 + 8*q^3*t^6 + 111*q^2*t^7 - 112*q*t^8 + 21*t^9 + 7*q^6*t^2 + 5*q^5*t^3 - 6*q^4*t^4 + q^2*t^6 - 26*q*t^7 + 14*t^8 - 2*q^5*t^2 + 2*q^4*t^3 + 3*q^3*t^4 - q*t^6 + 2*t^7 - q^3*t^3)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0502] 'FGL}w'

Zeta functions

ask[-]:

-(q^4*t^3 - 3*q^4*t^2 + q^5 - q^4*t + 6*q^3*t^2 - 4*q^2*t^3 - 4*q^3*t + 6*q^2*t^2 - q*t^3 + t^4 - 3*q*t^2 + q*t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^9*t^10 - 4*q^9*t^9 - 2*q^8*t^10 + q^7*t^11 - 3*q^6*t^12 + q^5*t^13 - q^10*t^7 + 5*q^9*t^8 + 8*q^8*t^9 + 4*q^6*t^11 + 3*q^5*t^12 - q^4*t^13 - 2*q^11*t^5 + 2*q^10*t^6 + 31*q^9*t^7 - 66*q^8*t^8 + 23*q^7*t^9 + 34*q^6*t^10 - 58*q^5*t^11 + 30*q^4*t^12 - 8*q^3*t^13 - 8*q^11*t^4 + 48*q^10*t^5 - 102*q^9*t^6 - 10*q^8*t^7 + 177*q^7*t^8 - 153*q^6*t^9 - 27*q^5*t^10 + 89*q^4*t^11 - 55*q^3*t^12 + 16*q^2*t^13 - 13*q^11*t^3 + 128*q^10*t^4 - 437*q^9*t^5 + 708*q^8*t^6 - 334*q^7*t^7 - 402*q^6*t^8 + 696*q^5*t^9 - 387*q^4*t^10 + 131*q^3*t^11 - 27*q^2*t^12 + q*t^13 - t^14 - 12*q^11*t^2 + 120*q^10*t^3 - 570*q^9*t^4 + 1349*q^8*t^5 - 1542*q^7*t^6 + 350*q^6*t^7 + 1193*q^5*t^8 - 1566*q^4*t^9 + 870*q^3*t^10 - 278*q^2*t^11 + 53*q*t^12 - 3*t^13 - 3*q^11*t + 53*q^10*t^2 - 278*q^9*t^3 + 870*q^8*t^4 - 1566*q^7*t^5 + 1193*q^6*t^6 + 350*q^5*t^7 - 1542*q^4*t^8 + 1349*q^3*t^9 - 570*q^2*t^10 + 120*q*t^11 - 12*t^12 - q^11 + q^10*t - 27*q^9*t^2 + 131*q^8*t^3 - 387*q^7*t^4 + 696*q^6*t^5 - 402*q^5*t^6 - 334*q^4*t^7 + 708*q^3*t^8 - 437*q^2*t^9 + 128*q*t^10 - 13*t^11 + 16*q^9*t - 55*q^8*t^2 + 89*q^7*t^3 - 27*q^6*t^4 - 153*q^5*t^5 + 177*q^4*t^6 - 10*q^3*t^7 - 102*q^2*t^8 + 48*q*t^9 - 8*t^10 - 8*q^8*t + 30*q^7*t^2 - 58*q^6*t^3 + 34*q^5*t^4 + 23*q^4*t^5 - 66*q^3*t^6 + 31*q^2*t^7 + 2*q*t^8 - 2*t^9 - q^7*t + 3*q^6*t^2 + 4*q^5*t^3 + 8*q^3*t^5 + 5*q^2*t^6 - q*t^7 + q^6*t - 3*q^5*t^2 + q^4*t^3 - 2*q^3*t^4 - 4*q^2*t^5 + q^2*t^4)/((q*t^2 - 1)*(q + t)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0503] 'FGM}w'

Zeta functions

ask[-]:

(2*q^5*t^3 - q^4*t^4 - 5*q^5*t^2 + q^4*t^3 - q^3*t^4 + q^6 - q^5*t + 11*q^4*t^2 - 7*q^3*t^3 + 6*q^2*t^4 - 6*q^4*t + 7*q^3*t^2 - 11*q^2*t^3 + q*t^4 - t^5 + q^3*t - q^2*t^2 + 5*q*t^3 + q^2*t - 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^9*t^12 - 2*q^9*t^11 - q^8*t^12 - q^7*t^13 - 5*q^6*t^14 + q^5*t^15 + q^11*t^8 - 13*q^9*t^10 + 6*q^8*t^11 + 7*q^7*t^12 + 7*q^6*t^13 + 18*q^5*t^14 - q^4*t^15 + q^12*t^6 - q^11*t^7 - 19*q^10*t^8 + 69*q^9*t^9 - 18*q^8*t^10 + 7*q^7*t^11 + 27*q^6*t^12 - 89*q^5*t^13 + q^4*t^14 - 10*q^3*t^15 + q^12*t^5 - 13*q^11*t^6 - 2*q^10*t^7 + 143*q^9*t^8 - 309*q^8*t^9 + 80*q^7*t^10 + 49*q^6*t^11 - 181*q^5*t^12 + 243*q^4*t^13 - 44*q^3*t^14 + 22*q^2*t^15 + 7*q^12*t^4 - 31*q^11*t^5 + 145*q^10*t^6 - 301*q^9*t^7 - 29*q^8*t^8 + 427*q^7*t^9 - 123*q^6*t^10 + 109*q^5*t^11 + 42*q^4*t^12 - 145*q^3*t^13 - 7*q^2*t^14 - 5*q*t^15 - t^16 + 3*q^12*t^3 - 92*q^11*t^4 + 353*q^10*t^5 - 876*q^9*t^6 + 1481*q^8*t^7 - 498*q^7*t^8 - 896*q^6*t^9 + 940*q^5*t^10 - 945*q^4*t^11 + 465*q^3*t^12 - 67*q^2*t^13 + 34*q*t^14 - t^15 + 7*q^12*t^2 - 45*q^11*t^3 + 395*q^10*t^4 - 1065*q^9*t^5 + 1675*q^8*t^6 - 1996*q^7*t^7 + 1996*q^5*t^9 - 1675*q^4*t^10 + 1065*q^3*t^11 - 395*q^2*t^12 + 45*q*t^13 - 7*t^14 + q^12*t - 34*q^11*t^2 + 67*q^10*t^3 - 465*q^9*t^4 + 945*q^8*t^5 - 940*q^7*t^6 + 896*q^6*t^7 + 498*q^5*t^8 - 1481*q^4*t^9 + 876*q^3*t^10 - 353*q^2*t^11 + 92*q*t^12 - 3*t^13 + q^12 + 5*q^11*t + 7*q^10*t^2 + 145*q^9*t^3 - 42*q^8*t^4 - 109*q^7*t^5 + 123*q^6*t^6 - 427*q^5*t^7 + 29*q^4*t^8 + 301*q^3*t^9 - 145*q^2*t^10 + 31*q*t^11 - 7*t^12 - 22*q^10*t + 44*q^9*t^2 - 243*q^8*t^3 + 181*q^7*t^4 - 49*q^6*t^5 - 80*q^5*t^6 + 309*q^4*t^7 - 143*q^3*t^8 + 2*q^2*t^9 + 13*q*t^10 - t^11 + 10*q^9*t - q^8*t^2 + 89*q^7*t^3 - 27*q^6*t^4 - 7*q^5*t^5 + 18*q^4*t^6 - 69*q^3*t^7 + 19*q^2*t^8 + q*t^9 - t^10 + q^8*t - 18*q^7*t^2 - 7*q^6*t^3 - 7*q^5*t^4 - 6*q^4*t^5 + 13*q^3*t^6 - q*t^8 - q^7*t + 5*q^6*t^2 + q^5*t^3 + q^4*t^4 + 2*q^3*t^5 - q^3*t^4)/((q + t)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0504] 'FGN^o'

Zeta functions

ask[-]:

(q^5*t^4 + 2*q^6*t^2 - 6*q^5*t^3 - q^7 + q^6*t + 6*q^4*t^3 - q^3*t^4 + 4*q^5*t - 12*q^4*t^2 + 12*q^3*t^3 - 4*q^2*t^4 + q^4*t - 6*q^3*t^2 - q*t^4 + t^5 + 6*q^2*t^2 - 2*q*t^3 - q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(2*q^14*t^10 + 3*q^13*t^11 + 3*q^12*t^12 - 4*q^14*t^9 - 11*q^13*t^10 - 21*q^12*t^11 - 26*q^11*t^12 - 9*q^10*t^13 - 2*q^9*t^14 + q^8*t^15 - 6*q^14*t^8 + 3*q^13*t^9 + 24*q^12*t^10 + 78*q^11*t^11 + 93*q^10*t^12 + 57*q^9*t^13 + 18*q^8*t^14 - 3*q^7*t^15 + 19*q^14*t^7 + 24*q^13*t^8 + 68*q^12*t^9 + 36*q^11*t^10 - 177*q^10*t^11 - 201*q^9*t^12 - 153*q^8*t^13 - 69*q^7*t^14 - 2*q^6*t^15 - q^5*t^16 - q^16*t^4 + 2*q^15*t^5 - 2*q^14*t^6 - 25*q^13*t^7 - 117*q^12*t^8 - 301*q^11*t^9 - 221*q^10*t^10 + 85*q^9*t^11 + 320*q^8*t^12 + 289*q^7*t^13 + 99*q^6*t^14 + 37*q^5*t^15 + 3*q^4*t^16 - q^16*t^3 + 21*q^15*t^4 - 86*q^14*t^5 + 67*q^13*t^6 - 128*q^12*t^7 + 101*q^11*t^8 + 940*q^10*t^9 + 443*q^9*t^10 + 195*q^8*t^11 - 168*q^7*t^12 - 429*q^6*t^13 - 97*q^5*t^14 - 56*q^4*t^15 - 10*q^3*t^16 - 4*q^16*t^2 + 21*q^15*t^3 - 109*q^14*t^4 + 260*q^13*t^5 + 155*q^12*t^6 + 102*q^11*t^7 + 343*q^10*t^8 - 1182*q^9*t^9 - 1257*q^8*t^10 - 179*q^7*t^11 - 80*q^6*t^12 + 208*q^5*t^13 + 210*q^4*t^14 - 3*q^3*t^15 + 19*q^2*t^16 - q^16*t + 23*q^15*t^2 - 16*q^14*t^3 + 47*q^13*t^4 + 8*q^12*t^5 - 888*q^11*t^6 - 505*q^10*t^7 - 63*q^9*t^8 + 84*q^8*t^9 + 1697*q^7*t^10 + 652*q^6*t^11 - 209*q^5*t^12 + 139*q^4*t^13 - 163*q^3*t^14 - 9*q^2*t^15 - 3*q*t^16 - t^17 - q^16 - 3*q^15*t - 9*q^14*t^2 - 163*q^13*t^3 + 139*q^12*t^4 - 209*q^11*t^5 + 652*q^10*t^6 + 1697*q^9*t^7 + 84*q^8*t^8 - 63*q^7*t^9 - 505*q^6*t^10 - 888*q^5*t^11 + 8*q^4*t^12 + 47*q^3*t^13 - 16*q^2*t^14 + 23*q*t^15 - t^16 + 19*q^14*t - 3*q^13*t^2 + 210*q^12*t^3 + 208*q^11*t^4 - 80*q^10*t^5 - 179*q^9*t^6 - 1257*q^8*t^7 - 1182*q^7*t^8 + 343*q^6*t^9 + 102*q^5*t^10 + 155*q^4*t^11 + 260*q^3*t^12 - 109*q^2*t^13 + 21*q*t^14 - 4*t^15 - 10*q^13*t - 56*q^12*t^2 - 97*q^11*t^3 - 429*q^10*t^4 - 168*q^9*t^5 + 195*q^8*t^6 + 443*q^7*t^7 + 940*q^6*t^8 + 101*q^5*t^9 - 128*q^4*t^10 + 67*q^3*t^11 - 86*q^2*t^12 + 21*q*t^13 - t^14 + 3*q^12*t + 37*q^11*t^2 + 99*q^10*t^3 + 289*q^9*t^4 + 320*q^8*t^5 + 85*q^7*t^6 - 221*q^6*t^7 - 301*q^5*t^8 - 117*q^4*t^9 - 25*q^3*t^10 - 2*q^2*t^11 + 2*q*t^12 - t^13 - q^11*t - 2*q^10*t^2 - 69*q^9*t^3 - 153*q^8*t^4 - 201*q^7*t^5 - 177*q^6*t^6 + 36*q^5*t^7 + 68*q^4*t^8 + 24*q^3*t^9 + 19*q^2*t^10 - 3*q^9*t^2 + 18*q^8*t^3 + 57*q^7*t^4 + 93*q^6*t^5 + 78*q^5*t^6 + 24*q^4*t^7 + 3*q^3*t^8 - 6*q^2*t^9 + q^8*t^2 - 2*q^7*t^3 - 9*q^6*t^4 - 26*q^5*t^5 - 21*q^4*t^6 - 11*q^3*t^7 - 4*q^2*t^8 + 3*q^4*t^5 + 3*q^3*t^6 + 2*q^2*t^7)/((q^2 - t)*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0505] 'FGN^w'

Zeta functions

ask[-]:

(2*q^5*t^2 - q^4*t^3 - q^6 - 3*q^4*t^2 + 5*q^4*t - 4*q^3*t^2 + 5*q^2*t^3 - 3*q^2*t^2 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^13*t^10 + 3*q^15*t^7 - 2*q^13*t^9 - 2*q^12*t^10 - q^17*t^4 - 8*q^15*t^6 - 3*q^14*t^7 - 16*q^13*t^8 + 5*q^12*t^9 + q^11*t^10 - q^10*t^11 - q^17*t^3 + 16*q^16*t^4 - 19*q^15*t^5 + 42*q^14*t^6 + 15*q^13*t^7 + 23*q^12*t^8 + 14*q^11*t^9 - q^10*t^10 + q^9*t^11 - 3*q^8*t^12 - 4*q^17*t^2 + 13*q^16*t^3 - 46*q^15*t^4 + 9*q^14*t^5 + 31*q^13*t^6 - 123*q^12*t^7 + 34*q^11*t^8 - 27*q^10*t^9 + 3*q^9*t^10 + 9*q^8*t^11 + 9*q^7*t^12 + q^6*t^13 - q^17*t + 14*q^16*t^2 + q^15*t^3 - 46*q^14*t^4 + 116*q^13*t^5 - 174*q^12*t^6 + 65*q^11*t^7 + 20*q^10*t^8 - 61*q^9*t^9 + 15*q^8*t^10 - 40*q^7*t^11 - 9*q^6*t^12 - q^5*t^13 - q^17 - 3*q^16*t + 10*q^15*t^2 - 69*q^14*t^3 + 128*q^13*t^4 + 46*q^12*t^5 - 34*q^11*t^6 + 229*q^10*t^7 - 107*q^9*t^8 + 97*q^8*t^9 - 30*q^7*t^10 + 39*q^6*t^11 + 16*q^5*t^12 - 4*q^4*t^13 + 11*q^15*t - 16*q^14*t^2 - q^13*t^3 + 53*q^12*t^4 - 299*q^11*t^5 + 126*q^10*t^6 - 150*q^9*t^7 + 36*q^8*t^8 + 83*q^7*t^9 - 52*q^6*t^10 + 45*q^5*t^11 - 28*q^4*t^12 + 3*q^3*t^13 + 3*q^14*t - 28*q^13*t^2 + 45*q^12*t^3 - 52*q^11*t^4 + 83*q^10*t^5 + 36*q^9*t^6 - 150*q^8*t^7 + 126*q^7*t^8 - 299*q^6*t^9 + 53*q^5*t^10 - q^4*t^11 - 16*q^3*t^12 + 11*q^2*t^13 - 4*q^13*t + 16*q^12*t^2 + 39*q^11*t^3 - 30*q^10*t^4 + 97*q^9*t^5 - 107*q^8*t^6 + 229*q^7*t^7 - 34*q^6*t^8 + 46*q^5*t^9 + 128*q^4*t^10 - 69*q^3*t^11 + 10*q^2*t^12 - 3*q*t^13 - t^14 - q^12*t - 9*q^11*t^2 - 40*q^10*t^3 + 15*q^9*t^4 - 61*q^8*t^5 + 20*q^7*t^6 + 65*q^6*t^7 - 174*q^5*t^8 + 116*q^4*t^9 - 46*q^3*t^10 + q^2*t^11 + 14*q*t^12 - t^13 + q^11*t + 9*q^10*t^2 + 9*q^9*t^3 + 3*q^8*t^4 - 27*q^7*t^5 + 34*q^6*t^6 - 123*q^5*t^7 + 31*q^4*t^8 + 9*q^3*t^9 - 46*q^2*t^10 + 13*q*t^11 - 4*t^12 - 3*q^9*t^2 + q^8*t^3 - q^7*t^4 + 14*q^6*t^5 + 23*q^5*t^6 + 15*q^4*t^7 + 42*q^3*t^8 - 19*q^2*t^9 + 16*q*t^10 - t^11 - q^7*t^3 + q^6*t^4 + 5*q^5*t^5 - 16*q^4*t^6 - 3*q^3*t^7 - 8*q^2*t^8 - t^10 - 2*q^5*t^4 - 2*q^4*t^5 + 3*q^2*t^7 + q^4*t^4)/((q^2 + t)*(q^2 - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0506] 'FGSkg'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 4], [2, 5], [3, 4], [3, 6], [4, 5], [5, 6]]

[0507] 'FGUPw'

Zeta functions

ask[-]:

-(3*q^5*t^2 - 2*q^4*t^3 + 6*q^5*t - 18*q^4*t^2 + 9*q^3*t^3 + q^5 - 10*q^4*t + 18*q^3*t^2 - 7*q^2*t^3 - 7*q^3*t + 18*q^2*t^2 - 10*q*t^3 + t^4 + 9*q^2*t - 18*q*t^2 + 6*t^3 - 2*q*t + 3*t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(q^12*t^14 - 2*q^11*t^15 + 2*q^10*t^16 + q^9*t^17 + 8*q^12*t^13 - 23*q^11*t^14 + 14*q^10*t^15 - 6*q^9*t^16 - 7*q^8*t^17 + 18*q^12*t^12 - 103*q^11*t^13 + 191*q^10*t^14 - 101*q^9*t^15 + 20*q^8*t^16 + 17*q^7*t^17 + 12*q^12*t^11 - 154*q^11*t^12 + 538*q^10*t^13 - 822*q^9*t^14 + 475*q^8*t^15 - 120*q^7*t^16 - 9*q^6*t^17 + 3*q^12*t^10 - 63*q^11*t^11 + 399*q^10*t^12 - 1061*q^9*t^13 + 1529*q^8*t^14 - 907*q^7*t^15 + 258*q^6*t^16 - 19*q^5*t^17 + q^4*t^18 - 69*q^11*t^10 + 238*q^10*t^11 - 388*q^9*t^12 + 407*q^8*t^13 - 844*q^7*t^14 + 558*q^6*t^15 - 165*q^5*t^16 + 11*q^4*t^17 - 73*q^11*t^9 + 787*q^10*t^10 - 1932*q^9*t^11 + 1811*q^8*t^12 + 41*q^7*t^13 - 337*q^6*t^14 + 70*q^5*t^15 + 17*q^4*t^16 - 18*q^11*t^8 + 390*q^10*t^9 - 2720*q^9*t^10 + 6079*q^8*t^11 - 6218*q^7*t^12 + 2112*q^6*t^13 - 33*q^5*t^14 - 87*q^4*t^15 + 3*q^3*t^16 + q^11*t^7 + 5*q^10*t^8 - 83*q^9*t^9 + 2359*q^8*t^10 - 6011*q^7*t^11 + 6811*q^6*t^12 - 2836*q^5*t^13 + 388*q^4*t^14 - 4*q^3*t^15 + 148*q^10*t^7 - 800*q^9*t^8 + 258*q^8*t^9 + 632*q^7*t^10 - 134*q^6*t^11 - 1699*q^5*t^12 + 915*q^4*t^13 - 110*q^3*t^14 + 68*q^10*t^6 - 1231*q^9*t^7 + 5300*q^8*t^8 - 7095*q^7*t^9 + 3432*q^6*t^10 + 900*q^5*t^11 - 535*q^4*t^12 + 11*q^3*t^13 - 8*q^10*t^5 + 3*q^9*t^6 + 1849*q^8*t^7 - 8977*q^7*t^8 + 13426*q^6*t^9 - 8977*q^5*t^10 + 1849*q^4*t^11 + 3*q^3*t^12 - 8*q^2*t^13 + 11*q^9*t^5 - 535*q^8*t^6 + 900*q^7*t^7 + 3432*q^6*t^8 - 7095*q^5*t^9 + 5300*q^4*t^10 - 1231*q^3*t^11 + 68*q^2*t^12 - 110*q^9*t^4 + 915*q^8*t^5 - 1699*q^7*t^6 - 134*q^6*t^7 + 632*q^5*t^8 + 258*q^4*t^9 - 800*q^3*t^10 + 148*q^2*t^11 - 4*q^9*t^3 + 388*q^8*t^4 - 2836*q^7*t^5 + 6811*q^6*t^6 - 6011*q^5*t^7 + 2359*q^4*t^8 - 83*q^3*t^9 + 5*q^2*t^10 + q*t^11 + 3*q^9*t^2 - 87*q^8*t^3 - 33*q^7*t^4 + 2112*q^6*t^5 - 6218*q^5*t^6 + 6079*q^4*t^7 - 2720*q^3*t^8 + 390*q^2*t^9 - 18*q*t^10 + 17*q^8*t^2 + 70*q^7*t^3 - 337*q^6*t^4 + 41*q^5*t^5 + 1811*q^4*t^6 - 1932*q^3*t^7 + 787*q^2*t^8 - 73*q*t^9 + 11*q^8*t - 165*q^7*t^2 + 558*q^6*t^3 - 844*q^5*t^4 + 407*q^4*t^5 - 388*q^3*t^6 + 238*q^2*t^7 - 69*q*t^8 + q^8 - 19*q^7*t + 258*q^6*t^2 - 907*q^5*t^3 + 1529*q^4*t^4 - 1061*q^3*t^5 + 399*q^2*t^6 - 63*q*t^7 + 3*t^8 - 9*q^6*t - 120*q^5*t^2 + 475*q^4*t^3 - 822*q^3*t^4 + 538*q^2*t^5 - 154*q*t^6 + 12*t^7 + 17*q^5*t + 20*q^4*t^2 - 101*q^3*t^3 + 191*q^2*t^4 - 103*q*t^5 + 18*t^6 - 7*q^4*t - 6*q^3*t^2 + 14*q^2*t^3 - 23*q*t^4 + 8*t^5 + q^3*t + 2*q^2*t^2 - 2*q*t^3 + t^4)/((q*t^2 - 1)^5*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [1, 2], [1, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0508] 'FGU|w'

Zeta functions

ask[-]:

-(q^6*t - 3*q^5*t^2 + q^4*t^3 + q^6 - q^5*t + 3*q^4*t^2 + q^3*t^3 - 6*q^4*t + 6*q^3*t^2 - 6*q^2*t^3 + q^3*t + 3*q^2*t^2 - q*t^3 + t^4 + q^2*t - 3*q*t^2 + t^3)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^11*t^11 + q^13*t^8 - 3*q^12*t^9 + 2*q^11*t^10 - 4*q^10*t^11 - 11*q^9*t^12 - 5*q^8*t^13 + 4*q^7*t^14 - 2*q^14*t^6 + 7*q^13*t^7 - 11*q^12*t^8 - 5*q^11*t^9 + 6*q^10*t^10 + 41*q^8*t^12 + 25*q^7*t^13 - 10*q^6*t^14 - q^5*t^15 - 3*q^14*t^5 + 34*q^13*t^6 - 86*q^12*t^7 + 75*q^11*t^8 + 38*q^10*t^9 - 12*q^9*t^10 + 59*q^8*t^11 - 137*q^7*t^12 - 25*q^6*t^13 - 8*q^5*t^14 + q^4*t^15 - 14*q^14*t^4 + 65*q^13*t^5 - 232*q^12*t^6 + 466*q^11*t^7 - 219*q^10*t^8 - 335*q^9*t^9 + 190*q^8*t^10 - 300*q^7*t^11 + 263*q^6*t^12 + 64*q^5*t^13 + 20*q^4*t^14 + 10*q^3*t^15 - 8*q^14*t^3 + 132*q^13*t^4 - 357*q^12*t^5 + 554*q^11*t^6 - 709*q^10*t^7 - 333*q^9*t^8 + 1335*q^8*t^9 - 302*q^7*t^10 + 124*q^6*t^11 + 35*q^5*t^12 - 294*q^4*t^13 + 22*q^3*t^14 - 23*q^2*t^15 - 11*q^14*t^2 + 52*q^13*t^3 - 354*q^12*t^4 + 440*q^11*t^5 + 201*q^10*t^6 - 358*q^9*t^7 + 1315*q^8*t^8 - 1283*q^7*t^9 - 939*q^6*t^10 + 793*q^5*t^11 - 370*q^4*t^12 + 297*q^3*t^13 + 13*q^2*t^14 + 5*q*t^15 + t^16 - 2*q^14*t + 42*q^13*t^2 + 8*q^12*t^3 + 107*q^11*t^4 + 495*q^10*t^5 - 1676*q^9*t^6 + 537*q^8*t^7 - 537*q^6*t^9 + 1676*q^5*t^10 - 495*q^4*t^11 - 107*q^3*t^12 - 8*q^2*t^13 - 42*q*t^14 + 2*t^15 - q^14 - 5*q^13*t - 13*q^12*t^2 - 297*q^11*t^3 + 370*q^10*t^4 - 793*q^9*t^5 + 939*q^8*t^6 + 1283*q^7*t^7 - 1315*q^6*t^8 + 358*q^5*t^9 - 201*q^4*t^10 - 440*q^3*t^11 + 354*q^2*t^12 - 52*q*t^13 + 11*t^14 + 23*q^12*t - 22*q^11*t^2 + 294*q^10*t^3 - 35*q^9*t^4 - 124*q^8*t^5 + 302*q^7*t^6 - 1335*q^6*t^7 + 333*q^5*t^8 + 709*q^4*t^9 - 554*q^3*t^10 + 357*q^2*t^11 - 132*q*t^12 + 8*t^13 - 10*q^11*t - 20*q^10*t^2 - 64*q^9*t^3 - 263*q^8*t^4 + 300*q^7*t^5 - 190*q^6*t^6 + 335*q^5*t^7 + 219*q^4*t^8 - 466*q^3*t^9 + 232*q^2*t^10 - 65*q*t^11 + 14*t^12 - q^10*t + 8*q^9*t^2 + 25*q^8*t^3 + 137*q^7*t^4 - 59*q^6*t^5 + 12*q^5*t^6 - 38*q^4*t^7 - 75*q^3*t^8 + 86*q^2*t^9 - 34*q*t^10 + 3*t^11 + q^9*t + 10*q^8*t^2 - 25*q^7*t^3 - 41*q^6*t^4 - 6*q^4*t^6 + 5*q^3*t^7 + 11*q^2*t^8 - 7*q*t^9 + 2*t^10 - 4*q^7*t^2 + 5*q^6*t^3 + 11*q^5*t^4 + 4*q^4*t^5 - 2*q^3*t^6 + 3*q^2*t^7 - q*t^8 - 2*q^3*t^5)/((q^2 - t)*(q + t)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0509] 'FGW[g'

Zeta functions

ask[-]:

(q^6*t^3 - 2*q^5*t^4 + 3*q^5*t^3 - 6*q^5*t^2 - q^4*t^3 + 7*q^3*t^4 - q^2*t^5 + q^5*t + 6*q^4*t^2 - 13*q^3*t^3 + q^2*t^4 - q^4*t + 13*q^3*t^2 - 6*q^2*t^3 - q*t^4 + q^4 - 7*q^3*t + q^2*t^2 + 6*q*t^3 - 3*q*t^2 + 2*q*t - t^2)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

(q^10*t^18 - 2*q^12*t^15 - 2*q^11*t^16 + 6*q^10*t^17 - 8*q^9*t^18 + q^13*t^13 - 9*q^12*t^14 + 36*q^11*t^15 - 24*q^10*t^16 - 14*q^9*t^17 + 22*q^8*t^18 + 12*q^13*t^12 - 62*q^12*t^13 + 192*q^11*t^14 - 340*q^10*t^15 + 267*q^9*t^16 - 50*q^8*t^17 - 25*q^7*t^18 + 25*q^13*t^11 - 185*q^12*t^12 + 513*q^11*t^13 - 954*q^10*t^14 + 1231*q^9*t^15 - 898*q^8*t^16 + 268*q^7*t^17 - 3*q^6*t^18 + 14*q^13*t^10 - 168*q^12*t^11 + 762*q^11*t^12 - 1553*q^10*t^13 + 1930*q^9*t^14 - 1848*q^8*t^15 + 1235*q^7*t^16 - 418*q^6*t^17 + 35*q^5*t^18 - q^4*t^19 + 2*q^13*t^9 - 80*q^12*t^10 + 490*q^11*t^11 - 1700*q^10*t^12 + 2725*q^9*t^13 - 2056*q^8*t^14 + 951*q^7*t^15 - 513*q^6*t^16 + 210*q^5*t^17 - 15*q^4*t^18 - 121*q^12*t^9 + 777*q^11*t^10 - 2050*q^10*t^11 + 4187*q^9*t^12 - 5268*q^8*t^13 + 2925*q^7*t^14 - 251*q^6*t^15 - 151*q^5*t^16 - 12*q^4*t^17 - 71*q^12*t^8 + 923*q^11*t^9 - 3632*q^10*t^10 + 6677*q^9*t^11 - 8817*q^8*t^12 + 8891*q^7*t^13 - 5000*q^6*t^14 + 930*q^5*t^15 + 59*q^4*t^16 - 5*q^3*t^17 - 5*q^12*t^7 + 205*q^11*t^8 - 2108*q^10*t^9 + 6972*q^9*t^10 - 10204*q^8*t^11 + 9084*q^7*t^12 - 6888*q^6*t^13 + 3699*q^5*t^14 - 789*q^4*t^15 + 20*q^3*t^16 + q^12*t^6 + 159*q^11*t^7 - 717*q^10*t^8 + 3102*q^9*t^9 - 8335*q^8*t^10 + 9784*q^7*t^11 - 4766*q^6*t^12 + 1352*q^5*t^13 - 742*q^4*t^14 + 156*q^3*t^15 + 156*q^11*t^6 - 1737*q^10*t^7 + 5003*q^9*t^8 - 8772*q^8*t^9 + 13144*q^7*t^10 - 12448*q^6*t^11 + 4961*q^5*t^12 - 177*q^4*t^13 - 66*q^3*t^14 + 2*q^2*t^15 + 3*q^11*t^5 - 531*q^10*t^6 + 4861*q^9*t^7 - 12236*q^8*t^8 + 16120*q^7*t^9 - 16120*q^6*t^10 + 12236*q^5*t^11 - 4861*q^4*t^12 + 531*q^3*t^13 - 3*q^2*t^14 - 2*q^11*t^4 + 66*q^10*t^5 + 177*q^9*t^6 - 4961*q^8*t^7 + 12448*q^7*t^8 - 13144*q^6*t^9 + 8772*q^5*t^10 - 5003*q^4*t^11 + 1737*q^3*t^12 - 156*q^2*t^13 - 156*q^10*t^4 + 742*q^9*t^5 - 1352*q^8*t^6 + 4766*q^7*t^7 - 9784*q^6*t^8 + 8335*q^5*t^9 - 3102*q^4*t^10 + 717*q^3*t^11 - 159*q^2*t^12 - q*t^13 - 20*q^10*t^3 + 789*q^9*t^4 - 3699*q^8*t^5 + 6888*q^7*t^6 - 9084*q^6*t^7 + 10204*q^5*t^8 - 6972*q^4*t^9 + 2108*q^3*t^10 - 205*q^2*t^11 + 5*q*t^12 + 5*q^10*t^2 - 59*q^9*t^3 - 930*q^8*t^4 + 5000*q^7*t^5 - 8891*q^6*t^6 + 8817*q^5*t^7 - 6677*q^4*t^8 + 3632*q^3*t^9 - 923*q^2*t^10 + 71*q*t^11 + 12*q^9*t^2 + 151*q^8*t^3 + 251*q^7*t^4 - 2925*q^6*t^5 + 5268*q^5*t^6 - 4187*q^4*t^7 + 2050*q^3*t^8 - 777*q^2*t^9 + 121*q*t^10 + 15*q^9*t - 210*q^8*t^2 + 513*q^7*t^3 - 951*q^6*t^4 + 2056*q^5*t^5 - 2725*q^4*t^6 + 1700*q^3*t^7 - 490*q^2*t^8 + 80*q*t^9 - 2*t^10 + q^9 - 35*q^8*t + 418*q^7*t^2 - 1235*q^6*t^3 + 1848*q^5*t^4 - 1930*q^4*t^5 + 1553*q^3*t^6 - 762*q^2*t^7 + 168*q*t^8 - 14*t^9 + 3*q^7*t - 268*q^6*t^2 + 898*q^5*t^3 - 1231*q^4*t^4 + 954*q^3*t^5 - 513*q^2*t^6 + 185*q*t^7 - 25*t^8 + 25*q^6*t + 50*q^5*t^2 - 267*q^4*t^3 + 340*q^3*t^4 - 192*q^2*t^5 + 62*q*t^6 - 12*t^7 - 22*q^5*t + 14*q^4*t^2 + 24*q^3*t^3 - 36*q^2*t^4 + 9*q*t^5 - t^6 + 8*q^4*t - 6*q^3*t^2 + 2*q^2*t^3 + 2*q*t^4 - q^3*t)/((q*t^2 - 1)^4*(q*t - 1)*(t^2 - q)*(q - t)^2*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 4], [2, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0510] 'FG[}g'

Zeta functions

ask[-]:

(q^6*t^4 - 4*q^6*t^3 + q^5*t^4 - 2*q^4*t^5 + 6*q^6*t^2 - 3*q^5*t^3 + 5*q^4*t^4 + q^3*t^5 - q^7 + 2*q^6*t - 12*q^5*t^2 + 17*q^4*t^3 - 16*q^3*t^4 + 5*q^2*t^5 + 5*q^5*t - 16*q^4*t^2 + 17*q^3*t^3 - 12*q^2*t^4 + 2*q*t^5 - t^6 + q^4*t + 5*q^3*t^2 - 3*q^2*t^3 + 6*q*t^4 - 2*q^3*t + q^2*t^2 - 4*q*t^3 + q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^3)

ask[+]:

-(6*q^8*t^13 + 5*q^7*t^14 - 3*q^10*t^10 - 11*q^9*t^11 - 12*q^8*t^12 - 29*q^7*t^13 - 31*q^6*t^14 - 2*q^5*t^15 + 8*q^10*t^9 + 32*q^9*t^10 + 33*q^8*t^11 + 56*q^7*t^12 + 73*q^6*t^13 + 74*q^5*t^14 + 10*q^4*t^15 + 2*q^10*t^8 - 6*q^9*t^9 - 90*q^8*t^10 - 65*q^7*t^11 - 25*q^6*t^12 - 182*q^5*t^13 - 60*q^4*t^14 - 25*q^3*t^15 - 24*q^10*t^7 - 44*q^9*t^8 - 24*q^8*t^9 + 54*q^7*t^10 + 119*q^6*t^11 - 113*q^5*t^12 + 254*q^4*t^13 + 2*q^3*t^14 + 29*q^2*t^15 + 2*q^11*t^5 - 10*q^10*t^6 + 144*q^9*t^7 - 37*q^8*t^8 + 531*q^7*t^9 - 630*q^6*t^10 + 540*q^5*t^11 - 274*q^4*t^12 + 26*q^3*t^13 - 46*q^2*t^14 - 3*q*t^15 - t^16 + 8*q^11*t^4 - 58*q^10*t^5 + 357*q^9*t^6 - 1160*q^8*t^7 + 1792*q^7*t^8 - 3077*q^6*t^9 + 2975*q^5*t^10 - 2078*q^4*t^11 + 980*q^3*t^12 - 278*q^2*t^13 + 58*q*t^14 - 3*t^15 + 13*q^11*t^3 - 156*q^10*t^4 + 668*q^9*t^5 - 2128*q^8*t^6 + 4193*q^7*t^7 - 5324*q^6*t^8 + 5831*q^5*t^9 - 4185*q^4*t^10 + 2040*q^3*t^11 - 710*q^2*t^12 + 133*q*t^13 - 12*t^14 + 12*q^11*t^2 - 133*q^10*t^3 + 710*q^9*t^4 - 2040*q^8*t^5 + 4185*q^7*t^6 - 5831*q^6*t^7 + 5324*q^5*t^8 - 4193*q^4*t^9 + 2128*q^3*t^10 - 668*q^2*t^11 + 156*q*t^12 - 13*t^13 + 3*q^11*t - 58*q^10*t^2 + 278*q^9*t^3 - 980*q^8*t^4 + 2078*q^7*t^5 - 2975*q^6*t^6 + 3077*q^5*t^7 - 1792*q^4*t^8 + 1160*q^3*t^9 - 357*q^2*t^10 + 58*q*t^11 - 8*t^12 + q^11 + 3*q^10*t + 46*q^9*t^2 - 26*q^8*t^3 + 274*q^7*t^4 - 540*q^6*t^5 + 630*q^5*t^6 - 531*q^4*t^7 + 37*q^3*t^8 - 144*q^2*t^9 + 10*q*t^10 - 2*t^11 - 29*q^9*t - 2*q^8*t^2 - 254*q^7*t^3 + 113*q^6*t^4 - 119*q^5*t^5 - 54*q^4*t^6 + 24*q^3*t^7 + 44*q^2*t^8 + 24*q*t^9 + 25*q^8*t + 60*q^7*t^2 + 182*q^6*t^3 + 25*q^5*t^4 + 65*q^4*t^5 + 90*q^3*t^6 + 6*q^2*t^7 - 2*q*t^8 - 10*q^7*t - 74*q^6*t^2 - 73*q^5*t^3 - 56*q^4*t^4 - 33*q^3*t^5 - 32*q^2*t^6 - 8*q*t^7 + 2*q^6*t + 31*q^5*t^2 + 29*q^4*t^3 + 12*q^3*t^4 + 11*q^2*t^5 + 3*q*t^6 - 5*q^4*t^2 - 6*q^3*t^3)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0511] 'FG\sw'

Zeta functions

ask[-]:

(q^5*t - 2*q^4*t^2 + q^5 + q^3*t^2 - 5*q^3*t + 5*q^2*t^2 - q^2*t - t^3 + 2*q*t - t^2)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 4], [1, 5], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0512] 'FG]^g'

Zeta functions

ask[-]:

(2*q^7*t^2 - 2*q^6*t^3 + q^5*t^4 - q^8 - q^6*t^2 - 3*q^5*t^3 + 5*q^6*t - 5*q^5*t^2 + 11*q^4*t^3 - q^3*t^4 + q^5*t - 11*q^4*t^2 + 5*q^3*t^3 - 5*q^2*t^4 + 3*q^3*t^2 + q^2*t^3 + t^5 - q^3*t + 2*q^2*t^2 - 2*q*t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^19*t^12 + 2*q^18*t^13 + 3*q^17*t^14 - 2*q^20*t^10 - 7*q^19*t^11 - 8*q^18*t^12 - 10*q^17*t^13 - 37*q^16*t^14 - 22*q^15*t^15 - q^14*t^16 + 3*q^13*t^17 + 7*q^20*t^9 + 3*q^18*t^11 + 25*q^17*t^12 + 85*q^16*t^13 + 141*q^15*t^14 + 120*q^14*t^15 + 66*q^13*t^16 + 12*q^12*t^17 - 15*q^11*t^18 - 5*q^10*t^19 + 2*q^9*t^20 - q^21*t^7 + 3*q^20*t^8 + 22*q^19*t^9 + 14*q^18*t^10 + 23*q^17*t^11 + 105*q^16*t^12 - 241*q^15*t^13 - 498*q^14*t^14 - 355*q^13*t^15 - 261*q^12*t^16 - 163*q^11*t^17 + 36*q^10*t^18 + 35*q^9*t^19 - 7*q^8*t^20 + q^21*t^6 - 32*q^20*t^7 + 15*q^19*t^8 - 65*q^18*t^9 - 280*q^17*t^10 - 229*q^16*t^11 - 359*q^15*t^12 - 5*q^14*t^13 + 996*q^13*t^14 + 1056*q^12*t^15 + 580*q^11*t^16 + 426*q^10*t^17 + 63*q^9*t^18 - 69*q^8*t^19 + 4*q^7*t^20 - 2*q^6*t^21 + 6*q^21*t^5 - 4*q^20*t^6 - 2*q^19*t^7 + 68*q^18*t^8 + 37*q^17*t^9 + 426*q^16*t^10 + 1477*q^15*t^11 + 1128*q^14*t^12 + 276*q^13*t^13 - 612*q^12*t^14 - 1676*q^11*t^15 - 1504*q^10*t^16 - 602*q^9*t^17 - 182*q^8*t^18 - 29*q^7*t^19 + 8*q^6*t^20 + 9*q^5*t^21 - 6*q^21*t^4 + 50*q^20*t^5 - 103*q^19*t^6 + 233*q^18*t^7 + 471*q^17*t^8 - 483*q^16*t^9 - 272*q^15*t^10 - 1972*q^14*t^11 - 4083*q^13*t^12 - 1305*q^12*t^13 + 534*q^11*t^14 + 751*q^10*t^15 + 2198*q^9*t^16 + 1188*q^8*t^17 + 81*q^7*t^18 + 154*q^6*t^19 + 32*q^5*t^20 - 16*q^4*t^21 + q^22*t^2 - 11*q^21*t^3 + 58*q^20*t^4 - 108*q^19*t^5 - 143*q^18*t^6 - 31*q^17*t^7 - 1716*q^16*t^8 - 1262*q^15*t^9 + 1587*q^14*t^10 + 1581*q^13*t^11 + 4684*q^12*t^12 + 5333*q^11*t^13 + 309*q^10*t^14 - 801*q^9*t^15 - 1014*q^8*t^16 - 1479*q^7*t^17 - 314*q^6*t^18 - 36*q^5*t^19 - 92*q^4*t^20 + 6*q^3*t^21 - 11*q^21*t^2 - 16*q^20*t^3 + 39*q^19*t^4 - 301*q^18*t^5 + 387*q^17*t^6 + 1163*q^16*t^7 + 1192*q^15*t^8 + 4237*q^14*t^9 + 1664*q^13*t^10 - 4114*q^12*t^11 - 3533*q^11*t^12 - 4819*q^10*t^13 - 4484*q^9*t^14 + 669*q^8*t^15 + 1001*q^7*t^16 + 304*q^6*t^17 + 494*q^5*t^18 + 88*q^4*t^19 + 17*q^3*t^20 + 17*q^2*t^21 + q^22 + 6*q^21*t - 5*q^20*t^2 + 165*q^19*t^3 - 33*q^18*t^4 + 210*q^17*t^5 + 1018*q^16*t^6 - 2100*q^15*t^7 - 3351*q^14*t^8 - 2617*q^13*t^9 - 6086*q^12*t^10 + 6086*q^10*t^12 + 2617*q^9*t^13 + 3351*q^8*t^14 + 2100*q^7*t^15 - 1018*q^6*t^16 - 210*q^5*t^17 + 33*q^4*t^18 - 165*q^3*t^19 + 5*q^2*t^20 - 6*q*t^21 - t^22 - 17*q^20*t - 17*q^19*t^2 - 88*q^18*t^3 - 494*q^17*t^4 - 304*q^16*t^5 - 1001*q^15*t^6 - 669*q^14*t^7 + 4484*q^13*t^8 + 4819*q^12*t^9 + 3533*q^11*t^10 + 4114*q^10*t^11 - 1664*q^9*t^12 - 4237*q^8*t^13 - 1192*q^7*t^14 - 1163*q^6*t^15 - 387*q^5*t^16 + 301*q^4*t^17 - 39*q^3*t^18 + 16*q^2*t^19 + 11*q*t^20 - 6*q^19*t + 92*q^18*t^2 + 36*q^17*t^3 + 314*q^16*t^4 + 1479*q^15*t^5 + 1014*q^14*t^6 + 801*q^13*t^7 - 309*q^12*t^8 - 5333*q^11*t^9 - 4684*q^10*t^10 - 1581*q^9*t^11 - 1587*q^8*t^12 + 1262*q^7*t^13 + 1716*q^6*t^14 + 31*q^5*t^15 + 143*q^4*t^16 + 108*q^3*t^17 - 58*q^2*t^18 + 11*q*t^19 - t^20 + 16*q^18*t - 32*q^17*t^2 - 154*q^16*t^3 - 81*q^15*t^4 - 1188*q^14*t^5 - 2198*q^13*t^6 - 751*q^12*t^7 - 534*q^11*t^8 + 1305*q^10*t^9 + 4083*q^9*t^10 + 1972*q^8*t^11 + 272*q^7*t^12 + 483*q^6*t^13 - 471*q^5*t^14 - 233*q^4*t^15 + 103*q^3*t^16 - 50*q^2*t^17 + 6*q*t^18 - 9*q^17*t - 8*q^16*t^2 + 29*q^15*t^3 + 182*q^14*t^4 + 602*q^13*t^5 + 1504*q^12*t^6 + 1676*q^11*t^7 + 612*q^10*t^8 - 276*q^9*t^9 - 1128*q^8*t^10 - 1477*q^7*t^11 - 426*q^6*t^12 - 37*q^5*t^13 - 68*q^4*t^14 + 2*q^3*t^15 + 4*q^2*t^16 - 6*q*t^17 + 2*q^16*t - 4*q^15*t^2 + 69*q^14*t^3 - 63*q^13*t^4 - 426*q^12*t^5 - 580*q^11*t^6 - 1056*q^10*t^7 - 996*q^9*t^8 + 5*q^8*t^9 + 359*q^7*t^10 + 229*q^6*t^11 + 280*q^5*t^12 + 65*q^4*t^13 - 15*q^3*t^14 + 32*q^2*t^15 - q*t^16 + 7*q^14*t^2 - 35*q^13*t^3 - 36*q^12*t^4 + 163*q^11*t^5 + 261*q^10*t^6 + 355*q^9*t^7 + 498*q^8*t^8 + 241*q^7*t^9 - 105*q^6*t^10 - 23*q^5*t^11 - 14*q^4*t^12 - 22*q^3*t^13 - 3*q^2*t^14 + q*t^15 - 2*q^13*t^2 + 5*q^12*t^3 + 15*q^11*t^4 - 12*q^10*t^5 - 66*q^9*t^6 - 120*q^8*t^7 - 141*q^7*t^8 - 85*q^6*t^9 - 25*q^5*t^10 - 3*q^4*t^11 - 7*q^2*t^13 - 3*q^9*t^5 + q^8*t^6 + 22*q^7*t^7 + 37*q^6*t^8 + 10*q^5*t^9 + 8*q^4*t^10 + 7*q^3*t^11 + 2*q^2*t^12 - 3*q^5*t^8 - 2*q^4*t^9 - 2*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0513] 'FG]}w'

Zeta functions

ask[-]:

(q^6 + 2*q^5*t - 2*q^4*t^2 - 5*q^4*t + 2*q^3*t^2 - 2*q^3*t + 5*q^2*t^2 + 2*q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(q^8*t^11 + 4*q^10*t^8 - 2*q^9*t^9 - 9*q^8*t^10 - q^7*t^11 + 5*q^6*t^12 - 3*q^5*t^13 - q^11*t^6 + 3*q^10*t^7 - 6*q^9*t^8 - 20*q^8*t^9 + 35*q^7*t^10 + 19*q^6*t^11 - 28*q^5*t^12 + 10*q^4*t^13 - 2*q^11*t^5 - 18*q^10*t^6 + 31*q^9*t^7 + 40*q^7*t^9 - 23*q^6*t^10 - 66*q^5*t^11 + 41*q^4*t^12 - 5*q^3*t^13 + 7*q^11*t^4 - 17*q^10*t^5 + 75*q^9*t^6 - 40*q^8*t^7 - 121*q^7*t^8 + 18*q^6*t^9 + 37*q^5*t^10 + 25*q^4*t^11 + 2*q^3*t^12 - 13*q^2*t^13 - q^12*t^2 + 7*q^11*t^3 - 10*q^10*t^4 - 26*q^9*t^5 + 21*q^8*t^6 - 103*q^7*t^7 + 184*q^6*t^8 + 89*q^5*t^9 - 179*q^4*t^10 + 62*q^3*t^11 - 16*q^2*t^12 + 7*q*t^13 + t^14 + 4*q^11*t^2 + 17*q^10*t^3 - 117*q^9*t^4 + 190*q^8*t^5 - 61*q^7*t^6 + 61*q^5*t^8 - 190*q^4*t^9 + 117*q^3*t^10 - 17*q^2*t^11 - 4*q*t^12 - q^12 - 7*q^11*t + 16*q^10*t^2 - 62*q^9*t^3 + 179*q^8*t^4 - 89*q^7*t^5 - 184*q^6*t^6 + 103*q^5*t^7 - 21*q^4*t^8 + 26*q^3*t^9 + 10*q^2*t^10 - 7*q*t^11 + t^12 + 13*q^10*t - 2*q^9*t^2 - 25*q^8*t^3 - 37*q^7*t^4 - 18*q^6*t^5 + 121*q^5*t^6 + 40*q^4*t^7 - 75*q^3*t^8 + 17*q^2*t^9 - 7*q*t^10 + 5*q^9*t - 41*q^8*t^2 + 66*q^7*t^3 + 23*q^6*t^4 - 40*q^5*t^5 - 31*q^3*t^7 + 18*q^2*t^8 + 2*q*t^9 - 10*q^8*t + 28*q^7*t^2 - 19*q^6*t^3 - 35*q^5*t^4 + 20*q^4*t^5 + 6*q^3*t^6 - 3*q^2*t^7 + q*t^8 + 3*q^7*t - 5*q^6*t^2 + q^5*t^3 + 9*q^4*t^4 + 2*q^3*t^5 - 4*q^2*t^6 - q^4*t^3)/((t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0514] 'FG^Tw'

Zeta functions

ask[-]:

-(q^6*t^2 - q^7 - 2*q^6*t + 3*q^5*t^2 - 3*q^4*t^3 + 6*q^5*t - 7*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 7*q^3*t^2 + 6*q^2*t^3 - 3*q^3*t + 3*q^2*t^2 - 2*q*t^3 - t^4 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^12*t^11 + 4*q^11*t^12 + 6*q^10*t^13 - 3*q^13*t^9 - 7*q^12*t^10 - 16*q^11*t^11 - 19*q^10*t^12 - 46*q^9*t^13 - 12*q^8*t^14 - 2*q^7*t^15 + q^6*t^16 + 6*q^13*t^8 - 9*q^12*t^9 + 2*q^11*t^10 + 52*q^10*t^11 + 70*q^9*t^12 + 124*q^8*t^13 + 62*q^7*t^14 + 23*q^6*t^15 - 5*q^5*t^16 - q^14*t^6 + 19*q^13*t^7 + 15*q^12*t^8 + 41*q^11*t^9 + 98*q^10*t^10 + 18*q^9*t^11 - 237*q^8*t^12 - 188*q^7*t^13 - 102*q^6*t^14 - 88*q^5*t^15 + 9*q^4*t^16 - 2*q^14*t^5 - 23*q^13*t^6 + 18*q^12*t^7 - 142*q^11*t^8 - 230*q^10*t^9 - 184*q^9*t^10 - 355*q^8*t^11 + 297*q^7*t^12 + 277*q^6*t^13 + 76*q^5*t^14 + 123*q^4*t^15 + 2*q^3*t^16 + 6*q^14*t^4 - 54*q^13*t^5 + 75*q^12*t^6 - 102*q^11*t^7 + 15*q^10*t^8 + 658*q^9*t^9 + 521*q^8*t^10 + 407*q^7*t^11 + 5*q^6*t^12 - 200*q^5*t^13 - 124*q^4*t^14 - 42*q^3*t^15 - 21*q^2*t^16 - q^15*t^2 + 9*q^14*t^3 - 5*q^13*t^4 + 74*q^12*t^5 + 264*q^11*t^6 + 117*q^10*t^7 + 108*q^9*t^8 - 284*q^8*t^9 - 1264*q^7*t^10 - 312*q^6*t^11 + 12*q^5*t^12 - 177*q^4*t^13 + 166*q^3*t^14 - 4*q^2*t^15 + 9*q*t^16 + t^17 + 7*q^14*t^2 + 37*q^13*t^3 - 165*q^12*t^4 + 130*q^11*t^5 - 618*q^10*t^6 - 842*q^9*t^7 + 281*q^8*t^8 - 281*q^7*t^9 + 842*q^6*t^10 + 618*q^5*t^11 - 130*q^4*t^12 + 165*q^3*t^13 - 37*q^2*t^14 - 7*q*t^15 - q^15 - 9*q^14*t + 4*q^13*t^2 - 166*q^12*t^3 + 177*q^11*t^4 - 12*q^10*t^5 + 312*q^9*t^6 + 1264*q^8*t^7 + 284*q^7*t^8 - 108*q^6*t^9 - 117*q^5*t^10 - 264*q^4*t^11 - 74*q^3*t^12 + 5*q^2*t^13 - 9*q*t^14 + t^15 + 21*q^13*t + 42*q^12*t^2 + 124*q^11*t^3 + 200*q^10*t^4 - 5*q^9*t^5 - 407*q^8*t^6 - 521*q^7*t^7 - 658*q^6*t^8 - 15*q^5*t^9 + 102*q^4*t^10 - 75*q^3*t^11 + 54*q^2*t^12 - 6*q*t^13 - 2*q^12*t - 123*q^11*t^2 - 76*q^10*t^3 - 277*q^9*t^4 - 297*q^8*t^5 + 355*q^7*t^6 + 184*q^6*t^7 + 230*q^5*t^8 + 142*q^4*t^9 - 18*q^3*t^10 + 23*q^2*t^11 + 2*q*t^12 - 9*q^11*t + 88*q^10*t^2 + 102*q^9*t^3 + 188*q^8*t^4 + 237*q^7*t^5 - 18*q^6*t^6 - 98*q^5*t^7 - 41*q^4*t^8 - 15*q^3*t^9 - 19*q^2*t^10 + q*t^11 + 5*q^10*t - 23*q^9*t^2 - 62*q^8*t^3 - 124*q^7*t^4 - 70*q^6*t^5 - 52*q^5*t^6 - 2*q^4*t^7 + 9*q^3*t^8 - 6*q^2*t^9 - q^9*t + 2*q^8*t^2 + 12*q^7*t^3 + 46*q^6*t^4 + 19*q^5*t^5 + 16*q^4*t^6 + 7*q^3*t^7 + 3*q^2*t^8 - 6*q^5*t^4 - 4*q^4*t^5 - 3*q^3*t^6)/((t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0515] 'FG_Zg'

Zeta functions

ask[-]:

ask[+]:

-(3*q^12*t^16 + q^11*t^17 - q^13*t^14 - q^12*t^15 - 10*q^11*t^16 - 8*q^10*t^17 + 2*q^13*t^13 - 12*q^12*t^14 + 11*q^11*t^15 - 2*q^10*t^16 + 25*q^9*t^17 - 2*q^13*t^12 + 10*q^12*t^13 + 16*q^11*t^14 + q^10*t^15 + 36*q^9*t^16 - 37*q^8*t^17 - q^13*t^11 + 31*q^12*t^12 - 86*q^11*t^13 + 141*q^10*t^14 - 139*q^9*t^15 + q^8*t^16 + 17*q^7*t^17 - 22*q^12*t^11 + 46*q^11*t^12 - 43*q^10*t^13 - 150*q^9*t^14 + 168*q^8*t^15 - 76*q^7*t^16 + 18*q^6*t^17 - q^5*t^18 + 5*q^12*t^10 + 13*q^11*t^11 - 271*q^10*t^12 + 457*q^9*t^13 - 374*q^8*t^14 + 184*q^7*t^15 + 2*q^6*t^16 - 8*q^5*t^17 + 18*q^12*t^9 - 200*q^11*t^10 + 558*q^10*t^11 - 471*q^9*t^12 + 167*q^8*t^13 + 323*q^7*t^14 - 217*q^6*t^15 + 22*q^5*t^16 - 5*q^12*t^8 + 38*q^11*t^9 + 249*q^10*t^10 - 810*q^9*t^11 + 1334*q^8*t^12 - 1028*q^7*t^13 + 190*q^6*t^14 - 5*q^5*t^15 + q^4*t^16 - 2*q^12*t^7 + 63*q^11*t^8 - 287*q^10*t^9 + 569*q^9*t^10 - 673*q^8*t^11 + 58*q^7*t^12 + 14*q^6*t^13 + 13*q^5*t^14 + 9*q^4*t^15 + q^12*t^6 - 48*q^11*t^7 + 214*q^10*t^8 - 581*q^9*t^9 + 390*q^8*t^10 - 63*q^7*t^11 - 249*q^6*t^12 + 343*q^5*t^13 - 92*q^4*t^14 + 5*q^3*t^15 - 6*q^11*t^6 + 46*q^10*t^7 - 487*q^9*t^8 + 1435*q^8*t^9 - 2222*q^7*t^10 + 2130*q^6*t^11 - 732*q^5*t^12 + 69*q^4*t^13 + 7*q^3*t^14 + 5*q^11*t^5 - 58*q^10*t^6 + 353*q^9*t^7 - 780*q^8*t^8 + 1191*q^7*t^9 - 72*q^6*t^10 - 575*q^5*t^11 + 245*q^4*t^12 - 44*q^3*t^13 - q^2*t^14 + q^11*t^4 + 44*q^10*t^5 - 245*q^9*t^6 + 575*q^8*t^7 + 72*q^7*t^8 - 1191*q^6*t^9 + 780*q^5*t^10 - 353*q^4*t^11 + 58*q^3*t^12 - 5*q^2*t^13 - 7*q^10*t^4 - 69*q^9*t^5 + 732*q^8*t^6 - 2130*q^7*t^7 + 2222*q^6*t^8 - 1435*q^5*t^9 + 487*q^4*t^10 - 46*q^3*t^11 + 6*q^2*t^12 - 5*q^10*t^3 + 92*q^9*t^4 - 343*q^8*t^5 + 249*q^7*t^6 + 63*q^6*t^7 - 390*q^5*t^8 + 581*q^4*t^9 - 214*q^3*t^10 + 48*q^2*t^11 - q*t^12 - 9*q^9*t^3 - 13*q^8*t^4 - 14*q^7*t^5 - 58*q^6*t^6 + 673*q^5*t^7 - 569*q^4*t^8 + 287*q^3*t^9 - 63*q^2*t^10 + 2*q*t^11 - q^9*t^2 + 5*q^8*t^3 - 190*q^7*t^4 + 1028*q^6*t^5 - 1334*q^5*t^6 + 810*q^4*t^7 - 249*q^3*t^8 - 38*q^2*t^9 + 5*q*t^10 - 22*q^8*t^2 + 217*q^7*t^3 - 323*q^6*t^4 - 167*q^5*t^5 + 471*q^4*t^6 - 558*q^3*t^7 + 200*q^2*t^8 - 18*q*t^9 + 8*q^8*t - 2*q^7*t^2 - 184*q^6*t^3 + 374*q^5*t^4 - 457*q^4*t^5 + 271*q^3*t^6 - 13*q^2*t^7 - 5*q*t^8 + q^8 - 18*q^7*t + 76*q^6*t^2 - 168*q^5*t^3 + 150*q^4*t^4 + 43*q^3*t^5 - 46*q^2*t^6 + 22*q*t^7 - 17*q^6*t - q^5*t^2 + 139*q^4*t^3 - 141*q^3*t^4 + 86*q^2*t^5 - 31*q*t^6 + t^7 + 37*q^5*t - 36*q^4*t^2 - q^3*t^3 - 16*q^2*t^4 - 10*q*t^5 + 2*t^6 - 25*q^4*t + 2*q^3*t^2 - 11*q^2*t^3 + 12*q*t^4 - 2*t^5 + 8*q^3*t + 10*q^2*t^2 + q*t^3 + t^4 - q^2*t - 3*q*t^2)/((q*t^2 - 1)^4*(q*t - 1)^3*(q - t)^3*q^5*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 2], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0516] 'FG_qw'

Zeta functions

ask[-]:

-(q^8*t^5 - 2*q^7*t^6 + q^8*t^4 - 3*q^7*t^5 + 7*q^6*t^6 - 2*q^7*t^4 - 5*q^6*t^5 - 2*q^5*t^6 - 5*q^7*t^3 + 21*q^6*t^4 - q^5*t^5 - 11*q^4*t^6 + q^3*t^7 - 5*q^6*t^3 - 16*q^5*t^4 + 26*q^4*t^5 + q^3*t^6 + 10*q^6*t^2 + 6*q^5*t^3 - 43*q^4*t^4 + 13*q^3*t^5 - 13*q^5*t^2 + 43*q^4*t^3 - 6*q^3*t^4 - 10*q^2*t^5 - q^5*t - 26*q^4*t^2 + 16*q^3*t^3 + 5*q^2*t^4 - q^5 + 11*q^4*t + q^3*t^2 - 21*q^2*t^3 + 5*q*t^4 + 2*q^3*t + 5*q^2*t^2 + 2*q*t^3 - 7*q^2*t + 3*q*t^2 - t^3 + 2*q*t - t^2)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

-(q^11*t^13 + 3*q^11*t^12 - 8*q^10*t^13 - q^9*t^14 + 6*q^11*t^11 - 25*q^10*t^12 + 36*q^9*t^13 + q^8*t^14 + 3*q^11*t^10 - 43*q^10*t^11 + 74*q^9*t^12 - 93*q^8*t^13 + 12*q^7*t^14 + q^11*t^9 - 35*q^10*t^10 + 130*q^9*t^11 - 44*q^8*t^12 + 89*q^7*t^13 - 27*q^6*t^14 + q^5*t^15 - 28*q^10*t^9 + 210*q^9*t^10 - 370*q^8*t^11 - 47*q^7*t^12 + 15*q^6*t^13 + 8*q^5*t^14 - 12*q^10*t^8 + 154*q^9*t^9 - 590*q^8*t^10 + 792*q^7*t^11 - 52*q^6*t^12 - 20*q^5*t^13 - 3*q^10*t^7 + 82*q^9*t^8 - 255*q^8*t^9 + 618*q^7*t^10 - 770*q^6*t^11 + 105*q^5*t^12 - 3*q^4*t^13 + 69*q^9*t^7 - 502*q^8*t^8 + 477*q^7*t^9 - 230*q^6*t^10 + 223*q^5*t^11 - 18*q^4*t^12 + 13*q^9*t^6 - 358*q^8*t^7 + 1466*q^7*t^8 - 1174*q^6*t^9 + 367*q^5*t^10 - 29*q^4*t^11 - 3*q^3*t^12 + 3*q^9*t^5 - 7*q^8*t^6 + 572*q^7*t^7 - 1664*q^6*t^8 + 1071*q^5*t^9 - 340*q^4*t^10 + 18*q^3*t^11 - 77*q^8*t^5 + 251*q^7*t^6 - 811*q^6*t^7 + 811*q^5*t^8 - 251*q^4*t^9 + 77*q^3*t^10 - 18*q^8*t^4 + 340*q^7*t^5 - 1071*q^6*t^6 + 1664*q^5*t^7 - 572*q^4*t^8 + 7*q^3*t^9 - 3*q^2*t^10 + 3*q^8*t^3 + 29*q^7*t^4 - 367*q^6*t^5 + 1174*q^5*t^6 - 1466*q^4*t^7 + 358*q^3*t^8 - 13*q^2*t^9 + 18*q^7*t^3 - 223*q^6*t^4 + 230*q^5*t^5 - 477*q^4*t^6 + 502*q^3*t^7 - 69*q^2*t^8 + 3*q^7*t^2 - 105*q^6*t^3 + 770*q^5*t^4 - 618*q^4*t^5 + 255*q^3*t^6 - 82*q^2*t^7 + 3*q*t^8 + 20*q^6*t^2 + 52*q^5*t^3 - 792*q^4*t^4 + 590*q^3*t^5 - 154*q^2*t^6 + 12*q*t^7 - 8*q^6*t - 15*q^5*t^2 + 47*q^4*t^3 + 370*q^3*t^4 - 210*q^2*t^5 + 28*q*t^6 - q^6 + 27*q^5*t - 89*q^4*t^2 + 44*q^3*t^3 - 130*q^2*t^4 + 35*q*t^5 - t^6 - 12*q^4*t + 93*q^3*t^2 - 74*q^2*t^3 + 43*q*t^4 - 3*t^5 - q^3*t - 36*q^2*t^2 + 25*q*t^3 - 6*t^4 + q^2*t + 8*q*t^2 - 3*t^3 - t^2)/((q*t^2 - 1)^3*(q*t - 1)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [1, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 6], [5, 6]]

[0517] 'FG_yw'

Zeta functions

ask[-]:

-(q^6*t^3 - 2*q^5*t^4 + q^6*t^2 - 6*q^5*t^3 + 8*q^4*t^4 + 5*q^5*t^2 - q^4*t^3 - 5*q^3*t^4 - 4*q^5*t - 7*q^4*t^2 + 15*q^3*t^3 - 10*q^2*t^4 + q*t^5 - q^5 + 10*q^4*t - 15*q^3*t^2 + 7*q^2*t^3 + 4*q*t^4 + 5*q^3*t + q^2*t^2 - 5*q*t^3 - 8*q^2*t + 6*q*t^2 - t^3 + 2*q*t - t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^10*t^13 + 3*q^10*t^12 - 8*q^9*t^13 - 2*q^8*t^14 + 6*q^10*t^11 - 27*q^9*t^12 + 37*q^8*t^13 + 6*q^7*t^14 + 3*q^10*t^10 - 33*q^9*t^11 + 100*q^8*t^12 - 113*q^7*t^13 + 3*q^6*t^14 + q^10*t^9 - 22*q^9*t^10 + 12*q^8*t^11 - 95*q^7*t^12 + 161*q^6*t^13 - 22*q^5*t^14 + q^4*t^15 - 34*q^9*t^9 + 151*q^8*t^10 + 119*q^7*t^11 - 148*q^6*t^12 - 64*q^5*t^13 + 10*q^4*t^14 - 13*q^9*t^8 + 243*q^8*t^9 - 757*q^7*t^10 + 68*q^6*t^11 + 263*q^5*t^12 - 14*q^4*t^13 - 3*q^9*t^7 - 14*q^8*t^8 - 348*q^7*t^9 + 1481*q^6*t^10 - 567*q^5*t^11 - 72*q^4*t^12 + 5*q^3*t^13 + 55*q^8*t^7 + 262*q^7*t^8 - 548*q^6*t^9 - 938*q^5*t^10 + 443*q^4*t^11 - 9*q^3*t^12 + 53*q^8*t^6 - 658*q^7*t^7 + 146*q^6*t^8 + 1312*q^5*t^9 - 35*q^4*t^10 - 83*q^3*t^11 - 5*q^8*t^5 - 130*q^7*t^6 + 1928*q^6*t^7 - 1748*q^5*t^8 - 484*q^4*t^9 + 121*q^3*t^10 + 121*q^7*t^5 - 484*q^6*t^6 - 1748*q^5*t^7 + 1928*q^4*t^8 - 130*q^3*t^9 - 5*q^2*t^10 - 83*q^7*t^4 - 35*q^6*t^5 + 1312*q^5*t^6 + 146*q^4*t^7 - 658*q^3*t^8 + 53*q^2*t^9 - 9*q^7*t^3 + 443*q^6*t^4 - 938*q^5*t^5 - 548*q^4*t^6 + 262*q^3*t^7 + 55*q^2*t^8 + 5*q^7*t^2 - 72*q^6*t^3 - 567*q^5*t^4 + 1481*q^4*t^5 - 348*q^3*t^6 - 14*q^2*t^7 - 3*q*t^8 - 14*q^6*t^2 + 263*q^5*t^3 + 68*q^4*t^4 - 757*q^3*t^5 + 243*q^2*t^6 - 13*q*t^7 + 10*q^6*t - 64*q^5*t^2 - 148*q^4*t^3 + 119*q^3*t^4 + 151*q^2*t^5 - 34*q*t^6 + q^6 - 22*q^5*t + 161*q^4*t^2 - 95*q^3*t^3 + 12*q^2*t^4 - 22*q*t^5 + t^6 + 3*q^4*t - 113*q^3*t^2 + 100*q^2*t^3 - 33*q*t^4 + 3*t^5 + 6*q^3*t + 37*q^2*t^2 - 27*q*t^3 + 6*t^4 - 2*q^2*t - 8*q*t^2 + 3*t^3 + t^2)/((q*t^2 - 1)^4*(q*t - 1)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 4], [1, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0518] 'FGc~w'

Zeta functions

ask[-]:

ask[+]:

-(q^28*t^10 + 2*q^27*t^11 + 3*q^26*t^12 - 2*q^28*t^9 - 5*q^27*t^10 - 15*q^26*t^11 - 21*q^25*t^12 - 8*q^24*t^13 - 3*q^23*t^14 - q^22*t^15 + q^21*t^16 - q^30*t^6 + q^29*t^7 - 4*q^28*t^8 - 7*q^27*t^9 + 11*q^26*t^10 + 52*q^25*t^11 + 55*q^24*t^12 + 50*q^23*t^13 + 20*q^22*t^14 - q^21*t^15 - 3*q^20*t^16 + q^19*t^17 - q^30*t^5 + 8*q^29*t^6 + 18*q^28*t^7 - 6*q^27*t^8 + 75*q^26*t^9 + 82*q^25*t^10 - 110*q^24*t^11 - 121*q^23*t^12 - 74*q^22*t^13 - 19*q^21*t^14 + 25*q^20*t^15 + q^19*t^16 - 5*q^18*t^17 + q^17*t^18 - 7*q^30*t^4 + 20*q^29*t^5 - 10*q^28*t^6 - 70*q^27*t^7 - 18*q^26*t^8 - 200*q^25*t^9 - 294*q^24*t^10 - 3*q^23*t^11 + 220*q^22*t^12 + 17*q^21*t^13 - 165*q^20*t^14 - 121*q^19*t^15 + 6*q^18*t^16 + 7*q^17*t^17 - 12*q^16*t^18 - 3*q^30*t^3 + 63*q^29*t^4 - 191*q^28*t^5 + q^27*t^6 + 183*q^26*t^7 - 104*q^25*t^8 + 434*q^24*t^9 + 513*q^23*t^10 - 4*q^22*t^11 - 282*q^21*t^12 + 186*q^20*t^13 + 574*q^19*t^14 + 216*q^18*t^15 - 17*q^17*t^16 + 37*q^16*t^17 + 36*q^15*t^18 - 4*q^14*t^19 - 7*q^30*t^2 + 46*q^29*t^3 - 223*q^28*t^4 + 496*q^27*t^5 + 450*q^26*t^6 - 765*q^25*t^7 + 389*q^24*t^8 + 92*q^23*t^9 - 1035*q^22*t^10 + 670*q^21*t^11 + 961*q^20*t^12 - 534*q^19*t^13 - 994*q^18*t^14 - 69*q^17*t^15 + 180*q^16*t^16 - 118*q^15*t^17 - 28*q^14*t^18 + 26*q^13*t^19 + q^12*t^20 - q^30*t + 34*q^29*t^2 - 93*q^28*t^3 + 185*q^27*t^4 - 280*q^26*t^5 - 1225*q^25*t^6 + 978*q^24*t^7 + 368*q^23*t^8 - 1448*q^22*t^9 + 730*q^21*t^10 - 1309*q^20*t^11 - 2319*q^19*t^12 + 848*q^18*t^13 + 1075*q^17*t^14 - 537*q^16*t^15 - 472*q^15*t^16 + 30*q^14*t^17 - 114*q^13*t^18 - 72*q^12*t^19 + 4*q^11*t^20 - q^30 - 4*q^29*t - 21*q^28*t^2 - 49*q^27*t^3 + 22*q^26*t^4 + 105*q^25*t^5 + 637*q^24*t^6 - 918*q^23*t^7 - 518*q^22*t^8 + 1458*q^21*t^9 - 363*q^20*t^10 + 2027*q^19*t^11 + 2911*q^18*t^12 - 2051*q^17*t^13 - 978*q^16*t^14 + 1622*q^15*t^15 + 646*q^14*t^16 + 168*q^13*t^17 + 311*q^12*t^18 + 78*q^11*t^19 - 30*q^10*t^20 + 21*q^28*t + 8*q^27*t^2 + 102*q^26*t^3 + 277*q^25*t^4 - 185*q^24*t^5 - 344*q^23*t^6 + 2097*q^22*t^7 + 751*q^21*t^8 - 1828*q^20*t^9 + 1192*q^19*t^10 - 787*q^18*t^11 - 1981*q^17*t^12 + 3461*q^16*t^13 + 1510*q^15*t^14 - 2129*q^14*t^15 - 678*q^13*t^16 - 79*q^12*t^17 - 213*q^11*t^18 + 113*q^10*t^19 + 79*q^9*t^20 - 6*q^8*t^21 - q^7*t^22 - 9*q^27*t - 77*q^26*t^2 - 93*q^25*t^3 - 172*q^24*t^4 - 115*q^23*t^5 + 463*q^22*t^6 - 1322*q^21*t^7 - 1687*q^20*t^8 + 662*q^19*t^9 - 1127*q^18*t^10 + 94*q^17*t^11 - 622*q^16*t^12 - 4600*q^15*t^13 - 782*q^14*t^14 + 1611*q^13*t^15 - 57*q^12*t^16 - 230*q^11*t^17 - 274*q^10*t^18 - 386*q^9*t^19 - 122*q^8*t^20 + 20*q^7*t^21 + 5*q^6*t^22 + 6*q^26*t + 52*q^25*t^2 + 130*q^24*t^3 - 175*q^23*t^4 - 455*q^22*t^5 - 474*q^21*t^6 + 379*q^20*t^7 + 1277*q^19*t^8 - 694*q^18*t^9 + 770*q^17*t^10 + 419*q^16*t^11 - 750*q^15*t^12 + 3700*q^14*t^13 + 990*q^13*t^14 - 1906*q^12*t^15 + 415*q^11*t^16 + 761*q^10*t^17 + 626*q^9*t^18 + 380*q^8*t^19 + 49*q^7*t^20 - 32*q^6*t^21 - 8*q^5*t^22 - 8*q^25*t - 32*q^24*t^2 + 49*q^23*t^3 + 380*q^22*t^4 + 626*q^21*t^5 + 761*q^20*t^6 + 415*q^19*t^7 - 1906*q^18*t^8 + 990*q^17*t^9 + 3700*q^16*t^10 - 750*q^15*t^11 + 419*q^14*t^12 + 770*q^13*t^13 - 694*q^12*t^14 + 1277*q^11*t^15 + 379*q^10*t^16 - 474*q^9*t^17 - 455*q^8*t^18 - 175*q^7*t^19 + 130*q^6*t^20 + 52*q^5*t^21 + 6*q^4*t^22 + 5*q^24*t + 20*q^23*t^2 - 122*q^22*t^3 - 386*q^21*t^4 - 274*q^20*t^5 - 230*q^19*t^6 - 57*q^18*t^7 + 1611*q^17*t^8 - 782*q^16*t^9 - 4600*q^15*t^10 - 622*q^14*t^11 + 94*q^13*t^12 - 1127*q^12*t^13 + 662*q^11*t^14 - 1687*q^10*t^15 - 1322*q^9*t^16 + 463*q^8*t^17 - 115*q^7*t^18 - 172*q^6*t^19 - 93*q^5*t^20 - 77*q^4*t^21 - 9*q^3*t^22 - q^23*t - 6*q^22*t^2 + 79*q^21*t^3 + 113*q^20*t^4 - 213*q^19*t^5 - 79*q^18*t^6 - 678*q^17*t^7 - 2129*q^16*t^8 + 1510*q^15*t^9 + 3461*q^14*t^10 - 1981*q^13*t^11 - 787*q^12*t^12 + 1192*q^11*t^13 - 1828*q^10*t^14 + 751*q^9*t^15 + 2097*q^8*t^16 - 344*q^7*t^17 - 185*q^6*t^18 + 277*q^5*t^19 + 102*q^4*t^20 + 8*q^3*t^21 + 21*q^2*t^22 - 30*q^20*t^3 + 78*q^19*t^4 + 311*q^18*t^5 + 168*q^17*t^6 + 646*q^16*t^7 + 1622*q^15*t^8 - 978*q^14*t^9 - 2051*q^13*t^10 + 2911*q^12*t^11 + 2027*q^11*t^12 - 363*q^10*t^13 + 1458*q^9*t^14 - 518*q^8*t^15 - 918*q^7*t^16 + 637*q^6*t^17 + 105*q^5*t^18 + 22*q^4*t^19 - 49*q^3*t^20 - 21*q^2*t^21 - 4*q*t^22 - t^23 + 4*q^19*t^3 - 72*q^18*t^4 - 114*q^17*t^5 + 30*q^16*t^6 - 472*q^15*t^7 - 537*q^14*t^8 + 1075*q^13*t^9 + 848*q^12*t^10 - 2319*q^11*t^11 - 1309*q^10*t^12 + 730*q^9*t^13 - 1448*q^8*t^14 + 368*q^7*t^15 + 978*q^6*t^16 - 1225*q^5*t^17 - 280*q^4*t^18 + 185*q^3*t^19 - 93*q^2*t^20 + 34*q*t^21 - t^22 + q^18*t^3 + 26*q^17*t^4 - 28*q^16*t^5 - 118*q^15*t^6 + 180*q^14*t^7 - 69*q^13*t^8 - 994*q^12*t^9 - 534*q^11*t^10 + 961*q^10*t^11 + 670*q^9*t^12 - 1035*q^8*t^13 + 92*q^7*t^14 + 389*q^6*t^15 - 765*q^5*t^16 + 450*q^4*t^17 + 496*q^3*t^18 - 223*q^2*t^19 + 46*q*t^20 - 7*t^21 - 4*q^16*t^4 + 36*q^15*t^5 + 37*q^14*t^6 - 17*q^13*t^7 + 216*q^12*t^8 + 574*q^11*t^9 + 186*q^10*t^10 - 282*q^9*t^11 - 4*q^8*t^12 + 513*q^7*t^13 + 434*q^6*t^14 - 104*q^5*t^15 + 183*q^4*t^16 + q^3*t^17 - 191*q^2*t^18 + 63*q*t^19 - 3*t^20 - 12*q^14*t^5 + 7*q^13*t^6 + 6*q^12*t^7 - 121*q^11*t^8 - 165*q^10*t^9 + 17*q^9*t^10 + 220*q^8*t^11 - 3*q^7*t^12 - 294*q^6*t^13 - 200*q^5*t^14 - 18*q^4*t^15 - 70*q^3*t^16 - 10*q^2*t^17 + 20*q*t^18 - 7*t^19 + q^13*t^5 - 5*q^12*t^6 + q^11*t^7 + 25*q^10*t^8 - 19*q^9*t^9 - 74*q^8*t^10 - 121*q^7*t^11 - 110*q^6*t^12 + 82*q^5*t^13 + 75*q^4*t^14 - 6*q^3*t^15 + 18*q^2*t^16 + 8*q*t^17 - t^18 + q^11*t^6 - 3*q^10*t^7 - q^9*t^8 + 20*q^8*t^9 + 50*q^7*t^10 + 55*q^6*t^11 + 52*q^5*t^12 + 11*q^4*t^13 - 7*q^3*t^14 - 4*q^2*t^15 + q*t^16 - t^17 + q^9*t^7 - q^8*t^8 - 3*q^7*t^9 - 8*q^6*t^10 - 21*q^5*t^11 - 15*q^4*t^12 - 5*q^3*t^13 - 2*q^2*t^14 + 3*q^4*t^11 + 2*q^3*t^12 + q^2*t^13)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 2], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0519] 'FGdrw'

Zeta functions

ask[-]:

(2*q^5*t - q^4*t^2 + q^5 - 2*q^4*t - q^3*t^2 - 5*q^3*t + 5*q^2*t^2 + q^2*t + 2*q*t^2 - t^3 + q*t - 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(2*q^18*t^11 + 4*q^17*t^12 - 5*q^15*t^14 - 2*q^14*t^15 - q^20*t^8 - 4*q^19*t^9 - 14*q^18*t^10 - 6*q^17*t^11 - 4*q^16*t^12 - 16*q^15*t^13 + 20*q^14*t^14 + 28*q^13*t^15 + 7*q^12*t^16 + q^11*t^17 + q^10*t^18 + 3*q^20*t^7 + 20*q^19*t^8 + 13*q^18*t^9 + 51*q^17*t^10 + 62*q^16*t^11 - 22*q^15*t^12 - 14*q^14*t^13 - 18*q^13*t^14 - 63*q^12*t^15 - 61*q^11*t^16 - 28*q^10*t^17 - 7*q^9*t^18 - q^21*t^5 - 7*q^19*t^7 - 36*q^18*t^8 - 156*q^17*t^9 - 90*q^16*t^10 - 5*q^15*t^11 - 94*q^14*t^12 + 109*q^13*t^13 + 130*q^12*t^14 + 48*q^11*t^15 + 135*q^10*t^16 + 110*q^9*t^17 + 50*q^8*t^18 + 5*q^7*t^19 - 2*q^6*t^20 - q^21*t^4 + 8*q^20*t^5 - 84*q^19*t^6 + 165*q^18*t^7 - 25*q^17*t^8 + 164*q^16*t^9 + 602*q^15*t^10 - 265*q^14*t^11 - 91*q^13*t^12 + 100*q^12*t^13 - 262*q^11*t^14 - 197*q^10*t^15 - 163*q^9*t^16 - 144*q^8*t^17 - 141*q^7*t^18 - 38*q^6*t^19 + 8*q^5*t^20 - 3*q^21*t^3 + 51*q^20*t^4 - 149*q^19*t^5 + 338*q^18*t^6 - 84*q^17*t^7 - 599*q^16*t^8 + 338*q^15*t^9 - 705*q^14*t^10 - 540*q^13*t^11 + 686*q^12*t^12 + 136*q^11*t^13 - q^10*t^14 + 246*q^9*t^15 + 287*q^8*t^16 + 156*q^7*t^17 + 115*q^6*t^18 + 99*q^5*t^19 - 7*q^4*t^20 - 8*q^21*t^2 + 49*q^20*t^3 - 175*q^19*t^4 + 161*q^18*t^5 + 106*q^17*t^6 - 939*q^16*t^7 + 866*q^15*t^8 + 902*q^14*t^9 - 549*q^13*t^10 + 822*q^12*t^11 + 243*q^11*t^12 - 614*q^10*t^13 - 430*q^9*t^14 + 77*q^8*t^15 - 62*q^7*t^16 - 350*q^6*t^17 - 9*q^5*t^18 - 75*q^4*t^19 - 15*q^3*t^20 - 2*q^21*t + 26*q^20*t^2 - 31*q^19*t^3 - 82*q^18*t^4 + 479*q^17*t^5 - 606*q^16*t^6 + 312*q^15*t^7 + 1112*q^14*t^8 - 1712*q^13*t^9 - 930*q^12*t^10 + 454*q^11*t^11 - 82*q^10*t^12 - 609*q^9*t^13 + 646*q^8*t^14 + 642*q^7*t^15 - 518*q^6*t^16 + 178*q^5*t^17 + 170*q^4*t^18 - 52*q^3*t^19 + 33*q^2*t^20 - q^21 - 8*q^20*t + 29*q^19*t^2 - 208*q^18*t^3 + 375*q^17*t^4 - 200*q^16*t^5 - 701*q^15*t^6 + 814*q^14*t^7 - 415*q^13*t^8 - 731*q^12*t^9 + 1475*q^11*t^10 + 1475*q^10*t^11 - 731*q^9*t^12 - 415*q^8*t^13 + 814*q^7*t^14 - 701*q^6*t^15 - 200*q^5*t^16 + 375*q^4*t^17 - 208*q^3*t^18 + 29*q^2*t^19 - 8*q*t^20 - t^21 + 33*q^19*t - 52*q^18*t^2 + 170*q^17*t^3 + 178*q^16*t^4 - 518*q^15*t^5 + 642*q^14*t^6 + 646*q^13*t^7 - 609*q^12*t^8 - 82*q^11*t^9 + 454*q^10*t^10 - 930*q^9*t^11 - 1712*q^8*t^12 + 1112*q^7*t^13 + 312*q^6*t^14 - 606*q^5*t^15 + 479*q^4*t^16 - 82*q^3*t^17 - 31*q^2*t^18 + 26*q*t^19 - 2*t^20 - 15*q^18*t - 75*q^17*t^2 - 9*q^16*t^3 - 350*q^15*t^4 - 62*q^14*t^5 + 77*q^13*t^6 - 430*q^12*t^7 - 614*q^11*t^8 + 243*q^10*t^9 + 822*q^9*t^10 - 549*q^8*t^11 + 902*q^7*t^12 + 866*q^6*t^13 - 939*q^5*t^14 + 106*q^4*t^15 + 161*q^3*t^16 - 175*q^2*t^17 + 49*q*t^18 - 8*t^19 - 7*q^17*t + 99*q^16*t^2 + 115*q^15*t^3 + 156*q^14*t^4 + 287*q^13*t^5 + 246*q^12*t^6 - q^11*t^7 + 136*q^10*t^8 + 686*q^9*t^9 - 540*q^8*t^10 - 705*q^7*t^11 + 338*q^6*t^12 - 599*q^5*t^13 - 84*q^4*t^14 + 338*q^3*t^15 - 149*q^2*t^16 + 51*q*t^17 - 3*t^18 + 8*q^16*t - 38*q^15*t^2 - 141*q^14*t^3 - 144*q^13*t^4 - 163*q^12*t^5 - 197*q^11*t^6 - 262*q^10*t^7 + 100*q^9*t^8 - 91*q^8*t^9 - 265*q^7*t^10 + 602*q^6*t^11 + 164*q^5*t^12 - 25*q^4*t^13 + 165*q^3*t^14 - 84*q^2*t^15 + 8*q*t^16 - t^17 - 2*q^15*t + 5*q^14*t^2 + 50*q^13*t^3 + 110*q^12*t^4 + 135*q^11*t^5 + 48*q^10*t^6 + 130*q^9*t^7 + 109*q^8*t^8 - 94*q^7*t^9 - 5*q^6*t^10 - 90*q^5*t^11 - 156*q^4*t^12 - 36*q^3*t^13 - 7*q^2*t^14 - t^16 - 7*q^12*t^3 - 28*q^11*t^4 - 61*q^10*t^5 - 63*q^9*t^6 - 18*q^8*t^7 - 14*q^7*t^8 - 22*q^6*t^9 + 62*q^5*t^10 + 51*q^4*t^11 + 13*q^3*t^12 + 20*q^2*t^13 + 3*q*t^14 + q^11*t^3 + q^10*t^4 + 7*q^9*t^5 + 28*q^8*t^6 + 20*q^7*t^7 - 16*q^6*t^8 - 4*q^5*t^9 - 6*q^4*t^10 - 14*q^3*t^11 - 4*q^2*t^12 - q*t^13 - 2*q^7*t^6 - 5*q^6*t^7 + 4*q^4*t^9 + 2*q^3*t^10)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0520] 'FGdvw'

Zeta functions

ask[-]:

-(q^6*t - 3*q^5*t^2 + q^4*t^3 + q^6 - q^5*t + 3*q^4*t^2 + q^3*t^3 - 6*q^4*t + 6*q^3*t^2 - 6*q^2*t^3 + q^3*t + 3*q^2*t^2 - q*t^3 + t^4 + q^2*t - 3*q*t^2 + t^3)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^35*t^16 + 3*q^34*t^17 + 4*q^33*t^18 + 2*q^32*t^19 - 2*q^36*t^14 - 8*q^35*t^15 - 23*q^34*t^16 - 26*q^33*t^17 - 28*q^32*t^18 - 35*q^31*t^19 - 8*q^30*t^20 - 2*q^37*t^12 + 15*q^36*t^13 + 27*q^35*t^14 + 13*q^34*t^15 + 117*q^33*t^16 + 203*q^32*t^17 + 120*q^31*t^18 + 138*q^30*t^19 + 70*q^29*t^20 + 7*q^28*t^21 + 3*q^27*t^22 - q^26*t^23 + q^39*t^9 + 2*q^38*t^10 - 19*q^37*t^11 + 28*q^36*t^12 + 74*q^35*t^13 - 127*q^34*t^14 - 126*q^33*t^15 - 166*q^32*t^16 - 685*q^31*t^17 - 530*q^30*t^18 - 223*q^29*t^19 - 183*q^28*t^20 - 12*q^27*t^21 + 4*q^26*t^22 + 2*q^25*t^23 - q^39*t^8 + 3*q^38*t^9 - 18*q^37*t^10 - 146*q^36*t^11 - 82*q^35*t^12 - 338*q^34*t^13 - 348*q^33*t^14 + 494*q^32*t^15 + 532*q^31*t^16 + 794*q^30*t^17 + 1198*q^29*t^18 + 221*q^28*t^19 - 17*q^27*t^20 - 111*q^26*t^21 - 132*q^25*t^22 - 18*q^24*t^23 - q^23*t^24 - 5*q^39*t^7 + q^38*t^8 + 170*q^37*t^9 - 30*q^36*t^10 + 440*q^35*t^11 + 1317*q^34*t^12 + 507*q^33*t^13 + 794*q^32*t^14 + 729*q^31*t^15 - 1375*q^30*t^16 - 863*q^29*t^17 - 514*q^28*t^18 + 367*q^27*t^19 + 1032*q^26*t^20 + 565*q^25*t^21 + 466*q^24*t^22 + 109*q^23*t^23 - 8*q^22*t^24 + 8*q^21*t^25 + 3*q^39*t^6 - 43*q^38*t^7 + 49*q^37*t^8 - 156*q^36*t^9 - 830*q^35*t^10 + 59*q^34*t^11 - 2247*q^33*t^12 - 3464*q^32*t^13 + 435*q^31*t^14 - 1059*q^30*t^15 - 588*q^29*t^16 + 1251*q^28*t^17 - 1389*q^27*t^18 - 2246*q^26*t^19 - 2686*q^25*t^20 - 1419*q^24*t^21 - 500*q^23*t^22 - 122*q^22*t^23 + 63*q^21*t^24 - 24*q^20*t^25 + 3*q^19*t^26 + 14*q^39*t^5 - 4*q^38*t^6 - 263*q^37*t^7 + 453*q^36*t^8 - 1054*q^35*t^9 + 114*q^34*t^10 + 2014*q^33*t^11 - 440*q^32*t^12 + 3703*q^31*t^13 + 2172*q^30*t^14 - 2861*q^29*t^15 + 1337*q^28*t^16 + 246*q^27*t^17 + 2551*q^26*t^18 + 4390*q^25*t^19 + 2522*q^24*t^20 + 1455*q^23*t^21 - 101*q^22*t^22 - 484*q^21*t^23 - 220*q^20*t^24 - 4*q^19*t^25 - 16*q^18*t^26 - 4*q^17*t^27 - 8*q^39*t^4 + 99*q^38*t^5 - 248*q^37*t^6 + 1238*q^36*t^7 + 732*q^35*t^8 - 101*q^34*t^9 + 4952*q^33*t^10 - 213*q^32*t^11 - 3060*q^31*t^12 + 3299*q^30*t^13 + 241*q^29*t^14 + 2848*q^28*t^15 + 2377*q^27*t^16 - 226*q^26*t^17 - 451*q^25*t^18 - 4357*q^24*t^19 - 322*q^23*t^20 + 1725*q^22*t^21 + 1267*q^21*t^22 + 1291*q^20*t^23 + 337*q^19*t^24 + 49*q^18*t^25 + 53*q^17*t^26 + 9*q^16*t^27 - q^15*t^28 + q^40*t^2 - 23*q^39*t^3 + 77*q^38*t^4 - 202*q^37*t^5 - 388*q^36*t^6 - 196*q^35*t^7 - 4216*q^34*t^8 - 1686*q^33*t^9 - 1580*q^32*t^10 - 6969*q^31*t^11 + 2149*q^30*t^12 + 822*q^29*t^13 - 8040*q^28*t^14 - 5807*q^27*t^15 - 5224*q^26*t^16 - 575*q^25*t^17 - 2313*q^24*t^18 - 1746*q^23*t^19 - 1277*q^22*t^20 - 4152*q^21*t^21 - 2420*q^20*t^22 - 1020*q^19*t^23 - 136*q^18*t^24 + 92*q^17*t^25 - 68*q^16*t^26 + 4*q^15*t^27 + 2*q^14*t^28 + q^13*t^29 - 12*q^39*t^2 + q^38*t^3 + 111*q^37*t^4 - 763*q^36*t^5 + 1254*q^35*t^6 + 781*q^34*t^7 + 176*q^33*t^8 + 5685*q^32*t^9 + 760*q^31*t^10 - 3267*q^30*t^11 + 63*q^29*t^12 - 1239*q^28*t^13 + 6410*q^27*t^14 + 4957*q^26*t^15 + 4857*q^25*t^16 + 6601*q^24*t^17 - 2184*q^23*t^18 + 2326*q^22*t^19 + 4464*q^21*t^20 + 1236*q^20*t^21 + 956*q^19*t^22 - 287*q^18*t^23 - 377*q^17*t^24 + 24*q^16*t^25 + 32*q^15*t^26 - 23*q^14*t^27 + 9*q^13*t^28 - q^12*t^29 + q^40 + 9*q^39*t - 4*q^38*t^2 + 228*q^37*t^3 - 72*q^36*t^4 + 907*q^35*t^5 + 1733*q^34*t^6 - 2200*q^33*t^7 + 846*q^32*t^8 + 3812*q^31*t^9 + 128*q^30*t^10 + 7324*q^29*t^11 + 10048*q^28*t^12 + 4762*q^27*t^13 - 5477*q^26*t^14 - 9254*q^25*t^15 + 8009*q^24*t^16 - 644*q^23*t^17 - 2726*q^22*t^18 + 6869*q^21*t^19 - 268*q^20*t^20 + 783*q^19*t^21 + 1706*q^18*t^22 + 278*q^17*t^23 + 230*q^16*t^24 - 641*q^15*t^25 - 279*q^14*t^26 - 19*q^13*t^27 - 47*q^12*t^28 - 2*q^11*t^29 - 32*q^38*t - 52*q^37*t^2 - 176*q^36*t^3 - 957*q^35*t^4 - 732*q^34*t^5 - 1755*q^33*t^6 - 1770*q^32*t^7 + 78*q^31*t^8 - 4313*q^30*t^9 - 8417*q^29*t^10 - 9890*q^28*t^11 - 8548*q^27*t^12 + 3139*q^26*t^13 - 2687*q^25*t^14 + 826*q^24*t^15 + 3110*q^23*t^16 - 13620*q^22*t^17 - 6061*q^21*t^18 - 2466*q^20*t^19 - 3368*q^19*t^20 - 1407*q^18*t^21 - 1433*q^17*t^22 + 2469*q^16*t^23 + 2031*q^15*t^24 + 951*q^14*t^25 + 480*q^13*t^26 + 48*q^12*t^27 + 39*q^11*t^28 - 16*q^10*t^29 - q^9*t^30 + 22*q^37*t + 189*q^36*t^2 + 122*q^35*t^3 + 692*q^34*t^4 + 1641*q^33*t^5 - 95*q^32*t^6 - 1045*q^31*t^7 + 1299*q^30*t^8 + 2412*q^29*t^9 + 3965*q^28*t^10 + 1143*q^27*t^11 + 6534*q^26*t^12 - 3133*q^25*t^13 - 18280*q^24*t^14 + 11628*q^23*t^15 + 9952*q^22*t^16 - 2226*q^21*t^17 + 7599*q^20*t^18 + 2482*q^19*t^19 + 1047*q^18*t^20 - 2807*q^17*t^21 - 3087*q^16*t^22 - 2201*q^15*t^23 - 3580*q^14*t^24 - 714*q^13*t^25 + 581*q^12*t^26 + 187*q^11*t^27 + 193*q^10*t^28 + 106*q^9*t^29 + 6*q^8*t^30 - 2*q^7*t^31 - 20*q^36*t - 101*q^35*t^2 - 199*q^34*t^3 + 3*q^33*t^4 - 24*q^32*t^5 + 1152*q^31*t^6 + 3984*q^30*t^7 + 2670*q^29*t^8 + 2005*q^28*t^9 - 940*q^27*t^10 + 733*q^26*t^11 + 13851*q^25*t^12 - 96*q^24*t^13 + 870*q^23*t^14 + 6310*q^22*t^15 - 9438*q^21*t^16 - 1027*q^20*t^17 - 1549*q^19*t^18 + 3392*q^18*t^19 + 3586*q^17*t^20 - 4469*q^16*t^21 + 4646*q^15*t^22 + 3269*q^14*t^23 - 1005*q^13*t^24 - 1404*q^12*t^25 - 2078*q^11*t^26 - 888*q^10*t^27 - 394*q^9*t^28 - 223*q^8*t^29 - 16*q^7*t^30 + 10*q^6*t^31 + 19*q^35*t + 2*q^34*t^2 - 98*q^33*t^3 - 275*q^32*t^4 - 1108*q^31*t^5 - 2734*q^30*t^6 - 4442*q^29*t^7 - 2563*q^28*t^8 + 457*q^27*t^9 - 5937*q^26*t^10 + 295*q^25*t^11 + 1767*q^24*t^12 - 12027*q^23*t^13 + 3109*q^22*t^14 + 6850*q^21*t^15 - 6850*q^19*t^17 - 3109*q^18*t^18 + 12027*q^17*t^19 - 1767*q^16*t^20 - 295*q^15*t^21 + 5937*q^14*t^22 - 457*q^13*t^23 + 2563*q^12*t^24 + 4442*q^11*t^25 + 2734*q^10*t^26 + 1108*q^9*t^27 + 275*q^8*t^28 + 98*q^7*t^29 - 2*q^6*t^30 - 19*q^5*t^31 - 10*q^34*t + 16*q^33*t^2 + 223*q^32*t^3 + 394*q^31*t^4 + 888*q^30*t^5 + 2078*q^29*t^6 + 1404*q^28*t^7 + 1005*q^27*t^8 - 3269*q^26*t^9 - 4646*q^25*t^10 + 4469*q^24*t^11 - 3586*q^23*t^12 - 3392*q^22*t^13 + 1549*q^21*t^14 + 1027*q^20*t^15 + 9438*q^19*t^16 - 6310*q^18*t^17 - 870*q^17*t^18 + 96*q^16*t^19 - 13851*q^15*t^20 - 733*q^14*t^21 + 940*q^13*t^22 - 2005*q^12*t^23 - 2670*q^11*t^24 - 3984*q^10*t^25 - 1152*q^9*t^26 + 24*q^8*t^27 - 3*q^7*t^28 + 199*q^6*t^29 + 101*q^5*t^30 + 20*q^4*t^31 + 2*q^33*t - 6*q^32*t^2 - 106*q^31*t^3 - 193*q^30*t^4 - 187*q^29*t^5 - 581*q^28*t^6 + 714*q^27*t^7 + 3580*q^26*t^8 + 2201*q^25*t^9 + 3087*q^24*t^10 + 2807*q^23*t^11 - 1047*q^22*t^12 - 2482*q^21*t^13 - 7599*q^20*t^14 + 2226*q^19*t^15 - 9952*q^18*t^16 - 11628*q^17*t^17 + 18280*q^16*t^18 + 3133*q^15*t^19 - 6534*q^14*t^20 - 1143*q^13*t^21 - 3965*q^12*t^22 - 2412*q^11*t^23 - 1299*q^10*t^24 + 1045*q^9*t^25 + 95*q^8*t^26 - 1641*q^7*t^27 - 692*q^6*t^28 - 122*q^5*t^29 - 189*q^4*t^30 - 22*q^3*t^31 + q^31*t^2 + 16*q^30*t^3 - 39*q^29*t^4 - 48*q^28*t^5 - 480*q^27*t^6 - 951*q^26*t^7 - 2031*q^25*t^8 - 2469*q^24*t^9 + 1433*q^23*t^10 + 1407*q^22*t^11 + 3368*q^21*t^12 + 2466*q^20*t^13 + 6061*q^19*t^14 + 13620*q^18*t^15 - 3110*q^17*t^16 - 826*q^16*t^17 + 2687*q^15*t^18 - 3139*q^14*t^19 + 8548*q^13*t^20 + 9890*q^12*t^21 + 8417*q^11*t^22 + 4313*q^10*t^23 - 78*q^9*t^24 + 1770*q^8*t^25 + 1755*q^7*t^26 + 732*q^6*t^27 + 957*q^5*t^28 + 176*q^4*t^29 + 52*q^3*t^30 + 32*q^2*t^31 + 2*q^29*t^3 + 47*q^28*t^4 + 19*q^27*t^5 + 279*q^26*t^6 + 641*q^25*t^7 - 230*q^24*t^8 - 278*q^23*t^9 - 1706*q^22*t^10 - 783*q^21*t^11 + 268*q^20*t^12 - 6869*q^19*t^13 + 2726*q^18*t^14 + 644*q^17*t^15 - 8009*q^16*t^16 + 9254*q^15*t^17 + 5477*q^14*t^18 - 4762*q^13*t^19 - 10048*q^12*t^20 - 7324*q^11*t^21 - 128*q^10*t^22 - 3812*q^9*t^23 - 846*q^8*t^24 + 2200*q^7*t^25 - 1733*q^6*t^26 - 907*q^5*t^27 + 72*q^4*t^28 - 228*q^3*t^29 + 4*q^2*t^30 - 9*q*t^31 - t^32 + q^28*t^3 - 9*q^27*t^4 + 23*q^26*t^5 - 32*q^25*t^6 - 24*q^24*t^7 + 377*q^23*t^8 + 287*q^22*t^9 - 956*q^21*t^10 - 1236*q^20*t^11 - 4464*q^19*t^12 - 2326*q^18*t^13 + 2184*q^17*t^14 - 6601*q^16*t^15 - 4857*q^15*t^16 - 4957*q^14*t^17 - 6410*q^13*t^18 + 1239*q^12*t^19 - 63*q^11*t^20 + 3267*q^10*t^21 - 760*q^9*t^22 - 5685*q^8*t^23 - 176*q^7*t^24 - 781*q^6*t^25 - 1254*q^5*t^26 + 763*q^4*t^27 - 111*q^3*t^28 - q^2*t^29 + 12*q*t^30 - q^27*t^3 - 2*q^26*t^4 - 4*q^25*t^5 + 68*q^24*t^6 - 92*q^23*t^7 + 136*q^22*t^8 + 1020*q^21*t^9 + 2420*q^20*t^10 + 4152*q^19*t^11 + 1277*q^18*t^12 + 1746*q^17*t^13 + 2313*q^16*t^14 + 575*q^15*t^15 + 5224*q^14*t^16 + 5807*q^13*t^17 + 8040*q^12*t^18 - 822*q^11*t^19 - 2149*q^10*t^20 + 6969*q^9*t^21 + 1580*q^8*t^22 + 1686*q^7*t^23 + 4216*q^6*t^24 + 196*q^5*t^25 + 388*q^4*t^26 + 202*q^3*t^27 - 77*q^2*t^28 + 23*q*t^29 - t^30 + q^25*t^4 - 9*q^24*t^5 - 53*q^23*t^6 - 49*q^22*t^7 - 337*q^21*t^8 - 1291*q^20*t^9 - 1267*q^19*t^10 - 1725*q^18*t^11 + 322*q^17*t^12 + 4357*q^16*t^13 + 451*q^15*t^14 + 226*q^14*t^15 - 2377*q^13*t^16 - 2848*q^12*t^17 - 241*q^11*t^18 - 3299*q^10*t^19 + 3060*q^9*t^20 + 213*q^8*t^21 - 4952*q^7*t^22 + 101*q^6*t^23 - 732*q^5*t^24 - 1238*q^4*t^25 + 248*q^3*t^26 - 99*q^2*t^27 + 8*q*t^28 + 4*q^23*t^5 + 16*q^22*t^6 + 4*q^21*t^7 + 220*q^20*t^8 + 484*q^19*t^9 + 101*q^18*t^10 - 1455*q^17*t^11 - 2522*q^16*t^12 - 4390*q^15*t^13 - 2551*q^14*t^14 - 246*q^13*t^15 - 1337*q^12*t^16 + 2861*q^11*t^17 - 2172*q^10*t^18 - 3703*q^9*t^19 + 440*q^8*t^20 - 2014*q^7*t^21 - 114*q^6*t^22 + 1054*q^5*t^23 - 453*q^4*t^24 + 263*q^3*t^25 + 4*q^2*t^26 - 14*q*t^27 - 3*q^21*t^6 + 24*q^20*t^7 - 63*q^19*t^8 + 122*q^18*t^9 + 500*q^17*t^10 + 1419*q^16*t^11 + 2686*q^15*t^12 + 2246*q^14*t^13 + 1389*q^13*t^14 - 1251*q^12*t^15 + 588*q^11*t^16 + 1059*q^10*t^17 - 435*q^9*t^18 + 3464*q^8*t^19 + 2247*q^7*t^20 - 59*q^6*t^21 + 830*q^5*t^22 + 156*q^4*t^23 - 49*q^3*t^24 + 43*q^2*t^25 - 3*q*t^26 - 8*q^19*t^7 + 8*q^18*t^8 - 109*q^17*t^9 - 466*q^16*t^10 - 565*q^15*t^11 - 1032*q^14*t^12 - 367*q^13*t^13 + 514*q^12*t^14 + 863*q^11*t^15 + 1375*q^10*t^16 - 729*q^9*t^17 - 794*q^8*t^18 - 507*q^7*t^19 - 1317*q^6*t^20 - 440*q^5*t^21 + 30*q^4*t^22 - 170*q^3*t^23 - q^2*t^24 + 5*q*t^25 + q^17*t^8 + 18*q^16*t^9 + 132*q^15*t^10 + 111*q^14*t^11 + 17*q^13*t^12 - 221*q^12*t^13 - 1198*q^11*t^14 - 794*q^10*t^15 - 532*q^9*t^16 - 494*q^8*t^17 + 348*q^7*t^18 + 338*q^6*t^19 + 82*q^5*t^20 + 146*q^4*t^21 + 18*q^3*t^22 - 3*q^2*t^23 + q*t^24 - 2*q^15*t^9 - 4*q^14*t^10 + 12*q^13*t^11 + 183*q^12*t^12 + 223*q^11*t^13 + 530*q^10*t^14 + 685*q^9*t^15 + 166*q^8*t^16 + 126*q^7*t^17 + 127*q^6*t^18 - 74*q^5*t^19 - 28*q^4*t^20 + 19*q^3*t^21 - 2*q^2*t^22 - q*t^23 + q^14*t^9 - 3*q^13*t^10 - 7*q^12*t^11 - 70*q^11*t^12 - 138*q^10*t^13 - 120*q^9*t^14 - 203*q^8*t^15 - 117*q^7*t^16 - 13*q^6*t^17 - 27*q^5*t^18 - 15*q^4*t^19 + 2*q^3*t^20 + 8*q^10*t^12 + 35*q^9*t^13 + 28*q^8*t^14 + 26*q^7*t^15 + 23*q^6*t^16 + 8*q^5*t^17 + 2*q^4*t^18 - 2*q^8*t^13 - 4*q^7*t^14 - 3*q^6*t^15 - q^5*t^16)/((q^5 - t^2)*(q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0521] 'FGdzw'

Zeta functions

ask[-]:

(q^4*t + q^4 - 4*q^2*t + t^2 + t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

(2*q^14*t^12 - q^16*t^9 - q^15*t^10 - 8*q^14*t^11 - 10*q^13*t^12 + 7*q^12*t^13 - 9*q^11*t^14 - 4*q^10*t^15 + 4*q^9*t^16 - q^17*t^7 + 6*q^16*t^8 + 18*q^15*t^9 - 9*q^14*t^10 + 23*q^13*t^11 + 57*q^12*t^12 - 3*q^11*t^13 + 7*q^10*t^14 + 14*q^9*t^15 - q^8*t^16 - 3*q^7*t^17 - 2*q^6*t^18 - 3*q^17*t^6 + 7*q^16*t^7 - 52*q^15*t^8 - 7*q^14*t^9 + 35*q^13*t^10 - 137*q^12*t^11 - 69*q^11*t^12 - 44*q^10*t^13 - 21*q^9*t^14 + 22*q^8*t^15 - 29*q^7*t^16 + q^6*t^17 + 11*q^5*t^18 + 2*q^18*t^4 - 9*q^17*t^5 + 59*q^16*t^6 - 131*q^15*t^7 + 163*q^14*t^8 + 146*q^13*t^9 - 374*q^12*t^10 + 395*q^11*t^11 + 261*q^10*t^12 - 157*q^9*t^13 + 89*q^8*t^14 - 10*q^7*t^15 + 6*q^6*t^16 + 22*q^5*t^17 - 20*q^4*t^18 + 4*q^18*t^3 - 47*q^17*t^4 + 132*q^16*t^5 - 189*q^15*t^6 + 84*q^14*t^7 + 323*q^13*t^8 - 704*q^12*t^9 + 405*q^11*t^10 + 331*q^10*t^11 - 972*q^9*t^12 + 247*q^8*t^13 + 288*q^7*t^14 - 225*q^6*t^15 + 40*q^5*t^16 - 11*q^4*t^17 + 8*q^3*t^18 + 7*q^18*t^2 - 44*q^17*t^3 + 166*q^16*t^4 - 168*q^15*t^5 - 342*q^14*t^6 + 809*q^13*t^7 - 734*q^12*t^8 - 443*q^11*t^9 + 1238*q^10*t^10 - 1112*q^9*t^11 + 160*q^8*t^12 + 717*q^7*t^13 - 731*q^6*t^14 + 97*q^5*t^15 + 144*q^4*t^16 - 64*q^3*t^17 + 14*q^2*t^18 + 2*q^18*t - 26*q^17*t^2 + 34*q^16*t^3 + 34*q^15*t^4 - 393*q^14*t^5 + 1003*q^13*t^6 - 229*q^12*t^7 - 1271*q^11*t^8 + 2169*q^10*t^9 - 402*q^9*t^10 - 1135*q^8*t^11 + 1370*q^7*t^12 - 331*q^6*t^13 - 145*q^5*t^14 + 337*q^4*t^15 - 177*q^3*t^16 + 21*q^2*t^17 - 2*q*t^18 - t^19 + q^18 + 2*q^17*t - 21*q^16*t^2 + 177*q^15*t^3 - 337*q^14*t^4 + 145*q^13*t^5 + 331*q^12*t^6 - 1370*q^11*t^7 + 1135*q^10*t^8 + 402*q^9*t^9 - 2169*q^8*t^10 + 1271*q^7*t^11 + 229*q^6*t^12 - 1003*q^5*t^13 + 393*q^4*t^14 - 34*q^3*t^15 - 34*q^2*t^16 + 26*q*t^17 - 2*t^18 - 14*q^16*t + 64*q^15*t^2 - 144*q^14*t^3 - 97*q^13*t^4 + 731*q^12*t^5 - 717*q^11*t^6 - 160*q^10*t^7 + 1112*q^9*t^8 - 1238*q^8*t^9 + 443*q^7*t^10 + 734*q^6*t^11 - 809*q^5*t^12 + 342*q^4*t^13 + 168*q^3*t^14 - 166*q^2*t^15 + 44*q*t^16 - 7*t^17 - 8*q^15*t + 11*q^14*t^2 - 40*q^13*t^3 + 225*q^12*t^4 - 288*q^11*t^5 - 247*q^10*t^6 + 972*q^9*t^7 - 331*q^8*t^8 - 405*q^7*t^9 + 704*q^6*t^10 - 323*q^5*t^11 - 84*q^4*t^12 + 189*q^3*t^13 - 132*q^2*t^14 + 47*q*t^15 - 4*t^16 + 20*q^14*t - 22*q^13*t^2 - 6*q^12*t^3 + 10*q^11*t^4 - 89*q^10*t^5 + 157*q^9*t^6 - 261*q^8*t^7 - 395*q^7*t^8 + 374*q^6*t^9 - 146*q^5*t^10 - 163*q^4*t^11 + 131*q^3*t^12 - 59*q^2*t^13 + 9*q*t^14 - 2*t^15 - 11*q^13*t - q^12*t^2 + 29*q^11*t^3 - 22*q^10*t^4 + 21*q^9*t^5 + 44*q^8*t^6 + 69*q^7*t^7 + 137*q^6*t^8 - 35*q^5*t^9 + 7*q^4*t^10 + 52*q^3*t^11 - 7*q^2*t^12 + 3*q*t^13 + 2*q^12*t + 3*q^11*t^2 + q^10*t^3 - 14*q^9*t^4 - 7*q^8*t^5 + 3*q^7*t^6 - 57*q^6*t^7 - 23*q^5*t^8 + 9*q^4*t^9 - 18*q^3*t^10 - 6*q^2*t^11 + q*t^12 - 4*q^9*t^3 + 4*q^8*t^4 + 9*q^7*t^5 - 7*q^6*t^6 + 10*q^5*t^7 + 8*q^4*t^8 + q^3*t^9 + q^2*t^10 - 2*q^4*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0522] 'FGd~w'

Zeta functions

ask[-]:

(2*q^5*t^2 - q^4*t^3 - q^6 - 3*q^4*t^2 + 5*q^4*t - 4*q^3*t^2 + 5*q^2*t^3 - 3*q^2*t^2 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(q^28*t^11 - q^27*t^12 + q^26*t^13 - 2*q^25*t^14 - 3*q^29*t^9 - 2*q^28*t^10 + q^27*t^11 + 9*q^26*t^12 - 8*q^25*t^13 + 9*q^24*t^14 + 3*q^23*t^15 - q^22*t^16 + q^21*t^17 + q^30*t^7 + 4*q^29*t^8 - 4*q^28*t^9 + 18*q^27*t^10 + 10*q^26*t^11 - 47*q^25*t^12 - 5*q^24*t^13 + 6*q^23*t^14 - 11*q^22*t^15 + 2*q^21*t^16 - 3*q^20*t^17 - q^30*t^6 + 18*q^29*t^7 - 16*q^28*t^8 - 17*q^27*t^9 - 16*q^26*t^10 - 6*q^25*t^11 + 23*q^24*t^12 + 64*q^23*t^13 - 10*q^22*t^14 + q^21*t^15 - 15*q^20*t^16 - 4*q^19*t^17 - 6*q^30*t^5 - 12*q^29*t^6 - 12*q^28*t^7 - 56*q^27*t^8 + 63*q^26*t^9 + 189*q^25*t^10 - 104*q^24*t^11 - 57*q^23*t^12 + 22*q^22*t^13 + 2*q^21*t^14 + 3*q^20*t^15 + 33*q^19*t^16 + 38*q^18*t^17 + 6*q^17*t^18 - 4*q^16*t^19 + 6*q^30*t^4 - 30*q^29*t^5 + 113*q^28*t^6 - q^27*t^7 - 50*q^26*t^8 + 98*q^25*t^9 - 314*q^24*t^10 - 128*q^23*t^11 + 334*q^22*t^12 - 72*q^21*t^13 - 107*q^20*t^14 - 44*q^19*t^15 - 70*q^18*t^16 - 32*q^17*t^17 + 12*q^16*t^18 + 13*q^15*t^19 - q^14*t^20 - q^31*t^2 + 12*q^30*t^3 - 27*q^29*t^4 + 79*q^28*t^5 - q^27*t^6 - 285*q^26*t^7 + 100*q^25*t^8 + 296*q^24*t^9 - 86*q^23*t^10 + 29*q^22*t^11 - 212*q^21*t^12 + 35*q^20*t^13 + 105*q^19*t^14 + 3*q^18*t^15 + 159*q^17*t^16 + 13*q^16*t^17 - 118*q^15*t^18 - 29*q^14*t^19 + 4*q^13*t^20 + q^12*t^21 + 7*q^30*t^2 - 7*q^29*t^3 - 109*q^28*t^4 + 57*q^27*t^5 - 65*q^26*t^6 + 4*q^25*t^7 + 468*q^24*t^8 - 288*q^23*t^9 - 487*q^22*t^10 + 541*q^21*t^11 + 585*q^20*t^12 - 211*q^19*t^13 - 251*q^18*t^14 + 214*q^17*t^15 - 10*q^16*t^16 - 8*q^15*t^17 + 170*q^14*t^18 + q^13*t^19 - 11*q^12*t^20 + 3*q^11*t^21 - q^31 - 5*q^30*t + 13*q^29*t^2 - 56*q^28*t^3 + 186*q^27*t^4 + 169*q^26*t^5 - 427*q^25*t^6 - 108*q^24*t^7 + 244*q^23*t^8 - 132*q^22*t^9 + 187*q^21*t^10 - 152*q^20*t^11 - 464*q^19*t^12 - 106*q^18*t^13 - 17*q^17*t^14 + 4*q^16*t^15 - 25*q^15*t^16 - 201*q^14*t^17 - 96*q^13*t^18 + 118*q^12*t^19 + 42*q^11*t^20 - 15*q^10*t^21 + 12*q^29*t + 4*q^28*t^2 - 31*q^27*t^3 - 2*q^26*t^4 - 74*q^25*t^5 + 90*q^24*t^6 + 548*q^23*t^7 - 11*q^22*t^8 - 982*q^21*t^9 - 475*q^20*t^10 + 950*q^19*t^11 + 477*q^18*t^12 - 961*q^17*t^13 + 127*q^16*t^14 + 509*q^15*t^15 - 387*q^14*t^16 + 86*q^13*t^17 + 77*q^12*t^18 - 179*q^11*t^19 - 21*q^10*t^20 + 23*q^9*t^21 - 9*q^8*t^22 - q^7*t^23 + 6*q^28*t - 56*q^27*t^2 + 18*q^26*t^3 + 175*q^25*t^4 - 236*q^24*t^5 - 376*q^23*t^6 + 298*q^22*t^7 + 242*q^21*t^8 + 298*q^20*t^9 + 579*q^19*t^10 - 84*q^18*t^11 - 677*q^17*t^12 + 261*q^16*t^13 + 1016*q^15*t^14 + 41*q^14*t^15 - 164*q^13*t^16 - 20*q^12*t^17 + 129*q^11*t^18 + 142*q^10*t^19 - 98*q^9*t^20 - 57*q^8*t^21 + 28*q^7*t^22 + 5*q^6*t^23 - 3*q^27*t + 22*q^26*t^2 + 19*q^25*t^3 - 110*q^24*t^4 - 58*q^23*t^5 + 305*q^22*t^6 + 54*q^21*t^7 - 497*q^20*t^8 - 788*q^19*t^9 + 346*q^18*t^10 + 1598*q^17*t^11 - 880*q^16*t^12 - 1116*q^15*t^13 + 423*q^14*t^14 - 336*q^13*t^15 - 189*q^12*t^16 + 293*q^11*t^17 - 2*q^10*t^18 - 131*q^9*t^19 + 92*q^8*t^20 + 82*q^7*t^21 - 28*q^6*t^22 - 6*q^5*t^23 - 6*q^26*t - 28*q^25*t^2 + 82*q^24*t^3 + 92*q^23*t^4 - 131*q^22*t^5 - 2*q^21*t^6 + 293*q^20*t^7 - 189*q^19*t^8 - 336*q^18*t^9 + 423*q^17*t^10 - 1116*q^16*t^11 - 880*q^15*t^12 + 1598*q^14*t^13 + 346*q^13*t^14 - 788*q^12*t^15 - 497*q^11*t^16 + 54*q^10*t^17 + 305*q^9*t^18 - 58*q^8*t^19 - 110*q^7*t^20 + 19*q^6*t^21 + 22*q^5*t^22 - 3*q^4*t^23 + 5*q^25*t + 28*q^24*t^2 - 57*q^23*t^3 - 98*q^22*t^4 + 142*q^21*t^5 + 129*q^20*t^6 - 20*q^19*t^7 - 164*q^18*t^8 + 41*q^17*t^9 + 1016*q^16*t^10 + 261*q^15*t^11 - 677*q^14*t^12 - 84*q^13*t^13 + 579*q^12*t^14 + 298*q^11*t^15 + 242*q^10*t^16 + 298*q^9*t^17 - 376*q^8*t^18 - 236*q^7*t^19 + 175*q^6*t^20 + 18*q^5*t^21 - 56*q^4*t^22 + 6*q^3*t^23 - q^24*t - 9*q^23*t^2 + 23*q^22*t^3 - 21*q^21*t^4 - 179*q^20*t^5 + 77*q^19*t^6 + 86*q^18*t^7 - 387*q^17*t^8 + 509*q^16*t^9 + 127*q^15*t^10 - 961*q^14*t^11 + 477*q^13*t^12 + 950*q^12*t^13 - 475*q^11*t^14 - 982*q^10*t^15 - 11*q^9*t^16 + 548*q^8*t^17 + 90*q^7*t^18 - 74*q^6*t^19 - 2*q^5*t^20 - 31*q^4*t^21 + 4*q^3*t^22 + 12*q^2*t^23 - 15*q^21*t^3 + 42*q^20*t^4 + 118*q^19*t^5 - 96*q^18*t^6 - 201*q^17*t^7 - 25*q^16*t^8 + 4*q^15*t^9 - 17*q^14*t^10 - 106*q^13*t^11 - 464*q^12*t^12 - 152*q^11*t^13 + 187*q^10*t^14 - 132*q^9*t^15 + 244*q^8*t^16 - 108*q^7*t^17 - 427*q^6*t^18 + 169*q^5*t^19 + 186*q^4*t^20 - 56*q^3*t^21 + 13*q^2*t^22 - 5*q*t^23 - t^24 + 3*q^20*t^3 - 11*q^19*t^4 + q^18*t^5 + 170*q^17*t^6 - 8*q^16*t^7 - 10*q^15*t^8 + 214*q^14*t^9 - 251*q^13*t^10 - 211*q^12*t^11 + 585*q^11*t^12 + 541*q^10*t^13 - 487*q^9*t^14 - 288*q^8*t^15 + 468*q^7*t^16 + 4*q^6*t^17 - 65*q^5*t^18 + 57*q^4*t^19 - 109*q^3*t^20 - 7*q^2*t^21 + 7*q*t^22 + q^19*t^3 + 4*q^18*t^4 - 29*q^17*t^5 - 118*q^16*t^6 + 13*q^15*t^7 + 159*q^14*t^8 + 3*q^13*t^9 + 105*q^12*t^10 + 35*q^11*t^11 - 212*q^10*t^12 + 29*q^9*t^13 - 86*q^8*t^14 + 296*q^7*t^15 + 100*q^6*t^16 - 285*q^5*t^17 - q^4*t^18 + 79*q^3*t^19 - 27*q^2*t^20 + 12*q*t^21 - t^22 - q^17*t^4 + 13*q^16*t^5 + 12*q^15*t^6 - 32*q^14*t^7 - 70*q^13*t^8 - 44*q^12*t^9 - 107*q^11*t^10 - 72*q^10*t^11 + 334*q^9*t^12 - 128*q^8*t^13 - 314*q^7*t^14 + 98*q^6*t^15 - 50*q^5*t^16 - q^4*t^17 + 113*q^3*t^18 - 30*q^2*t^19 + 6*q*t^20 - 4*q^15*t^5 + 6*q^14*t^6 + 38*q^13*t^7 + 33*q^12*t^8 + 3*q^11*t^9 + 2*q^10*t^10 + 22*q^9*t^11 - 57*q^8*t^12 - 104*q^7*t^13 + 189*q^6*t^14 + 63*q^5*t^15 - 56*q^4*t^16 - 12*q^3*t^17 - 12*q^2*t^18 - 6*q*t^19 - 4*q^12*t^7 - 15*q^11*t^8 + q^10*t^9 - 10*q^9*t^10 + 64*q^8*t^11 + 23*q^7*t^12 - 6*q^6*t^13 - 16*q^5*t^14 - 17*q^4*t^15 - 16*q^3*t^16 + 18*q^2*t^17 - q*t^18 - 3*q^11*t^7 + 2*q^10*t^8 - 11*q^9*t^9 + 6*q^8*t^10 - 5*q^7*t^11 - 47*q^6*t^12 + 10*q^5*t^13 + 18*q^4*t^14 - 4*q^3*t^15 + 4*q^2*t^16 + q*t^17 + q^10*t^7 - q^9*t^8 + 3*q^8*t^9 + 9*q^7*t^10 - 8*q^6*t^11 + 9*q^5*t^12 + q^4*t^13 - 2*q^3*t^14 - 3*q^2*t^15 - 2*q^6*t^10 + q^5*t^11 - q^4*t^12 + q^3*t^13)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^4*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0523] 'FGezw'

Zeta functions

ask[-]:

ask[+]:

-(q^15*t^13 - 3*q^14*t^14 + 2*q^13*t^15 - 4*q^12*t^16 + 3*q^11*t^17 - 2*q^16*t^11 + 5*q^14*t^13 + 15*q^13*t^14 - 24*q^12*t^15 + 33*q^11*t^16 - 6*q^10*t^17 - 10*q^9*t^18 + 4*q^16*t^10 - 12*q^15*t^11 + 30*q^14*t^12 - 13*q^13*t^13 - 73*q^12*t^14 + 39*q^11*t^15 - 47*q^10*t^16 - 18*q^9*t^17 + 32*q^8*t^18 + 4*q^7*t^19 + 2*q^6*t^20 + 18*q^16*t^9 - 26*q^15*t^10 - 27*q^14*t^11 - 53*q^13*t^12 + 101*q^12*t^13 - 4*q^11*t^14 + 104*q^10*t^15 + 57*q^9*t^16 + 2*q^8*t^17 - 27*q^7*t^18 - 2*q^6*t^19 - 11*q^5*t^20 - 2*q^17*t^7 - 29*q^16*t^8 + 56*q^15*t^9 - 104*q^14*t^10 + 126*q^13*t^11 + 421*q^12*t^12 - 489*q^11*t^13 + 125*q^10*t^14 - 31*q^9*t^15 - 309*q^8*t^16 + 38*q^7*t^17 + 52*q^6*t^18 - 42*q^5*t^19 + 20*q^4*t^20 + 3*q^17*t^6 - 58*q^16*t^7 + 217*q^15*t^8 - 84*q^14*t^9 - 2*q^13*t^10 + 45*q^12*t^11 - 842*q^11*t^12 - 28*q^10*t^13 + 506*q^9*t^14 - 235*q^8*t^15 + 330*q^7*t^16 + 185*q^6*t^17 - 102*q^5*t^18 + 71*q^4*t^19 - 6*q^3*t^20 + 2*q^18*t^4 + 6*q^17*t^5 + 52*q^16*t^6 - 101*q^15*t^7 - 53*q^14*t^8 - 472*q^13*t^9 - 233*q^12*t^10 + 1177*q^11*t^11 + 14*q^10*t^12 + 945*q^9*t^13 - 78*q^8*t^14 - 549*q^7*t^15 - 40*q^6*t^16 - 176*q^5*t^17 - 112*q^4*t^18 + 2*q^3*t^19 - 20*q^2*t^20 - 43*q^17*t^4 + 130*q^16*t^5 - 548*q^15*t^6 + 681*q^14*t^7 + 422*q^13*t^8 - 404*q^12*t^9 + 2039*q^11*t^10 - 1790*q^10*t^11 - 1787*q^9*t^12 + 652*q^8*t^13 - 997*q^7*t^14 + 354*q^6*t^15 + 687*q^5*t^16 - 196*q^4*t^17 + 219*q^3*t^18 + 8*q*t^20 + t^21 + 4*q^18*t^2 - 19*q^17*t^3 + 211*q^16*t^4 - 269*q^15*t^5 + 521*q^14*t^6 + 315*q^13*t^7 - 2258*q^12*t^8 + 188*q^11*t^9 + 105*q^10*t^10 - 1664*q^9*t^11 + 3461*q^8*t^12 + 513*q^7*t^13 - 670*q^6*t^14 + 480*q^5*t^15 - 497*q^4*t^16 - 93*q^3*t^17 - 19*q^2*t^18 - 23*q*t^19 - 23*q^17*t^2 - 19*q^16*t^3 - 93*q^15*t^4 - 497*q^14*t^5 + 480*q^13*t^6 - 670*q^12*t^7 + 513*q^11*t^8 + 3461*q^10*t^9 - 1664*q^9*t^10 + 105*q^8*t^11 + 188*q^7*t^12 - 2258*q^6*t^13 + 315*q^5*t^14 + 521*q^4*t^15 - 269*q^3*t^16 + 211*q^2*t^17 - 19*q*t^18 + 4*t^19 + q^18 + 8*q^17*t + 219*q^15*t^3 - 196*q^14*t^4 + 687*q^13*t^5 + 354*q^12*t^6 - 997*q^11*t^7 + 652*q^10*t^8 - 1787*q^9*t^9 - 1790*q^8*t^10 + 2039*q^7*t^11 - 404*q^6*t^12 + 422*q^5*t^13 + 681*q^4*t^14 - 548*q^3*t^15 + 130*q^2*t^16 - 43*q*t^17 - 20*q^16*t + 2*q^15*t^2 - 112*q^14*t^3 - 176*q^13*t^4 - 40*q^12*t^5 - 549*q^11*t^6 - 78*q^10*t^7 + 945*q^9*t^8 + 14*q^8*t^9 + 1177*q^7*t^10 - 233*q^6*t^11 - 472*q^5*t^12 - 53*q^4*t^13 - 101*q^3*t^14 + 52*q^2*t^15 + 6*q*t^16 + 2*t^17 - 6*q^15*t + 71*q^14*t^2 - 102*q^13*t^3 + 185*q^12*t^4 + 330*q^11*t^5 - 235*q^10*t^6 + 506*q^9*t^7 - 28*q^8*t^8 - 842*q^7*t^9 + 45*q^6*t^10 - 2*q^5*t^11 - 84*q^4*t^12 + 217*q^3*t^13 - 58*q^2*t^14 + 3*q*t^15 + 20*q^14*t - 42*q^13*t^2 + 52*q^12*t^3 + 38*q^11*t^4 - 309*q^10*t^5 - 31*q^9*t^6 + 125*q^8*t^7 - 489*q^7*t^8 + 421*q^6*t^9 + 126*q^5*t^10 - 104*q^4*t^11 + 56*q^3*t^12 - 29*q^2*t^13 - 2*q*t^14 - 11*q^13*t - 2*q^12*t^2 - 27*q^11*t^3 + 2*q^10*t^4 + 57*q^9*t^5 + 104*q^8*t^6 - 4*q^7*t^7 + 101*q^6*t^8 - 53*q^5*t^9 - 27*q^4*t^10 - 26*q^3*t^11 + 18*q^2*t^12 + 2*q^12*t + 4*q^11*t^2 + 32*q^10*t^3 - 18*q^9*t^4 - 47*q^8*t^5 + 39*q^7*t^6 - 73*q^6*t^7 - 13*q^5*t^8 + 30*q^4*t^9 - 12*q^3*t^10 + 4*q^2*t^11 - 10*q^9*t^3 - 6*q^8*t^4 + 33*q^7*t^5 - 24*q^6*t^6 + 15*q^5*t^7 + 5*q^4*t^8 - 2*q^2*t^10 + 3*q^7*t^4 - 4*q^6*t^5 + 2*q^5*t^6 - 3*q^4*t^7 + q^3*t^8)/((q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0524] 'FGfro'

Zeta functions

ask[-]:

-(q^9*t^3 - 4*q^9*t^2 + 2*q^8*t^3 - 2*q^7*t^4 - q^6*t^5 + q^10 + q^9*t + q^8*t^2 + 4*q^7*t^3 + 3*q^5*t^5 - 6*q^8*t + 10*q^7*t^2 - 12*q^6*t^3 - 4*q^5*t^4 + q^4*t^5 - 4*q^7*t + 14*q^6*t^2 - 10*q^5*t^3 + 14*q^4*t^4 - 4*q^3*t^5 + q^6*t - 4*q^5*t^2 - 12*q^4*t^3 + 10*q^3*t^4 - 6*q^2*t^5 + 3*q^5*t + 4*q^3*t^3 + q^2*t^4 + q*t^5 + t^6 - q^4*t - 2*q^3*t^2 + 2*q^2*t^3 - 4*q*t^4 + q*t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(3*q^25*t^16 + 4*q^24*t^17 + 8*q^23*t^18 - 9*q^26*t^14 - 18*q^25*t^15 - 38*q^24*t^16 - 22*q^23*t^17 - 78*q^22*t^18 - 65*q^21*t^19 - 21*q^20*t^20 + 17*q^19*t^21 - 4*q^18*t^22 - 4*q^17*t^23 + 2*q^16*t^24 + 9*q^27*t^12 + 32*q^26*t^13 + 59*q^25*t^14 + 56*q^24*t^15 + 216*q^23*t^16 + 325*q^22*t^17 + 401*q^21*t^18 + 307*q^20*t^19 + 239*q^19*t^20 + 90*q^18*t^21 + 44*q^17*t^22 - 9*q^16*t^23 - 18*q^15*t^24 + 3*q^14*t^25 + q^13*t^26 + q^29*t^9 - 3*q^28*t^10 - 35*q^27*t^11 - 26*q^26*t^12 + 2*q^25*t^13 - 176*q^24*t^14 - 470*q^23*t^15 - 613*q^22*t^16 - 1180*q^21*t^17 - 1663*q^20*t^18 - 1364*q^19*t^19 - 1023*q^18*t^20 - 743*q^17*t^21 - 415*q^16*t^22 - 70*q^15*t^23 + 84*q^14*t^24 + 24*q^13*t^25 - 5*q^12*t^26 - 5*q^11*t^27 - q^29*t^8 + 9*q^28*t^9 - 7*q^27*t^10 - 60*q^26*t^11 - 6*q^25*t^12 + 16*q^24*t^13 - 361*q^23*t^14 + 951*q^22*t^15 + 1986*q^21*t^16 + 2629*q^20*t^17 + 3804*q^19*t^18 + 4595*q^18*t^19 + 3591*q^17*t^20 + 2576*q^16*t^21 + 1647*q^15*t^22 + 722*q^14*t^23 - 34*q^13*t^24 - 112*q^12*t^25 - 17*q^11*t^26 + 14*q^10*t^27 + 3*q^9*t^28 - 5*q^29*t^7 + 9*q^28*t^8 + 138*q^27*t^9 + 32*q^26*t^10 + 106*q^25*t^11 + 1164*q^24*t^12 + 888*q^23*t^13 + 1055*q^22*t^14 + 1197*q^21*t^15 - 1753*q^20*t^16 - 5715*q^19*t^17 - 6660*q^18*t^18 - 8212*q^17*t^19 - 8849*q^16*t^20 - 7322*q^15*t^21 - 4341*q^14*t^22 - 2212*q^13*t^23 - 641*q^12*t^24 + 18*q^11*t^25 + 63*q^10*t^26 + 9*q^9*t^27 - 11*q^8*t^28 + 2*q^7*t^29 + 5*q^29*t^6 - 47*q^28*t^7 + q^27*t^8 - 112*q^26*t^9 - 807*q^25*t^10 - 403*q^24*t^11 - 1437*q^23*t^12 - 6458*q^22*t^13 - 6069*q^21*t^14 - 4019*q^20*t^15 - 4012*q^19*t^16 + 1816*q^18*t^17 + 9741*q^17*t^18 + 12011*q^16*t^19 + 12760*q^15*t^20 + 13250*q^14*t^21 + 10027*q^13*t^22 + 4962*q^12*t^23 + 1807*q^11*t^24 + 544*q^10*t^25 + 96*q^9*t^26 - 48*q^8*t^27 + 9*q^7*t^28 - 12*q^6*t^29 + 12*q^29*t^5 - 13*q^28*t^6 - 161*q^27*t^7 + 374*q^26*t^8 - 303*q^25*t^9 - 858*q^24*t^10 + 3186*q^23*t^11 + 2811*q^22*t^12 + 7933*q^21*t^13 + 18808*q^20*t^14 + 18292*q^19*t^15 + 11120*q^18*t^16 + 9797*q^17*t^17 + 804*q^16*t^18 - 11210*q^15*t^19 - 16156*q^14*t^20 - 15103*q^13*t^21 - 14495*q^12*t^22 - 9459*q^11*t^23 - 3746*q^10*t^24 - 1134*q^9*t^25 - 446*q^8*t^26 - 88*q^7*t^27 + 5*q^6*t^28 + 30*q^5*t^29 - 14*q^29*t^4 + 79*q^28*t^5 - 220*q^27*t^6 + 563*q^26*t^7 + 1260*q^25*t^8 - 439*q^24*t^9 + 3855*q^23*t^10 + 3981*q^22*t^11 - 6809*q^21*t^12 - 11851*q^20*t^13 - 19436*q^19*t^14 - 36681*q^18*t^15 - 36708*q^17*t^16 - 22550*q^16*t^17 - 15550*q^15*t^18 - 7075*q^14*t^19 + 10625*q^13*t^20 + 16115*q^12*t^21 + 13860*q^11*t^22 + 10750*q^10*t^23 + 6128*q^9*t^24 + 2093*q^8*t^25 + 515*q^7*t^26 + 294*q^6*t^27 + 44*q^5*t^28 - 39*q^4*t^29 + q^30*t^2 - 14*q^29*t^3 + 123*q^28*t^4 - 48*q^27*t^5 - 269*q^26*t^6 + 414*q^25*t^7 - 3053*q^24*t^8 - 6465*q^23*t^9 - 4361*q^22*t^10 - 12683*q^21*t^11 - 12018*q^20*t^12 + 10824*q^19*t^13 + 25954*q^18*t^14 + 30363*q^17*t^15 + 51315*q^16*t^16 + 54036*q^15*t^17 + 31000*q^14*t^18 + 18122*q^13*t^19 + 9651*q^12*t^20 - 7049*q^11*t^21 - 12953*q^10*t^22 - 8711*q^9*t^23 - 5048*q^8*t^24 - 3029*q^7*t^25 - 754*q^6*t^26 - 217*q^5*t^27 - 108*q^4*t^28 + 17*q^3*t^29 - 12*q^29*t^2 - 51*q^28*t^3 - 39*q^27*t^4 - 805*q^26*t^5 - 9*q^25*t^6 + 1145*q^24*t^7 + 204*q^23*t^8 + 11002*q^22*t^9 + 20374*q^21*t^10 + 18206*q^20*t^11 + 24023*q^19*t^12 + 25103*q^18*t^13 - 10049*q^17*t^14 - 35579*q^16*t^15 - 36853*q^15*t^16 - 50723*q^14*t^17 - 57674*q^13*t^18 - 30430*q^12*t^19 - 13822*q^11*t^20 - 7056*q^10*t^21 + 3170*q^9*t^22 + 7620*q^8*t^23 + 3457*q^7*t^24 + 1513*q^6*t^25 + 1042*q^5*t^26 + 237*q^4*t^27 + 18*q^3*t^28 + 18*q^2*t^29 + q^30 + 8*q^29*t - 12*q^28*t^2 + 293*q^27*t^3 + 242*q^26*t^4 + 802*q^25*t^5 + 3130*q^24*t^6 + 528*q^23*t^7 - 3001*q^22*t^8 - 5448*q^21*t^9 - 22473*q^20*t^10 - 41603*q^19*t^11 - 37517*q^18*t^12 - 33056*q^17*t^13 - 35772*q^16*t^14 + 35772*q^14*t^16 + 33056*q^13*t^17 + 37517*q^12*t^18 + 41603*q^11*t^19 + 22473*q^10*t^20 + 5448*q^9*t^21 + 3001*q^8*t^22 - 528*q^7*t^23 - 3130*q^6*t^24 - 802*q^5*t^25 - 242*q^4*t^26 - 293*q^3*t^27 + 12*q^2*t^28 - 8*q*t^29 - t^30 - 18*q^28*t - 18*q^27*t^2 - 237*q^26*t^3 - 1042*q^25*t^4 - 1513*q^24*t^5 - 3457*q^23*t^6 - 7620*q^22*t^7 - 3170*q^21*t^8 + 7056*q^20*t^9 + 13822*q^19*t^10 + 30430*q^18*t^11 + 57674*q^17*t^12 + 50723*q^16*t^13 + 36853*q^15*t^14 + 35579*q^14*t^15 + 10049*q^13*t^16 - 25103*q^12*t^17 - 24023*q^11*t^18 - 18206*q^10*t^19 - 20374*q^9*t^20 - 11002*q^8*t^21 - 204*q^7*t^22 - 1145*q^6*t^23 + 9*q^5*t^24 + 805*q^4*t^25 + 39*q^3*t^26 + 51*q^2*t^27 + 12*q*t^28 - 17*q^27*t + 108*q^26*t^2 + 217*q^25*t^3 + 754*q^24*t^4 + 3029*q^23*t^5 + 5048*q^22*t^6 + 8711*q^21*t^7 + 12953*q^20*t^8 + 7049*q^19*t^9 - 9651*q^18*t^10 - 18122*q^17*t^11 - 31000*q^16*t^12 - 54036*q^15*t^13 - 51315*q^14*t^14 - 30363*q^13*t^15 - 25954*q^12*t^16 - 10824*q^11*t^17 + 12018*q^10*t^18 + 12683*q^9*t^19 + 4361*q^8*t^20 + 6465*q^7*t^21 + 3053*q^6*t^22 - 414*q^5*t^23 + 269*q^4*t^24 + 48*q^3*t^25 - 123*q^2*t^26 + 14*q*t^27 - t^28 + 39*q^26*t - 44*q^25*t^2 - 294*q^24*t^3 - 515*q^23*t^4 - 2093*q^22*t^5 - 6128*q^21*t^6 - 10750*q^20*t^7 - 13860*q^19*t^8 - 16115*q^18*t^9 - 10625*q^17*t^10 + 7075*q^16*t^11 + 15550*q^15*t^12 + 22550*q^14*t^13 + 36708*q^13*t^14 + 36681*q^12*t^15 + 19436*q^11*t^16 + 11851*q^10*t^17 + 6809*q^9*t^18 - 3981*q^8*t^19 - 3855*q^7*t^20 + 439*q^6*t^21 - 1260*q^5*t^22 - 563*q^4*t^23 + 220*q^3*t^24 - 79*q^2*t^25 + 14*q*t^26 - 30*q^25*t - 5*q^24*t^2 + 88*q^23*t^3 + 446*q^22*t^4 + 1134*q^21*t^5 + 3746*q^20*t^6 + 9459*q^19*t^7 + 14495*q^18*t^8 + 15103*q^17*t^9 + 16156*q^16*t^10 + 11210*q^15*t^11 - 804*q^14*t^12 - 9797*q^13*t^13 - 11120*q^12*t^14 - 18292*q^11*t^15 - 18808*q^10*t^16 - 7933*q^9*t^17 - 2811*q^8*t^18 - 3186*q^7*t^19 + 858*q^6*t^20 + 303*q^5*t^21 - 374*q^4*t^22 + 161*q^3*t^23 + 13*q^2*t^24 - 12*q*t^25 + 12*q^24*t - 9*q^23*t^2 + 48*q^22*t^3 - 96*q^21*t^4 - 544*q^20*t^5 - 1807*q^19*t^6 - 4962*q^18*t^7 - 10027*q^17*t^8 - 13250*q^16*t^9 - 12760*q^15*t^10 - 12011*q^14*t^11 - 9741*q^13*t^12 - 1816*q^12*t^13 + 4012*q^11*t^14 + 4019*q^10*t^15 + 6069*q^9*t^16 + 6458*q^8*t^17 + 1437*q^7*t^18 + 403*q^6*t^19 + 807*q^5*t^20 + 112*q^4*t^21 - q^3*t^22 + 47*q^2*t^23 - 5*q*t^24 - 2*q^23*t + 11*q^22*t^2 - 9*q^21*t^3 - 63*q^20*t^4 - 18*q^19*t^5 + 641*q^18*t^6 + 2212*q^17*t^7 + 4341*q^16*t^8 + 7322*q^15*t^9 + 8849*q^14*t^10 + 8212*q^13*t^11 + 6660*q^12*t^12 + 5715*q^11*t^13 + 1753*q^10*t^14 - 1197*q^9*t^15 - 1055*q^8*t^16 - 888*q^7*t^17 - 1164*q^6*t^18 - 106*q^5*t^19 - 32*q^4*t^20 - 138*q^3*t^21 - 9*q^2*t^22 + 5*q*t^23 - 3*q^21*t^2 - 14*q^20*t^3 + 17*q^19*t^4 + 112*q^18*t^5 + 34*q^17*t^6 - 722*q^16*t^7 - 1647*q^15*t^8 - 2576*q^14*t^9 - 3591*q^13*t^10 - 4595*q^12*t^11 - 3804*q^11*t^12 - 2629*q^10*t^13 - 1986*q^9*t^14 - 951*q^8*t^15 + 361*q^7*t^16 - 16*q^6*t^17 + 6*q^5*t^18 + 60*q^4*t^19 + 7*q^3*t^20 - 9*q^2*t^21 + q*t^22 + 5*q^19*t^3 + 5*q^18*t^4 - 24*q^17*t^5 - 84*q^16*t^6 + 70*q^15*t^7 + 415*q^14*t^8 + 743*q^13*t^9 + 1023*q^12*t^10 + 1364*q^11*t^11 + 1663*q^10*t^12 + 1180*q^9*t^13 + 613*q^8*t^14 + 470*q^7*t^15 + 176*q^6*t^16 - 2*q^5*t^17 + 26*q^4*t^18 + 35*q^3*t^19 + 3*q^2*t^20 - q*t^21 - q^17*t^4 - 3*q^16*t^5 + 18*q^15*t^6 + 9*q^14*t^7 - 44*q^13*t^8 - 90*q^12*t^9 - 239*q^11*t^10 - 307*q^10*t^11 - 401*q^9*t^12 - 325*q^8*t^13 - 216*q^7*t^14 - 56*q^6*t^15 - 59*q^5*t^16 - 32*q^4*t^17 - 9*q^3*t^18 - 2*q^14*t^6 + 4*q^13*t^7 + 4*q^12*t^8 - 17*q^11*t^9 + 21*q^10*t^10 + 65*q^9*t^11 + 78*q^8*t^12 + 22*q^7*t^13 + 38*q^6*t^14 + 18*q^5*t^15 + 9*q^4*t^16 - 8*q^7*t^12 - 4*q^6*t^13 - 3*q^5*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0525] 'FGfrw'

Zeta functions

ask[-]:

ask[+]:

(2*q^18*t^15 - 3*q^17*t^16 + 2*q^16*t^17 - q^19*t^13 + 4*q^18*t^14 - 20*q^17*t^15 + 11*q^16*t^16 - 5*q^14*t^18 - 3*q^13*t^19 + q^12*t^20 + q^22*t^9 - 11*q^20*t^11 + 39*q^18*t^13 - 26*q^17*t^14 + 23*q^16*t^15 + 40*q^15*t^16 - 16*q^14*t^17 + 11*q^13*t^18 + 13*q^12*t^19 + 2*q^11*t^20 - q^10*t^21 - q^22*t^8 + 4*q^21*t^9 + 4*q^20*t^10 - 10*q^19*t^11 + 65*q^18*t^12 - 42*q^17*t^13 - 171*q^16*t^14 + 99*q^15*t^15 - 53*q^14*t^16 - 89*q^13*t^17 - 47*q^12*t^18 + 7*q^11*t^19 - 8*q^10*t^20 - 5*q^9*t^21 - 5*q^22*t^7 - 2*q^21*t^8 + 62*q^20*t^9 - 97*q^19*t^10 - 102*q^18*t^11 + 207*q^17*t^12 - 285*q^16*t^13 + 256*q^15*t^14 + 246*q^14*t^15 - 165*q^13*t^16 + 133*q^12*t^17 + 228*q^11*t^18 + 25*q^10*t^19 - 34*q^9*t^20 + 12*q^8*t^21 + 3*q^7*t^22 + 2*q^6*t^23 + 5*q^22*t^6 - 28*q^21*t^7 + 34*q^20*t^8 - 12*q^19*t^9 - 302*q^18*t^10 + 752*q^17*t^11 - 9*q^16*t^12 - 463*q^15*t^13 + 542*q^14*t^14 - 402*q^13*t^15 - 209*q^12*t^16 - 27*q^11*t^17 - 145*q^10*t^18 - 225*q^9*t^19 - 22*q^8*t^20 + 56*q^7*t^21 - 2*q^6*t^22 - 11*q^5*t^23 + 12*q^22*t^5 + 5*q^21*t^6 - 92*q^20*t^7 + 428*q^19*t^8 - 409*q^18*t^9 + 65*q^17*t^10 + 486*q^16*t^11 - 1926*q^15*t^12 + 453*q^14*t^13 + 525*q^13*t^14 - 579*q^12*t^15 + 7*q^11*t^16 + 562*q^10*t^17 + 86*q^9*t^18 + 17*q^8*t^19 + 265*q^7*t^20 - 80*q^6*t^21 - 43*q^5*t^22 + 22*q^4*t^23 - 14*q^22*t^4 + 57*q^21*t^5 - 293*q^20*t^6 + 379*q^19*t^7 - 119*q^18*t^8 - 1348*q^17*t^9 + 1892*q^16*t^10 - 543*q^15*t^11 - 185*q^14*t^12 + 2440*q^13*t^13 - 367*q^12*t^14 - 638*q^11*t^15 + 606*q^10*t^16 + 245*q^9*t^17 - 811*q^8*t^18 + 68*q^7*t^19 - 38*q^6*t^20 - 96*q^5*t^21 + 77*q^4*t^22 - 12*q^3*t^23 + q^23*t^2 - 16*q^22*t^3 + 92*q^21*t^4 - 113*q^20*t^5 - 14*q^19*t^6 + 862*q^18*t^7 - 1389*q^17*t^8 + 1235*q^16*t^9 + 1513*q^15*t^10 - 2860*q^14*t^11 + 503*q^13*t^12 - 32*q^12*t^13 - 1678*q^11*t^14 - 840*q^10*t^15 + 1342*q^9*t^16 - 612*q^8*t^17 - 387*q^7*t^18 + 767*q^6*t^19 - 164*q^5*t^20 - 8*q^4*t^21 + 19*q^3*t^22 - 15*q^2*t^23 - 8*q^22*t^2 - 6*q^21*t^3 + 108*q^20*t^4 - 440*q^19*t^5 + 707*q^18*t^6 - 361*q^17*t^7 - 1466*q^16*t^8 + 2066*q^15*t^9 - 1873*q^14*t^10 - 1572*q^13*t^11 + 2255*q^12*t^12 + 1191*q^11*t^13 - 1527*q^10*t^14 + 1582*q^9*t^15 + 1178*q^8*t^16 - 1633*q^7*t^17 + 856*q^6*t^18 - 17*q^5*t^19 - 314*q^4*t^20 + 152*q^3*t^21 - 27*q^2*t^22 + 6*q*t^23 + t^24 + q^23 + 6*q^22*t - 27*q^21*t^2 + 152*q^20*t^3 - 314*q^19*t^4 - 17*q^18*t^5 + 856*q^17*t^6 - 1633*q^16*t^7 + 1178*q^15*t^8 + 1582*q^14*t^9 - 1527*q^13*t^10 + 1191*q^12*t^11 + 2255*q^11*t^12 - 1572*q^10*t^13 - 1873*q^9*t^14 + 2066*q^8*t^15 - 1466*q^7*t^16 - 361*q^6*t^17 + 707*q^5*t^18 - 440*q^4*t^19 + 108*q^3*t^20 - 6*q^2*t^21 - 8*q*t^22 - 15*q^21*t + 19*q^20*t^2 - 8*q^19*t^3 - 164*q^18*t^4 + 767*q^17*t^5 - 387*q^16*t^6 - 612*q^15*t^7 + 1342*q^14*t^8 - 840*q^13*t^9 - 1678*q^12*t^10 - 32*q^11*t^11 + 503*q^10*t^12 - 2860*q^9*t^13 + 1513*q^8*t^14 + 1235*q^7*t^15 - 1389*q^6*t^16 + 862*q^5*t^17 - 14*q^4*t^18 - 113*q^3*t^19 + 92*q^2*t^20 - 16*q*t^21 + t^22 - 12*q^20*t + 77*q^19*t^2 - 96*q^18*t^3 - 38*q^17*t^4 + 68*q^16*t^5 - 811*q^15*t^6 + 245*q^14*t^7 + 606*q^13*t^8 - 638*q^12*t^9 - 367*q^11*t^10 + 2440*q^10*t^11 - 185*q^9*t^12 - 543*q^8*t^13 + 1892*q^7*t^14 - 1348*q^6*t^15 - 119*q^5*t^16 + 379*q^4*t^17 - 293*q^3*t^18 + 57*q^2*t^19 - 14*q*t^20 + 22*q^19*t - 43*q^18*t^2 - 80*q^17*t^3 + 265*q^16*t^4 + 17*q^15*t^5 + 86*q^14*t^6 + 562*q^13*t^7 + 7*q^12*t^8 - 579*q^11*t^9 + 525*q^10*t^10 + 453*q^9*t^11 - 1926*q^8*t^12 + 486*q^7*t^13 + 65*q^6*t^14 - 409*q^5*t^15 + 428*q^4*t^16 - 92*q^3*t^17 + 5*q^2*t^18 + 12*q*t^19 - 11*q^18*t - 2*q^17*t^2 + 56*q^16*t^3 - 22*q^15*t^4 - 225*q^14*t^5 - 145*q^13*t^6 - 27*q^12*t^7 - 209*q^11*t^8 - 402*q^10*t^9 + 542*q^9*t^10 - 463*q^8*t^11 - 9*q^7*t^12 + 752*q^6*t^13 - 302*q^5*t^14 - 12*q^4*t^15 + 34*q^3*t^16 - 28*q^2*t^17 + 5*q*t^18 + 2*q^17*t + 3*q^16*t^2 + 12*q^15*t^3 - 34*q^14*t^4 + 25*q^13*t^5 + 228*q^12*t^6 + 133*q^11*t^7 - 165*q^10*t^8 + 246*q^9*t^9 + 256*q^8*t^10 - 285*q^7*t^11 + 207*q^6*t^12 - 102*q^5*t^13 - 97*q^4*t^14 + 62*q^3*t^15 - 2*q^2*t^16 - 5*q*t^17 - 5*q^14*t^3 - 8*q^13*t^4 + 7*q^12*t^5 - 47*q^11*t^6 - 89*q^10*t^7 - 53*q^9*t^8 + 99*q^8*t^9 - 171*q^7*t^10 - 42*q^6*t^11 + 65*q^5*t^12 - 10*q^4*t^13 + 4*q^3*t^14 + 4*q^2*t^15 - q*t^16 - q^13*t^3 + 2*q^12*t^4 + 13*q^11*t^5 + 11*q^10*t^6 - 16*q^9*t^7 + 40*q^8*t^8 + 23*q^7*t^9 - 26*q^6*t^10 + 39*q^5*t^11 - 11*q^3*t^13 + q*t^15 + q^11*t^4 - 3*q^10*t^5 - 5*q^9*t^6 + 11*q^7*t^8 - 20*q^6*t^9 + 4*q^5*t^10 - q^4*t^11 + 2*q^7*t^7 - 3*q^6*t^8 + 2*q^5*t^9)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0526] 'FGnRw'

Zeta functions

ask[-]:

(2*q^9*t^3 + q^11 + q^10*t - 8*q^9*t^2 - q^8*t^3 - 2*q^7*t^4 - q^6*t^5 - 5*q^9*t + 11*q^8*t^2 + 9*q^7*t^3 + 3*q^5*t^5 - 5*q^8*t + 18*q^7*t^2 - 20*q^6*t^3 - 4*q^5*t^4 + q^4*t^5 + q^7*t - 4*q^6*t^2 - 20*q^5*t^3 + 18*q^4*t^4 - 5*q^3*t^5 + 3*q^6*t + 9*q^4*t^3 + 11*q^3*t^4 - 5*q^2*t^5 - q^5*t - 2*q^4*t^2 - q^3*t^3 - 8*q^2*t^4 + q*t^5 + t^6 + 2*q^2*t^3)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^19*t^11 + 4*q^18*t^12 + 9*q^17*t^13 - 3*q^20*t^9 - 7*q^19*t^10 - 21*q^18*t^11 - 22*q^17*t^12 - 73*q^16*t^13 - 42*q^15*t^14 - 15*q^14*t^15 + 3*q^13*t^16 + 4*q^12*t^17 + 7*q^20*t^8 - q^19*t^9 + 2*q^18*t^10 + 62*q^17*t^11 + 127*q^16*t^12 + 250*q^15*t^13 + 235*q^14*t^14 + 150*q^13*t^15 + 38*q^12*t^16 - 29*q^11*t^17 - 9*q^10*t^18 - q^21*t^6 + 15*q^20*t^7 + 8*q^19*t^8 + 22*q^18*t^9 + 74*q^17*t^10 + 148*q^16*t^11 - 351*q^15*t^12 - 699*q^14*t^13 - 599*q^13*t^14 - 498*q^12*t^15 - 318*q^11*t^16 + 33*q^10*t^17 + 50*q^9*t^18 + 3*q^8*t^19 + q^7*t^20 - 2*q^21*t^5 - 27*q^20*t^6 + 11*q^19*t^7 - 71*q^18*t^8 - 328*q^17*t^9 - 233*q^16*t^10 - 817*q^15*t^11 - 242*q^14*t^12 + 1286*q^13*t^13 + 1382*q^12*t^14 + 839*q^11*t^15 + 786*q^10*t^16 + 212*q^9*t^17 - 86*q^8*t^18 - 17*q^7*t^19 - 5*q^6*t^20 + 7*q^21*t^4 - 38*q^20*t^5 + 75*q^19*t^6 + 13*q^18*t^7 - 239*q^17*t^8 + 644*q^16*t^9 + 1587*q^15*t^10 + 1642*q^14*t^11 + 1685*q^13*t^12 - 177*q^12*t^13 - 2113*q^11*t^14 - 1596*q^10*t^15 - 881*q^9*t^16 - 577*q^8*t^17 - 69*q^7*t^18 + 25*q^6*t^19 + 12*q^5*t^20 - q^22*t^2 + 7*q^21*t^3 - 3*q^20*t^4 - 4*q^19*t^5 + 248*q^18*t^6 + 226*q^17*t^7 + 198*q^16*t^8 + 721*q^15*t^9 - 2728*q^14*t^10 - 4769*q^13*t^11 - 2779*q^12*t^12 - 1538*q^11*t^13 + 299*q^10*t^14 + 2370*q^9*t^15 + 1165*q^8*t^16 + 425*q^7*t^17 + 306*q^6*t^18 + 50*q^5*t^19 - 17*q^4*t^20 + 6*q^21*t^2 + 44*q^20*t^3 - 152*q^19*t^4 + 127*q^18*t^5 - 125*q^17*t^6 - 1991*q^16*t^7 - 914*q^15*t^8 - 946*q^14*t^9 - 309*q^13*t^10 + 6562*q^12*t^11 + 6749*q^11*t^12 + 1644*q^10*t^13 + 1315*q^9*t^14 - 564*q^8*t^15 - 1652*q^7*t^16 - 325*q^6*t^17 - 171*q^5*t^18 - 151*q^4*t^19 + 5*q^3*t^20 - q^22 - 9*q^21*t + 3*q^20*t^2 - 150*q^19*t^3 - 34*q^18*t^4 + 282*q^17*t^5 - 368*q^16*t^6 + 1854*q^15*t^7 + 5197*q^14*t^8 + 1945*q^13*t^9 + 886*q^12*t^10 - 1718*q^11*t^11 - 7771*q^10*t^12 - 4874*q^9*t^13 - 261*q^8*t^14 - 656*q^7*t^15 + 417*q^6*t^16 + 530*q^5*t^17 + 64*q^4*t^18 + 68*q^3*t^19 + 20*q^2*t^20 + 20*q^20*t + 68*q^19*t^2 + 64*q^18*t^3 + 530*q^17*t^4 + 417*q^16*t^5 - 656*q^15*t^6 - 261*q^14*t^7 - 4874*q^13*t^8 - 7771*q^12*t^9 - 1718*q^11*t^10 + 886*q^10*t^11 + 1945*q^9*t^12 + 5197*q^8*t^13 + 1854*q^7*t^14 - 368*q^6*t^15 + 282*q^5*t^16 - 34*q^4*t^17 - 150*q^3*t^18 + 3*q^2*t^19 - 9*q*t^20 - t^21 + 5*q^19*t - 151*q^18*t^2 - 171*q^17*t^3 - 325*q^16*t^4 - 1652*q^15*t^5 - 564*q^14*t^6 + 1315*q^13*t^7 + 1644*q^12*t^8 + 6749*q^11*t^9 + 6562*q^10*t^10 - 309*q^9*t^11 - 946*q^8*t^12 - 914*q^7*t^13 - 1991*q^6*t^14 - 125*q^5*t^15 + 127*q^4*t^16 - 152*q^3*t^17 + 44*q^2*t^18 + 6*q*t^19 - 17*q^18*t + 50*q^17*t^2 + 306*q^16*t^3 + 425*q^15*t^4 + 1165*q^14*t^5 + 2370*q^13*t^6 + 299*q^12*t^7 - 1538*q^11*t^8 - 2779*q^10*t^9 - 4769*q^9*t^10 - 2728*q^8*t^11 + 721*q^7*t^12 + 198*q^6*t^13 + 226*q^5*t^14 + 248*q^4*t^15 - 4*q^3*t^16 - 3*q^2*t^17 + 7*q*t^18 - t^19 + 12*q^17*t + 25*q^16*t^2 - 69*q^15*t^3 - 577*q^14*t^4 - 881*q^13*t^5 - 1596*q^12*t^6 - 2113*q^11*t^7 - 177*q^10*t^8 + 1685*q^9*t^9 + 1642*q^8*t^10 + 1587*q^7*t^11 + 644*q^6*t^12 - 239*q^5*t^13 + 13*q^4*t^14 + 75*q^3*t^15 - 38*q^2*t^16 + 7*q*t^17 - 5*q^16*t - 17*q^15*t^2 - 86*q^14*t^3 + 212*q^13*t^4 + 786*q^12*t^5 + 839*q^11*t^6 + 1382*q^10*t^7 + 1286*q^9*t^8 - 242*q^8*t^9 - 817*q^7*t^10 - 233*q^6*t^11 - 328*q^5*t^12 - 71*q^4*t^13 + 11*q^3*t^14 - 27*q^2*t^15 - 2*q*t^16 + q^15*t + 3*q^14*t^2 + 50*q^13*t^3 + 33*q^12*t^4 - 318*q^11*t^5 - 498*q^10*t^6 - 599*q^9*t^7 - 699*q^8*t^8 - 351*q^7*t^9 + 148*q^6*t^10 + 74*q^5*t^11 + 22*q^4*t^12 + 8*q^3*t^13 + 15*q^2*t^14 - q*t^15 - 9*q^12*t^3 - 29*q^11*t^4 + 38*q^10*t^5 + 150*q^9*t^6 + 235*q^8*t^7 + 250*q^7*t^8 + 127*q^6*t^9 + 62*q^5*t^10 + 2*q^4*t^11 - q^3*t^12 + 7*q^2*t^13 + 4*q^10*t^4 + 3*q^9*t^5 - 15*q^8*t^6 - 42*q^7*t^7 - 73*q^6*t^8 - 22*q^5*t^9 - 21*q^4*t^10 - 7*q^3*t^11 - 3*q^2*t^12 + 9*q^5*t^8 + 4*q^4*t^9 + 3*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0527] 'FGurg'

Zeta functions

ask[-]:

(q^10*t^3 - 3*q^10*t^2 + 2*q^9*t^3 - 5*q^8*t^4 - q^7*t^5 + q^6*t^6 + q^11 + q^10*t - 6*q^9*t^2 + 17*q^8*t^3 - 4*q^7*t^4 + 7*q^6*t^5 - 2*q^5*t^6 - 7*q^9*t + 21*q^8*t^2 - 27*q^7*t^3 - 4*q^6*t^4 + 7*q^5*t^5 - 4*q^4*t^6 - 6*q^8*t + 22*q^7*t^2 - 41*q^6*t^3 + 41*q^5*t^4 - 22*q^4*t^5 + 6*q^3*t^6 + 4*q^7*t - 7*q^6*t^2 + 4*q^5*t^3 + 27*q^4*t^4 - 21*q^3*t^5 + 7*q^2*t^6 + 2*q^6*t - 7*q^5*t^2 + 4*q^4*t^3 - 17*q^3*t^4 + 6*q^2*t^5 - q*t^6 - t^7 - q^5*t + q^4*t^2 + 5*q^3*t^3 - 2*q^2*t^4 + 3*q*t^5 - q*t^4)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(q^25*t^17 + 4*q^24*t^18 + 10*q^23*t^19 + 4*q^22*t^20 + q^21*t^21 - 2*q^26*t^15 - 19*q^25*t^16 - 52*q^24*t^17 - 27*q^23*t^18 - 70*q^22*t^19 - 85*q^21*t^20 - 56*q^20*t^21 - 9*q^19*t^22 + q^29*t^11 - 3*q^28*t^12 - 3*q^27*t^13 + 53*q^26*t^14 + 89*q^25*t^15 + 10*q^24*t^16 + 275*q^23*t^17 + 420*q^22*t^18 + 428*q^21*t^19 + 361*q^20*t^20 + 376*q^19*t^21 + 251*q^18*t^22 + 91*q^17*t^23 - 10*q^15*t^25 + q^13*t^27 + q^30*t^9 + 4*q^29*t^10 - 14*q^28*t^11 - 54*q^27*t^12 + 19*q^26*t^13 + 31*q^25*t^14 - 493*q^24*t^15 - 490*q^23*t^16 - 595*q^22*t^17 - 1438*q^21*t^18 - 2126*q^20*t^19 - 1650*q^19*t^20 - 1311*q^18*t^21 - 1169*q^17*t^22 - 723*q^16*t^23 - 256*q^15*t^24 + 2*q^14*t^25 + 24*q^13*t^26 - 2*q^11*t^28 - q^30*t^8 - 6*q^29*t^9 + 27*q^28*t^10 + 9*q^27*t^11 - 113*q^26*t^12 + 115*q^25*t^13 - 109*q^24*t^14 - 120*q^23*t^15 + 1746*q^22*t^16 + 2560*q^21*t^17 + 2580*q^20*t^18 + 4783*q^19*t^19 + 5911*q^18*t^20 + 4494*q^17*t^21 + 3246*q^16*t^22 + 2306*q^15*t^23 + 1443*q^14*t^24 + 416*q^13*t^25 - 6*q^12*t^26 - 18*q^11*t^27 - 4*q^10*t^28 + q^9*t^29 - 4*q^30*t^7 - 22*q^29*t^8 + 98*q^28*t^9 + 223*q^27*t^10 - 356*q^26*t^11 + 474*q^25*t^12 + 2155*q^24*t^13 - 46*q^23*t^14 + 679*q^22*t^15 + 1133*q^21*t^16 - 3885*q^20*t^17 - 7022*q^19*t^18 - 7180*q^18*t^19 - 9985*q^17*t^20 - 11317*q^16*t^21 - 8860*q^15*t^22 - 5020*q^14*t^23 - 3445*q^13*t^24 - 1844*q^12*t^25 - 493*q^11*t^26 - 47*q^10*t^27 + 45*q^9*t^28 - 3*q^8*t^29 + 2*q^7*t^30 + 5*q^30*t^6 - 3*q^29*t^7 - 90*q^28*t^8 + 92*q^27*t^9 - 780*q^26*t^10 - 1335*q^25*t^11 + 920*q^24*t^12 - 4635*q^23*t^13 - 8902*q^22*t^14 - 3560*q^21*t^15 - 2765*q^20*t^16 - 4547*q^19*t^17 + 4491*q^18*t^18 + 12602*q^17*t^19 + 13089*q^16*t^20 + 14452*q^15*t^21 + 16229*q^14*t^22 + 11231*q^13*t^23 + 6071*q^12*t^24 + 3433*q^11*t^25 + 1646*q^10*t^26 + 549*q^9*t^27 - 43*q^8*t^28 + q^7*t^29 - 11*q^6*t^30 + 8*q^30*t^5 + 60*q^29*t^6 - 277*q^28*t^7 + 148*q^27*t^8 + 956*q^26*t^9 - 1216*q^25*t^10 + 1999*q^24*t^11 + 5395*q^23*t^12 + 2674*q^22*t^13 + 14119*q^21*t^14 + 25446*q^20*t^15 + 14518*q^19*t^16 + 8253*q^18*t^17 + 11686*q^17*t^18 - 823*q^16*t^19 - 15301*q^15*t^20 - 16490*q^14*t^21 - 15743*q^13*t^22 - 15891*q^12*t^23 - 10780*q^11*t^24 - 4987*q^10*t^25 - 2244*q^9*t^26 - 1270*q^8*t^27 - 252*q^7*t^28 - 14*q^6*t^29 + 26*q^5*t^30 - 15*q^30*t^4 + 60*q^29*t^5 - 131*q^28*t^6 - 28*q^27*t^7 + 2224*q^26*t^8 - 510*q^25*t^9 - 2011*q^24*t^10 + 7029*q^23*t^11 - 3213*q^22*t^12 - 16065*q^21*t^13 - 12737*q^20*t^14 - 28717*q^19*t^15 - 49364*q^18*t^16 - 33020*q^17*t^17 - 16792*q^16*t^18 - 19089*q^15*t^19 - 8011*q^14*t^20 + 13907*q^13*t^21 + 15166*q^12*t^22 + 11889*q^11*t^23 + 11408*q^10*t^24 + 7242*q^9*t^25 + 2657*q^8*t^26 + 1144*q^7*t^27 + 611*q^6*t^28 + 118*q^5*t^29 - 32*q^4*t^30 + q^31*t^2 - 13*q^30*t^3 + 25*q^29*t^4 + 216*q^28*t^5 - 723*q^27*t^6 + 55*q^26*t^7 - 1318*q^25*t^8 - 8950*q^24*t^9 - 1410*q^23*t^10 - 2504*q^22*t^11 - 17785*q^21*t^12 - 382*q^20*t^13 + 29796*q^19*t^14 + 29229*q^18*t^15 + 39328*q^17*t^16 + 67390*q^16*t^17 + 51830*q^15*t^18 + 20762*q^14*t^19 + 23709*q^13*t^20 + 12766*q^12*t^21 - 7920*q^11*t^22 - 10608*q^10*t^23 - 6544*q^9*t^24 - 5180*q^8*t^25 - 3591*q^7*t^26 - 841*q^6*t^27 - 407*q^5*t^28 - 220*q^4*t^29 + 9*q^3*t^30 - 7*q^30*t^2 - 77*q^29*t^3 + 200*q^28*t^4 - 663*q^27*t^5 - 545*q^26*t^6 + 3502*q^25*t^7 + 1241*q^24*t^8 + 6748*q^23*t^9 + 22004*q^22*t^10 + 16366*q^21*t^11 + 12037*q^20*t^12 + 31908*q^19*t^13 + 15872*q^18*t^14 - 39507*q^17*t^15 - 42570*q^16*t^16 - 37350*q^15*t^17 - 65551*q^14*t^18 - 54480*q^13*t^19 - 21302*q^12*t^20 - 16834*q^11*t^21 - 12662*q^10*t^22 + 2301*q^9*t^23 + 6761*q^8*t^24 + 1594*q^7*t^25 + 1656*q^6*t^26 + 1115*q^5*t^27 + 161*q^4*t^28 + 97*q^3*t^29 + 25*q^2*t^30 + q^31 + 12*q^30*t - 5*q^29*t^2 + 248*q^28*t^3 + 272*q^27*t^4 - 35*q^26*t^5 + 2753*q^25*t^6 + 894*q^24*t^7 - 8505*q^23*t^8 - 7039*q^22*t^9 - 14488*q^21*t^10 - 41682*q^20*t^11 - 42764*q^19*t^12 - 24528*q^18*t^13 - 44690*q^17*t^14 - 32176*q^16*t^15 + 32176*q^15*t^16 + 44690*q^14*t^17 + 24528*q^13*t^18 + 42764*q^12*t^19 + 41682*q^11*t^20 + 14488*q^10*t^21 + 7039*q^9*t^22 + 8505*q^8*t^23 - 894*q^7*t^24 - 2753*q^6*t^25 + 35*q^5*t^26 - 272*q^4*t^27 - 248*q^3*t^28 + 5*q^2*t^29 - 12*q*t^30 - t^31 - 25*q^29*t - 97*q^28*t^2 - 161*q^27*t^3 - 1115*q^26*t^4 - 1656*q^25*t^5 - 1594*q^24*t^6 - 6761*q^23*t^7 - 2301*q^22*t^8 + 12662*q^21*t^9 + 16834*q^20*t^10 + 21302*q^19*t^11 + 54480*q^18*t^12 + 65551*q^17*t^13 + 37350*q^16*t^14 + 42570*q^15*t^15 + 39507*q^14*t^16 - 15872*q^13*t^17 - 31908*q^12*t^18 - 12037*q^11*t^19 - 16366*q^10*t^20 - 22004*q^9*t^21 - 6748*q^8*t^22 - 1241*q^7*t^23 - 3502*q^6*t^24 + 545*q^5*t^25 + 663*q^4*t^26 - 200*q^3*t^27 + 77*q^2*t^28 + 7*q*t^29 - 9*q^28*t + 220*q^27*t^2 + 407*q^26*t^3 + 841*q^25*t^4 + 3591*q^24*t^5 + 5180*q^23*t^6 + 6544*q^22*t^7 + 10608*q^21*t^8 + 7920*q^20*t^9 - 12766*q^19*t^10 - 23709*q^18*t^11 - 20762*q^17*t^12 - 51830*q^16*t^13 - 67390*q^15*t^14 - 39328*q^14*t^15 - 29229*q^13*t^16 - 29796*q^12*t^17 + 382*q^11*t^18 + 17785*q^10*t^19 + 2504*q^9*t^20 + 1410*q^8*t^21 + 8950*q^7*t^22 + 1318*q^6*t^23 - 55*q^5*t^24 + 723*q^4*t^25 - 216*q^3*t^26 - 25*q^2*t^27 + 13*q*t^28 - t^29 + 32*q^27*t - 118*q^26*t^2 - 611*q^25*t^3 - 1144*q^24*t^4 - 2657*q^23*t^5 - 7242*q^22*t^6 - 11408*q^21*t^7 - 11889*q^20*t^8 - 15166*q^19*t^9 - 13907*q^18*t^10 + 8011*q^17*t^11 + 19089*q^16*t^12 + 16792*q^15*t^13 + 33020*q^14*t^14 + 49364*q^13*t^15 + 28717*q^12*t^16 + 12737*q^11*t^17 + 16065*q^10*t^18 + 3213*q^9*t^19 - 7029*q^8*t^20 + 2011*q^7*t^21 + 510*q^6*t^22 - 2224*q^5*t^23 + 28*q^4*t^24 + 131*q^3*t^25 - 60*q^2*t^26 + 15*q*t^27 - 26*q^26*t + 14*q^25*t^2 + 252*q^24*t^3 + 1270*q^23*t^4 + 2244*q^22*t^5 + 4987*q^21*t^6 + 10780*q^20*t^7 + 15891*q^19*t^8 + 15743*q^18*t^9 + 16490*q^17*t^10 + 15301*q^16*t^11 + 823*q^15*t^12 - 11686*q^14*t^13 - 8253*q^13*t^14 - 14518*q^12*t^15 - 25446*q^11*t^16 - 14119*q^10*t^17 - 2674*q^9*t^18 - 5395*q^8*t^19 - 1999*q^7*t^20 + 1216*q^6*t^21 - 956*q^5*t^22 - 148*q^4*t^23 + 277*q^3*t^24 - 60*q^2*t^25 - 8*q*t^26 + 11*q^25*t - q^24*t^2 + 43*q^23*t^3 - 549*q^22*t^4 - 1646*q^21*t^5 - 3433*q^20*t^6 - 6071*q^19*t^7 - 11231*q^18*t^8 - 16229*q^17*t^9 - 14452*q^16*t^10 - 13089*q^15*t^11 - 12602*q^14*t^12 - 4491*q^13*t^13 + 4547*q^12*t^14 + 2765*q^11*t^15 + 3560*q^10*t^16 + 8902*q^9*t^17 + 4635*q^8*t^18 - 920*q^7*t^19 + 1335*q^6*t^20 + 780*q^5*t^21 - 92*q^4*t^22 + 90*q^3*t^23 + 3*q^2*t^24 - 5*q*t^25 - 2*q^24*t + 3*q^23*t^2 - 45*q^22*t^3 + 47*q^21*t^4 + 493*q^20*t^5 + 1844*q^19*t^6 + 3445*q^18*t^7 + 5020*q^17*t^8 + 8860*q^16*t^9 + 11317*q^15*t^10 + 9985*q^14*t^11 + 7180*q^13*t^12 + 7022*q^12*t^13 + 3885*q^11*t^14 - 1133*q^10*t^15 - 679*q^9*t^16 + 46*q^8*t^17 - 2155*q^7*t^18 - 474*q^6*t^19 + 356*q^5*t^20 - 223*q^4*t^21 - 98*q^3*t^22 + 22*q^2*t^23 + 4*q*t^24 - q^22*t^2 + 4*q^21*t^3 + 18*q^20*t^4 + 6*q^19*t^5 - 416*q^18*t^6 - 1443*q^17*t^7 - 2306*q^16*t^8 - 3246*q^15*t^9 - 4494*q^14*t^10 - 5911*q^13*t^11 - 4783*q^12*t^12 - 2580*q^11*t^13 - 2560*q^10*t^14 - 1746*q^9*t^15 + 120*q^8*t^16 + 109*q^7*t^17 - 115*q^6*t^18 + 113*q^5*t^19 - 9*q^4*t^20 - 27*q^3*t^21 + 6*q^2*t^22 + q*t^23 + 2*q^20*t^3 - 24*q^18*t^5 - 2*q^17*t^6 + 256*q^16*t^7 + 723*q^15*t^8 + 1169*q^14*t^9 + 1311*q^13*t^10 + 1650*q^12*t^11 + 2126*q^11*t^12 + 1438*q^10*t^13 + 595*q^9*t^14 + 490*q^8*t^15 + 493*q^7*t^16 - 31*q^6*t^17 - 19*q^5*t^18 + 54*q^4*t^19 + 14*q^3*t^20 - 4*q^2*t^21 - q*t^22 - q^18*t^4 + 10*q^16*t^6 - 91*q^14*t^8 - 251*q^13*t^9 - 376*q^12*t^10 - 361*q^11*t^11 - 428*q^10*t^12 - 420*q^9*t^13 - 275*q^8*t^14 - 10*q^7*t^15 - 89*q^6*t^16 - 53*q^5*t^17 + 3*q^4*t^18 + 3*q^3*t^19 - q^2*t^20 + 9*q^12*t^9 + 56*q^11*t^10 + 85*q^10*t^11 + 70*q^9*t^12 + 27*q^8*t^13 + 52*q^7*t^14 + 19*q^6*t^15 + 2*q^5*t^16 - q^10*t^10 - 4*q^9*t^11 - 10*q^8*t^12 - 4*q^7*t^13 - q^6*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^4*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 4], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0528] 'FHL[w'

Zeta functions

ask[-]:

(q^6*t^3 + q^5*t^4 + q^7*t - 6*q^6*t^2 + q^5*t^3 - 4*q^4*t^4 + q^7 - q^6*t + 7*q^5*t^2 + 2*q^4*t^3 + q^3*t^4 - 7*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 + 7*q^2*t^4 - q^4*t - 2*q^3*t^2 - 7*q^2*t^3 + q*t^4 - t^5 + 4*q^3*t - q^2*t^2 + 6*q*t^3 - t^4 - q^2*t - q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

-(q^8*t^18 + 2*q^11*t^14 - 4*q^10*t^15 - 3*q^9*t^16 + 5*q^8*t^17 - 9*q^7*t^18 + q^12*t^12 - 12*q^10*t^14 + 23*q^9*t^15 + 15*q^8*t^16 - 16*q^7*t^17 + 19*q^6*t^18 + 4*q^5*t^19 - 2*q^12*t^11 - 7*q^11*t^12 + 5*q^10*t^13 + 61*q^9*t^14 - 154*q^8*t^15 + 86*q^7*t^16 - 53*q^6*t^17 + 15*q^5*t^18 - 19*q^4*t^19 - 8*q^12*t^10 + 30*q^11*t^11 - 34*q^10*t^12 + 150*q^9*t^13 - 412*q^8*t^14 + 568*q^7*t^15 - 349*q^6*t^16 + 154*q^5*t^17 - 53*q^4*t^18 + 27*q^3*t^19 + 2*q^13*t^8 - 4*q^12*t^9 + 88*q^11*t^10 - 287*q^10*t^11 + 293*q^9*t^12 - 309*q^8*t^13 + 460*q^7*t^14 - 383*q^6*t^15 + 81*q^5*t^16 + 54*q^4*t^17 - 26*q^3*t^18 - 3*q^2*t^19 - q*t^20 + q^13*t^7 - 18*q^12*t^8 + 33*q^11*t^9 - 108*q^10*t^10 + 81*q^9*t^11 + 745*q^8*t^12 - 1499*q^7*t^13 + 1356*q^6*t^14 - 976*q^5*t^15 + 592*q^4*t^16 - 257*q^3*t^17 + 54*q^2*t^18 - 3*q*t^19 - q^13*t^6 + 15*q^12*t^7 - 134*q^11*t^8 + 657*q^10*t^9 - 1484*q^9*t^10 + 2374*q^8*t^11 - 3531*q^7*t^12 + 3604*q^6*t^13 - 2187*q^5*t^14 + 949*q^4*t^15 - 326*q^3*t^16 + 86*q^2*t^17 - 9*q*t^18 - 5*q^13*t^5 + 62*q^12*t^6 - 331*q^11*t^7 + 972*q^10*t^8 - 2174*q^9*t^9 + 2978*q^8*t^10 - 2671*q^7*t^11 + 2064*q^6*t^12 - 1223*q^5*t^13 + 227*q^4*t^14 + 68*q^3*t^15 - 37*q^2*t^16 + 5*q*t^17 - 4*q^13*t^4 + 43*q^12*t^5 - 188*q^11*t^6 + 501*q^10*t^7 - 576*q^9*t^8 + 531*q^8*t^9 + 12*q^7*t^10 - 846*q^6*t^11 + 897*q^5*t^12 - 374*q^4*t^13 + 202*q^3*t^14 - 61*q^2*t^15 + 6*q*t^16 - 6*q^12*t^4 + 61*q^11*t^5 - 202*q^10*t^6 + 374*q^9*t^7 - 897*q^8*t^8 + 846*q^7*t^9 - 12*q^6*t^10 - 531*q^5*t^11 + 576*q^4*t^12 - 501*q^3*t^13 + 188*q^2*t^14 - 43*q*t^15 + 4*t^16 - 5*q^12*t^3 + 37*q^11*t^4 - 68*q^10*t^5 - 227*q^9*t^6 + 1223*q^8*t^7 - 2064*q^7*t^8 + 2671*q^6*t^9 - 2978*q^5*t^10 + 2174*q^4*t^11 - 972*q^3*t^12 + 331*q^2*t^13 - 62*q*t^14 + 5*t^15 + 9*q^12*t^2 - 86*q^11*t^3 + 326*q^10*t^4 - 949*q^9*t^5 + 2187*q^8*t^6 - 3604*q^7*t^7 + 3531*q^6*t^8 - 2374*q^5*t^9 + 1484*q^4*t^10 - 657*q^3*t^11 + 134*q^2*t^12 - 15*q*t^13 + t^14 + 3*q^12*t - 54*q^11*t^2 + 257*q^10*t^3 - 592*q^9*t^4 + 976*q^8*t^5 - 1356*q^7*t^6 + 1499*q^6*t^7 - 745*q^5*t^8 - 81*q^4*t^9 + 108*q^3*t^10 - 33*q^2*t^11 + 18*q*t^12 - t^13 + q^12 + 3*q^11*t + 26*q^10*t^2 - 54*q^9*t^3 - 81*q^8*t^4 + 383*q^7*t^5 - 460*q^6*t^6 + 309*q^5*t^7 - 293*q^4*t^8 + 287*q^3*t^9 - 88*q^2*t^10 + 4*q*t^11 - 2*t^12 - 27*q^10*t + 53*q^9*t^2 - 154*q^8*t^3 + 349*q^7*t^4 - 568*q^6*t^5 + 412*q^5*t^6 - 150*q^4*t^7 + 34*q^3*t^8 - 30*q^2*t^9 + 8*q*t^10 + 19*q^9*t - 15*q^8*t^2 + 53*q^7*t^3 - 86*q^6*t^4 + 154*q^5*t^5 - 61*q^4*t^6 - 5*q^3*t^7 + 7*q^2*t^8 + 2*q*t^9 - 4*q^8*t - 19*q^7*t^2 + 16*q^6*t^3 - 15*q^5*t^4 - 23*q^4*t^5 + 12*q^3*t^6 - q*t^8 + 9*q^6*t^2 - 5*q^5*t^3 + 3*q^4*t^4 + 4*q^3*t^5 - 2*q^2*t^6 - q^5*t^2)/((q*t^2 - 1)^2*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 5], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0529] 'FHM]w'

Zeta functions

ask[-]:

ask[+]:

-(2*q^15*t^19 + 3*q^14*t^20 - 2*q^18*t^15 + q^17*t^16 - 7*q^16*t^17 - 8*q^15*t^18 - q^14*t^19 - 24*q^13*t^20 - 18*q^12*t^21 - q^11*t^22 - 2*q^19*t^13 + 5*q^18*t^14 + 32*q^17*t^15 - 4*q^16*t^16 - 24*q^15*t^17 + 77*q^14*t^18 + 40*q^13*t^19 + 34*q^12*t^20 + 113*q^11*t^21 + 44*q^10*t^22 - q^9*t^23 + q^8*t^24 - q^19*t^12 + 8*q^18*t^13 - 28*q^17*t^14 - 59*q^16*t^15 - 72*q^15*t^16 + 128*q^14*t^17 + 19*q^13*t^18 - 328*q^12*t^19 - 140*q^11*t^20 - 182*q^10*t^21 - 224*q^9*t^22 - 42*q^8*t^23 - 5*q^7*t^24 + q^6*t^25 - q^20*t^10 + 11*q^19*t^11 - 9*q^18*t^12 - 117*q^17*t^13 + 133*q^16*t^14 + 191*q^15*t^15 - 219*q^14*t^16 - 52*q^13*t^17 - 252*q^12*t^18 + 258*q^11*t^19 + 749*q^10*t^20 + 263*q^9*t^21 + 343*q^8*t^22 + 239*q^7*t^23 + 28*q^6*t^24 - 5*q^5*t^25 + 2*q^20*t^9 + 8*q^19*t^10 - 45*q^18*t^11 + 41*q^17*t^12 + 246*q^16*t^13 + 325*q^15*t^14 - 925*q^14*t^15 + 389*q^13*t^16 + 1344*q^12*t^17 - 280*q^11*t^18 + 159*q^10*t^19 - 706*q^9*t^20 - 941*q^8*t^21 - 272*q^7*t^22 - 397*q^6*t^23 - 110*q^5*t^24 + 7*q^4*t^25 + 2*q^20*t^8 - 23*q^19*t^9 - 36*q^18*t^10 + 306*q^17*t^11 - 406*q^16*t^12 - 142*q^15*t^13 - 537*q^14*t^14 - 97*q^13*t^15 + 1571*q^12*t^16 - 2861*q^11*t^17 - 1679*q^10*t^18 + 1168*q^9*t^19 - 175*q^8*t^20 + 922*q^7*t^21 + 668*q^6*t^22 + 239*q^5*t^23 + 172*q^4*t^24 + 8*q^3*t^25 - 7*q^20*t^7 + 8*q^19*t^8 + 92*q^18*t^9 + 212*q^17*t^10 - 946*q^16*t^11 - 132*q^15*t^12 + 2043*q^14*t^13 - 1303*q^13*t^14 + 675*q^12*t^15 + 259*q^11*t^16 - 436*q^10*t^17 + 4665*q^9*t^18 + 102*q^8*t^19 - 1269*q^7*t^20 + 323*q^6*t^21 - 746*q^5*t^22 - 264*q^4*t^23 - 66*q^3*t^24 - 30*q^2*t^25 - 8*q^20*t^6 + 14*q^19*t^7 - 83*q^18*t^8 - 180*q^17*t^9 - 310*q^16*t^10 + 653*q^15*t^11 + 2891*q^14*t^12 - 2960*q^13*t^13 - 2037*q^12*t^14 + 4317*q^11*t^15 - 2456*q^10*t^16 - 903*q^9*t^17 - 852*q^8*t^18 - 3199*q^7*t^19 + 1083*q^6*t^20 + 285*q^5*t^21 - 24*q^4*t^22 + 285*q^3*t^23 + 21*q^2*t^24 + 12*q*t^25 + t^26 + q^21*t^4 + 14*q^20*t^5 + 58*q^19*t^6 - 192*q^18*t^7 + 339*q^17*t^8 + 567*q^16*t^9 - 281*q^15*t^10 - 165*q^14*t^11 - 2679*q^13*t^12 - 1539*q^12*t^13 + 6013*q^11*t^14 - 1597*q^10*t^15 - 4118*q^9*t^16 + 3952*q^8*t^17 + 606*q^7*t^18 + 574*q^6*t^19 + 936*q^5*t^20 - 609*q^4*t^21 + 16*q^3*t^22 - 52*q^2*t^23 - 23*q*t^24 - t^25 - q^21*t^3 - 18*q^20*t^4 + 31*q^19*t^5 - 286*q^18*t^6 + 492*q^17*t^7 + 540*q^16*t^8 - 2069*q^15*t^9 + 141*q^14*t^10 + 2194*q^13*t^11 + 147*q^12*t^12 + 1903*q^11*t^13 - 1843*q^10*t^14 - 4031*q^9*t^15 + 3915*q^8*t^16 + 862*q^7*t^17 - 2667*q^6*t^18 + 406*q^5*t^19 - 185*q^4*t^20 - 25*q^3*t^21 + 107*q^2*t^22 - 6*q*t^23 + 3*t^24 + 3*q^21*t^2 - 6*q^20*t^3 + 107*q^19*t^4 - 25*q^18*t^5 - 185*q^17*t^6 + 406*q^16*t^7 - 2667*q^15*t^8 + 862*q^14*t^9 + 3915*q^13*t^10 - 4031*q^12*t^11 - 1843*q^11*t^12 + 1903*q^10*t^13 + 147*q^9*t^14 + 2194*q^8*t^15 + 141*q^7*t^16 - 2069*q^6*t^17 + 540*q^5*t^18 + 492*q^4*t^19 - 286*q^3*t^20 + 31*q^2*t^21 - 18*q*t^22 - t^23 - q^21*t - 23*q^20*t^2 - 52*q^19*t^3 + 16*q^18*t^4 - 609*q^17*t^5 + 936*q^16*t^6 + 574*q^15*t^7 + 606*q^14*t^8 + 3952*q^13*t^9 - 4118*q^12*t^10 - 1597*q^11*t^11 + 6013*q^10*t^12 - 1539*q^9*t^13 - 2679*q^8*t^14 - 165*q^7*t^15 - 281*q^6*t^16 + 567*q^5*t^17 + 339*q^4*t^18 - 192*q^3*t^19 + 58*q^2*t^20 + 14*q*t^21 + t^22 + q^21 + 12*q^20*t + 21*q^19*t^2 + 285*q^18*t^3 - 24*q^17*t^4 + 285*q^16*t^5 + 1083*q^15*t^6 - 3199*q^14*t^7 - 852*q^13*t^8 - 903*q^12*t^9 - 2456*q^11*t^10 + 4317*q^10*t^11 - 2037*q^9*t^12 - 2960*q^8*t^13 + 2891*q^7*t^14 + 653*q^6*t^15 - 310*q^5*t^16 - 180*q^4*t^17 - 83*q^3*t^18 + 14*q^2*t^19 - 8*q*t^20 - 30*q^19*t - 66*q^18*t^2 - 264*q^17*t^3 - 746*q^16*t^4 + 323*q^15*t^5 - 1269*q^14*t^6 + 102*q^13*t^7 + 4665*q^12*t^8 - 436*q^11*t^9 + 259*q^10*t^10 + 675*q^9*t^11 - 1303*q^8*t^12 + 2043*q^7*t^13 - 132*q^6*t^14 - 946*q^5*t^15 + 212*q^4*t^16 + 92*q^3*t^17 + 8*q^2*t^18 - 7*q*t^19 + 8*q^18*t + 172*q^17*t^2 + 239*q^16*t^3 + 668*q^15*t^4 + 922*q^14*t^5 - 175*q^13*t^6 + 1168*q^12*t^7 - 1679*q^11*t^8 - 2861*q^10*t^9 + 1571*q^9*t^10 - 97*q^8*t^11 - 537*q^7*t^12 - 142*q^6*t^13 - 406*q^5*t^14 + 306*q^4*t^15 - 36*q^3*t^16 - 23*q^2*t^17 + 2*q*t^18 + 7*q^17*t - 110*q^16*t^2 - 397*q^15*t^3 - 272*q^14*t^4 - 941*q^13*t^5 - 706*q^12*t^6 + 159*q^11*t^7 - 280*q^10*t^8 + 1344*q^9*t^9 + 389*q^8*t^10 - 925*q^7*t^11 + 325*q^6*t^12 + 246*q^5*t^13 + 41*q^4*t^14 - 45*q^3*t^15 + 8*q^2*t^16 + 2*q*t^17 - 5*q^16*t + 28*q^15*t^2 + 239*q^14*t^3 + 343*q^13*t^4 + 263*q^12*t^5 + 749*q^11*t^6 + 258*q^10*t^7 - 252*q^9*t^8 - 52*q^8*t^9 - 219*q^7*t^10 + 191*q^6*t^11 + 133*q^5*t^12 - 117*q^4*t^13 - 9*q^3*t^14 + 11*q^2*t^15 - q*t^16 + q^15*t - 5*q^14*t^2 - 42*q^13*t^3 - 224*q^12*t^4 - 182*q^11*t^5 - 140*q^10*t^6 - 328*q^9*t^7 + 19*q^8*t^8 + 128*q^7*t^9 - 72*q^6*t^10 - 59*q^5*t^11 - 28*q^4*t^12 + 8*q^3*t^13 - q^2*t^14 + q^13*t^2 - q^12*t^3 + 44*q^11*t^4 + 113*q^10*t^5 + 34*q^9*t^6 + 40*q^8*t^7 + 77*q^7*t^8 - 24*q^6*t^9 - 4*q^5*t^10 + 32*q^4*t^11 + 5*q^3*t^12 - 2*q^2*t^13 - q^10*t^4 - 18*q^9*t^5 - 24*q^8*t^6 - q^7*t^7 - 8*q^6*t^8 - 7*q^5*t^9 + q^4*t^10 - 2*q^3*t^11 + 3*q^7*t^6 + 2*q^6*t^7)/((t^4 - q)*(q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0530] 'FHNMw'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^7 - 2*q^6*t - 3*q^4*t^3 + 6*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 6*q^2*t^3 - 3*q^3*t - 2*q*t^3 - t^4 + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^18*t^17 + 2*q^17*t^18 + 4*q^16*t^19 - 4*q^19*t^15 - 13*q^18*t^16 - 22*q^17*t^17 - 6*q^16*t^18 - 30*q^15*t^19 - 21*q^14*t^20 - 2*q^13*t^21 + q^22*t^11 - 4*q^21*t^12 + 6*q^20*t^13 + 49*q^19*t^14 + 28*q^18*t^15 + 16*q^17*t^16 + 171*q^16*t^17 + 106*q^15*t^18 + 57*q^14*t^19 + 122*q^13*t^20 + 57*q^12*t^21 + 7*q^11*t^22 + q^23*t^9 + 3*q^22*t^10 - 21*q^21*t^11 - 39*q^20*t^12 + 43*q^19*t^13 - 135*q^18*t^14 - 359*q^17*t^15 + 5*q^16*t^16 - 230*q^15*t^17 - 712*q^14*t^18 - 242*q^13*t^19 - 187*q^12*t^20 - 282*q^11*t^21 - 94*q^10*t^22 - 4*q^9*t^23 - q^8*t^24 - q^23*t^8 - 4*q^22*t^9 + 33*q^21*t^10 + 45*q^19*t^12 + 171*q^18*t^13 - 127*q^17*t^14 + 533*q^16*t^15 + 1027*q^15*t^16 - 186*q^14*t^17 + 987*q^13*t^18 + 1480*q^12*t^19 + 303*q^11*t^20 + 395*q^10*t^21 + 387*q^9*t^22 + 67*q^8*t^23 + 8*q^7*t^24 - q^6*t^25 - 4*q^23*t^7 - 16*q^22*t^8 + 108*q^21*t^9 + 32*q^20*t^10 - 460*q^19*t^11 + 709*q^18*t^12 + 403*q^17*t^13 - 1110*q^16*t^14 + 915*q^15*t^15 - 976*q^14*t^16 - 1670*q^13*t^17 + 322*q^12*t^18 - 2107*q^11*t^19 - 1779*q^10*t^20 - 202*q^9*t^21 - 488*q^8*t^22 - 308*q^7*t^23 - 38*q^6*t^24 + 5*q^5*t^25 + 4*q^23*t^6 - 7*q^22*t^7 - 64*q^21*t^8 + 86*q^20*t^9 - 919*q^19*t^10 + 357*q^18*t^11 + 1010*q^17*t^12 - 4590*q^16*t^13 - 206*q^15*t^14 + 2705*q^14*t^15 - 3949*q^13*t^16 + 1349*q^12*t^17 + 2125*q^11*t^18 - 287*q^10*t^19 + 2536*q^9*t^20 + 1160*q^8*t^21 + 20*q^7*t^22 + 452*q^6*t^23 + 131*q^5*t^24 - 9*q^4*t^25 + 8*q^23*t^5 + 45*q^22*t^6 - 271*q^21*t^7 + 535*q^20*t^8 + 394*q^19*t^9 - 972*q^18*t^10 + 3249*q^17*t^11 - 964*q^16*t^12 + 225*q^15*t^13 + 11373*q^14*t^14 - 2908*q^13*t^15 - 1832*q^12*t^16 + 7963*q^11*t^17 - 2618*q^10*t^18 - 1734*q^9*t^19 + 382*q^8*t^20 - 1832*q^7*t^21 - 264*q^6*t^22 - 108*q^5*t^23 - 197*q^4*t^24 - 2*q^3*t^25 - 12*q^23*t^4 + 62*q^22*t^5 - 222*q^21*t^6 + 249*q^20*t^7 + 1489*q^19*t^8 - 3488*q^18*t^9 + 1233*q^17*t^10 + 4113*q^16*t^11 - 9659*q^15*t^12 + 1861*q^14*t^13 - 2887*q^13*t^14 - 14752*q^12*t^15 + 6079*q^11*t^16 - 2272*q^10*t^17 - 7929*q^9*t^18 + 3467*q^8*t^19 + 555*q^7*t^20 - 389*q^6*t^21 + 737*q^5*t^22 + 23*q^4*t^23 + 60*q^3*t^24 + 24*q^2*t^25 + q^24*t^2 - 14*q^23*t^3 + 40*q^22*t^4 + 88*q^21*t^5 - 725*q^20*t^6 + 1002*q^19*t^7 - 2502*q^18*t^8 - 2951*q^17*t^9 + 8470*q^16*t^10 - 9083*q^15*t^11 - 5595*q^14*t^12 + 18413*q^13*t^13 - 5461*q^12*t^14 + 3649*q^11*t^15 + 12660*q^10*t^16 - 5447*q^9*t^17 + 4236*q^8*t^18 + 3980*q^7*t^19 - 2509*q^6*t^20 + 390*q^5*t^21 + 112*q^4*t^22 - 190*q^3*t^23 + 10*q^2*t^24 - 9*q*t^25 - t^26 - 9*q^23*t^2 - 38*q^22*t^3 + 243*q^21*t^4 - 703*q^20*t^5 + 622*q^19*t^6 + 2771*q^18*t^7 - 2885*q^17*t^8 + 7263*q^16*t^9 + 3658*q^15*t^10 - 9981*q^14*t^11 + 19053*q^13*t^12 - 19053*q^11*t^14 + 9981*q^10*t^15 - 3658*q^9*t^16 - 7263*q^8*t^17 + 2885*q^7*t^18 - 2771*q^6*t^19 - 622*q^5*t^20 + 703*q^4*t^21 - 243*q^3*t^22 + 38*q^2*t^23 + 9*q*t^24 + q^24 + 9*q^23*t - 10*q^22*t^2 + 190*q^21*t^3 - 112*q^20*t^4 - 390*q^19*t^5 + 2509*q^18*t^6 - 3980*q^17*t^7 - 4236*q^16*t^8 + 5447*q^15*t^9 - 12660*q^14*t^10 - 3649*q^13*t^11 + 5461*q^12*t^12 - 18413*q^11*t^13 + 5595*q^10*t^14 + 9083*q^9*t^15 - 8470*q^8*t^16 + 2951*q^7*t^17 + 2502*q^6*t^18 - 1002*q^5*t^19 + 725*q^4*t^20 - 88*q^3*t^21 - 40*q^2*t^22 + 14*q*t^23 - t^24 - 24*q^22*t - 60*q^21*t^2 - 23*q^20*t^3 - 737*q^19*t^4 + 389*q^18*t^5 - 555*q^17*t^6 - 3467*q^16*t^7 + 7929*q^15*t^8 + 2272*q^14*t^9 - 6079*q^13*t^10 + 14752*q^12*t^11 + 2887*q^11*t^12 - 1861*q^10*t^13 + 9659*q^9*t^14 - 4113*q^8*t^15 - 1233*q^7*t^16 + 3488*q^6*t^17 - 1489*q^5*t^18 - 249*q^4*t^19 + 222*q^3*t^20 - 62*q^2*t^21 + 12*q*t^22 + 2*q^21*t + 197*q^20*t^2 + 108*q^19*t^3 + 264*q^18*t^4 + 1832*q^17*t^5 - 382*q^16*t^6 + 1734*q^15*t^7 + 2618*q^14*t^8 - 7963*q^13*t^9 + 1832*q^12*t^10 + 2908*q^11*t^11 - 11373*q^10*t^12 - 225*q^9*t^13 + 964*q^8*t^14 - 3249*q^7*t^15 + 972*q^6*t^16 - 394*q^5*t^17 - 535*q^4*t^18 + 271*q^3*t^19 - 45*q^2*t^20 - 8*q*t^21 + 9*q^20*t - 131*q^19*t^2 - 452*q^18*t^3 - 20*q^17*t^4 - 1160*q^16*t^5 - 2536*q^15*t^6 + 287*q^14*t^7 - 2125*q^13*t^8 - 1349*q^12*t^9 + 3949*q^11*t^10 - 2705*q^10*t^11 + 206*q^9*t^12 + 4590*q^8*t^13 - 1010*q^7*t^14 - 357*q^6*t^15 + 919*q^5*t^16 - 86*q^4*t^17 + 64*q^3*t^18 + 7*q^2*t^19 - 4*q*t^20 - 5*q^19*t + 38*q^18*t^2 + 308*q^17*t^3 + 488*q^16*t^4 + 202*q^15*t^5 + 1779*q^14*t^6 + 2107*q^13*t^7 - 322*q^12*t^8 + 1670*q^11*t^9 + 976*q^10*t^10 - 915*q^9*t^11 + 1110*q^8*t^12 - 403*q^7*t^13 - 709*q^6*t^14 + 460*q^5*t^15 - 32*q^4*t^16 - 108*q^3*t^17 + 16*q^2*t^18 + 4*q*t^19 + q^18*t - 8*q^17*t^2 - 67*q^16*t^3 - 387*q^15*t^4 - 395*q^14*t^5 - 303*q^13*t^6 - 1480*q^12*t^7 - 987*q^11*t^8 + 186*q^10*t^9 - 1027*q^9*t^10 - 533*q^8*t^11 + 127*q^7*t^12 - 171*q^6*t^13 - 45*q^5*t^14 - 33*q^3*t^16 + 4*q^2*t^17 + q*t^18 + q^16*t^2 + 4*q^15*t^3 + 94*q^14*t^4 + 282*q^13*t^5 + 187*q^12*t^6 + 242*q^11*t^7 + 712*q^10*t^8 + 230*q^9*t^9 - 5*q^8*t^10 + 359*q^7*t^11 + 135*q^6*t^12 - 43*q^5*t^13 + 39*q^4*t^14 + 21*q^3*t^15 - 3*q^2*t^16 - q*t^17 - 7*q^13*t^4 - 57*q^12*t^5 - 122*q^11*t^6 - 57*q^10*t^7 - 106*q^9*t^8 - 171*q^8*t^9 - 16*q^7*t^10 - 28*q^6*t^11 - 49*q^5*t^12 - 6*q^4*t^13 + 4*q^3*t^14 - q^2*t^15 + 2*q^11*t^5 + 21*q^10*t^6 + 30*q^9*t^7 + 6*q^8*t^8 + 22*q^7*t^9 + 13*q^6*t^10 + 4*q^5*t^11 - 4*q^8*t^7 - 2*q^7*t^8 - q^6*t^9)/((q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0531] 'FHN]w'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^5*t + 3*q^4*t - 2*q^3*t^2 + 2*q^3*t - 3*q^2*t^2 + q*t^2 + t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

-(q^15*t^15 + q^14*t^16 - q^18*t^11 + 3*q^17*t^12 - 4*q^16*t^13 - 12*q^15*t^14 + 6*q^14*t^15 - 11*q^13*t^16 - 5*q^12*t^17 - q^19*t^9 - 2*q^18*t^10 + 17*q^17*t^11 + 6*q^16*t^12 - 31*q^15*t^13 + 77*q^14*t^14 + 25*q^13*t^15 - 18*q^12*t^16 + 46*q^11*t^17 + 12*q^10*t^18 - 9*q^9*t^19 + 4*q^8*t^20 + q^19*t^8 + 4*q^18*t^9 - 15*q^17*t^10 - 7*q^16*t^11 - 72*q^15*t^12 + 5*q^14*t^13 + 84*q^13*t^14 - 314*q^12*t^15 + 9*q^11*t^16 + 21*q^10*t^17 - 93*q^9*t^18 + 27*q^8*t^19 - 18*q^7*t^20 + 4*q^19*t^7 + 7*q^18*t^8 - 78*q^17*t^9 + 47*q^16*t^10 + 228*q^15*t^11 - 353*q^14*t^12 + 418*q^13*t^13 - 212*q^12*t^14 + 78*q^11*t^15 + 553*q^10*t^16 - 213*q^9*t^17 + 45*q^8*t^18 + 40*q^7*t^19 + 37*q^6*t^20 - q^5*t^21 - 3*q^19*t^6 + 2*q^18*t^7 + 21*q^17*t^8 - 26*q^16*t^9 + 592*q^15*t^10 - 941*q^14*t^11 + 179*q^13*t^12 + 977*q^12*t^13 - 1120*q^11*t^14 + 572*q^10*t^15 - 324*q^9*t^16 - 409*q^8*t^17 + 327*q^7*t^18 - 107*q^6*t^19 - 80*q^5*t^20 + 4*q^4*t^21 - 8*q^19*t^5 - 27*q^18*t^6 + 190*q^17*t^7 - 507*q^16*t^8 + 270*q^15*t^9 - 159*q^14*t^10 - 1286*q^13*t^11 + 2746*q^12*t^12 - 2380*q^11*t^13 - 669*q^10*t^14 + 1640*q^9*t^15 - 1133*q^8*t^16 + 651*q^7*t^17 - 77*q^6*t^18 - 98*q^5*t^19 + 118*q^4*t^20 + q^3*t^21 + 10*q^19*t^4 - 40*q^18*t^5 + 256*q^17*t^6 - 400*q^16*t^7 - 323*q^15*t^8 + 2252*q^14*t^9 - 2543*q^13*t^10 + 1891*q^12*t^11 + 626*q^11*t^12 - 2729*q^10*t^13 + 4150*q^9*t^14 - 1014*q^8*t^15 - 685*q^7*t^16 + 669*q^6*t^17 - 263*q^5*t^18 + 53*q^4*t^19 - 20*q^3*t^20 - 18*q^2*t^21 - q^20*t^2 + 13*q^19*t^3 - 57*q^18*t^4 - 2*q^17*t^5 + 248*q^16*t^6 - 923*q^15*t^7 + 2279*q^14*t^8 - 1395*q^13*t^9 - 2819*q^12*t^10 + 5127*q^11*t^11 - 4090*q^10*t^12 + 529*q^9*t^13 + 1225*q^8*t^14 - 3049*q^7*t^15 + 1429*q^6*t^16 - 76*q^5*t^17 - 262*q^4*t^18 + 112*q^3*t^19 - 11*q^2*t^20 + 6*q*t^21 + t^22 + 10*q^19*t^2 + 5*q^18*t^3 - 159*q^17*t^4 + 566*q^16*t^5 - 744*q^15*t^6 - 416*q^14*t^7 + 1715*q^13*t^8 - 4801*q^12*t^9 + 4854*q^11*t^10 - 4854*q^9*t^12 + 4801*q^8*t^13 - 1715*q^7*t^14 + 416*q^6*t^15 + 744*q^5*t^16 - 566*q^4*t^17 + 159*q^3*t^18 - 5*q^2*t^19 - 10*q*t^20 - q^20 - 6*q^19*t + 11*q^18*t^2 - 112*q^17*t^3 + 262*q^16*t^4 + 76*q^15*t^5 - 1429*q^14*t^6 + 3049*q^13*t^7 - 1225*q^12*t^8 - 529*q^11*t^9 + 4090*q^10*t^10 - 5127*q^9*t^11 + 2819*q^8*t^12 + 1395*q^7*t^13 - 2279*q^6*t^14 + 923*q^5*t^15 - 248*q^4*t^16 + 2*q^3*t^17 + 57*q^2*t^18 - 13*q*t^19 + t^20 + 18*q^18*t + 20*q^17*t^2 - 53*q^16*t^3 + 263*q^15*t^4 - 669*q^14*t^5 + 685*q^13*t^6 + 1014*q^12*t^7 - 4150*q^11*t^8 + 2729*q^10*t^9 - 626*q^9*t^10 - 1891*q^8*t^11 + 2543*q^7*t^12 - 2252*q^6*t^13 + 323*q^5*t^14 + 400*q^4*t^15 - 256*q^3*t^16 + 40*q^2*t^17 - 10*q*t^18 - q^17*t - 118*q^16*t^2 + 98*q^15*t^3 + 77*q^14*t^4 - 651*q^13*t^5 + 1133*q^12*t^6 - 1640*q^11*t^7 + 669*q^10*t^8 + 2380*q^9*t^9 - 2746*q^8*t^10 + 1286*q^7*t^11 + 159*q^6*t^12 - 270*q^5*t^13 + 507*q^4*t^14 - 190*q^3*t^15 + 27*q^2*t^16 + 8*q*t^17 - 4*q^16*t + 80*q^15*t^2 + 107*q^14*t^3 - 327*q^13*t^4 + 409*q^12*t^5 + 324*q^11*t^6 - 572*q^10*t^7 + 1120*q^9*t^8 - 977*q^8*t^9 - 179*q^7*t^10 + 941*q^6*t^11 - 592*q^5*t^12 + 26*q^4*t^13 - 21*q^3*t^14 - 2*q^2*t^15 + 3*q*t^16 + q^15*t - 37*q^14*t^2 - 40*q^13*t^3 - 45*q^12*t^4 + 213*q^11*t^5 - 553*q^10*t^6 - 78*q^9*t^7 + 212*q^8*t^8 - 418*q^7*t^9 + 353*q^6*t^10 - 228*q^5*t^11 - 47*q^4*t^12 + 78*q^3*t^13 - 7*q^2*t^14 - 4*q*t^15 + 18*q^13*t^2 - 27*q^12*t^3 + 93*q^11*t^4 - 21*q^10*t^5 - 9*q^9*t^6 + 314*q^8*t^7 - 84*q^7*t^8 - 5*q^6*t^9 + 72*q^5*t^10 + 7*q^4*t^11 + 15*q^3*t^12 - 4*q^2*t^13 - q*t^14 - 4*q^12*t^2 + 9*q^11*t^3 - 12*q^10*t^4 - 46*q^9*t^5 + 18*q^8*t^6 - 25*q^7*t^7 - 77*q^6*t^8 + 31*q^5*t^9 - 6*q^4*t^10 - 17*q^3*t^11 + 2*q^2*t^12 + q*t^13 + 5*q^8*t^5 + 11*q^7*t^6 - 6*q^6*t^7 + 12*q^5*t^8 + 4*q^4*t^9 - 3*q^3*t^10 + q^2*t^11 - q^6*t^6 - q^5*t^7)/((q^2 - t)^3*(t^2 - q)^4*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0532] 'FHO}w'

Zeta functions

ask[-]:

-(q^4*t^3 + q^5*t - 5*q^4*t^2 + q^3*t^3 + q^5 - 2*q^4*t + 8*q^3*t^2 - 5*q^2*t^3 - 5*q^3*t + 8*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 5*q*t^2 + t^3 + q*t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(2*q^6*t^5 - q^4*t^7 + 14*q^6*t^4 - 21*q^5*t^5 + q^4*t^6 + 7*q^3*t^7 + 23*q^6*t^3 - 125*q^5*t^4 + 118*q^4*t^5 - 33*q^3*t^6 - 9*q^2*t^7 + 20*q^6*t^2 - 153*q^5*t^3 + 423*q^4*t^4 - 307*q^3*t^5 + 101*q^2*t^6 - 6*q*t^7 + t^8 + 5*q^6*t - 85*q^5*t^2 + 342*q^4*t^3 - 634*q^3*t^4 + 342*q^2*t^5 - 85*q*t^6 + 5*t^7 + q^6 - 6*q^5*t + 101*q^4*t^2 - 307*q^3*t^3 + 423*q^2*t^4 - 153*q*t^5 + 20*t^6 - 9*q^4*t - 33*q^3*t^2 + 118*q^2*t^3 - 125*q*t^4 + 23*t^5 + 7*q^3*t + q^2*t^2 - 21*q*t^3 + 14*t^4 - q^2*t + 2*t^3)/((q*t^2 - 1)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0533] 'FHQ?w'

Zeta functions

ask[-]:

-(q^8*t^6 + 6*q^8*t^5 - 7*q^7*t^6 + 2*q^8*t^4 - 19*q^7*t^5 + 14*q^6*t^6 - 18*q^7*t^4 + 10*q^6*t^5 - q^5*t^6 - 10*q^7*t^3 + 69*q^6*t^4 - 2*q^5*t^5 - 19*q^4*t^6 + q^3*t^7 + 15*q^6*t^3 - 49*q^5*t^4 + 14*q^4*t^5 + 5*q^3*t^6 + 18*q^6*t^2 - 38*q^5*t^3 - 72*q^4*t^4 + 30*q^3*t^5 - 30*q^5*t^2 + 72*q^4*t^3 + 38*q^3*t^4 - 18*q^2*t^5 - 5*q^5*t - 14*q^4*t^2 + 49*q^3*t^3 - 15*q^2*t^4 - q^5 + 19*q^4*t + 2*q^3*t^2 - 69*q^2*t^3 + 10*q*t^4 + q^3*t - 10*q^2*t^2 + 18*q*t^3 - 14*q^2*t + 19*q*t^2 - 2*t^3 + 7*q*t - 6*t^2 - t)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

-(q^10*t^11 + 15*q^10*t^10 - 7*q^9*t^11 + 35*q^10*t^9 - 103*q^9*t^10 + 20*q^8*t^11 + 21*q^10*t^8 - 253*q^9*t^9 + 322*q^8*t^10 - 36*q^7*t^11 + 3*q^10*t^7 - 190*q^9*t^8 + 728*q^8*t^9 - 568*q^7*t^10 + 54*q^6*t^11 - 139*q^9*t^7 + 800*q^8*t^8 - 1058*q^7*t^9 + 529*q^6*t^10 - 55*q^5*t^11 + q^4*t^12 - 53*q^9*t^6 + 908*q^8*t^7 - 2118*q^7*t^8 + 1005*q^6*t^9 - 201*q^5*t^10 + 15*q^4*t^11 - 5*q^9*t^5 + 371*q^8*t^6 - 2346*q^7*t^7 + 3249*q^6*t^8 - 865*q^5*t^9 + 46*q^4*t^10 + 178*q^8*t^5 - 1450*q^7*t^6 + 3227*q^6*t^7 - 2546*q^5*t^8 + 449*q^4*t^9 - 14*q^3*t^10 + 47*q^8*t^4 - 1070*q^7*t^5 + 3701*q^6*t^6 - 3172*q^5*t^7 + 1010*q^4*t^8 - 82*q^3*t^9 + q^8*t^3 - 258*q^7*t^4 + 2464*q^6*t^5 - 5222*q^5*t^6 + 2464*q^4*t^7 - 258*q^3*t^8 + q^2*t^9 - 82*q^7*t^3 + 1010*q^6*t^4 - 3172*q^5*t^5 + 3701*q^4*t^6 - 1070*q^3*t^7 + 47*q^2*t^8 - 14*q^7*t^2 + 449*q^6*t^3 - 2546*q^5*t^4 + 3227*q^4*t^5 - 1450*q^3*t^6 + 178*q^2*t^7 + 46*q^6*t^2 - 865*q^5*t^3 + 3249*q^4*t^4 - 2346*q^3*t^5 + 371*q^2*t^6 - 5*q*t^7 + 15*q^6*t - 201*q^5*t^2 + 1005*q^4*t^3 - 2118*q^3*t^4 + 908*q^2*t^5 - 53*q*t^6 + q^6 - 55*q^5*t + 529*q^4*t^2 - 1058*q^3*t^3 + 800*q^2*t^4 - 139*q*t^5 + 54*q^4*t - 568*q^3*t^2 + 728*q^2*t^3 - 190*q*t^4 + 3*t^5 - 36*q^3*t + 322*q^2*t^2 - 253*q*t^3 + 21*t^4 + 20*q^2*t - 103*q*t^2 + 35*t^3 - 7*q*t + 15*t^2 + t)/((q*t^2 - 1)^2*(q*t - 1)^3*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 2], [1, 4], [2, 3], [3, 6], [4, 6], [5, 6]]

[0534] 'FHQSO'

Zeta functions

ask[-]:

(q^6*t^4 + 17*q^6*t^3 - 7*q^5*t^4 + 41*q^6*t^2 - 98*q^5*t^3 + 21*q^4*t^4 + 17*q^6*t - 168*q^5*t^2 + 189*q^4*t^3 - 28*q^3*t^4 + q^6 - 35*q^5*t + 175*q^4*t^2 - 70*q^3*t^3 + 70*q^3*t^2 - 175*q^2*t^3 + 35*q*t^4 - t^5 + 28*q^3*t - 189*q^2*t^2 + 168*q*t^3 - 17*t^4 - 21*q^2*t + 98*q*t^2 - 41*t^3 + 7*q*t - 17*t^2 - t)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^7*t^6 + 22*q^7*t^5 - 7*q^6*t^6 + 106*q^7*t^4 - 161*q^6*t^5 + 21*q^5*t^6 + 169*q^7*t^3 - 833*q^6*t^4 + 532*q^5*t^5 - 35*q^4*t^6 + 106*q^7*t^2 - 1302*q^6*t^3 + 2912*q^5*t^4 - 1085*q^4*t^5 + 42*q^3*t^6 + 22*q^7*t - 623*q^6*t^2 + 4081*q^5*t^3 - 5733*q^4*t^4 + 1519*q^3*t^5 - 56*q^2*t^6 + q^7 - 63*q^6*t + 1365*q^5*t^2 - 6531*q^4*t^3 + 6531*q^3*t^4 - 1365*q^2*t^5 + 63*q*t^6 - t^7 + 56*q^5*t - 1519*q^4*t^2 + 5733*q^3*t^3 - 4081*q^2*t^4 + 623*q*t^5 - 22*t^6 - 42*q^4*t + 1085*q^3*t^2 - 2912*q^2*t^3 + 1302*q*t^4 - 106*t^5 + 35*q^3*t - 532*q^2*t^2 + 833*q*t^3 - 169*t^4 - 21*q^2*t + 161*q*t^2 - 106*t^3 + 7*q*t - 22*t^2 - t)/(q^7*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 3], [3, 5], [4, 6]]

[0535] 'FHQZo'

Zeta functions

ask[-]:

ask[+]:

(2*q^8*t^13 - 8*q^7*t^14 - q^6*t^15 - 6*q^10*t^10 + 11*q^9*t^11 + 23*q^8*t^12 - 25*q^7*t^13 + 45*q^6*t^14 + 8*q^5*t^15 - q^11*t^8 + q^10*t^9 + 3*q^9*t^10 - 49*q^8*t^11 - 85*q^7*t^12 + 65*q^6*t^13 - 89*q^5*t^14 - 27*q^4*t^15 + 2*q^11*t^7 + 26*q^10*t^8 - 43*q^9*t^9 + q^8*t^10 + 229*q^7*t^11 - 53*q^6*t^12 + 37*q^5*t^13 + 36*q^4*t^14 + 52*q^3*t^15 + q^11*t^6 - 4*q^10*t^7 - 31*q^9*t^8 + 54*q^8*t^9 + 215*q^7*t^10 - 625*q^6*t^11 + 430*q^5*t^12 - 205*q^4*t^13 + 55*q^3*t^14 - 51*q^2*t^15 - 6*q^11*t^5 - 20*q^10*t^6 + 5*q^9*t^7 + 91*q^8*t^8 - 525*q^7*t^9 + 346*q^6*t^10 - 7*q^5*t^11 - 24*q^4*t^12 - 39*q^3*t^13 + 14*q^2*t^14 + 10*q*t^15 + t^16 - 7*q^11*t^4 + 84*q^10*t^5 - 328*q^9*t^6 + 1067*q^8*t^7 - 2141*q^7*t^8 + 3530*q^6*t^9 - 3278*q^5*t^10 + 2091*q^4*t^11 - 971*q^3*t^12 + 315*q^2*t^13 - 57*q*t^14 + 3*t^15 - 13*q^11*t^3 + 181*q^10*t^4 - 845*q^9*t^5 + 2455*q^8*t^6 - 4756*q^7*t^7 + 6385*q^6*t^8 - 6813*q^5*t^9 + 4893*q^4*t^10 - 2383*q^3*t^11 + 804*q^2*t^12 - 153*q*t^13 + 14*t^14 - 14*q^11*t^2 + 153*q^10*t^3 - 804*q^9*t^4 + 2383*q^8*t^5 - 4893*q^7*t^6 + 6813*q^6*t^7 - 6385*q^5*t^8 + 4756*q^4*t^9 - 2455*q^3*t^10 + 845*q^2*t^11 - 181*q*t^12 + 13*t^13 - 3*q^11*t + 57*q^10*t^2 - 315*q^9*t^3 + 971*q^8*t^4 - 2091*q^7*t^5 + 3278*q^6*t^6 - 3530*q^5*t^7 + 2141*q^4*t^8 - 1067*q^3*t^9 + 328*q^2*t^10 - 84*q*t^11 + 7*t^12 - q^11 - 10*q^10*t - 14*q^9*t^2 + 39*q^8*t^3 + 24*q^7*t^4 + 7*q^6*t^5 - 346*q^5*t^6 + 525*q^4*t^7 - 91*q^3*t^8 - 5*q^2*t^9 + 20*q*t^10 + 6*t^11 + 51*q^9*t - 55*q^8*t^2 + 205*q^7*t^3 - 430*q^6*t^4 + 625*q^5*t^5 - 215*q^4*t^6 - 54*q^3*t^7 + 31*q^2*t^8 + 4*q*t^9 - t^10 - 52*q^8*t - 36*q^7*t^2 - 37*q^6*t^3 + 53*q^5*t^4 - 229*q^4*t^5 - q^3*t^6 + 43*q^2*t^7 - 26*q*t^8 - 2*t^9 + 27*q^7*t + 89*q^6*t^2 - 65*q^5*t^3 + 85*q^4*t^4 + 49*q^3*t^5 - 3*q^2*t^6 - q*t^7 + t^8 - 8*q^6*t - 45*q^5*t^2 + 25*q^4*t^3 - 23*q^3*t^4 - 11*q^2*t^5 + 6*q*t^6 + q^5*t + 8*q^4*t^2 - 2*q^3*t^3)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0536] 'FHQZw'

Zeta functions

ask[-]:

(q^6*t^4 + q^5*t^5 - 5*q^6*t^3 - q^5*t^4 - 4*q^4*t^5 + 8*q^6*t^2 + 9*q^4*t^4 + q^3*t^5 - q^7 + q^6*t - 16*q^5*t^2 + 15*q^4*t^3 - 16*q^3*t^4 + 7*q^2*t^5 + 7*q^5*t - 16*q^4*t^2 + 15*q^3*t^3 - 16*q^2*t^4 + q*t^5 - t^6 + q^4*t + 9*q^3*t^2 + 8*q*t^4 - 4*q^3*t - q^2*t^2 - 5*q*t^3 + q^2*t + q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^3)

ask[+]:

(q^15*t^12 - 2*q^14*t^13 - 4*q^13*t^14 + q^12*t^15 + 4*q^11*t^16 + q^10*t^17 + q^16*t^10 + 2*q^15*t^11 + 2*q^14*t^12 + 5*q^13*t^13 + 19*q^12*t^14 + 2*q^11*t^15 - 29*q^10*t^16 - 11*q^9*t^17 - 2*q^8*t^18 - 2*q^16*t^9 - 15*q^15*t^10 - 10*q^14*t^11 - 3*q^13*t^12 - 21*q^12*t^13 - 29*q^11*t^14 - 5*q^10*t^15 + 67*q^9*t^16 + 56*q^8*t^17 + 14*q^7*t^18 - q^16*t^8 + 8*q^15*t^9 + 24*q^14*t^10 + 125*q^13*t^11 - 115*q^12*t^12 + 18*q^11*t^13 + 141*q^10*t^14 - 94*q^9*t^15 - 64*q^8*t^16 - 123*q^7*t^17 - 51*q^6*t^18 + 6*q^16*t^7 + 35*q^15*t^8 - 62*q^14*t^9 + 48*q^13*t^10 - 298*q^12*t^11 + 46*q^11*t^12 + 353*q^10*t^13 - 381*q^9*t^14 + 27*q^8*t^15 + 207*q^7*t^16 + 84*q^6*t^17 + 99*q^5*t^18 + 4*q^4*t^19 - 2*q^17*t^5 + 11*q^16*t^6 - 84*q^15*t^7 + 108*q^14*t^8 - 451*q^13*t^9 + 605*q^12*t^10 + 35*q^11*t^11 + 16*q^10*t^12 - 73*q^9*t^13 - 260*q^8*t^14 + 625*q^7*t^15 - 380*q^6*t^16 - 73*q^5*t^17 - 58*q^4*t^18 - 19*q^3*t^19 - 8*q^17*t^4 + 80*q^16*t^5 - 400*q^15*t^6 + 1108*q^14*t^7 - 1646*q^13*t^8 + 1979*q^12*t^9 - 418*q^11*t^10 - 2376*q^10*t^11 + 2279*q^9*t^12 - 1192*q^8*t^13 + 345*q^7*t^14 - 140*q^6*t^15 - 261*q^5*t^16 + 314*q^4*t^17 - 57*q^3*t^18 + 29*q^2*t^19 - 15*q^17*t^3 + 172*q^16*t^4 - 773*q^15*t^5 + 2061*q^14*t^6 - 2957*q^13*t^7 + 1492*q^12*t^8 + 1522*q^11*t^9 - 5492*q^10*t^10 + 6354*q^9*t^11 - 1132*q^8*t^12 - 2472*q^7*t^13 + 2670*q^6*t^14 - 1168*q^5*t^15 + 437*q^4*t^16 - 114*q^3*t^17 - 9*q^2*t^18 - 3*q*t^19 - t^20 - 13*q^17*t^2 + 143*q^16*t^3 - 724*q^15*t^4 + 1843*q^14*t^5 - 2314*q^13*t^6 - 392*q^12*t^7 + 5870*q^11*t^8 - 7939*q^10*t^9 + 5533*q^9*t^10 + 905*q^8*t^11 - 7290*q^7*t^12 + 6055*q^6*t^13 - 1867*q^5*t^14 - 556*q^4*t^15 + 662*q^3*t^16 - 254*q^2*t^17 + 55*q*t^18 - 3*t^19 - 3*q^17*t + 55*q^16*t^2 - 254*q^15*t^3 + 662*q^14*t^4 - 556*q^13*t^5 - 1867*q^12*t^6 + 6055*q^11*t^7 - 7290*q^10*t^8 + 905*q^9*t^9 + 5533*q^8*t^10 - 7939*q^7*t^11 + 5870*q^6*t^12 - 392*q^5*t^13 - 2314*q^4*t^14 + 1843*q^3*t^15 - 724*q^2*t^16 + 143*q*t^17 - 13*t^18 - q^17 - 3*q^16*t - 9*q^15*t^2 - 114*q^14*t^3 + 437*q^13*t^4 - 1168*q^12*t^5 + 2670*q^11*t^6 - 2472*q^10*t^7 - 1132*q^9*t^8 + 6354*q^8*t^9 - 5492*q^7*t^10 + 1522*q^6*t^11 + 1492*q^5*t^12 - 2957*q^4*t^13 + 2061*q^3*t^14 - 773*q^2*t^15 + 172*q*t^16 - 15*t^17 + 29*q^15*t - 57*q^14*t^2 + 314*q^13*t^3 - 261*q^12*t^4 - 140*q^11*t^5 + 345*q^10*t^6 - 1192*q^9*t^7 + 2279*q^8*t^8 - 2376*q^7*t^9 - 418*q^6*t^10 + 1979*q^5*t^11 - 1646*q^4*t^12 + 1108*q^3*t^13 - 400*q^2*t^14 + 80*q*t^15 - 8*t^16 - 19*q^14*t - 58*q^13*t^2 - 73*q^12*t^3 - 380*q^11*t^4 + 625*q^10*t^5 - 260*q^9*t^6 - 73*q^8*t^7 + 16*q^7*t^8 + 35*q^6*t^9 + 605*q^5*t^10 - 451*q^4*t^11 + 108*q^3*t^12 - 84*q^2*t^13 + 11*q*t^14 - 2*t^15 + 4*q^13*t + 99*q^12*t^2 + 84*q^11*t^3 + 207*q^10*t^4 + 27*q^9*t^5 - 381*q^8*t^6 + 353*q^7*t^7 + 46*q^6*t^8 - 298*q^5*t^9 + 48*q^4*t^10 - 62*q^3*t^11 + 35*q^2*t^12 + 6*q*t^13 - 51*q^11*t^2 - 123*q^10*t^3 - 64*q^9*t^4 - 94*q^8*t^5 + 141*q^7*t^6 + 18*q^6*t^7 - 115*q^5*t^8 + 125*q^4*t^9 + 24*q^3*t^10 + 8*q^2*t^11 - q*t^12 + 14*q^10*t^2 + 56*q^9*t^3 + 67*q^8*t^4 - 5*q^7*t^5 - 29*q^6*t^6 - 21*q^5*t^7 - 3*q^4*t^8 - 10*q^3*t^9 - 15*q^2*t^10 - 2*q*t^11 - 2*q^9*t^2 - 11*q^8*t^3 - 29*q^7*t^4 + 2*q^6*t^5 + 19*q^5*t^6 + 5*q^4*t^7 + 2*q^3*t^8 + 2*q^2*t^9 + q*t^10 + q^7*t^3 + 4*q^6*t^4 + q^5*t^5 - 4*q^4*t^6 - 2*q^3*t^7 + q^2*t^8)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)*(q - t)^4*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0537] 'FHQ[o'

Zeta functions

ask[-]:

-(2*q^7*t^2 - 3*q^6*t^3 + 2*q^5*t^4 + 4*q^7*t - 15*q^6*t^2 + 12*q^5*t^3 - 5*q^4*t^4 + q^7 - 3*q^6*t + 6*q^5*t^2 + 5*q^4*t^3 - 4*q^3*t^4 - 13*q^5*t + 31*q^4*t^2 - 31*q^3*t^3 + 13*q^2*t^4 + 4*q^4*t - 5*q^3*t^2 - 6*q^2*t^3 + 3*q*t^4 - t^5 + 5*q^3*t - 12*q^2*t^2 + 15*q*t^3 - 4*t^4 - 2*q^2*t + 3*q*t^2 - 2*t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^8*t^5 - 2*q^7*t^6 + q^6*t^7 + 9*q^8*t^4 - 19*q^7*t^5 + 14*q^6*t^6 - 3*q^5*t^7 + 19*q^8*t^3 - 82*q^7*t^4 + 97*q^6*t^5 - 44*q^5*t^6 + 4*q^4*t^7 + 19*q^8*t^2 - 131*q^7*t^3 + 298*q^6*t^4 - 248*q^5*t^5 + 85*q^4*t^6 - 9*q^3*t^7 + 7*q^8*t - 90*q^7*t^2 + 288*q^6*t^3 - 406*q^5*t^4 + 223*q^4*t^5 - 44*q^3*t^6 + 8*q^2*t^7 + q^8 - 12*q^7*t + 94*q^6*t^2 - 136*q^5*t^3 + 136*q^3*t^5 - 94*q^2*t^6 + 12*q*t^7 - t^8 - 8*q^6*t + 44*q^5*t^2 - 223*q^4*t^3 + 406*q^3*t^4 - 288*q^2*t^5 + 90*q*t^6 - 7*t^7 + 9*q^5*t - 85*q^4*t^2 + 248*q^3*t^3 - 298*q^2*t^4 + 131*q*t^5 - 19*t^6 - 4*q^4*t + 44*q^3*t^2 - 97*q^2*t^3 + 82*q*t^4 - 19*t^5 + 3*q^3*t - 14*q^2*t^2 + 19*q*t^3 - 9*t^4 - q^2*t + 2*q*t^2 - t^3)/((q - t)*q^7*(t + 1)*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 3], [3, 5], [3, 6], [4, 5], [4, 6]]

[0538] 'FHQ[w'

Zeta functions

ask[-]:

-(q^6*t^2 - q^5*t^3 + 3*q^6*t - 7*q^5*t^2 + 3*q^4*t^3 + q^6 - 2*q^5*t + 2*q^4*t^2 + 3*q^3*t^3 - 10*q^4*t + 14*q^3*t^2 - 10*q^2*t^3 + 3*q^3*t + 2*q^2*t^2 - 2*q*t^3 + t^4 + 3*q^2*t - 7*q*t^2 + 3*t^3 - q*t + t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^13*t^11 + 8*q^12*t^12 + 10*q^11*t^13 + 2*q^10*t^14 - 48*q^11*t^12 - 90*q^10*t^13 - 34*q^9*t^14 - 4*q^8*t^15 + q^14*t^8 - 17*q^13*t^9 - 58*q^12*t^10 - 65*q^11*t^11 + 114*q^10*t^12 + 317*q^9*t^13 + 196*q^8*t^14 + 39*q^7*t^15 + q^6*t^16 - 8*q^15*t^6 + 34*q^14*t^7 - 48*q^13*t^8 + 38*q^12*t^9 + 396*q^11*t^10 + 488*q^10*t^11 - 74*q^9*t^12 - 650*q^8*t^13 - 532*q^7*t^14 - 164*q^6*t^15 - 8*q^5*t^16 - 5*q^15*t^5 + 100*q^14*t^6 - 331*q^13*t^7 + 666*q^12*t^8 - 41*q^11*t^9 - 1243*q^10*t^10 - 1481*q^9*t^11 - 713*q^8*t^12 + 1056*q^7*t^13 + 815*q^6*t^14 + 356*q^5*t^15 + 29*q^4*t^16 - 36*q^15*t^4 + 176*q^14*t^5 - 660*q^13*t^6 + 1502*q^12*t^7 - 2772*q^11*t^8 - 1150*q^10*t^9 + 3444*q^9*t^10 + 2150*q^8*t^11 + 2440*q^7*t^12 - 952*q^6*t^13 - 1070*q^5*t^14 - 372*q^4*t^15 - 60*q^3*t^16 - 11*q^15*t^3 + 306*q^14*t^4 - 1092*q^13*t^5 + 1487*q^12*t^6 - 2004*q^11*t^7 + 3875*q^10*t^8 + 6232*q^9*t^9 - 5825*q^8*t^10 - 3623*q^7*t^11 - 2361*q^6*t^12 - 560*q^5*t^13 + 1420*q^4*t^14 + 156*q^3*t^15 + 64*q^2*t^16 - 19*q^15*t^2 + 61*q^14*t^3 - 721*q^13*t^4 + 2001*q^12*t^5 + 1047*q^11*t^6 - 2001*q^10*t^7 - 2285*q^9*t^8 - 10041*q^8*t^9 + 1957*q^7*t^10 + 7571*q^6*t^11 + 209*q^5*t^12 + 1417*q^4*t^13 - 1029*q^3*t^14 - 85*q^2*t^15 - 17*q*t^16 - t^17 - 2*q^15*t + 77*q^14*t^2 + 182*q^13*t^3 - 37*q^12*t^4 - 739*q^11*t^5 - 7040*q^10*t^6 + 4305*q^9*t^7 + 5432*q^8*t^8 + 5432*q^7*t^9 + 4305*q^6*t^10 - 7040*q^5*t^11 - 739*q^4*t^12 - 37*q^3*t^13 + 182*q^2*t^14 + 77*q*t^15 - 2*t^16 - q^15 - 17*q^14*t - 85*q^13*t^2 - 1029*q^12*t^3 + 1417*q^11*t^4 + 209*q^10*t^5 + 7571*q^9*t^6 + 1957*q^8*t^7 - 10041*q^7*t^8 - 2285*q^6*t^9 - 2001*q^5*t^10 + 1047*q^4*t^11 + 2001*q^3*t^12 - 721*q^2*t^13 + 61*q*t^14 - 19*t^15 + 64*q^13*t + 156*q^12*t^2 + 1420*q^11*t^3 - 560*q^10*t^4 - 2361*q^9*t^5 - 3623*q^8*t^6 - 5825*q^7*t^7 + 6232*q^6*t^8 + 3875*q^5*t^9 - 2004*q^4*t^10 + 1487*q^3*t^11 - 1092*q^2*t^12 + 306*q*t^13 - 11*t^14 - 60*q^12*t - 372*q^11*t^2 - 1070*q^10*t^3 - 952*q^9*t^4 + 2440*q^8*t^5 + 2150*q^7*t^6 + 3444*q^6*t^7 - 1150*q^5*t^8 - 2772*q^4*t^9 + 1502*q^3*t^10 - 660*q^2*t^11 + 176*q*t^12 - 36*t^13 + 29*q^11*t + 356*q^10*t^2 + 815*q^9*t^3 + 1056*q^8*t^4 - 713*q^7*t^5 - 1481*q^6*t^6 - 1243*q^5*t^7 - 41*q^4*t^8 + 666*q^3*t^9 - 331*q^2*t^10 + 100*q*t^11 - 5*t^12 - 8*q^10*t - 164*q^9*t^2 - 532*q^8*t^3 - 650*q^7*t^4 - 74*q^6*t^5 + 488*q^5*t^6 + 396*q^4*t^7 + 38*q^3*t^8 - 48*q^2*t^9 + 34*q*t^10 - 8*t^11 + q^9*t + 39*q^8*t^2 + 196*q^7*t^3 + 317*q^6*t^4 + 114*q^5*t^5 - 65*q^4*t^6 - 58*q^3*t^7 - 17*q^2*t^8 + q*t^9 - 4*q^7*t^2 - 34*q^6*t^3 - 90*q^5*t^4 - 48*q^4*t^5 + 2*q^5*t^3 + 10*q^4*t^4 + 8*q^3*t^5 + 2*q^2*t^6)/((q^2 - t)*(q + t)*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 3], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0539] 'FHQ^o'

Zeta functions

ask[-]:

ask[+]:

-(2*q^17*t^18 + 4*q^16*t^19 + 4*q^15*t^20 + q^19*t^15 - 11*q^18*t^16 - 23*q^17*t^17 - 21*q^16*t^18 - 21*q^15*t^19 - 37*q^14*t^20 - 17*q^13*t^21 - q^12*t^22 - 3*q^21*t^12 + 3*q^20*t^13 + 32*q^19*t^14 + 24*q^18*t^15 + 36*q^17*t^16 + 143*q^16*t^17 + 160*q^15*t^18 + 77*q^14*t^19 + 117*q^13*t^20 + 118*q^12*t^21 + 30*q^11*t^22 + 3*q^10*t^23 - q^22*t^10 - 2*q^21*t^11 + q^20*t^12 - 41*q^19*t^13 - 124*q^18*t^14 - 167*q^17*t^15 - 85*q^16*t^16 - 308*q^15*t^17 - 574*q^14*t^18 - 326*q^13*t^19 - 186*q^12*t^20 - 327*q^11*t^21 - 167*q^10*t^22 - 29*q^9*t^23 - 4*q^8*t^24 + 2*q^22*t^9 + 25*q^21*t^10 + 6*q^20*t^11 - 99*q^19*t^12 + 178*q^18*t^13 + 290*q^17*t^14 + 118*q^16*t^15 + 216*q^15*t^16 + 338*q^14*t^17 + 769*q^13*t^18 + 970*q^12*t^19 + 357*q^11*t^20 + 350*q^10*t^21 + 416*q^9*t^22 + 130*q^8*t^23 + 24*q^7*t^24 + 3*q^22*t^8 - 2*q^21*t^9 - 50*q^20*t^10 - 25*q^19*t^11 + 525*q^18*t^12 + 405*q^17*t^13 - 1046*q^16*t^14 + 259*q^15*t^15 + 1398*q^14*t^16 - 511*q^13*t^17 - 621*q^12*t^18 - 686*q^11*t^19 - 942*q^10*t^20 - 152*q^9*t^21 - 363*q^8*t^22 - 332*q^7*t^23 - 70*q^6*t^24 - 8*q^22*t^7 - 67*q^21*t^8 + 14*q^20*t^9 + 218*q^19*t^10 - 799*q^18*t^11 - 535*q^17*t^12 - 1709*q^16*t^13 - 763*q^15*t^14 + 1711*q^14*t^15 - 4100*q^13*t^16 - 3347*q^12*t^17 + 1891*q^11*t^18 - 286*q^10*t^19 + 40*q^9*t^20 + 500*q^8*t^21 - 46*q^7*t^22 + 338*q^6*t^23 + 146*q^5*t^24 + 2*q^4*t^25 - 4*q^22*t^6 + 27*q^21*t^7 + 69*q^20*t^8 + 708*q^19*t^9 - 1744*q^18*t^10 + 1027*q^17*t^11 + 4563*q^16*t^12 - 1445*q^15*t^13 + 2867*q^14*t^14 + 1957*q^13*t^15 - 502*q^12*t^16 + 8944*q^11*t^17 + 2075*q^10*t^18 - 2474*q^9*t^19 + 1868*q^8*t^20 + 116*q^7*t^21 - 190*q^6*t^22 - 13*q^5*t^23 - 154*q^4*t^24 - 15*q^3*t^25 + q^23*t^4 + 6*q^22*t^5 + 184*q^21*t^6 - 479*q^20*t^7 + 652*q^19*t^8 - 699*q^18*t^9 - 380*q^17*t^10 + 6621*q^16*t^11 - 8038*q^15*t^12 - 5183*q^14*t^13 + 10557*q^13*t^14 - 6959*q^12*t^15 - 3506*q^11*t^16 - 412*q^10*t^17 - 9163*q^9*t^18 + 1286*q^8*t^19 + 1120*q^7*t^20 - 1922*q^6*t^21 + 226*q^5*t^22 + 71*q^4*t^23 + 7*q^3*t^24 + 30*q^2*t^25 + q^23*t^3 - 40*q^22*t^4 + 132*q^21*t^5 - 849*q^20*t^6 + 280*q^19*t^7 + 2023*q^18*t^8 - 5020*q^17*t^9 + 2373*q^16*t^10 - 3592*q^15*t^11 - 10882*q^14*t^12 + 16270*q^13*t^13 - 6455*q^12*t^14 - 16161*q^11*t^15 + 13750*q^10*t^16 + 743*q^9*t^17 - 303*q^8*t^18 + 4852*q^7*t^19 - 2295*q^6*t^20 + 327*q^5*t^21 + 635*q^4*t^22 - 216*q^3*t^23 + 16*q^2*t^24 - 8*q*t^25 - t^26 + 4*q^23*t^2 - 34*q^22*t^3 + 143*q^21*t^4 - 21*q^20*t^5 - 88*q^19*t^6 + 3092*q^18*t^7 - 5114*q^17*t^8 - 423*q^16*t^9 + 13967*q^15*t^10 - 6603*q^14*t^11 + 8497*q^13*t^12 + 10816*q^12*t^13 - 14389*q^11*t^14 + 17482*q^10*t^15 + 8691*q^9*t^16 - 12739*q^8*t^17 + 3308*q^7*t^18 + 364*q^6*t^19 - 1125*q^5*t^20 + 964*q^4*t^21 - 290*q^3*t^22 - q^2*t^23 + 20*q*t^24 - t^25 + q^23*t - 20*q^22*t^2 + q^21*t^3 + 290*q^20*t^4 - 964*q^19*t^5 + 1125*q^18*t^6 - 364*q^17*t^7 - 3308*q^16*t^8 + 12739*q^15*t^9 - 8691*q^14*t^10 - 17482*q^13*t^11 + 14389*q^12*t^12 - 10816*q^11*t^13 - 8497*q^10*t^14 + 6603*q^9*t^15 - 13967*q^8*t^16 + 423*q^7*t^17 + 5114*q^6*t^18 - 3092*q^5*t^19 + 88*q^4*t^20 + 21*q^3*t^21 - 143*q^2*t^22 + 34*q*t^23 - 4*t^24 + q^23 + 8*q^22*t - 16*q^21*t^2 + 216*q^20*t^3 - 635*q^19*t^4 - 327*q^18*t^5 + 2295*q^17*t^6 - 4852*q^16*t^7 + 303*q^15*t^8 - 743*q^14*t^9 - 13750*q^13*t^10 + 16161*q^12*t^11 + 6455*q^11*t^12 - 16270*q^10*t^13 + 10882*q^9*t^14 + 3592*q^8*t^15 - 2373*q^7*t^16 + 5020*q^6*t^17 - 2023*q^5*t^18 - 280*q^4*t^19 + 849*q^3*t^20 - 132*q^2*t^21 + 40*q*t^22 - t^23 - 30*q^21*t - 7*q^20*t^2 - 71*q^19*t^3 - 226*q^18*t^4 + 1922*q^17*t^5 - 1120*q^16*t^6 - 1286*q^15*t^7 + 9163*q^14*t^8 + 412*q^13*t^9 + 3506*q^12*t^10 + 6959*q^11*t^11 - 10557*q^10*t^12 + 5183*q^9*t^13 + 8038*q^8*t^14 - 6621*q^7*t^15 + 380*q^6*t^16 + 699*q^5*t^17 - 652*q^4*t^18 + 479*q^3*t^19 - 184*q^2*t^20 - 6*q*t^21 - t^22 + 15*q^20*t + 154*q^19*t^2 + 13*q^18*t^3 + 190*q^17*t^4 - 116*q^16*t^5 - 1868*q^15*t^6 + 2474*q^14*t^7 - 2075*q^13*t^8 - 8944*q^12*t^9 + 502*q^11*t^10 - 1957*q^10*t^11 - 2867*q^9*t^12 + 1445*q^8*t^13 - 4563*q^7*t^14 - 1027*q^6*t^15 + 1744*q^5*t^16 - 708*q^4*t^17 - 69*q^3*t^18 - 27*q^2*t^19 + 4*q*t^20 - 2*q^19*t - 146*q^18*t^2 - 338*q^17*t^3 + 46*q^16*t^4 - 500*q^15*t^5 - 40*q^14*t^6 + 286*q^13*t^7 - 1891*q^12*t^8 + 3347*q^11*t^9 + 4100*q^10*t^10 - 1711*q^9*t^11 + 763*q^8*t^12 + 1709*q^7*t^13 + 535*q^6*t^14 + 799*q^5*t^15 - 218*q^4*t^16 - 14*q^3*t^17 + 67*q^2*t^18 + 8*q*t^19 + 70*q^17*t^2 + 332*q^16*t^3 + 363*q^15*t^4 + 152*q^14*t^5 + 942*q^13*t^6 + 686*q^12*t^7 + 621*q^11*t^8 + 511*q^10*t^9 - 1398*q^9*t^10 - 259*q^8*t^11 + 1046*q^7*t^12 - 405*q^6*t^13 - 525*q^5*t^14 + 25*q^4*t^15 + 50*q^3*t^16 + 2*q^2*t^17 - 3*q*t^18 - 24*q^16*t^2 - 130*q^15*t^3 - 416*q^14*t^4 - 350*q^13*t^5 - 357*q^12*t^6 - 970*q^11*t^7 - 769*q^10*t^8 - 338*q^9*t^9 - 216*q^8*t^10 - 118*q^7*t^11 - 290*q^6*t^12 - 178*q^5*t^13 + 99*q^4*t^14 - 6*q^3*t^15 - 25*q^2*t^16 - 2*q*t^17 + 4*q^15*t^2 + 29*q^14*t^3 + 167*q^13*t^4 + 327*q^12*t^5 + 186*q^11*t^6 + 326*q^10*t^7 + 574*q^9*t^8 + 308*q^8*t^9 + 85*q^7*t^10 + 167*q^6*t^11 + 124*q^5*t^12 + 41*q^4*t^13 - q^3*t^14 + 2*q^2*t^15 + q*t^16 - 3*q^13*t^3 - 30*q^12*t^4 - 118*q^11*t^5 - 117*q^10*t^6 - 77*q^9*t^7 - 160*q^8*t^8 - 143*q^7*t^9 - 36*q^6*t^10 - 24*q^5*t^11 - 32*q^4*t^12 - 3*q^3*t^13 + 3*q^2*t^14 + q^11*t^4 + 17*q^10*t^5 + 37*q^9*t^6 + 21*q^8*t^7 + 21*q^7*t^8 + 23*q^6*t^9 + 11*q^5*t^10 - q^4*t^11 - 4*q^8*t^6 - 4*q^7*t^7 - 2*q^6*t^8)/((q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0540] 'FHQ^w'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 - 5*q^6*t^2 + q^5*t^3 - 4*q^4*t^4 + q^7 + q^6*t + 7*q^5*t^2 + q^3*t^4 - 8*q^5*t + 10*q^4*t^2 - 10*q^3*t^3 + 8*q^2*t^4 - q^4*t - 7*q^2*t^3 - q*t^4 - t^5 + 4*q^3*t - q^2*t^2 + 5*q*t^3 - q^2*t - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^28*t^10 + 4*q^27*t^11 + 6*q^26*t^12 + 3*q^25*t^13 - 2*q^28*t^9 - 12*q^27*t^10 - 35*q^26*t^11 - 48*q^25*t^12 - 43*q^24*t^13 - 13*q^23*t^14 - q^22*t^15 - 2*q^28*t^8 - 6*q^27*t^9 + 36*q^26*t^10 + 135*q^25*t^11 + 199*q^24*t^12 + 197*q^23*t^13 + 100*q^22*t^14 + 22*q^21*t^15 + 6*q^20*t^16 - q^19*t^17 - 2*q^29*t^6 + 17*q^28*t^7 + 24*q^27*t^8 + 103*q^26*t^9 + 73*q^25*t^10 - 237*q^24*t^11 - 508*q^23*t^12 - 445*q^22*t^13 - 293*q^21*t^14 - 99*q^20*t^15 - 19*q^19*t^16 - q^30*t^4 + 4*q^29*t^5 - 4*q^28*t^6 - 2*q^27*t^7 - 221*q^26*t^8 - 465*q^25*t^9 - 513*q^24*t^10 - 202*q^23*t^11 + 662*q^22*t^12 + 651*q^21*t^13 + 247*q^20*t^14 + 107*q^19*t^15 - 33*q^18*t^16 - 20*q^17*t^17 - q^30*t^3 + 24*q^29*t^4 - 110*q^28*t^5 + 97*q^27*t^6 - 147*q^26*t^7 + 170*q^25*t^8 + 1581*q^24*t^9 + 1440*q^23*t^10 + 844*q^22*t^11 + 329*q^21*t^12 - 374*q^20*t^13 + 208*q^19*t^14 + 485*q^18*t^15 + 368*q^17*t^16 + 147*q^16*t^17 + 13*q^15*t^18 + 8*q^14*t^19 - 4*q^30*t^2 + 24*q^29*t^3 - 109*q^28*t^4 + 263*q^27*t^5 + 365*q^26*t^6 - 42*q^25*t^7 + 742*q^24*t^8 - 1576*q^23*t^9 - 3550*q^22*t^10 - 633*q^21*t^11 - 613*q^20*t^12 - 1039*q^19*t^13 - 785*q^18*t^14 - 1476*q^17*t^15 - 1081*q^16*t^16 - 375*q^15*t^17 - 61*q^14*t^18 - 29*q^13*t^19 - 3*q^12*t^20 - q^30*t + 18*q^29*t^2 - 40*q^27*t^4 + 163*q^26*t^5 - 1433*q^25*t^6 - 1320*q^24*t^7 - 387*q^23*t^8 - 634*q^22*t^9 + 2293*q^21*t^10 + 1004*q^20*t^11 - 2003*q^19*t^12 + 240*q^18*t^13 + 1203*q^17*t^14 + 1794*q^16*t^15 + 1423*q^15*t^16 + 223*q^14*t^17 + 44*q^13*t^18 + 32*q^12*t^19 - q^11*t^20 - q^30 - 4*q^29*t + 10*q^28*t^2 - 244*q^27*t^3 + 166*q^26*t^4 + 30*q^25*t^5 + 374*q^24*t^6 + 3821*q^23*t^7 + 2118*q^22*t^8 - 1309*q^21*t^9 + 2131*q^20*t^10 + 3167*q^19*t^11 + 3406*q^18*t^12 + 3620*q^17*t^13 + 874*q^16*t^14 - 1165*q^15*t^15 - 519*q^14*t^16 + 623*q^13*t^17 + 401*q^12*t^18 + 73*q^11*t^19 + 38*q^10*t^20 + 2*q^9*t^21 + 23*q^28*t + 7*q^27*t^2 + 245*q^26*t^3 + 686*q^25*t^4 - 490*q^24*t^5 - 350*q^23*t^6 - 931*q^22*t^7 - 3414*q^21*t^8 + 1317*q^20*t^9 + 1449*q^19*t^10 - 7074*q^18*t^11 - 6699*q^17*t^12 - 4165*q^16*t^13 - 2449*q^15*t^14 - 131*q^14*t^15 - 1140*q^13*t^16 - 1674*q^12*t^17 - 904*q^11*t^18 - 377*q^10*t^19 - 109*q^9*t^20 - q^8*t^21 + q^7*t^22 - 11*q^27*t - 148*q^26*t^2 - 185*q^25*t^3 - 648*q^24*t^4 - 1102*q^23*t^5 + 867*q^22*t^6 + 350*q^21*t^7 - 3915*q^20*t^8 - 2992*q^19*t^9 - 2026*q^18*t^10 + 768*q^17*t^11 + 4901*q^16*t^12 + 3175*q^15*t^13 - 349*q^14*t^14 - 1494*q^13*t^15 + 1445*q^12*t^16 + 2455*q^11*t^17 + 746*q^10*t^18 + 407*q^9*t^19 + 155*q^8*t^20 - 13*q^7*t^21 - 6*q^6*t^22 + 11*q^26*t + 96*q^25*t^2 + 365*q^24*t^3 + 165*q^23*t^4 + 412*q^22*t^5 + 1054*q^21*t^6 - 612*q^20*t^7 + 4529*q^19*t^8 + 9728*q^18*t^9 + 3324*q^17*t^10 + 649*q^16*t^11 + 968*q^15*t^12 + 2996*q^14*t^13 + 5132*q^13*t^14 + 2860*q^12*t^15 + 871*q^11*t^16 - 1123*q^10*t^17 - 706*q^9*t^18 + 144*q^8*t^19 + 25*q^7*t^20 + 40*q^6*t^21 + 12*q^5*t^22 - 12*q^25*t - 40*q^24*t^2 - 25*q^23*t^3 - 144*q^22*t^4 + 706*q^21*t^5 + 1123*q^20*t^6 - 871*q^19*t^7 - 2860*q^18*t^8 - 5132*q^17*t^9 - 2996*q^16*t^10 - 968*q^15*t^11 - 649*q^14*t^12 - 3324*q^13*t^13 - 9728*q^12*t^14 - 4529*q^11*t^15 + 612*q^10*t^16 - 1054*q^9*t^17 - 412*q^8*t^18 - 165*q^7*t^19 - 365*q^6*t^20 - 96*q^5*t^21 - 11*q^4*t^22 + 6*q^24*t + 13*q^23*t^2 - 155*q^22*t^3 - 407*q^21*t^4 - 746*q^20*t^5 - 2455*q^19*t^6 - 1445*q^18*t^7 + 1494*q^17*t^8 + 349*q^16*t^9 - 3175*q^15*t^10 - 4901*q^14*t^11 - 768*q^13*t^12 + 2026*q^12*t^13 + 2992*q^11*t^14 + 3915*q^10*t^15 - 350*q^9*t^16 - 867*q^8*t^17 + 1102*q^7*t^18 + 648*q^6*t^19 + 185*q^5*t^20 + 148*q^4*t^21 + 11*q^3*t^22 - q^23*t + q^22*t^2 + 109*q^21*t^3 + 377*q^20*t^4 + 904*q^19*t^5 + 1674*q^18*t^6 + 1140*q^17*t^7 + 131*q^16*t^8 + 2449*q^15*t^9 + 4165*q^14*t^10 + 6699*q^13*t^11 + 7074*q^12*t^12 - 1449*q^11*t^13 - 1317*q^10*t^14 + 3414*q^9*t^15 + 931*q^8*t^16 + 350*q^7*t^17 + 490*q^6*t^18 - 686*q^5*t^19 - 245*q^4*t^20 - 7*q^3*t^21 - 23*q^2*t^22 - 2*q^21*t^2 - 38*q^20*t^3 - 73*q^19*t^4 - 401*q^18*t^5 - 623*q^17*t^6 + 519*q^16*t^7 + 1165*q^15*t^8 - 874*q^14*t^9 - 3620*q^13*t^10 - 3406*q^12*t^11 - 3167*q^11*t^12 - 2131*q^10*t^13 + 1309*q^9*t^14 - 2118*q^8*t^15 - 3821*q^7*t^16 - 374*q^6*t^17 - 30*q^5*t^18 - 166*q^4*t^19 + 244*q^3*t^20 - 10*q^2*t^21 + 4*q*t^22 + t^23 + q^19*t^3 - 32*q^18*t^4 - 44*q^17*t^5 - 223*q^16*t^6 - 1423*q^15*t^7 - 1794*q^14*t^8 - 1203*q^13*t^9 - 240*q^12*t^10 + 2003*q^11*t^11 - 1004*q^10*t^12 - 2293*q^9*t^13 + 634*q^8*t^14 + 387*q^7*t^15 + 1320*q^6*t^16 + 1433*q^5*t^17 - 163*q^4*t^18 + 40*q^3*t^19 - 18*q*t^21 + t^22 + 3*q^18*t^3 + 29*q^17*t^4 + 61*q^16*t^5 + 375*q^15*t^6 + 1081*q^14*t^7 + 1476*q^13*t^8 + 785*q^12*t^9 + 1039*q^11*t^10 + 613*q^10*t^11 + 633*q^9*t^12 + 3550*q^8*t^13 + 1576*q^7*t^14 - 742*q^6*t^15 + 42*q^5*t^16 - 365*q^4*t^17 - 263*q^3*t^18 + 109*q^2*t^19 - 24*q*t^20 + 4*t^21 - 8*q^16*t^4 - 13*q^15*t^5 - 147*q^14*t^6 - 368*q^13*t^7 - 485*q^12*t^8 - 208*q^11*t^9 + 374*q^10*t^10 - 329*q^9*t^11 - 844*q^8*t^12 - 1440*q^7*t^13 - 1581*q^6*t^14 - 170*q^5*t^15 + 147*q^4*t^16 - 97*q^3*t^17 + 110*q^2*t^18 - 24*q*t^19 + t^20 + 20*q^13*t^6 + 33*q^12*t^7 - 107*q^11*t^8 - 247*q^10*t^9 - 651*q^9*t^10 - 662*q^8*t^11 + 202*q^7*t^12 + 513*q^6*t^13 + 465*q^5*t^14 + 221*q^4*t^15 + 2*q^3*t^16 + 4*q^2*t^17 - 4*q*t^18 + t^19 + 19*q^11*t^7 + 99*q^10*t^8 + 293*q^9*t^9 + 445*q^8*t^10 + 508*q^7*t^11 + 237*q^6*t^12 - 73*q^5*t^13 - 103*q^4*t^14 - 24*q^3*t^15 - 17*q^2*t^16 + 2*q*t^17 + q^11*t^6 - 6*q^10*t^7 - 22*q^9*t^8 - 100*q^8*t^9 - 197*q^7*t^10 - 199*q^6*t^11 - 135*q^5*t^12 - 36*q^4*t^13 + 6*q^3*t^14 + 2*q^2*t^15 + q^8*t^8 + 13*q^7*t^9 + 43*q^6*t^10 + 48*q^5*t^11 + 35*q^4*t^12 + 12*q^3*t^13 + 2*q^2*t^14 - 3*q^5*t^10 - 6*q^4*t^11 - 4*q^3*t^12 - q^2*t^13)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0541] 'FHR\o'

Zeta functions

ask[-]:

(2*q^9*t^4 + 3*q^10*t^2 - 11*q^9*t^3 - q^8*t^4 - 2*q^7*t^5 - q^6*t^6 - q^11 + 4*q^9*t^2 + 7*q^8*t^3 + 14*q^7*t^4 + q^6*t^5 + 3*q^5*t^6 + 6*q^9*t - 21*q^8*t^2 + 13*q^7*t^3 - 17*q^6*t^4 - 10*q^5*t^5 + q^4*t^6 + 4*q^8*t - 18*q^7*t^2 + 24*q^6*t^3 - 24*q^5*t^4 + 18*q^4*t^5 - 4*q^3*t^6 - q^7*t + 10*q^6*t^2 + 17*q^5*t^3 - 13*q^4*t^4 + 21*q^3*t^5 - 6*q^2*t^6 - 3*q^6*t - q^5*t^2 - 14*q^4*t^3 - 7*q^3*t^4 - 4*q^2*t^5 + t^7 + q^5*t + 2*q^4*t^2 + q^3*t^3 + 11*q^2*t^4 - 3*q*t^5 - 2*q^2*t^3)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(3*q^18*t^10 + 6*q^17*t^11 + 7*q^16*t^12 - 6*q^18*t^9 - 21*q^17*t^10 - 43*q^16*t^11 - 70*q^15*t^12 - 33*q^14*t^13 - 7*q^13*t^14 + 4*q^12*t^15 - 8*q^18*t^8 + 48*q^16*t^10 + 185*q^15*t^11 + 296*q^14*t^12 + 220*q^13*t^13 + 98*q^12*t^14 + 3*q^11*t^15 - 10*q^10*t^16 - q^19*t^6 + 30*q^18*t^7 + 50*q^17*t^8 + 138*q^16*t^9 + 131*q^15*t^10 - 438*q^14*t^11 - 771*q^13*t^12 - 710*q^12*t^13 - 455*q^11*t^14 - 118*q^10*t^15 + 29*q^9*t^16 + 2*q^8*t^17 + q^7*t^18 - q^20*t^4 + 2*q^19*t^5 - q^18*t^6 - 35*q^17*t^7 - 274*q^16*t^8 - 661*q^15*t^9 - 867*q^14*t^10 + 76*q^13*t^11 + 1320*q^12*t^12 + 1563*q^11*t^13 + 1070*q^10*t^14 + 483*q^9*t^15 + 21*q^8*t^16 - 4*q^7*t^17 - 4*q^6*t^18 - q^20*t^3 + 26*q^19*t^4 - 113*q^18*t^5 + 62*q^17*t^6 - 218*q^16*t^7 + 191*q^15*t^8 + 2266*q^14*t^9 + 2384*q^13*t^10 + 1342*q^12*t^11 - 530*q^11*t^12 - 2400*q^10*t^13 - 1911*q^9*t^14 - 829*q^8*t^15 - 259*q^7*t^16 - 15*q^6*t^17 + 5*q^5*t^18 - 4*q^20*t^2 + 20*q^19*t^3 - 131*q^18*t^4 + 296*q^17*t^5 + 534*q^16*t^6 + 328*q^15*t^7 + 1115*q^14*t^8 - 2988*q^13*t^9 - 6004*q^12*t^10 - 3235*q^11*t^11 - 1429*q^10*t^12 + 1348*q^9*t^13 + 2788*q^8*t^14 + 1019*q^7*t^15 + 419*q^6*t^16 + 100*q^5*t^17 - q^20*t + 23*q^19*t^2 + 29*q^18*t^3 + 26*q^17*t^4 + 192*q^16*t^5 - 1947*q^15*t^6 - 2251*q^14*t^7 - 1464*q^13*t^8 + 54*q^12*t^9 + 7619*q^11*t^10 + 7701*q^10*t^11 + 2291*q^9*t^12 + 586*q^8*t^13 - 1773*q^7*t^14 - 1493*q^6*t^15 - 273*q^5*t^16 - 153*q^4*t^17 - 14*q^3*t^18 - q^20 - 6*q^19*t - 7*q^18*t^2 - 333*q^17*t^3 + 36*q^16*t^4 - 288*q^15*t^5 + 1044*q^14*t^6 + 6451*q^13*t^7 + 3887*q^12*t^8 + 716*q^11*t^9 - 2526*q^10*t^10 - 9585*q^9*t^11 - 5263*q^8*t^12 - 69*q^7*t^13 - 103*q^6*t^14 + 1019*q^5*t^15 + 397*q^4*t^16 + 27*q^3*t^17 + 28*q^2*t^18 + 28*q^18*t + 27*q^17*t^2 + 397*q^16*t^3 + 1019*q^15*t^4 - 103*q^14*t^5 - 69*q^13*t^6 - 5263*q^12*t^7 - 9585*q^11*t^8 - 2526*q^10*t^9 + 716*q^9*t^10 + 3887*q^8*t^11 + 6451*q^7*t^12 + 1044*q^6*t^13 - 288*q^5*t^14 + 36*q^4*t^15 - 333*q^3*t^16 - 7*q^2*t^17 - 6*q*t^18 - t^19 - 14*q^17*t - 153*q^16*t^2 - 273*q^15*t^3 - 1493*q^14*t^4 - 1773*q^13*t^5 + 586*q^12*t^6 + 2291*q^11*t^7 + 7701*q^10*t^8 + 7619*q^9*t^9 + 54*q^8*t^10 - 1464*q^7*t^11 - 2251*q^6*t^12 - 1947*q^5*t^13 + 192*q^4*t^14 + 26*q^3*t^15 + 29*q^2*t^16 + 23*q*t^17 - t^18 + 100*q^15*t^2 + 419*q^14*t^3 + 1019*q^13*t^4 + 2788*q^12*t^5 + 1348*q^11*t^6 - 1429*q^10*t^7 - 3235*q^9*t^8 - 6004*q^8*t^9 - 2988*q^7*t^10 + 1115*q^6*t^11 + 328*q^5*t^12 + 534*q^4*t^13 + 296*q^3*t^14 - 131*q^2*t^15 + 20*q*t^16 - 4*t^17 + 5*q^15*t - 15*q^14*t^2 - 259*q^13*t^3 - 829*q^12*t^4 - 1911*q^11*t^5 - 2400*q^10*t^6 - 530*q^9*t^7 + 1342*q^8*t^8 + 2384*q^7*t^9 + 2266*q^6*t^10 + 191*q^5*t^11 - 218*q^4*t^12 + 62*q^3*t^13 - 113*q^2*t^14 + 26*q*t^15 - t^16 - 4*q^14*t - 4*q^13*t^2 + 21*q^12*t^3 + 483*q^11*t^4 + 1070*q^10*t^5 + 1563*q^9*t^6 + 1320*q^8*t^7 + 76*q^7*t^8 - 867*q^6*t^9 - 661*q^5*t^10 - 274*q^4*t^11 - 35*q^3*t^12 - q^2*t^13 + 2*q*t^14 - t^15 + q^13*t + 2*q^12*t^2 + 29*q^11*t^3 - 118*q^10*t^4 - 455*q^9*t^5 - 710*q^8*t^6 - 771*q^7*t^7 - 438*q^6*t^8 + 131*q^5*t^9 + 138*q^4*t^10 + 50*q^3*t^11 + 30*q^2*t^12 - q*t^13 - 10*q^10*t^3 + 3*q^9*t^4 + 98*q^8*t^5 + 220*q^7*t^6 + 296*q^6*t^7 + 185*q^5*t^8 + 48*q^4*t^9 - 8*q^2*t^11 + 4*q^8*t^4 - 7*q^7*t^5 - 33*q^6*t^6 - 70*q^5*t^7 - 43*q^4*t^8 - 21*q^3*t^9 - 6*q^2*t^10 + 7*q^4*t^7 + 6*q^3*t^8 + 3*q^2*t^9)/((q^2 - t)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0542] 'FHR\w'

Zeta functions

ask[-]:

(3*q^5*t^2 - 2*q^4*t^3 - q^6 - q^5*t - 3*q^4*t^2 + q^3*t^3 + 6*q^4*t - 6*q^3*t^2 + 6*q^2*t^3 + q^3*t - 3*q^2*t^2 - q*t^3 - t^4 - 2*q^2*t + 3*q*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^5*t^8 - q^6*t^6 + 4*q^5*t^7 - 3*q^4*t^8 - q^7*t^4 - 11*q^5*t^6 - 3*q^4*t^7 - 4*q^3*t^8 - q^7*t^3 + 21*q^6*t^4 - 25*q^5*t^5 + 67*q^4*t^6 - 14*q^3*t^7 + 16*q^2*t^8 - 4*q^7*t^2 + 12*q^6*t^3 - 71*q^5*t^4 + 42*q^4*t^5 - 85*q^3*t^6 + 3*q^2*t^7 - 6*q*t^8 - t^9 - q^7*t + 14*q^6*t^2 + 11*q^5*t^3 + 40*q^4*t^4 + 40*q^3*t^5 + 11*q^2*t^6 + 14*q*t^7 - t^8 - q^7 - 6*q^6*t + 3*q^5*t^2 - 85*q^4*t^3 + 42*q^3*t^4 - 71*q^2*t^5 + 12*q*t^6 - 4*t^7 + 16*q^5*t - 14*q^4*t^2 + 67*q^3*t^3 - 25*q^2*t^4 + 21*q*t^5 - t^6 - 4*q^4*t - 3*q^3*t^2 - 11*q^2*t^3 - t^5 - 3*q^3*t + 4*q^2*t^2 - q*t^3 + q^2*t)/(q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [2, 3], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0543] 'FHTcw'

Zeta functions

ask[-]:

(q^6*t^4 + q^5*t^5 - 5*q^6*t^3 - q^5*t^4 - 4*q^4*t^5 - q^7*t + 12*q^6*t^2 - 6*q^5*t^3 + 13*q^4*t^4 - q^7 + 2*q^6*t - 20*q^5*t^2 + 21*q^4*t^3 - 20*q^3*t^4 + 8*q^2*t^5 + 8*q^5*t - 20*q^4*t^2 + 21*q^3*t^3 - 20*q^2*t^4 + 2*q*t^5 - t^6 + 13*q^3*t^2 - 6*q^2*t^3 + 12*q*t^4 - t^5 - 4*q^3*t - q^2*t^2 - 5*q*t^3 + q^2*t + q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^3)

ask[+]:

(q^9*t^11 - 2*q^8*t^12 - 6*q^7*t^13 - q^6*t^14 + q^10*t^9 + 3*q^9*t^10 + 7*q^8*t^11 + 24*q^7*t^12 + 31*q^6*t^13 + 6*q^5*t^14 - 3*q^10*t^8 - 25*q^9*t^9 - 30*q^8*t^10 - 43*q^7*t^11 - 102*q^6*t^12 - 61*q^5*t^13 - 16*q^4*t^14 + 6*q^10*t^7 + 7*q^9*t^8 + 152*q^8*t^9 + 44*q^7*t^10 + 102*q^6*t^11 + 231*q^5*t^12 + 38*q^4*t^13 + 28*q^3*t^14 - 2*q^11*t^5 + 34*q^10*t^6 - 131*q^9*t^7 + 287*q^8*t^8 - 819*q^7*t^9 + 525*q^6*t^10 - 532*q^5*t^11 - 102*q^4*t^12 - 27*q^3*t^13 - 25*q^2*t^14 - 14*q^11*t^4 + 106*q^10*t^5 - 558*q^9*t^6 + 1349*q^8*t^7 - 2460*q^7*t^8 + 3491*q^6*t^9 - 2714*q^5*t^10 + 1758*q^4*t^11 - 467*q^3*t^12 + 128*q^2*t^13 - 4*q*t^14 + t^15 - 25*q^11*t^3 + 254*q^10*t^4 - 1045*q^9*t^5 + 3118*q^8*t^6 - 5469*q^7*t^7 + 7348*q^6*t^8 - 7429*q^5*t^9 + 4821*q^4*t^10 - 2360*q^3*t^11 + 625*q^2*t^12 - 107*q*t^13 + 5*t^14 - 21*q^11*t^2 + 239*q^10*t^3 - 1264*q^9*t^4 + 3513*q^8*t^5 - 7212*q^7*t^6 + 9523*q^6*t^7 - 9523*q^5*t^8 + 7212*q^4*t^9 - 3513*q^3*t^10 + 1264*q^2*t^11 - 239*q*t^12 + 21*t^13 - 5*q^11*t + 107*q^10*t^2 - 625*q^9*t^3 + 2360*q^8*t^4 - 4821*q^7*t^5 + 7429*q^6*t^6 - 7348*q^5*t^7 + 5469*q^4*t^8 - 3118*q^3*t^9 + 1045*q^2*t^10 - 254*q*t^11 + 25*t^12 - q^11 + 4*q^10*t - 128*q^9*t^2 + 467*q^8*t^3 - 1758*q^7*t^4 + 2714*q^6*t^5 - 3491*q^5*t^6 + 2460*q^4*t^7 - 1349*q^3*t^8 + 558*q^2*t^9 - 106*q*t^10 + 14*t^11 + 25*q^9*t + 27*q^8*t^2 + 102*q^7*t^3 + 532*q^6*t^4 - 525*q^5*t^5 + 819*q^4*t^6 - 287*q^3*t^7 + 131*q^2*t^8 - 34*q*t^9 + 2*t^10 - 28*q^8*t - 38*q^7*t^2 - 231*q^6*t^3 - 102*q^5*t^4 - 44*q^4*t^5 - 152*q^3*t^6 - 7*q^2*t^7 - 6*q*t^8 + 16*q^7*t + 61*q^6*t^2 + 102*q^5*t^3 + 43*q^4*t^4 + 30*q^3*t^5 + 25*q^2*t^6 + 3*q*t^7 - 6*q^6*t - 31*q^5*t^2 - 24*q^4*t^3 - 7*q^3*t^4 - 3*q^2*t^5 - q*t^6 + q^5*t + 6*q^4*t^2 + 2*q^3*t^3 - q^2*t^4)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 6], [1, 2], [1, 4], [1, 5], [2, 3], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0544] 'FHUSW'

Zeta functions

ask[-]:

(q^5*t^4 + q^6*t^2 - q^5*t^3 - 2*q^4*t^4 + 4*q^6*t - 19*q^5*t^2 + 17*q^4*t^3 - 6*q^3*t^4 + q^6 - 5*q^5*t + 26*q^4*t^2 - 18*q^3*t^3 + 11*q^2*t^4 - 11*q^4*t + 18*q^3*t^2 - 26*q^2*t^3 + 5*q*t^4 - t^5 + 6*q^3*t - 17*q^2*t^2 + 19*q*t^3 - 4*t^4 + 2*q^2*t + q*t^2 - t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(3*q^8*t^12 + 8*q^7*t^13 + q^6*t^14 - 5*q^9*t^10 - 20*q^8*t^11 - 20*q^7*t^12 - 44*q^6*t^13 - 7*q^5*t^14 - 2*q^10*t^8 + 22*q^9*t^9 + 31*q^8*t^10 + 45*q^7*t^11 + 100*q^6*t^12 + 81*q^5*t^13 + 23*q^4*t^14 + 2*q^11*t^6 - 13*q^10*t^7 + 46*q^9*t^8 - 54*q^8*t^9 - 123*q^7*t^10 + 159*q^6*t^11 - 336*q^5*t^12 - 20*q^4*t^13 - 45*q^3*t^14 + 9*q^11*t^5 - 71*q^10*t^6 + 175*q^9*t^7 - 519*q^8*t^8 + 450*q^7*t^9 - 332*q^6*t^10 - 217*q^5*t^11 + 372*q^4*t^12 - 41*q^3*t^13 + 42*q^2*t^14 + 23*q^11*t^4 - 192*q^10*t^5 + 829*q^9*t^6 - 1848*q^8*t^7 + 3529*q^7*t^8 - 3430*q^6*t^9 + 2985*q^5*t^10 - 987*q^4*t^11 + 220*q^3*t^12 - 70*q^2*t^13 - 2*q*t^14 - t^15 + 24*q^11*t^3 - 306*q^10*t^4 + 1538*q^9*t^5 - 4190*q^8*t^6 + 7527*q^7*t^7 - 10141*q^6*t^8 + 8664*q^5*t^9 - 5961*q^4*t^10 + 2116*q^3*t^11 - 541*q^2*t^12 + 87*q*t^13 - 5*t^14 + 18*q^11*t^2 - 233*q^10*t^3 + 1336*q^9*t^4 - 4683*q^8*t^5 + 9071*q^7*t^6 - 13027*q^6*t^7 + 13027*q^5*t^8 - 9071*q^4*t^9 + 4683*q^3*t^10 - 1336*q^2*t^11 + 233*q*t^12 - 18*t^13 + 5*q^11*t - 87*q^10*t^2 + 541*q^9*t^3 - 2116*q^8*t^4 + 5961*q^7*t^5 - 8664*q^6*t^6 + 10141*q^5*t^7 - 7527*q^4*t^8 + 4190*q^3*t^9 - 1538*q^2*t^10 + 306*q*t^11 - 24*t^12 + q^11 + 2*q^10*t + 70*q^9*t^2 - 220*q^8*t^3 + 987*q^7*t^4 - 2985*q^6*t^5 + 3430*q^5*t^6 - 3529*q^4*t^7 + 1848*q^3*t^8 - 829*q^2*t^9 + 192*q*t^10 - 23*t^11 - 42*q^9*t + 41*q^8*t^2 - 372*q^7*t^3 + 217*q^6*t^4 + 332*q^5*t^5 - 450*q^4*t^6 + 519*q^3*t^7 - 175*q^2*t^8 + 71*q*t^9 - 9*t^10 + 45*q^8*t + 20*q^7*t^2 + 336*q^6*t^3 - 159*q^5*t^4 + 123*q^4*t^5 + 54*q^3*t^6 - 46*q^2*t^7 + 13*q*t^8 - 2*t^9 - 23*q^7*t - 81*q^6*t^2 - 100*q^5*t^3 - 45*q^4*t^4 - 31*q^3*t^5 - 22*q^2*t^6 + 2*q*t^7 + 7*q^6*t + 44*q^5*t^2 + 20*q^4*t^3 + 20*q^3*t^4 + 5*q^2*t^5 - q^5*t - 8*q^4*t^2 - 3*q^3*t^3)/((t^2 - q)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 3], [3, 4], [3, 5], [4, 6], [5, 6]]

[0545] 'FHUZw'

Zeta functions

ask[-]:

(3*q^6*t^2 + q^5*t^3 - q^7 - 2*q^6*t - 4*q^5*t^2 - 5*q^4*t^3 + 6*q^5*t - 2*q^4*t^2 + 4*q^3*t^3 + 4*q^4*t - 2*q^3*t^2 + 6*q^2*t^3 - 5*q^3*t - 4*q^2*t^2 - 2*q*t^3 - t^4 + q^2*t + 3*q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

(q^14*t^11 - q^13*t^12 - 2*q^12*t^13 - q^11*t^14 + q^15*t^9 + 2*q^14*t^10 - q^13*t^11 + q^12*t^12 + 13*q^11*t^13 + 14*q^10*t^14 - 2*q^9*t^15 - q^15*t^8 - 13*q^14*t^9 + 2*q^13*t^10 - 29*q^12*t^11 - 12*q^11*t^12 - 2*q^10*t^13 - 55*q^9*t^14 - 7*q^8*t^15 + 4*q^7*t^16 + q^6*t^17 + 2*q^15*t^7 - 21*q^14*t^8 + 71*q^13*t^9 + 38*q^12*t^10 + 8*q^11*t^11 + 87*q^10*t^12 - 12*q^9*t^13 + 25*q^8*t^14 + 59*q^7*t^15 - 6*q^6*t^16 - 7*q^5*t^17 - 2*q^16*t^5 + 16*q^15*t^6 - 14*q^14*t^7 + 10*q^13*t^8 + 52*q^12*t^9 - 301*q^11*t^10 - 30*q^10*t^11 + 81*q^9*t^12 - 133*q^8*t^13 + 87*q^7*t^14 - 48*q^6*t^15 - 25*q^5*t^16 + 15*q^4*t^17 - 3*q^16*t^4 + 5*q^15*t^5 + 21*q^14*t^6 - 186*q^13*t^7 + 232*q^12*t^8 - 218*q^11*t^9 + 47*q^10*t^10 + 647*q^9*t^11 - 368*q^8*t^12 - 69*q^7*t^13 + 72*q^6*t^14 - 90*q^5*t^15 + 40*q^4*t^16 - 6*q^3*t^17 + 4*q^16*t^3 - 21*q^15*t^4 + 116*q^14*t^5 - 245*q^13*t^6 + 263*q^12*t^7 + 299*q^11*t^8 - 551*q^10*t^9 + 571*q^9*t^10 - 409*q^8*t^11 - 458*q^7*t^12 + 672*q^6*t^13 - 93*q^5*t^14 + 2*q^4*t^15 + 41*q^3*t^16 - 15*q^2*t^17 + 4*q^16*t^2 - 44*q^15*t^3 + 81*q^14*t^4 - 123*q^13*t^5 - 144*q^12*t^6 + 712*q^11*t^7 - 1055*q^10*t^8 - 9*q^9*t^9 + 709*q^8*t^10 - 774*q^7*t^11 + 605*q^6*t^12 - 98*q^5*t^13 - 343*q^4*t^14 + 117*q^3*t^15 - 39*q^2*t^16 + 4*q*t^17 + t^18 + 2*q^16*t - 10*q^15*t^2 + 25*q^14*t^3 + 177*q^13*t^4 - 341*q^12*t^5 + 533*q^11*t^6 - 334*q^10*t^7 - 598*q^9*t^8 + 1554*q^8*t^9 - 598*q^7*t^10 - 334*q^6*t^11 + 533*q^5*t^12 - 341*q^4*t^13 + 177*q^3*t^14 + 25*q^2*t^15 - 10*q*t^16 + 2*t^17 + q^16 + 4*q^15*t - 39*q^14*t^2 + 117*q^13*t^3 - 343*q^12*t^4 - 98*q^11*t^5 + 605*q^10*t^6 - 774*q^9*t^7 + 709*q^8*t^8 - 9*q^7*t^9 - 1055*q^6*t^10 + 712*q^5*t^11 - 144*q^4*t^12 - 123*q^3*t^13 + 81*q^2*t^14 - 44*q*t^15 + 4*t^16 - 15*q^14*t + 41*q^13*t^2 + 2*q^12*t^3 - 93*q^11*t^4 + 672*q^10*t^5 - 458*q^9*t^6 - 409*q^8*t^7 + 571*q^7*t^8 - 551*q^6*t^9 + 299*q^5*t^10 + 263*q^4*t^11 - 245*q^3*t^12 + 116*q^2*t^13 - 21*q*t^14 + 4*t^15 - 6*q^13*t + 40*q^12*t^2 - 90*q^11*t^3 + 72*q^10*t^4 - 69*q^9*t^5 - 368*q^8*t^6 + 647*q^7*t^7 + 47*q^6*t^8 - 218*q^5*t^9 + 232*q^4*t^10 - 186*q^3*t^11 + 21*q^2*t^12 + 5*q*t^13 - 3*t^14 + 15*q^12*t - 25*q^11*t^2 - 48*q^10*t^3 + 87*q^9*t^4 - 133*q^8*t^5 + 81*q^7*t^6 - 30*q^6*t^7 - 301*q^5*t^8 + 52*q^4*t^9 + 10*q^3*t^10 - 14*q^2*t^11 + 16*q*t^12 - 2*t^13 - 7*q^11*t - 6*q^10*t^2 + 59*q^9*t^3 + 25*q^8*t^4 - 12*q^7*t^5 + 87*q^6*t^6 + 8*q^5*t^7 + 38*q^4*t^8 + 71*q^3*t^9 - 21*q^2*t^10 + 2*q*t^11 + q^10*t + 4*q^9*t^2 - 7*q^8*t^3 - 55*q^7*t^4 - 2*q^6*t^5 - 12*q^5*t^6 - 29*q^4*t^7 + 2*q^3*t^8 - 13*q^2*t^9 - q*t^10 - 2*q^7*t^3 + 14*q^6*t^4 + 13*q^5*t^5 + q^4*t^6 - q^3*t^7 + 2*q^2*t^8 + q*t^9 - q^5*t^4 - 2*q^4*t^5 - q^3*t^6 + q^2*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0546] 'FHU[w'

Zeta functions

ask[-]:

-(q^6*t^3 + q^5*t^4 + q^7*t - 7*q^6*t^2 + 2*q^5*t^3 - 4*q^4*t^4 + q^7 + 8*q^5*t^2 + q^4*t^3 - 9*q^5*t + 13*q^4*t^2 - 13*q^3*t^3 + 9*q^2*t^4 - q^3*t^2 - 8*q^2*t^3 - t^5 + 4*q^3*t - 2*q^2*t^2 + 7*q*t^3 - t^4 - q^2*t - q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(2*q^14*t^11 + 6*q^13*t^12 + 12*q^12*t^13 + 6*q^11*t^14 + 2*q^10*t^15 + 4*q^13*t^11 - 24*q^12*t^12 - 98*q^11*t^13 - 78*q^10*t^14 - 26*q^9*t^15 - 2*q^8*t^16 - q^15*t^8 - 12*q^14*t^9 - 53*q^13*t^10 - 119*q^12*t^11 + 11*q^11*t^12 + 305*q^10*t^13 + 357*q^9*t^14 + 163*q^8*t^15 + 22*q^7*t^16 - q^6*t^17 - q^16*t^6 + 3*q^15*t^7 + 11*q^14*t^8 - 44*q^13*t^9 + 294*q^12*t^10 + 804*q^11*t^11 + 250*q^10*t^12 - 550*q^9*t^13 - 819*q^8*t^14 - 513*q^7*t^15 - 111*q^6*t^16 + 4*q^5*t^17 + 5*q^15*t^6 + 27*q^14*t^7 + 169*q^13*t^8 + 392*q^12*t^9 - 652*q^11*t^10 - 2378*q^10*t^11 - 1520*q^9*t^12 + 560*q^8*t^13 + 1247*q^7*t^14 + 855*q^6*t^15 + 287*q^5*t^16 - 7*q^16*t^4 + 25*q^15*t^5 - 65*q^14*t^6 + 91*q^13*t^7 - 1204*q^12*t^8 - 2015*q^11*t^9 + 1164*q^10*t^10 + 4018*q^9*t^11 + 3687*q^8*t^12 + 437*q^7*t^13 - 1465*q^6*t^14 - 923*q^5*t^15 - 358*q^4*t^16 - 25*q^3*t^17 + 73*q^15*t^4 - 333*q^14*t^5 - 3*q^13*t^6 - 198*q^12*t^7 + 2537*q^11*t^8 + 5984*q^10*t^9 - 313*q^9*t^10 - 5627*q^8*t^11 - 4730*q^7*t^12 - 1892*q^6*t^13 + 892*q^5*t^14 + 917*q^4*t^15 + 184*q^3*t^16 + 45*q^2*t^17 - 7*q^16*t^2 + 5*q^15*t^3 - 175*q^14*t^4 + 821*q^13*t^5 + 1680*q^12*t^6 - 25*q^11*t^7 - 3925*q^10*t^8 - 8743*q^9*t^9 - 3874*q^8*t^10 + 5809*q^7*t^11 + 4965*q^6*t^12 + 1629*q^5*t^13 + 124*q^4*t^14 - 671*q^3*t^15 - 59*q^2*t^16 - 17*q*t^17 - t^18 + 35*q^15*t^2 + 175*q^14*t^3 - 95*q^13*t^4 - 940*q^12*t^5 - 4377*q^11*t^6 - 2267*q^10*t^7 + 5913*q^9*t^8 + 8656*q^8*t^9 + 5913*q^7*t^10 - 2267*q^6*t^11 - 4377*q^5*t^12 - 940*q^4*t^13 - 95*q^3*t^14 + 175*q^2*t^15 + 35*q*t^16 - q^16 - 17*q^15*t - 59*q^14*t^2 - 671*q^13*t^3 + 124*q^12*t^4 + 1629*q^11*t^5 + 4965*q^10*t^6 + 5809*q^9*t^7 - 3874*q^8*t^8 - 8743*q^7*t^9 - 3925*q^6*t^10 - 25*q^5*t^11 + 1680*q^4*t^12 + 821*q^3*t^13 - 175*q^2*t^14 + 5*q*t^15 - 7*t^16 + 45*q^14*t + 184*q^13*t^2 + 917*q^12*t^3 + 892*q^11*t^4 - 1892*q^10*t^5 - 4730*q^9*t^6 - 5627*q^8*t^7 - 313*q^7*t^8 + 5984*q^6*t^9 + 2537*q^5*t^10 - 198*q^4*t^11 - 3*q^3*t^12 - 333*q^2*t^13 + 73*q*t^14 - 25*q^13*t - 358*q^12*t^2 - 923*q^11*t^3 - 1465*q^10*t^4 + 437*q^9*t^5 + 3687*q^8*t^6 + 4018*q^7*t^7 + 1164*q^6*t^8 - 2015*q^5*t^9 - 1204*q^4*t^10 + 91*q^3*t^11 - 65*q^2*t^12 + 25*q*t^13 - 7*t^14 + 287*q^11*t^2 + 855*q^10*t^3 + 1247*q^9*t^4 + 560*q^8*t^5 - 1520*q^7*t^6 - 2378*q^6*t^7 - 652*q^5*t^8 + 392*q^4*t^9 + 169*q^3*t^10 + 27*q^2*t^11 + 5*q*t^12 + 4*q^11*t - 111*q^10*t^2 - 513*q^9*t^3 - 819*q^8*t^4 - 550*q^7*t^5 + 250*q^6*t^6 + 804*q^5*t^7 + 294*q^4*t^8 - 44*q^3*t^9 + 11*q^2*t^10 + 3*q*t^11 - t^12 - q^10*t + 22*q^9*t^2 + 163*q^8*t^3 + 357*q^7*t^4 + 305*q^6*t^5 + 11*q^5*t^6 - 119*q^4*t^7 - 53*q^3*t^8 - 12*q^2*t^9 - q*t^10 - 2*q^8*t^2 - 26*q^7*t^3 - 78*q^6*t^4 - 98*q^5*t^5 - 24*q^4*t^6 + 4*q^3*t^7 + 2*q^6*t^3 + 6*q^5*t^4 + 12*q^4*t^5 + 6*q^3*t^6 + 2*q^2*t^7)/((q^2 - t)*(q + t)^2*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [2, 3], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0547] 'FHU^?'

Zeta functions

ask[-]:

(4*q^8*t^2 + 9*q^7*t^3 + q^6*t^4 - q^9 - 9*q^8*t - 6*q^7*t^2 - 33*q^6*t^3 - 7*q^5*t^4 + 19*q^7*t + 17*q^6*t^2 + 18*q^5*t^3 + 16*q^4*t^4 + 5*q^6*t - 31*q^5*t^2 + 31*q^4*t^3 - 5*q^3*t^4 - 16*q^5*t - 18*q^4*t^2 - 17*q^3*t^3 - 19*q^2*t^4 + 7*q^4*t + 33*q^3*t^2 + 6*q^2*t^3 + 9*q*t^4 + t^5 - q^3*t - 9*q^2*t^2 - 4*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(6*q^11*t^13 - 2*q^10*t^14 + 2*q^14*t^9 - 10*q^13*t^10 - 16*q^12*t^11 + 30*q^11*t^12 - 46*q^10*t^13 + 2*q^8*t^15 + 2*q^7*t^16 + 2*q^15*t^7 + 8*q^14*t^8 - 4*q^13*t^9 + 145*q^11*t^11 - 133*q^10*t^12 + 63*q^9*t^13 + 73*q^8*t^14 - 8*q^7*t^15 - 14*q^6*t^16 - 2*q^15*t^6 - 16*q^14*t^7 + 21*q^13*t^8 - 94*q^12*t^9 + 91*q^11*t^10 - 173*q^10*t^11 - 66*q^9*t^12 + 221*q^8*t^13 - 230*q^7*t^14 - 20*q^6*t^15 + 40*q^5*t^16 - 6*q^15*t^5 - 31*q^14*t^6 + 146*q^13*t^7 - 109*q^12*t^8 - 205*q^11*t^9 + 570*q^10*t^10 - 696*q^9*t^11 + 655*q^8*t^12 - 418*q^7*t^13 + 92*q^6*t^14 + 141*q^5*t^15 - 55*q^4*t^16 + 11*q^15*t^4 - 12*q^14*t^5 + 78*q^13*t^6 + 122*q^12*t^7 - 852*q^11*t^8 + 1870*q^10*t^9 - 1550*q^9*t^10 + 725*q^8*t^11 + 130*q^7*t^12 - 273*q^6*t^13 + 315*q^5*t^14 - 190*q^4*t^15 + 22*q^3*t^16 - q^16*t^2 + 13*q^15*t^3 + 3*q^14*t^4 - 251*q^13*t^5 + 603*q^12*t^6 - 1323*q^11*t^7 + 1759*q^10*t^8 - 1302*q^9*t^9 - 911*q^8*t^10 + 1743*q^7*t^11 - 1461*q^6*t^12 + 487*q^5*t^13 - 151*q^4*t^14 + 19*q^3*t^15 + 25*q^2*t^16 - q^15*t^2 + 51*q^14*t^3 - 328*q^13*t^4 + 828*q^12*t^5 - 769*q^11*t^6 - 90*q^10*t^7 + 1343*q^9*t^8 - 2547*q^8*t^9 + 3145*q^7*t^10 - 1639*q^6*t^11 + 202*q^5*t^12 + 334*q^4*t^13 - 161*q^3*t^14 + 42*q^2*t^15 - 13*q*t^16 - t^17 - q^16 - 13*q^15*t + 42*q^14*t^2 - 161*q^13*t^3 + 334*q^12*t^4 + 202*q^11*t^5 - 1639*q^10*t^6 + 3145*q^9*t^7 - 2547*q^8*t^8 + 1343*q^7*t^9 - 90*q^6*t^10 - 769*q^5*t^11 + 828*q^4*t^12 - 328*q^3*t^13 + 51*q^2*t^14 - q*t^15 + 25*q^14*t + 19*q^13*t^2 - 151*q^12*t^3 + 487*q^11*t^4 - 1461*q^10*t^5 + 1743*q^9*t^6 - 911*q^8*t^7 - 1302*q^7*t^8 + 1759*q^6*t^9 - 1323*q^5*t^10 + 603*q^4*t^11 - 251*q^3*t^12 + 3*q^2*t^13 + 13*q*t^14 - t^15 + 22*q^13*t - 190*q^12*t^2 + 315*q^11*t^3 - 273*q^10*t^4 + 130*q^9*t^5 + 725*q^8*t^6 - 1550*q^7*t^7 + 1870*q^6*t^8 - 852*q^5*t^9 + 122*q^4*t^10 + 78*q^3*t^11 - 12*q^2*t^12 + 11*q*t^13 - 55*q^12*t + 141*q^11*t^2 + 92*q^10*t^3 - 418*q^9*t^4 + 655*q^8*t^5 - 696*q^7*t^6 + 570*q^6*t^7 - 205*q^5*t^8 - 109*q^4*t^9 + 146*q^3*t^10 - 31*q^2*t^11 - 6*q*t^12 + 40*q^11*t - 20*q^10*t^2 - 230*q^9*t^3 + 221*q^8*t^4 - 66*q^7*t^5 - 173*q^6*t^6 + 91*q^5*t^7 - 94*q^4*t^8 + 21*q^3*t^9 - 16*q^2*t^10 - 2*q*t^11 - 14*q^10*t - 8*q^9*t^2 + 73*q^8*t^3 + 63*q^7*t^4 - 133*q^6*t^5 + 145*q^5*t^6 - 4*q^3*t^8 + 8*q^2*t^9 + 2*q*t^10 + 2*q^9*t + 2*q^8*t^2 - 46*q^6*t^4 + 30*q^5*t^5 - 16*q^4*t^6 - 10*q^3*t^7 + 2*q^2*t^8 - 2*q^6*t^3 + 6*q^5*t^4)/((q^2 - t)*(t^2 - q)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5]]

[0548] 'FHU^G'

Zeta functions

ask[-]:

(2*q^5*t^3 - q^7 - 5*q^6*t + 9*q^5*t^2 - 9*q^4*t^3 + 10*q^5*t - 12*q^4*t^2 + 6*q^3*t^3 + 6*q^4*t - 12*q^3*t^2 + 10*q^2*t^3 - 9*q^3*t + 9*q^2*t^2 - 5*q*t^3 - t^4 + 2*q^2*t)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(2*q^18*t^7 + 4*q^17*t^8 + 6*q^16*t^9 - 4*q^18*t^6 - 8*q^17*t^7 - 18*q^16*t^8 - 62*q^15*t^9 - 30*q^14*t^10 - 2*q^13*t^11 + 4*q^12*t^12 + 4*q^19*t^4 - 16*q^18*t^5 - 8*q^17*t^6 + 41*q^16*t^7 + 49*q^15*t^8 + 181*q^14*t^9 + 203*q^13*t^10 + 89*q^12*t^11 - 13*q^11*t^12 - 15*q^10*t^13 + q^9*t^14 - q^20*t^2 + 2*q^19*t^3 + 5*q^18*t^4 + 4*q^17*t^5 + 152*q^16*t^6 + 93*q^15*t^7 - 252*q^14*t^8 - 304*q^13*t^9 - 421*q^12*t^10 - 464*q^11*t^11 - 93*q^10*t^12 + 76*q^9*t^13 + 2*q^8*t^14 + q^7*t^15 + 49*q^18*t^3 - 96*q^17*t^4 - 42*q^16*t^5 - 139*q^15*t^6 - 858*q^14*t^7 + 75*q^13*t^8 + 807*q^12*t^9 + 443*q^11*t^10 + 786*q^10*t^11 + 549*q^9*t^12 - 87*q^8*t^13 - 28*q^7*t^14 - 7*q^6*t^15 - q^20 - 10*q^19*t + 19*q^18*t^2 - 130*q^17*t^3 - 101*q^16*t^4 + 469*q^15*t^5 + 163*q^14*t^6 + 1091*q^13*t^7 + 1507*q^12*t^8 - 692*q^11*t^9 - 1031*q^10*t^10 - 592*q^9*t^11 - 815*q^8*t^12 - 213*q^7*t^13 + 51*q^6*t^14 + 21*q^5*t^15 + 21*q^18*t + 56*q^17*t^2 + 11*q^16*t^3 + 555*q^15*t^4 + 8*q^14*t^5 - 1323*q^13*t^6 - 798*q^12*t^7 - 1848*q^11*t^8 - 1659*q^10*t^9 + 1196*q^9*t^10 + 1029*q^8*t^11 + 273*q^7*t^12 + 484*q^6*t^13 + 47*q^5*t^14 - 32*q^4*t^15 + 14*q^17*t - 171*q^16*t^2 - 153*q^15*t^3 - 236*q^14*t^4 - 1389*q^13*t^5 + 887*q^12*t^6 + 2248*q^11*t^7 + 768*q^10*t^8 + 2248*q^9*t^9 + 887*q^8*t^10 - 1389*q^7*t^11 - 236*q^6*t^12 - 153*q^5*t^13 - 171*q^4*t^14 + 14*q^3*t^15 - 32*q^16*t + 47*q^15*t^2 + 484*q^14*t^3 + 273*q^13*t^4 + 1029*q^12*t^5 + 1196*q^11*t^6 - 1659*q^10*t^7 - 1848*q^9*t^8 - 798*q^8*t^9 - 1323*q^7*t^10 + 8*q^6*t^11 + 555*q^5*t^12 + 11*q^4*t^13 + 56*q^3*t^14 + 21*q^2*t^15 + 21*q^15*t + 51*q^14*t^2 - 213*q^13*t^3 - 815*q^12*t^4 - 592*q^11*t^5 - 1031*q^10*t^6 - 692*q^9*t^7 + 1507*q^8*t^8 + 1091*q^7*t^9 + 163*q^6*t^10 + 469*q^5*t^11 - 101*q^4*t^12 - 130*q^3*t^13 + 19*q^2*t^14 - 10*q*t^15 - t^16 - 7*q^14*t - 28*q^13*t^2 - 87*q^12*t^3 + 549*q^11*t^4 + 786*q^10*t^5 + 443*q^9*t^6 + 807*q^8*t^7 + 75*q^7*t^8 - 858*q^6*t^9 - 139*q^5*t^10 - 42*q^4*t^11 - 96*q^3*t^12 + 49*q^2*t^13 + q^13*t + 2*q^12*t^2 + 76*q^11*t^3 - 93*q^10*t^4 - 464*q^9*t^5 - 421*q^8*t^6 - 304*q^7*t^7 - 252*q^6*t^8 + 93*q^5*t^9 + 152*q^4*t^10 + 4*q^3*t^11 + 5*q^2*t^12 + 2*q*t^13 - t^14 + q^11*t^2 - 15*q^10*t^3 - 13*q^9*t^4 + 89*q^8*t^5 + 203*q^7*t^6 + 181*q^6*t^7 + 49*q^5*t^8 + 41*q^4*t^9 - 8*q^3*t^10 - 16*q^2*t^11 + 4*q*t^12 + 4*q^8*t^4 - 2*q^7*t^5 - 30*q^6*t^6 - 62*q^5*t^7 - 18*q^4*t^8 - 8*q^3*t^9 - 4*q^2*t^10 + 6*q^4*t^7 + 4*q^3*t^8 + 2*q^2*t^9)/((q^2 - t)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0549] 'FHU^w'

Zeta functions

ask[-]:

-(q^7 + 4*q^6*t + q^5*t^2 - 7*q^5*t - 5*q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + 5*q^3*t + 7*q^2*t^2 - q^2*t - 4*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(q^26*t^7 + 2*q^25*t^8 + 3*q^24*t^9 - q^26*t^6 - 6*q^25*t^7 - 14*q^24*t^8 - 19*q^23*t^9 - 13*q^22*t^10 - q^21*t^11 + 2*q^27*t^4 - 10*q^26*t^5 + 26*q^24*t^7 + 31*q^23*t^8 + 45*q^22*t^9 + 74*q^21*t^10 + 16*q^20*t^11 + 3*q^18*t^13 - q^17*t^14 - q^28*t^2 + 3*q^27*t^3 + 9*q^25*t^5 + 68*q^24*t^6 + q^23*t^7 - 96*q^22*t^8 - 42*q^21*t^9 - 90*q^20*t^10 - 82*q^19*t^11 - 3*q^18*t^12 - 3*q^17*t^13 + 2*q^16*t^14 + 2*q^27*t^2 + 20*q^26*t^3 - 63*q^25*t^4 - 3*q^24*t^5 - 71*q^23*t^6 - 268*q^22*t^7 + 21*q^21*t^8 + 170*q^20*t^9 - 68*q^19*t^10 + 24*q^18*t^11 + 2*q^17*t^12 - 27*q^16*t^13 - 3*q^15*t^14 - q^28 - 5*q^27*t + 15*q^26*t^2 - 73*q^25*t^3 - q^24*t^4 + 221*q^23*t^5 + 18*q^22*t^6 + 196*q^21*t^7 + 422*q^20*t^8 - 106*q^19*t^9 + 25*q^18*t^10 + 223*q^17*t^11 + 153*q^16*t^12 + 130*q^15*t^13 + 10*q^14*t^14 - 6*q^13*t^15 + 3*q^12*t^16 + 13*q^26*t + 23*q^25*t^2 - 14*q^24*t^3 + 204*q^23*t^4 - 38*q^22*t^5 - 416*q^21*t^6 + 59*q^20*t^7 + 125*q^19*t^8 - 313*q^18*t^9 - 88*q^17*t^10 - 142*q^16*t^11 - 318*q^15*t^12 - 242*q^14*t^13 - 39*q^13*t^14 + 17*q^12*t^15 - 7*q^11*t^16 + 4*q^25*t - 89*q^24*t^2 - 33*q^23*t^3 + 27*q^22*t^4 - 320*q^21*t^5 - 74*q^20*t^6 + 309*q^19*t^7 - 633*q^18*t^8 - 547*q^17*t^9 + 131*q^16*t^10 + 108*q^15*t^11 + 157*q^14*t^12 + 94*q^13*t^13 - 68*q^12*t^14 - 8*q^11*t^15 + 9*q^10*t^16 - 3*q^9*t^17 + 2*q^24*t + 10*q^23*t^2 + 113*q^22*t^3 + 53*q^21*t^4 - 181*q^20*t^5 + 278*q^19*t^6 + 623*q^18*t^7 + 173*q^17*t^8 + 548*q^16*t^9 + 709*q^15*t^10 + 187*q^14*t^11 - 94*q^13*t^12 + 115*q^12*t^13 + 336*q^11*t^14 + 95*q^10*t^15 - 8*q^9*t^16 + 6*q^8*t^17 - q^7*t^18 - 10*q^23*t + 10*q^22*t^2 + 78*q^21*t^3 - 70*q^20*t^4 + 61*q^19*t^5 + 536*q^18*t^6 - 418*q^17*t^7 - 650*q^16*t^8 + 7*q^15*t^9 - 140*q^14*t^10 - 208*q^13*t^11 - 264*q^12*t^12 - 212*q^11*t^13 - 180*q^10*t^14 - 206*q^9*t^15 - 52*q^8*t^16 - 4*q^7*t^17 + 6*q^6*t^18 + 6*q^22*t - 4*q^21*t^2 - 52*q^20*t^3 - 206*q^19*t^4 - 180*q^18*t^5 - 212*q^17*t^6 - 264*q^16*t^7 - 208*q^15*t^8 - 140*q^14*t^9 + 7*q^13*t^10 - 650*q^12*t^11 - 418*q^11*t^12 + 536*q^10*t^13 + 61*q^9*t^14 - 70*q^8*t^15 + 78*q^7*t^16 + 10*q^6*t^17 - 10*q^5*t^18 - q^21*t + 6*q^20*t^2 - 8*q^19*t^3 + 95*q^18*t^4 + 336*q^17*t^5 + 115*q^16*t^6 - 94*q^15*t^7 + 187*q^14*t^8 + 709*q^13*t^9 + 548*q^12*t^10 + 173*q^11*t^11 + 623*q^10*t^12 + 278*q^9*t^13 - 181*q^8*t^14 + 53*q^7*t^15 + 113*q^6*t^16 + 10*q^5*t^17 + 2*q^4*t^18 - 3*q^19*t^2 + 9*q^18*t^3 - 8*q^17*t^4 - 68*q^16*t^5 + 94*q^15*t^6 + 157*q^14*t^7 + 108*q^13*t^8 + 131*q^12*t^9 - 547*q^11*t^10 - 633*q^10*t^11 + 309*q^9*t^12 - 74*q^8*t^13 - 320*q^7*t^14 + 27*q^6*t^15 - 33*q^5*t^16 - 89*q^4*t^17 + 4*q^3*t^18 - 7*q^17*t^3 + 17*q^16*t^4 - 39*q^15*t^5 - 242*q^14*t^6 - 318*q^13*t^7 - 142*q^12*t^8 - 88*q^11*t^9 - 313*q^10*t^10 + 125*q^9*t^11 + 59*q^8*t^12 - 416*q^7*t^13 - 38*q^6*t^14 + 204*q^5*t^15 - 14*q^4*t^16 + 23*q^3*t^17 + 13*q^2*t^18 + 3*q^16*t^3 - 6*q^15*t^4 + 10*q^14*t^5 + 130*q^13*t^6 + 153*q^12*t^7 + 223*q^11*t^8 + 25*q^10*t^9 - 106*q^9*t^10 + 422*q^8*t^11 + 196*q^7*t^12 + 18*q^6*t^13 + 221*q^5*t^14 - q^4*t^15 - 73*q^3*t^16 + 15*q^2*t^17 - 5*q*t^18 - t^19 - 3*q^13*t^5 - 27*q^12*t^6 + 2*q^11*t^7 + 24*q^10*t^8 - 68*q^9*t^9 + 170*q^8*t^10 + 21*q^7*t^11 - 268*q^6*t^12 - 71*q^5*t^13 - 3*q^4*t^14 - 63*q^3*t^15 + 20*q^2*t^16 + 2*q*t^17 + 2*q^12*t^5 - 3*q^11*t^6 - 3*q^10*t^7 - 82*q^9*t^8 - 90*q^8*t^9 - 42*q^7*t^10 - 96*q^6*t^11 + q^5*t^12 + 68*q^4*t^13 + 9*q^3*t^14 + 3*q*t^16 - t^17 - q^11*t^5 + 3*q^10*t^6 + 16*q^8*t^8 + 74*q^7*t^9 + 45*q^6*t^10 + 31*q^5*t^11 + 26*q^4*t^12 - 10*q^2*t^14 + 2*q*t^15 - q^7*t^8 - 13*q^6*t^9 - 19*q^5*t^10 - 14*q^4*t^11 - 6*q^3*t^12 - q^2*t^13 + 3*q^4*t^10 + 2*q^3*t^11 + q^2*t^12)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0550] 'FHV\o'

Zeta functions

ask[-]:

-(q^11 + 3*q^10*t - 2*q^9*t^2 - 5*q^9*t - 6*q^8*t^2 + 2*q^7*t^3 + q^6*t^4 - 7*q^8*t + 14*q^7*t^2 + 6*q^6*t^3 - 3*q^5*t^4 + 2*q^7*t + 12*q^6*t^2 - 12*q^5*t^3 - 2*q^4*t^4 + 3*q^6*t - 6*q^5*t^2 - 14*q^4*t^3 + 7*q^3*t^4 - q^5*t - 2*q^4*t^2 + 6*q^3*t^3 + 5*q^2*t^4 + 2*q^2*t^3 - 3*q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^17*t^7 + 4*q^16*t^8 + 5*q^15*t^9 - 3*q^17*t^6 - 13*q^16*t^7 - 18*q^15*t^8 - 38*q^14*t^9 - 19*q^13*t^10 - 5*q^12*t^11 + 2*q^18*t^4 - 14*q^17*t^5 - 4*q^16*t^6 + 24*q^15*t^7 + 34*q^14*t^8 + 96*q^13*t^9 + 99*q^12*t^10 + 50*q^11*t^11 + 13*q^10*t^12 - q^19*t^2 + 3*q^18*t^3 + 3*q^17*t^4 + 26*q^16*t^5 + 89*q^15*t^6 + 84*q^14*t^7 - 64*q^13*t^8 - 112*q^12*t^9 - 155*q^11*t^10 - 171*q^10*t^11 - 79*q^9*t^12 - 6*q^8*t^13 - q^7*t^14 + 4*q^18*t^2 + 23*q^17*t^3 - 54*q^16*t^4 - 40*q^15*t^5 - 87*q^14*t^6 - 444*q^13*t^7 - 168*q^12*t^8 + 148*q^11*t^9 + 68*q^10*t^10 + 182*q^9*t^11 + 196*q^8*t^12 + 35*q^7*t^13 + 5*q^6*t^14 - q^19 - 7*q^18*t + 4*q^17*t^2 - 70*q^16*t^3 - 58*q^15*t^4 + 144*q^14*t^5 + 32*q^13*t^6 + 376*q^12*t^7 + 778*q^11*t^8 + 170*q^10*t^9 - 70*q^9*t^10 + 4*q^8*t^11 - 153*q^7*t^12 - 81*q^6*t^13 - 12*q^5*t^14 + 14*q^17*t + 38*q^16*t^2 - 2*q^15*t^3 + 250*q^14*t^4 + 257*q^13*t^5 - 238*q^12*t^6 - 40*q^11*t^7 - 431*q^10*t^8 - 888*q^9*t^9 - 182*q^8*t^10 + 42*q^7*t^11 - 72*q^6*t^12 + 45*q^5*t^13 + 19*q^4*t^14 + 11*q^16*t - 69*q^15*t^2 - 42*q^14*t^3 + 2*q^13*t^4 - 709*q^12*t^5 - 397*q^11*t^6 + 244*q^10*t^7 - 244*q^9*t^8 + 397*q^8*t^9 + 709*q^7*t^10 - 2*q^6*t^11 + 42*q^5*t^12 + 69*q^4*t^13 - 11*q^3*t^14 - 19*q^15*t - 45*q^14*t^2 + 72*q^13*t^3 - 42*q^12*t^4 + 182*q^11*t^5 + 888*q^10*t^6 + 431*q^9*t^7 + 40*q^8*t^8 + 238*q^7*t^9 - 257*q^6*t^10 - 250*q^5*t^11 + 2*q^4*t^12 - 38*q^3*t^13 - 14*q^2*t^14 + 12*q^14*t + 81*q^13*t^2 + 153*q^12*t^3 - 4*q^11*t^4 + 70*q^10*t^5 - 170*q^9*t^6 - 778*q^8*t^7 - 376*q^7*t^8 - 32*q^6*t^9 - 144*q^5*t^10 + 58*q^4*t^11 + 70*q^3*t^12 - 4*q^2*t^13 + 7*q*t^14 + t^15 - 5*q^13*t - 35*q^12*t^2 - 196*q^11*t^3 - 182*q^10*t^4 - 68*q^9*t^5 - 148*q^8*t^6 + 168*q^7*t^7 + 444*q^6*t^8 + 87*q^5*t^9 + 40*q^4*t^10 + 54*q^3*t^11 - 23*q^2*t^12 - 4*q*t^13 + q^12*t + 6*q^11*t^2 + 79*q^10*t^3 + 171*q^9*t^4 + 155*q^8*t^5 + 112*q^7*t^6 + 64*q^6*t^7 - 84*q^5*t^8 - 89*q^4*t^9 - 26*q^3*t^10 - 3*q^2*t^11 - 3*q*t^12 + t^13 - 13*q^9*t^3 - 50*q^8*t^4 - 99*q^7*t^5 - 96*q^6*t^6 - 34*q^5*t^7 - 24*q^4*t^8 + 4*q^3*t^9 + 14*q^2*t^10 - 2*q*t^11 + 5*q^7*t^4 + 19*q^6*t^5 + 38*q^5*t^6 + 18*q^4*t^7 + 13*q^3*t^8 + 3*q^2*t^9 - 5*q^4*t^6 - 4*q^3*t^7 - 3*q^2*t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0551] 'FHV\w'

Zeta functions

ask[-]:

-(q^5 + 3*q^4*t - 4*q^3*t - 4*q^2*t + 3*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^7*t^4 - 3*q^6*t^5 - 3*q^5*t^6 - q^8*t^2 + 2*q^7*t^3 - 2*q^6*t^4 + q^5*t^5 + 12*q^4*t^6 + 2*q^7*t^2 + 10*q^6*t^3 - 16*q^5*t^4 + 11*q^4*t^5 - 11*q^3*t^6 - q^8 - 6*q^7*t + 8*q^6*t^2 - 24*q^5*t^3 + 9*q^4*t^4 + q^3*t^5 - 7*q^2*t^6 + 7*q^6*t - q^5*t^2 - 9*q^4*t^3 + 24*q^3*t^4 - 8*q^2*t^5 + 6*q*t^6 + t^7 + 11*q^5*t - 11*q^4*t^2 + 16*q^3*t^3 - 10*q^2*t^4 - 2*q*t^5 - 12*q^4*t - q^3*t^2 + 2*q^2*t^3 - 2*q*t^4 + t^5 + 3*q^3*t + 3*q^2*t^2 - 2*q*t^3)/((q - t)*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0552] 'FHd\w'

Zeta functions

ask[-]:

-(3*q^6*t^2 + q^5*t^3 - q^7 - 3*q^6*t - 3*q^5*t^2 - 5*q^4*t^3 + 8*q^5*t - 3*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 3*q^3*t^2 + 8*q^2*t^3 - 5*q^3*t - 3*q^2*t^2 - 3*q*t^3 - t^4 + q^2*t + 3*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^17*t^9 + 3*q^16*t^10 + 7*q^15*t^11 + 4*q^14*t^12 + 2*q^13*t^13 - q^17*t^8 - 3*q^16*t^9 - 17*q^15*t^10 - 53*q^14*t^11 - 46*q^13*t^12 - 28*q^12*t^13 - 5*q^11*t^14 - 6*q^17*t^7 - 10*q^16*t^8 - 17*q^15*t^9 + 33*q^14*t^10 + 141*q^13*t^11 + 196*q^12*t^12 + 172*q^11*t^13 + 54*q^10*t^14 - 2*q^9*t^15 + q^19*t^4 - 2*q^18*t^5 + 7*q^17*t^6 - q^16*t^7 + 70*q^15*t^8 + 271*q^14*t^9 + 65*q^13*t^10 - 236*q^12*t^11 - 395*q^11*t^12 - 477*q^10*t^13 - 260*q^9*t^14 - 18*q^8*t^15 + 5*q^7*t^16 + q^6*t^17 - 13*q^18*t^4 + 45*q^17*t^5 + 30*q^16*t^6 - 36*q^15*t^7 - 144*q^14*t^8 - 779*q^13*t^9 - 803*q^12*t^10 + 47*q^11*t^11 + 624*q^10*t^12 + 704*q^9*t^13 + 544*q^8*t^14 + 152*q^7*t^15 - 7*q^6*t^16 - 7*q^5*t^17 + 3*q^19*t^2 - 3*q^18*t^3 + 17*q^17*t^4 - 43*q^16*t^5 - 353*q^15*t^6 - 238*q^14*t^7 + 532*q^13*t^8 + 1110*q^12*t^9 + 1773*q^11*t^10 + 1213*q^10*t^11 - 527*q^9*t^12 - 913*q^8*t^13 - 553*q^7*t^14 - 301*q^6*t^15 - 49*q^5*t^16 + 15*q^4*t^17 - 12*q^18*t^2 - 64*q^17*t^3 + 93*q^16*t^4 + 52*q^15*t^5 + 492*q^14*t^6 + 1541*q^13*t^7 - 183*q^12*t^8 - 1913*q^11*t^9 - 1947*q^10*t^10 - 2238*q^9*t^11 - 774*q^8*t^12 + 932*q^7*t^13 + 526*q^6*t^14 + 202*q^5*t^15 + 118*q^4*t^16 - 4*q^3*t^17 + q^19 + 10*q^18*t + 2*q^17*t^2 + 191*q^16*t^3 + 82*q^15*t^4 - 445*q^14*t^5 - 580*q^13*t^6 - 2010*q^12*t^7 - 2173*q^11*t^8 + 1440*q^10*t^9 + 2736*q^9*t^10 + 1725*q^8*t^11 + 1438*q^7*t^12 + 25*q^6*t^13 - 546*q^5*t^14 - 141*q^4*t^15 - 51*q^3*t^16 - 21*q^2*t^17 - 21*q^17*t - 51*q^16*t^2 - 141*q^15*t^3 - 546*q^14*t^4 + 25*q^13*t^5 + 1438*q^12*t^6 + 1725*q^11*t^7 + 2736*q^10*t^8 + 1440*q^9*t^9 - 2173*q^8*t^10 - 2010*q^7*t^11 - 580*q^6*t^12 - 445*q^5*t^13 + 82*q^4*t^14 + 191*q^3*t^15 + 2*q^2*t^16 + 10*q*t^17 + t^18 - 4*q^16*t + 118*q^15*t^2 + 202*q^14*t^3 + 526*q^13*t^4 + 932*q^12*t^5 - 774*q^11*t^6 - 2238*q^10*t^7 - 1947*q^9*t^8 - 1913*q^8*t^9 - 183*q^7*t^10 + 1541*q^6*t^11 + 492*q^5*t^12 + 52*q^4*t^13 + 93*q^3*t^14 - 64*q^2*t^15 - 12*q*t^16 + 15*q^15*t - 49*q^14*t^2 - 301*q^13*t^3 - 553*q^12*t^4 - 913*q^11*t^5 - 527*q^10*t^6 + 1213*q^9*t^7 + 1773*q^8*t^8 + 1110*q^7*t^9 + 532*q^6*t^10 - 238*q^5*t^11 - 353*q^4*t^12 - 43*q^3*t^13 + 17*q^2*t^14 - 3*q*t^15 + 3*t^16 - 7*q^14*t - 7*q^13*t^2 + 152*q^12*t^3 + 544*q^11*t^4 + 704*q^10*t^5 + 624*q^9*t^6 + 47*q^8*t^7 - 803*q^7*t^8 - 779*q^6*t^9 - 144*q^5*t^10 - 36*q^4*t^11 + 30*q^3*t^12 + 45*q^2*t^13 - 13*q*t^14 + q^13*t + 5*q^12*t^2 - 18*q^11*t^3 - 260*q^10*t^4 - 477*q^9*t^5 - 395*q^8*t^6 - 236*q^7*t^7 + 65*q^6*t^8 + 271*q^5*t^9 + 70*q^4*t^10 - q^3*t^11 + 7*q^2*t^12 - 2*q*t^13 + t^14 - 2*q^10*t^3 + 54*q^9*t^4 + 172*q^8*t^5 + 196*q^7*t^6 + 141*q^6*t^7 + 33*q^5*t^8 - 17*q^4*t^9 - 10*q^3*t^10 - 6*q^2*t^11 - 5*q^8*t^4 - 28*q^7*t^5 - 46*q^6*t^6 - 53*q^5*t^7 - 17*q^4*t^8 - 3*q^3*t^9 - q^2*t^10 + 2*q^6*t^5 + 4*q^5*t^6 + 7*q^4*t^7 + 3*q^3*t^8 + q^2*t^9)/((q^2 - t)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 2], [1, 5], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0553] 'FHeZw'

Zeta functions

ask[-]:

ask[+]:

(2*q^20*t^16 + 4*q^19*t^17 + 12*q^18*t^18 + 6*q^17*t^19 + 4*q^16*t^20 - 3*q^22*t^13 - 5*q^21*t^14 - q^20*t^15 - 48*q^19*t^16 - 44*q^18*t^17 - 100*q^17*t^18 - 78*q^16*t^19 - 69*q^15*t^20 - 12*q^14*t^21 - 4*q^13*t^22 + q^24*t^10 - 3*q^23*t^11 - 6*q^22*t^12 + 48*q^21*t^13 + 67*q^20*t^14 - 101*q^19*t^15 + 251*q^18*t^16 + 404*q^17*t^17 + 460*q^16*t^18 + 320*q^15*t^19 + 429*q^14*t^20 + 173*q^13*t^21 + 51*q^12*t^22 + 5*q^11*t^23 + q^10*t^24 + q^25*t^8 + 8*q^24*t^9 - 12*q^23*t^10 - 39*q^22*t^11 + 153*q^21*t^12 + 115*q^20*t^13 - 511*q^19*t^14 + 95*q^18*t^15 - 31*q^17*t^16 - 1204*q^16*t^17 - 2009*q^15*t^18 - 1086*q^14*t^19 - 1171*q^13*t^20 - 773*q^12*t^21 - 362*q^11*t^22 - 90*q^10*t^23 - q^24*t^8 - 10*q^23*t^9 - 127*q^22*t^10 - 67*q^21*t^11 - 102*q^20*t^12 - 928*q^19*t^13 - 430*q^18*t^14 + 786*q^17*t^15 + 96*q^16*t^16 + 673*q^15*t^17 + 4114*q^14*t^18 + 3703*q^13*t^19 + 2627*q^12*t^20 + 1659*q^11*t^21 + 1016*q^10*t^22 + 496*q^9*t^23 + 50*q^8*t^24 - 3*q^6*t^26 - 4*q^25*t^6 - 33*q^24*t^7 + 112*q^23*t^8 + 124*q^22*t^9 - 250*q^21*t^10 + 932*q^20*t^11 + 1951*q^19*t^12 + 480*q^18*t^13 + 3366*q^17*t^14 + 2358*q^16*t^15 - 872*q^15*t^16 - 668*q^14*t^17 - 2983*q^13*t^18 - 5980*q^12*t^19 - 5736*q^11*t^20 - 3185*q^10*t^21 - 1322*q^9*t^22 - 1075*q^8*t^23 - 301*q^7*t^24 - 33*q^6*t^25 + 15*q^5*t^26 + q^25*t^5 - 30*q^24*t^6 + 162*q^23*t^7 + 412*q^22*t^8 - 1045*q^21*t^9 + 111*q^20*t^10 + 1511*q^19*t^11 - 6661*q^18*t^12 - 5143*q^17*t^13 - 2913*q^16*t^14 - 7456*q^15*t^15 - 6785*q^14*t^16 + 622*q^13*t^17 + 2212*q^12*t^18 + 3750*q^11*t^19 + 6547*q^10*t^20 + 5822*q^9*t^21 + 1720*q^8*t^22 + 991*q^7*t^23 + 541*q^6*t^24 + 169*q^5*t^25 - 26*q^4*t^26 + 12*q^25*t^4 + 8*q^24*t^5 - 242*q^23*t^6 + 87*q^22*t^7 - 1614*q^21*t^8 - 1399*q^20*t^9 + 2668*q^19*t^10 - 2585*q^18*t^11 + 783*q^17*t^12 + 13545*q^16*t^13 + 11955*q^15*t^14 + 5393*q^14*t^15 + 12980*q^13*t^16 + 9967*q^12*t^17 + 217*q^11*t^18 - 2884*q^10*t^19 - 3081*q^9*t^20 - 5207*q^8*t^21 - 2936*q^7*t^22 - 721*q^6*t^23 - 262*q^5*t^24 - 292*q^4*t^25 + 8*q^3*t^26 - q^26*t^2 + 3*q^25*t^3 + 46*q^24*t^4 - 391*q^23*t^5 + 715*q^22*t^6 + 1531*q^21*t^7 + 702*q^20*t^8 + 5033*q^19*t^9 + 5476*q^18*t^10 - 2516*q^17*t^11 + 2424*q^16*t^12 - 1810*q^15*t^13 - 19740*q^14*t^14 - 16736*q^13*t^15 - 8520*q^12*t^16 - 12451*q^11*t^17 - 11136*q^10*t^18 - 939*q^9*t^19 + 3277*q^8*t^20 + 1582*q^7*t^21 + 1983*q^6*t^22 + 1099*q^5*t^23 - 55*q^4*t^24 + 167*q^3*t^25 + 25*q^2*t^26 + q^25*t^2 + 86*q^24*t^3 - 143*q^23*t^4 + 410*q^22*t^5 + 1060*q^21*t^6 - 3764*q^20*t^7 - 5479*q^19*t^8 - 979*q^18*t^9 - 13587*q^17*t^10 - 11815*q^16*t^11 + 1188*q^15*t^12 - 969*q^14*t^13 + 896*q^13*t^14 + 18440*q^12*t^15 + 18334*q^11*t^16 + 6404*q^10*t^17 + 7536*q^9*t^18 + 10100*q^8*t^19 - 1096*q^7*t^20 - 1888*q^6*t^21 - 8*q^5*t^22 - 570*q^4*t^23 - 108*q^3*t^24 - 10*q^2*t^25 - 14*q*t^26 - t^27 - q^26 - 14*q^25*t - 10*q^24*t^2 - 108*q^23*t^3 - 570*q^22*t^4 - 8*q^21*t^5 - 1888*q^20*t^6 - 1096*q^19*t^7 + 10100*q^18*t^8 + 7536*q^17*t^9 + 6404*q^16*t^10 + 18334*q^15*t^11 + 18440*q^14*t^12 + 896*q^13*t^13 - 969*q^12*t^14 + 1188*q^11*t^15 - 11815*q^10*t^16 - 13587*q^9*t^17 - 979*q^8*t^18 - 5479*q^7*t^19 - 3764*q^6*t^20 + 1060*q^5*t^21 + 410*q^4*t^22 - 143*q^3*t^23 + 86*q^2*t^24 + q*t^25 + 25*q^24*t + 167*q^23*t^2 - 55*q^22*t^3 + 1099*q^21*t^4 + 1983*q^20*t^5 + 1582*q^19*t^6 + 3277*q^18*t^7 - 939*q^17*t^8 - 11136*q^16*t^9 - 12451*q^15*t^10 - 8520*q^14*t^11 - 16736*q^13*t^12 - 19740*q^12*t^13 - 1810*q^11*t^14 + 2424*q^10*t^15 - 2516*q^9*t^16 + 5476*q^8*t^17 + 5033*q^7*t^18 + 702*q^6*t^19 + 1531*q^5*t^20 + 715*q^4*t^21 - 391*q^3*t^22 + 46*q^2*t^23 + 3*q*t^24 - t^25 + 8*q^23*t - 292*q^22*t^2 - 262*q^21*t^3 - 721*q^20*t^4 - 2936*q^19*t^5 - 5207*q^18*t^6 - 3081*q^17*t^7 - 2884*q^16*t^8 + 217*q^15*t^9 + 9967*q^14*t^10 + 12980*q^13*t^11 + 5393*q^12*t^12 + 11955*q^11*t^13 + 13545*q^10*t^14 + 783*q^9*t^15 - 2585*q^8*t^16 + 2668*q^7*t^17 - 1399*q^6*t^18 - 1614*q^5*t^19 + 87*q^4*t^20 - 242*q^3*t^21 + 8*q^2*t^22 + 12*q*t^23 - 26*q^22*t + 169*q^21*t^2 + 541*q^20*t^3 + 991*q^19*t^4 + 1720*q^18*t^5 + 5822*q^17*t^6 + 6547*q^16*t^7 + 3750*q^15*t^8 + 2212*q^14*t^9 + 622*q^13*t^10 - 6785*q^12*t^11 - 7456*q^11*t^12 - 2913*q^10*t^13 - 5143*q^9*t^14 - 6661*q^8*t^15 + 1511*q^7*t^16 + 111*q^6*t^17 - 1045*q^5*t^18 + 412*q^4*t^19 + 162*q^3*t^20 - 30*q^2*t^21 + q*t^22 + 15*q^21*t - 33*q^20*t^2 - 301*q^19*t^3 - 1075*q^18*t^4 - 1322*q^17*t^5 - 3185*q^16*t^6 - 5736*q^15*t^7 - 5980*q^14*t^8 - 2983*q^13*t^9 - 668*q^12*t^10 - 872*q^11*t^11 + 2358*q^10*t^12 + 3366*q^9*t^13 + 480*q^8*t^14 + 1951*q^7*t^15 + 932*q^6*t^16 - 250*q^5*t^17 + 124*q^4*t^18 + 112*q^3*t^19 - 33*q^2*t^20 - 4*q*t^21 - 3*q^20*t + 50*q^18*t^3 + 496*q^17*t^4 + 1016*q^16*t^5 + 1659*q^15*t^6 + 2627*q^14*t^7 + 3703*q^13*t^8 + 4114*q^12*t^9 + 673*q^11*t^10 + 96*q^10*t^11 + 786*q^9*t^12 - 430*q^8*t^13 - 928*q^7*t^14 - 102*q^6*t^15 - 67*q^5*t^16 - 127*q^4*t^17 - 10*q^3*t^18 - q^2*t^19 - 90*q^16*t^4 - 362*q^15*t^5 - 773*q^14*t^6 - 1171*q^13*t^7 - 1086*q^12*t^8 - 2009*q^11*t^9 - 1204*q^10*t^10 - 31*q^9*t^11 + 95*q^8*t^12 - 511*q^7*t^13 + 115*q^6*t^14 + 153*q^5*t^15 - 39*q^4*t^16 - 12*q^3*t^17 + 8*q^2*t^18 + q*t^19 + q^16*t^3 + 5*q^15*t^4 + 51*q^14*t^5 + 173*q^13*t^6 + 429*q^12*t^7 + 320*q^11*t^8 + 460*q^10*t^9 + 404*q^9*t^10 + 251*q^8*t^11 - 101*q^7*t^12 + 67*q^6*t^13 + 48*q^5*t^14 - 6*q^4*t^15 - 3*q^3*t^16 + q^2*t^17 - 4*q^13*t^5 - 12*q^12*t^6 - 69*q^11*t^7 - 78*q^10*t^8 - 100*q^9*t^9 - 44*q^8*t^10 - 48*q^7*t^11 - q^6*t^12 - 5*q^5*t^13 - 3*q^4*t^14 + 4*q^10*t^7 + 6*q^9*t^8 + 12*q^8*t^9 + 4*q^7*t^10 + 2*q^6*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^4*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0554] 'FHfZw'

Zeta functions

ask[-]:

-(q^5 + 3*q^4*t - 4*q^3*t - 4*q^2*t + 3*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(q^22*t^12 + q^21*t^13 + 4*q^20*t^14 - 3*q^23*t^10 - 6*q^22*t^11 - 17*q^21*t^12 + 3*q^20*t^13 - 26*q^19*t^14 - 20*q^18*t^15 - 11*q^17*t^16 + 2*q^16*t^17 - q^26*t^6 - 2*q^25*t^7 + 13*q^24*t^8 + 22*q^23*t^9 - 21*q^22*t^10 - 15*q^21*t^11 + 178*q^20*t^12 + 51*q^19*t^13 - 11*q^18*t^14 + 80*q^17*t^15 + 141*q^16*t^16 + 30*q^15*t^17 - 8*q^14*t^18 - 2*q^13*t^19 + q^12*t^20 - 5*q^25*t^6 + 6*q^24*t^7 + 31*q^23*t^8 - 132*q^22*t^9 - 148*q^21*t^10 + 290*q^20*t^11 - 181*q^19*t^12 - 637*q^18*t^13 - 184*q^17*t^14 + 118*q^16*t^15 - 331*q^15*t^16 - 344*q^14*t^17 - 64*q^13*t^18 + 17*q^12*t^19 + 6*q^11*t^20 - 2*q^10*t^21 + 3*q^26*t^4 - q^25*t^5 - 39*q^24*t^6 + 74*q^23*t^7 - 32*q^22*t^8 - 179*q^21*t^9 + 450*q^20*t^10 + 250*q^19*t^11 - 620*q^18*t^12 + 506*q^17*t^13 + 1471*q^16*t^14 + 308*q^15*t^15 - 29*q^14*t^16 + 609*q^13*t^17 + 484*q^12*t^18 + 149*q^11*t^19 - 33*q^10*t^20 - 12*q^9*t^21 + q^8*t^22 + 2*q^26*t^3 + 17*q^25*t^4 - 76*q^24*t^5 + 82*q^23*t^6 + 287*q^22*t^7 - 244*q^21*t^8 - 66*q^20*t^9 + 948*q^19*t^10 - 710*q^18*t^11 - 593*q^17*t^12 + 1040*q^16*t^13 - 751*q^15*t^14 - 2263*q^14*t^15 - 693*q^13*t^16 - 64*q^12*t^17 - 507*q^11*t^18 - 703*q^10*t^19 - 138*q^9*t^20 + 55*q^8*t^21 + 7*q^7*t^22 + 2*q^6*t^23 + 29*q^25*t^3 - 73*q^24*t^4 - 84*q^23*t^5 + 398*q^22*t^6 - 396*q^21*t^7 - 1445*q^20*t^8 + 1011*q^19*t^9 - 112*q^18*t^10 - 2490*q^17*t^11 + 389*q^16*t^12 + 1191*q^15*t^13 - 1324*q^14*t^14 + 581*q^13*t^15 + 2597*q^12*t^16 + 1077*q^11*t^17 - 321*q^10*t^18 + 546*q^9*t^19 + 597*q^8*t^20 + 56*q^7*t^21 - 30*q^6*t^22 - 13*q^5*t^23 - q^27 - 7*q^26*t - q^25*t^2 - 7*q^24*t^3 - 139*q^23*t^4 + 338*q^22*t^5 + 141*q^21*t^6 - 1262*q^20*t^7 + 1627*q^19*t^8 + 3071*q^18*t^9 - 1575*q^17*t^10 + 92*q^16*t^11 + 4436*q^15*t^12 + 610*q^14*t^13 - 1625*q^13*t^14 + 1143*q^12*t^15 - 12*q^11*t^16 - 2378*q^10*t^17 - 708*q^9*t^18 + 430*q^8*t^19 - 414*q^7*t^20 - 345*q^6*t^21 - 13*q^5*t^22 + 31*q^4*t^23 + 6*q^25*t + 89*q^24*t^2 - 68*q^23*t^3 + 39*q^22*t^4 + 496*q^21*t^5 - 556*q^20*t^6 - 161*q^19*t^7 + 1894*q^18*t^8 - 2722*q^17*t^9 - 4513*q^16*t^10 + 1289*q^15*t^11 + 399*q^14*t^12 - 5325*q^13*t^13 - 1988*q^12*t^14 + 1766*q^11*t^15 - 421*q^10*t^16 - 548*q^9*t^17 + 1466*q^8*t^18 + 194*q^7*t^19 - 256*q^6*t^20 + 238*q^5*t^21 + 129*q^4*t^22 - 27*q^3*t^23 + 27*q^24*t - 129*q^23*t^2 - 238*q^22*t^3 + 256*q^21*t^4 - 194*q^20*t^5 - 1466*q^19*t^6 + 548*q^18*t^7 + 421*q^17*t^8 - 1766*q^16*t^9 + 1988*q^15*t^10 + 5325*q^14*t^11 - 399*q^13*t^12 - 1289*q^12*t^13 + 4513*q^11*t^14 + 2722*q^10*t^15 - 1894*q^9*t^16 + 161*q^8*t^17 + 556*q^7*t^18 - 496*q^6*t^19 - 39*q^5*t^20 + 68*q^4*t^21 - 89*q^3*t^22 - 6*q^2*t^23 - 31*q^23*t + 13*q^22*t^2 + 345*q^21*t^3 + 414*q^20*t^4 - 430*q^19*t^5 + 708*q^18*t^6 + 2378*q^17*t^7 + 12*q^16*t^8 - 1143*q^15*t^9 + 1625*q^14*t^10 - 610*q^13*t^11 - 4436*q^12*t^12 - 92*q^11*t^13 + 1575*q^10*t^14 - 3071*q^9*t^15 - 1627*q^8*t^16 + 1262*q^7*t^17 - 141*q^6*t^18 - 338*q^5*t^19 + 139*q^4*t^20 + 7*q^3*t^21 + q^2*t^22 + 7*q*t^23 + t^24 + 13*q^22*t + 30*q^21*t^2 - 56*q^20*t^3 - 597*q^19*t^4 - 546*q^18*t^5 + 321*q^17*t^6 - 1077*q^16*t^7 - 2597*q^15*t^8 - 581*q^14*t^9 + 1324*q^13*t^10 - 1191*q^12*t^11 - 389*q^11*t^12 + 2490*q^10*t^13 + 112*q^9*t^14 - 1011*q^8*t^15 + 1445*q^7*t^16 + 396*q^6*t^17 - 398*q^5*t^18 + 84*q^4*t^19 + 73*q^3*t^20 - 29*q^2*t^21 - 2*q^21*t - 7*q^20*t^2 - 55*q^19*t^3 + 138*q^18*t^4 + 703*q^17*t^5 + 507*q^16*t^6 + 64*q^15*t^7 + 693*q^14*t^8 + 2263*q^13*t^9 + 751*q^12*t^10 - 1040*q^11*t^11 + 593*q^10*t^12 + 710*q^9*t^13 - 948*q^8*t^14 + 66*q^7*t^15 + 244*q^6*t^16 - 287*q^5*t^17 - 82*q^4*t^18 + 76*q^3*t^19 - 17*q^2*t^20 - 2*q*t^21 - q^19*t^2 + 12*q^18*t^3 + 33*q^17*t^4 - 149*q^16*t^5 - 484*q^15*t^6 - 609*q^14*t^7 + 29*q^13*t^8 - 308*q^12*t^9 - 1471*q^11*t^10 - 506*q^10*t^11 + 620*q^9*t^12 - 250*q^8*t^13 - 450*q^7*t^14 + 179*q^6*t^15 + 32*q^5*t^16 - 74*q^4*t^17 + 39*q^3*t^18 + q^2*t^19 - 3*q*t^20 + 2*q^17*t^3 - 6*q^16*t^4 - 17*q^15*t^5 + 64*q^14*t^6 + 344*q^13*t^7 + 331*q^12*t^8 - 118*q^11*t^9 + 184*q^10*t^10 + 637*q^9*t^11 + 181*q^8*t^12 - 290*q^7*t^13 + 148*q^6*t^14 + 132*q^5*t^15 - 31*q^4*t^16 - 6*q^3*t^17 + 5*q^2*t^18 - q^15*t^4 + 2*q^14*t^5 + 8*q^13*t^6 - 30*q^12*t^7 - 141*q^11*t^8 - 80*q^10*t^9 + 11*q^9*t^10 - 51*q^8*t^11 - 178*q^7*t^12 + 15*q^6*t^13 + 21*q^5*t^14 - 22*q^4*t^15 - 13*q^3*t^16 + 2*q^2*t^17 + q*t^18 - 2*q^11*t^7 + 11*q^10*t^8 + 20*q^9*t^9 + 26*q^8*t^10 - 3*q^7*t^11 + 17*q^6*t^12 + 6*q^5*t^13 + 3*q^4*t^14 - 4*q^7*t^10 - q^6*t^11 - q^5*t^12)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 2], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0555] 'FHu~w'

Zeta functions

ask[-]:

(q^9 - q^7*t - 3*q^6*t^2 + q^5*t^3 - 4*q^6*t + 6*q^5*t^2 + 6*q^4*t^2 - 4*q^3*t^3 + q^4*t - 3*q^3*t^2 - q^2*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^22*t^4 + q^21*t^5 + q^20*t^6 - q^23*t^2 + q^22*t^3 - q^21*t^4 + q^20*t^5 - 4*q^19*t^6 - q^24 - 3*q^23*t + 5*q^21*t^3 - 7*q^20*t^4 - 28*q^19*t^5 - 14*q^18*t^6 - 3*q^17*t^7 - q^15*t^9 - q^22*t + 13*q^21*t^2 + q^20*t^3 - 7*q^19*t^4 + 32*q^18*t^5 + 52*q^17*t^6 + 21*q^16*t^7 + 3*q^15*t^8 + 2*q^14*t^9 + 13*q^21*t + 16*q^20*t^2 - 3*q^19*t^3 - 11*q^18*t^4 + 21*q^17*t^5 + 13*q^16*t^6 + 6*q^15*t^7 + 10*q^14*t^8 + 4*q^13*t^9 - q^12*t^10 + q^20*t - 38*q^19*t^2 - 73*q^18*t^3 - 8*q^17*t^4 + 11*q^16*t^5 - 65*q^15*t^6 - 104*q^14*t^7 - 82*q^13*t^8 - 34*q^12*t^9 + 3*q^11*t^10 + q^10*t^11 - 8*q^19*t - 3*q^18*t^2 + 17*q^17*t^3 + 38*q^16*t^4 + 20*q^15*t^5 - 26*q^14*t^6 + 20*q^13*t^7 + 77*q^12*t^8 + 41*q^11*t^9 - 4*q^10*t^10 + 3*q^18*t + 4*q^17*t^2 + 74*q^16*t^3 + 114*q^15*t^4 + 14*q^14*t^5 + 12*q^13*t^6 + 65*q^12*t^7 + 73*q^11*t^8 + 79*q^10*t^9 + 34*q^9*t^10 - 4*q^8*t^11 + 4*q^16*t^2 - 34*q^15*t^3 - 79*q^14*t^4 - 73*q^13*t^5 - 65*q^12*t^6 - 12*q^11*t^7 - 14*q^10*t^8 - 114*q^9*t^9 - 74*q^8*t^10 - 4*q^7*t^11 - 3*q^6*t^12 + 4*q^14*t^3 - 41*q^13*t^4 - 77*q^12*t^5 - 20*q^11*t^6 + 26*q^10*t^7 - 20*q^9*t^8 - 38*q^8*t^9 - 17*q^7*t^10 + 3*q^6*t^11 + 8*q^5*t^12 - q^14*t^2 - 3*q^13*t^3 + 34*q^12*t^4 + 82*q^11*t^5 + 104*q^10*t^6 + 65*q^9*t^7 - 11*q^8*t^8 + 8*q^7*t^9 + 73*q^6*t^10 + 38*q^5*t^11 - q^4*t^12 + q^12*t^3 - 4*q^11*t^4 - 10*q^10*t^5 - 6*q^9*t^6 - 13*q^8*t^7 - 21*q^7*t^8 + 11*q^6*t^9 + 3*q^5*t^10 - 16*q^4*t^11 - 13*q^3*t^12 - 2*q^10*t^4 - 3*q^9*t^5 - 21*q^8*t^6 - 52*q^7*t^7 - 32*q^6*t^8 + 7*q^5*t^9 - q^4*t^10 - 13*q^3*t^11 + q^2*t^12 + q^9*t^4 + 3*q^7*t^6 + 14*q^6*t^7 + 28*q^5*t^8 + 7*q^4*t^9 - 5*q^3*t^10 + 3*q*t^12 + t^13 + 4*q^5*t^7 - q^4*t^8 + q^3*t^9 - q^2*t^10 + q*t^11 - q^4*t^7 - q^3*t^8 - 2*q^2*t^9)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0556] 'FI?\W'

Zeta functions

ask[-]:

(q^6*t^4 - 4*q^5*t^4 + 5*q^5*t^3 - 6*q^5*t^2 - q^4*t^3 + 9*q^3*t^4 - q^2*t^5 + q^5*t + 5*q^4*t^2 - 15*q^3*t^3 + 15*q^3*t^2 - 5*q^2*t^3 - q*t^4 + q^4 - 9*q^3*t + q^2*t^2 + 6*q*t^3 - 5*q*t^2 + 4*q*t - t)/((q*t - 1)^5*q^4*(t - 1))

ask[+]:

-(q^13*t^13 + q^12*t^14 - q^13*t^12 - 4*q^12*t^13 - 7*q^11*t^14 + q^14*t^10 - 9*q^13*t^11 + 12*q^12*t^12 - q^11*t^13 + 21*q^10*t^14 + q^14*t^9 + q^13*t^10 + 26*q^12*t^11 - 21*q^11*t^12 + 20*q^10*t^13 - 33*q^9*t^14 - 9*q^13*t^9 + 2*q^12*t^10 - 7*q^11*t^11 - 52*q^10*t^12 - q^9*t^13 + 21*q^8*t^14 - 2*q^13*t^8 + 65*q^12*t^9 - 191*q^11*t^10 + 182*q^10*t^11 + 36*q^9*t^12 - 24*q^8*t^13 + 7*q^7*t^14 - q^6*t^15 - q^13*t^7 - 43*q^12*t^8 + 50*q^11*t^9 + 231*q^10*t^10 - 396*q^9*t^11 + 175*q^8*t^12 - 61*q^7*t^13 + q^6*t^14 + 29*q^12*t^7 + 30*q^11*t^8 - 334*q^10*t^9 + 374*q^9*t^10 - 162*q^8*t^11 + 31*q^7*t^12 + 28*q^6*t^13 - 2*q^5*t^14 - q^12*t^6 - 108*q^11*t^7 + 419*q^10*t^8 - 402*q^9*t^9 + 76*q^8*t^10 + 201*q^7*t^11 - 128*q^6*t^12 + 11*q^5*t^13 - q^12*t^5 + 81*q^11*t^6 - 265*q^10*t^7 + 31*q^9*t^8 + 541*q^8*t^9 - 701*q^7*t^10 + 223*q^6*t^11 - 11*q^5*t^12 - 2*q^4*t^13 - 34*q^11*t^5 - 4*q^10*t^6 + 548*q^9*t^7 - 1243*q^8*t^8 + 1001*q^7*t^9 - 201*q^6*t^10 - 19*q^5*t^11 + 16*q^4*t^12 + 8*q^11*t^4 + 78*q^10*t^5 - 446*q^9*t^6 + 720*q^8*t^7 - 214*q^7*t^8 - 356*q^6*t^9 + 266*q^5*t^10 - 68*q^4*t^11 - 68*q^10*t^4 + 266*q^9*t^5 - 356*q^8*t^6 - 214*q^7*t^7 + 720*q^6*t^8 - 446*q^5*t^9 + 78*q^4*t^10 + 8*q^3*t^11 + 16*q^10*t^3 - 19*q^9*t^4 - 201*q^8*t^5 + 1001*q^7*t^6 - 1243*q^6*t^7 + 548*q^5*t^8 - 4*q^4*t^9 - 34*q^3*t^10 - 2*q^10*t^2 - 11*q^9*t^3 + 223*q^8*t^4 - 701*q^7*t^5 + 541*q^6*t^6 + 31*q^5*t^7 - 265*q^4*t^8 + 81*q^3*t^9 - q^2*t^10 + 11*q^9*t^2 - 128*q^8*t^3 + 201*q^7*t^4 + 76*q^6*t^5 - 402*q^5*t^6 + 419*q^4*t^7 - 108*q^3*t^8 - q^2*t^9 - 2*q^9*t + 28*q^8*t^2 + 31*q^7*t^3 - 162*q^6*t^4 + 374*q^5*t^5 - 334*q^4*t^6 + 30*q^3*t^7 + 29*q^2*t^8 + q^8*t - 61*q^7*t^2 + 175*q^6*t^3 - 396*q^5*t^4 + 231*q^4*t^5 + 50*q^3*t^6 - 43*q^2*t^7 - q*t^8 - q^8 + 7*q^7*t - 24*q^6*t^2 + 36*q^5*t^3 + 182*q^4*t^4 - 191*q^3*t^5 + 65*q^2*t^6 - 2*q*t^7 + 21*q^6*t - q^5*t^2 - 52*q^4*t^3 - 7*q^3*t^4 + 2*q^2*t^5 - 9*q*t^6 - 33*q^5*t + 20*q^4*t^2 - 21*q^3*t^3 + 26*q^2*t^4 + q*t^5 + t^6 + 21*q^4*t - q^3*t^2 + 12*q^2*t^3 - 9*q*t^4 + t^5 - 7*q^3*t - 4*q^2*t^2 - q*t^3 + q^2*t + q*t^2)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(q - t)^3*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 3], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0557] 'FIAHo'

Zeta functions

ask[-]:

-(q^8*t^5 - 2*q^7*t^6 + 6*q^6*t^6 - 3*q^7*t^4 - 12*q^6*t^5 + q^5*t^6 - q^7*t^3 + 29*q^6*t^4 - 4*q^5*t^5 - 12*q^4*t^6 + q^3*t^7 - 21*q^6*t^3 - 8*q^5*t^4 + 37*q^4*t^5 - 2*q^3*t^6 + 14*q^6*t^2 + 9*q^5*t^3 - 66*q^4*t^4 + 13*q^3*t^5 + 2*q^2*t^6 - 2*q^6*t - 13*q^5*t^2 + 66*q^4*t^3 - 9*q^3*t^4 - 14*q^2*t^5 + 2*q^5*t - 37*q^4*t^2 + 8*q^3*t^3 + 21*q^2*t^4 - q^5 + 12*q^4*t + 4*q^3*t^2 - 29*q^2*t^3 + q*t^4 - q^3*t + 12*q^2*t^2 + 3*q*t^3 - 6*q^2*t + 2*q*t - t^2)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 5], [1, 2], [1, 3], [2, 6], [3, 6], [4, 5], [4, 6]]

[0558] 'FIAHw'

Zeta functions

ask[-]:

ask[+]:

-(q^11*t^9 + q^10*t^10 - q^11*t^8 + q^10*t^9 - 6*q^9*t^10 - q^11*t^7 + 6*q^10*t^8 - 16*q^9*t^9 + 13*q^8*t^10 - 8*q^10*t^7 + 10*q^9*t^8 + 12*q^8*t^9 - 6*q^7*t^10 + 5*q^10*t^6 + 5*q^9*t^7 - 23*q^8*t^8 + 16*q^7*t^9 - 12*q^6*t^10 + q^5*t^11 + 2*q^10*t^5 - 18*q^9*t^6 + 48*q^8*t^7 - 39*q^7*t^8 + 12*q^6*t^9 + 3*q^5*t^10 + 11*q^9*t^5 - 35*q^8*t^6 + 14*q^7*t^7 + 15*q^6*t^8 - 15*q^5*t^9 + 2*q^4*t^10 - 7*q^9*t^4 + 7*q^8*t^5 + 53*q^7*t^6 - 105*q^6*t^7 + 50*q^5*t^8 - 6*q^4*t^9 + 23*q^8*t^4 - 91*q^7*t^5 + 94*q^6*t^6 - 15*q^5*t^7 - q^4*t^8 + 2*q^3*t^9 - 12*q^8*t^3 + 24*q^7*t^4 - 14*q^6*t^5 - 14*q^5*t^6 + 24*q^4*t^7 - 12*q^3*t^8 + 2*q^8*t^2 - q^7*t^3 - 15*q^6*t^4 + 94*q^5*t^5 - 91*q^4*t^6 + 23*q^3*t^7 - 6*q^7*t^2 + 50*q^6*t^3 - 105*q^5*t^4 + 53*q^4*t^5 + 7*q^3*t^6 - 7*q^2*t^7 + 2*q^7*t - 15*q^6*t^2 + 15*q^5*t^3 + 14*q^4*t^4 - 35*q^3*t^5 + 11*q^2*t^6 + 3*q^6*t + 12*q^5*t^2 - 39*q^4*t^3 + 48*q^3*t^4 - 18*q^2*t^5 + 2*q*t^6 + q^6 - 12*q^5*t + 16*q^4*t^2 - 23*q^3*t^3 + 5*q^2*t^4 + 5*q*t^5 - 6*q^4*t + 12*q^3*t^2 + 10*q^2*t^3 - 8*q*t^4 + 13*q^3*t - 16*q^2*t^2 + 6*q*t^3 - t^4 - 6*q^2*t + q*t^2 - t^3 + q*t + t^2)/((q*t^2 - 1)*(q*t + 1)^2*(q*t - 1)^5*(q - t)^2*q^4*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 5], [1, 2], [1, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0559] 'FICcW'

Zeta functions

ask[-]:

-(q^8*t^6 + 4*q^8*t^5 - 6*q^7*t^6 + q^8*t^4 - 11*q^7*t^5 + 11*q^6*t^6 - 14*q^7*t^4 + q^5*t^6 - 5*q^7*t^3 + 59*q^6*t^4 - 2*q^5*t^5 - 17*q^4*t^6 + q^3*t^7 - q^6*t^3 - 34*q^5*t^4 + 24*q^4*t^5 + 2*q^3*t^6 + 16*q^6*t^2 - 24*q^5*t^3 - 77*q^4*t^4 + 22*q^3*t^5 + q^2*t^6 - q^6*t - 22*q^5*t^2 + 77*q^4*t^3 + 24*q^3*t^4 - 16*q^2*t^5 - 2*q^5*t - 24*q^4*t^2 + 34*q^3*t^3 + q^2*t^4 - q^5 + 17*q^4*t + 2*q^3*t^2 - 59*q^2*t^3 + 5*q*t^4 - q^3*t + 14*q*t^3 - 11*q^2*t + 11*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)/((q*t - 1)^5*q^5*(t - 1)^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
7 edges:	[[0, 6], [1, 2], [1, 3], [2, 5], [3, 4], [4, 6], [5, 6]]

[0560] 'FICkW'

Zeta functions

ask[-]:

-(q^6*t^5 + 10*q^6*t^4 - 7*q^5*t^5 + 8*q^6*t^3 - 40*q^5*t^4 + 16*q^4*t^5 - 11*q^5*t^3 + 31*q^4*t^4 - 6*q^3*t^5 - 7*q^5*t^2 - 9*q^4*t^3 + 36*q^3*t^4 - 18*q^2*t^5 + q*t^6 - 10*q^5*t + 39*q^4*t^2 - 39*q^2*t^4 + 10*q*t^5 - q^5 + 18*q^4*t - 36*q^3*t^2 + 9*q^2*t^3 + 7*q*t^4 + 6*q^3*t - 31*q^2*t^2 + 11*q*t^3 - 16*q^2*t + 40*q*t^2 - 8*t^3 + 7*q*t - 10*t^2 - t)/((q*t^2 - 1)*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

-(8*q^11*t^13 - 9*q^10*t^14 - q^9*t^15 + 37*q^11*t^12 - 90*q^10*t^13 + 59*q^9*t^14 + 6*q^8*t^15 + 30*q^11*t^11 - 303*q^10*t^12 + 455*q^9*t^13 - 202*q^8*t^14 - 10*q^7*t^15 + 6*q^11*t^10 - 151*q^10*t^11 + 966*q^9*t^12 - 1214*q^8*t^13 + 451*q^7*t^14 - 8*q^6*t^15 - 122*q^10*t^10 + 192*q^9*t^11 - 1203*q^8*t^12 + 1574*q^7*t^13 - 565*q^6*t^14 + 35*q^5*t^15 - q^4*t^16 - 199*q^10*t^9 + 1231*q^9*t^10 - 584*q^8*t^11 + 131*q^7*t^12 - 694*q^6*t^13 + 293*q^5*t^14 - 16*q^4*t^15 - 15*q^10*t^8 + 1204*q^9*t^9 - 5063*q^8*t^10 + 3542*q^7*t^11 + 342*q^6*t^12 - 201*q^5*t^13 - 31*q^4*t^14 - 2*q^10*t^7 - 159*q^9*t^8 - 1732*q^8*t^9 + 8632*q^7*t^10 - 7365*q^6*t^11 + 748*q^5*t^12 + 154*q^4*t^13 - 6*q^3*t^14 + 418*q^9*t^7 - 41*q^8*t^8 - 842*q^7*t^9 - 4911*q^6*t^10 + 5908*q^5*t^11 - 890*q^4*t^12 - 2*q^3*t^13 + 113*q^9*t^6 - 3152*q^8*t^7 + 5176*q^7*t^8 + 1023*q^6*t^9 - 1343*q^5*t^10 - 1612*q^4*t^11 + 225*q^3*t^12 - 26*q^9*t^5 + 17*q^8*t^6 + 7314*q^7*t^7 - 14570*q^6*t^8 + 5234*q^5*t^9 + 1634*q^4*t^10 - 20*q^3*t^11 - 3*q^2*t^12 + 3*q^9*t^4 + 20*q^8*t^5 - 1634*q^7*t^6 - 5234*q^6*t^7 + 14570*q^5*t^8 - 7314*q^4*t^9 - 17*q^3*t^10 + 26*q^2*t^11 - 225*q^8*t^4 + 1612*q^7*t^5 + 1343*q^6*t^6 - 1023*q^5*t^7 - 5176*q^4*t^8 + 3152*q^3*t^9 - 113*q^2*t^10 + 2*q^8*t^3 + 890*q^7*t^4 - 5908*q^6*t^5 + 4911*q^5*t^6 + 842*q^4*t^7 + 41*q^3*t^8 - 418*q^2*t^9 + 6*q^8*t^2 - 154*q^7*t^3 - 748*q^6*t^4 + 7365*q^5*t^5 - 8632*q^4*t^6 + 1732*q^3*t^7 + 159*q^2*t^8 + 2*q*t^9 + 31*q^7*t^2 + 201*q^6*t^3 - 342*q^5*t^4 - 3542*q^4*t^5 + 5063*q^3*t^6 - 1204*q^2*t^7 + 15*q*t^8 + 16*q^7*t - 293*q^6*t^2 + 694*q^5*t^3 - 131*q^4*t^4 + 584*q^3*t^5 - 1231*q^2*t^6 + 199*q*t^7 + q^7 - 35*q^6*t + 565*q^5*t^2 - 1574*q^4*t^3 + 1203*q^3*t^4 - 192*q^2*t^5 + 122*q*t^6 + 8*q^5*t - 451*q^4*t^2 + 1214*q^3*t^3 - 966*q^2*t^4 + 151*q*t^5 - 6*t^6 + 10*q^4*t + 202*q^3*t^2 - 455*q^2*t^3 + 303*q*t^4 - 30*t^5 - 6*q^3*t - 59*q^2*t^2 + 90*q*t^3 - 37*t^4 + q^2*t + 9*q*t^2 - 8*t^3)/((q*t^2 - 1)^5*(q - t)*q^6*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 6], [1, 2], [1, 3], [2, 5], [3, 4], [4, 5], [4, 6], [5, 6]]

[0561] 'FIE\O'

Zeta functions

ask[-]:

(3*q^7*t^6 + q^6*t^7 - q^8*t^4 - 15*q^7*t^5 - 6*q^6*t^6 - 6*q^5*t^7 + 9*q^8*t^3 + 10*q^7*t^4 + 51*q^6*t^5 + 10*q^4*t^7 + 2*q^9*t - 28*q^8*t^2 + 35*q^7*t^3 - 124*q^6*t^4 + 25*q^5*t^5 - 26*q^4*t^6 + 4*q^3*t^7 + q^9 - q^8*t + 45*q^7*t^2 - 50*q^6*t^3 + 150*q^5*t^4 - 111*q^4*t^5 + 40*q^3*t^6 - 18*q^2*t^7 - 18*q^7*t + 40*q^6*t^2 - 111*q^5*t^3 + 150*q^4*t^4 - 50*q^3*t^5 + 45*q^2*t^6 - q*t^7 + t^8 + 4*q^6*t - 26*q^5*t^2 + 25*q^4*t^3 - 124*q^3*t^4 + 35*q^2*t^5 - 28*q*t^6 + 2*t^7 + 10*q^5*t + 51*q^3*t^3 + 10*q^2*t^4 + 9*q*t^5 - 6*q^4*t - 6*q^3*t^2 - 15*q^2*t^3 - q*t^4 + q^3*t + 3*q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^5)

ask[+]:

-(q^9*t^11 + 2*q^8*t^12 - 4*q^9*t^10 - 5*q^8*t^11 - 12*q^7*t^12 + q^10*t^8 - 6*q^9*t^9 + 26*q^8*t^10 - 6*q^7*t^11 + 35*q^6*t^12 + q^5*t^13 - 3*q^11*t^6 + 11*q^10*t^7 - 2*q^9*t^8 + 22*q^7*t^10 - 2*q^6*t^11 - 37*q^5*t^12 - 10*q^4*t^13 - 8*q^11*t^5 + 52*q^10*t^6 - 102*q^9*t^7 - 40*q^8*t^8 + 241*q^7*t^9 - 495*q^6*t^10 + 251*q^5*t^11 - 61*q^4*t^12 + 33*q^3*t^13 - 22*q^11*t^4 + 174*q^10*t^5 - 606*q^9*t^6 + 1091*q^8*t^7 - 962*q^7*t^8 + 226*q^6*t^9 + 640*q^5*t^10 - 391*q^4*t^11 + 120*q^3*t^12 - 39*q^2*t^13 - 19*q^11*t^3 + 285*q^10*t^4 - 1432*q^9*t^5 + 3767*q^8*t^6 - 5863*q^7*t^7 + 6019*q^6*t^8 - 3669*q^5*t^9 + 1042*q^4*t^10 - 209*q^3*t^11 + 42*q^2*t^12 + 3*q*t^13 + t^14 - 16*q^11*t^2 + 203*q^10*t^3 - 1348*q^9*t^4 + 4821*q^8*t^5 - 10079*q^7*t^6 + 13145*q^6*t^7 - 11984*q^5*t^8 + 6851*q^4*t^9 - 2327*q^3*t^10 + 513*q^2*t^11 - 80*q*t^12 + 4*t^13 - 4*q^11*t + 80*q^10*t^2 - 513*q^9*t^3 + 2327*q^8*t^4 - 6851*q^7*t^5 + 11984*q^6*t^6 - 13145*q^5*t^7 + 10079*q^4*t^8 - 4821*q^3*t^9 + 1348*q^2*t^10 - 203*q*t^11 + 16*t^12 - q^11 - 3*q^10*t - 42*q^9*t^2 + 209*q^8*t^3 - 1042*q^7*t^4 + 3669*q^6*t^5 - 6019*q^5*t^6 + 5863*q^4*t^7 - 3767*q^3*t^8 + 1432*q^2*t^9 - 285*q*t^10 + 19*t^11 + 39*q^9*t - 120*q^8*t^2 + 391*q^7*t^3 - 640*q^6*t^4 - 226*q^5*t^5 + 962*q^4*t^6 - 1091*q^3*t^7 + 606*q^2*t^8 - 174*q*t^9 + 22*t^10 - 33*q^8*t + 61*q^7*t^2 - 251*q^6*t^3 + 495*q^5*t^4 - 241*q^4*t^5 + 40*q^3*t^6 + 102*q^2*t^7 - 52*q*t^8 + 8*t^9 + 10*q^7*t + 37*q^6*t^2 + 2*q^5*t^3 - 22*q^4*t^4 + 2*q^2*t^6 - 11*q*t^7 + 3*t^8 - q^6*t - 35*q^5*t^2 + 6*q^4*t^3 - 26*q^3*t^4 + 6*q^2*t^5 - q*t^6 + 12*q^4*t^2 + 5*q^3*t^3 + 4*q^2*t^4 - 2*q^3*t^2 - q^2*t^3)/((q - t)^4*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6]]

[0562] 'FIK}W'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 3], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0563] 'FIM\W'

Zeta functions

ask[-]:

(q^7*t^4 - 4*q^8*t^2 + 4*q^7*t^3 - 3*q^6*t^4 - 2*q^5*t^5 + q^9 + 3*q^8*t - 4*q^7*t^2 + 11*q^6*t^3 - 10*q^5*t^4 + 8*q^4*t^5 - 11*q^7*t + 22*q^6*t^2 - 25*q^5*t^3 + 13*q^4*t^4 - 4*q^3*t^5 - 4*q^6*t + 13*q^5*t^2 - 25*q^4*t^3 + 22*q^3*t^4 - 11*q^2*t^5 + 8*q^5*t - 10*q^4*t^2 + 11*q^3*t^3 - 4*q^2*t^4 + 3*q*t^5 + t^6 - 2*q^4*t - 3*q^3*t^2 + 4*q^2*t^3 - 4*q*t^4 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(2*q^19*t^9 + 6*q^18*t^10 + 14*q^17*t^11 + 8*q^16*t^12 + 4*q^15*t^13 - 3*q^19*t^8 - 7*q^18*t^9 - 28*q^17*t^10 - 112*q^16*t^11 - 115*q^15*t^12 - 65*q^14*t^13 - 12*q^13*t^14 + 2*q^12*t^15 - 10*q^19*t^7 - 21*q^18*t^8 - 38*q^17*t^9 + 51*q^16*t^10 + 329*q^15*t^11 + 519*q^14*t^12 + 437*q^13*t^13 + 173*q^12*t^14 - 5*q^11*t^15 - 8*q^10*t^16 + q^9*t^17 + q^21*t^4 - 2*q^20*t^5 + 16*q^19*t^6 + 8*q^18*t^7 + 136*q^17*t^8 + 555*q^16*t^9 + 238*q^15*t^10 - 557*q^14*t^11 - 1139*q^13*t^12 - 1344*q^12*t^13 - 887*q^11*t^14 - 129*q^10*t^15 + 44*q^9*t^16 - q^8*t^17 + q^7*t^18 - 15*q^20*t^4 + 56*q^19*t^5 + 52*q^18*t^6 - 38*q^17*t^7 - 284*q^16*t^8 - 1724*q^15*t^9 - 2129*q^14*t^10 - 104*q^13*t^11 + 1683*q^12*t^12 + 2326*q^11*t^13 + 2104*q^10*t^14 + 764*q^9*t^15 - 18*q^8*t^16 - 14*q^7*t^17 - 7*q^6*t^18 + 3*q^21*t^2 - q^20*t^3 + 8*q^19*t^4 - 56*q^18*t^5 - 604*q^17*t^6 - 693*q^16*t^7 + 767*q^15*t^8 + 2930*q^14*t^9 + 5128*q^13*t^10 + 3755*q^12*t^11 - 699*q^11*t^12 - 3157*q^10*t^13 - 2860*q^9*t^14 - 1579*q^8*t^15 - 330*q^7*t^16 + 19*q^6*t^17 + 21*q^5*t^18 - 10*q^20*t^2 - 106*q^19*t^3 + 108*q^18*t^4 + 157*q^17*t^5 + 977*q^16*t^6 + 3518*q^15*t^7 + 859*q^14*t^8 - 4748*q^13*t^9 - 6979*q^12*t^10 - 7813*q^11*t^11 - 3969*q^10*t^12 + 2630*q^9*t^13 + 3258*q^8*t^14 + 1603*q^7*t^15 + 732*q^6*t^16 + 89*q^5*t^17 - 30*q^4*t^18 + q^21 + 13*q^20*t + 4*q^19*t^2 + 318*q^18*t^3 + 334*q^17*t^4 - 730*q^16*t^5 - 1478*q^15*t^6 - 5314*q^14*t^7 - 7007*q^13*t^8 + 2569*q^12*t^9 + 9075*q^11*t^10 + 8585*q^10*t^11 + 7318*q^9*t^12 + 1120*q^8*t^13 - 2897*q^7*t^14 - 1427*q^6*t^15 - 556*q^5*t^16 - 212*q^4*t^17 + 8*q^3*t^18 - 27*q^19*t - 100*q^18*t^2 - 340*q^17*t^3 - 1283*q^16*t^4 - 462*q^15*t^5 + 3080*q^14*t^6 + 5875*q^13*t^7 + 9728*q^12*t^8 + 6109*q^11*t^9 - 6109*q^10*t^10 - 9728*q^9*t^11 - 5875*q^8*t^12 - 3080*q^7*t^13 + 462*q^6*t^14 + 1283*q^5*t^15 + 340*q^4*t^16 + 100*q^3*t^17 + 27*q^2*t^18 - 8*q^18*t + 212*q^17*t^2 + 556*q^16*t^3 + 1427*q^15*t^4 + 2897*q^14*t^5 - 1120*q^13*t^6 - 7318*q^12*t^7 - 8585*q^11*t^8 - 9075*q^10*t^9 - 2569*q^9*t^10 + 7007*q^8*t^11 + 5314*q^7*t^12 + 1478*q^6*t^13 + 730*q^5*t^14 - 334*q^4*t^15 - 318*q^3*t^16 - 4*q^2*t^17 - 13*q*t^18 - t^19 + 30*q^17*t - 89*q^16*t^2 - 732*q^15*t^3 - 1603*q^14*t^4 - 3258*q^13*t^5 - 2630*q^12*t^6 + 3969*q^11*t^7 + 7813*q^10*t^8 + 6979*q^9*t^9 + 4748*q^8*t^10 - 859*q^7*t^11 - 3518*q^6*t^12 - 977*q^5*t^13 - 157*q^4*t^14 - 108*q^3*t^15 + 106*q^2*t^16 + 10*q*t^17 - 21*q^16*t - 19*q^15*t^2 + 330*q^14*t^3 + 1579*q^13*t^4 + 2860*q^12*t^5 + 3157*q^11*t^6 + 699*q^10*t^7 - 3755*q^9*t^8 - 5128*q^8*t^9 - 2930*q^7*t^10 - 767*q^6*t^11 + 693*q^5*t^12 + 604*q^4*t^13 + 56*q^3*t^14 - 8*q^2*t^15 + q*t^16 - 3*t^17 + 7*q^15*t + 14*q^14*t^2 + 18*q^13*t^3 - 764*q^12*t^4 - 2104*q^11*t^5 - 2326*q^10*t^6 - 1683*q^9*t^7 + 104*q^8*t^8 + 2129*q^7*t^9 + 1724*q^6*t^10 + 284*q^5*t^11 + 38*q^4*t^12 - 52*q^3*t^13 - 56*q^2*t^14 + 15*q*t^15 - q^14*t + q^13*t^2 - 44*q^12*t^3 + 129*q^11*t^4 + 887*q^10*t^5 + 1344*q^9*t^6 + 1139*q^8*t^7 + 557*q^7*t^8 - 238*q^6*t^9 - 555*q^5*t^10 - 136*q^4*t^11 - 8*q^3*t^12 - 16*q^2*t^13 + 2*q*t^14 - t^15 - q^12*t^2 + 8*q^11*t^3 + 5*q^10*t^4 - 173*q^9*t^5 - 437*q^8*t^6 - 519*q^7*t^7 - 329*q^6*t^8 - 51*q^5*t^9 + 38*q^4*t^10 + 21*q^3*t^11 + 10*q^2*t^12 - 2*q^9*t^4 + 12*q^8*t^5 + 65*q^7*t^6 + 115*q^6*t^7 + 112*q^5*t^8 + 28*q^4*t^9 + 7*q^3*t^10 + 3*q^2*t^11 - 4*q^6*t^6 - 8*q^5*t^7 - 14*q^4*t^8 - 6*q^3*t^9 - 2*q^2*t^10)/((q^2 - t)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0564] 'FIMmw'

Zeta functions

ask[-]:

(q^5*t^3 - q^7 - 3*q^6*t + 7*q^5*t^2 - 6*q^4*t^3 + 7*q^5*t - 10*q^4*t^2 + 5*q^3*t^3 + 5*q^4*t - 10*q^3*t^2 + 7*q^2*t^3 - 6*q^3*t + 7*q^2*t^2 - 3*q*t^3 - t^4 + q^2*t)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(q^12*t^7 + 2*q^11*t^8 + 3*q^10*t^9 - 2*q^12*t^6 - 4*q^11*t^7 - 8*q^10*t^8 - 22*q^9*t^9 - 7*q^8*t^10 + q^6*t^12 + 3*q^13*t^4 - 12*q^12*t^5 - 2*q^11*t^6 + 24*q^10*t^7 + 14*q^9*t^8 + 43*q^8*t^9 + 42*q^7*t^10 + 9*q^6*t^11 - 7*q^5*t^12 - q^14*t^2 + 3*q^13*t^3 + 10*q^11*t^5 + 61*q^10*t^6 + 4*q^9*t^7 - 84*q^8*t^8 - 24*q^7*t^9 - 61*q^6*t^10 - 51*q^5*t^11 + 17*q^4*t^12 + q^13*t^2 + 26*q^12*t^3 - 66*q^11*t^4 + 2*q^10*t^5 - 52*q^9*t^6 - 214*q^8*t^7 + 124*q^7*t^8 + 72*q^6*t^9 + 7*q^5*t^10 + 74*q^4*t^11 - 10*q^3*t^12 - q^14 - 7*q^13*t + 20*q^12*t^2 - 84*q^11*t^3 + 37*q^10*t^4 + 134*q^9*t^5 + 230*q^7*t^7 + 95*q^6*t^8 - 127*q^5*t^9 - 26*q^4*t^10 - 6*q^3*t^11 - 13*q^2*t^12 + 13*q^12*t + 6*q^11*t^2 + 26*q^10*t^3 + 127*q^9*t^4 - 95*q^8*t^5 - 230*q^7*t^6 - 134*q^5*t^8 - 37*q^4*t^9 + 84*q^3*t^10 - 20*q^2*t^11 + 7*q*t^12 + t^13 + 10*q^11*t - 74*q^10*t^2 - 7*q^9*t^3 - 72*q^8*t^4 - 124*q^7*t^5 + 214*q^6*t^6 + 52*q^5*t^7 - 2*q^4*t^8 + 66*q^3*t^9 - 26*q^2*t^10 - q*t^11 - 17*q^10*t + 51*q^9*t^2 + 61*q^8*t^3 + 24*q^7*t^4 + 84*q^6*t^5 - 4*q^5*t^6 - 61*q^4*t^7 - 10*q^3*t^8 - 3*q*t^10 + t^11 + 7*q^9*t - 9*q^8*t^2 - 42*q^7*t^3 - 43*q^6*t^4 - 14*q^5*t^5 - 24*q^4*t^6 + 2*q^3*t^7 + 12*q^2*t^8 - 3*q*t^9 - q^8*t + 7*q^6*t^3 + 22*q^5*t^4 + 8*q^4*t^5 + 4*q^3*t^6 + 2*q^2*t^7 - 3*q^4*t^4 - 2*q^3*t^5 - q^2*t^6)/((q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0565] 'FINLw'

Zeta functions

ask[-]:

-(3*q^4*t^2 - q^5 - 2*q^4*t - 3*q^3*t^2 + 5*q^3*t - 5*q^2*t^2 + 3*q^2*t + 2*q*t^2 + t^3 - 3*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0566] 'FIO|w'

Zeta functions

ask[-]:

(q^6*t^2 - q^6*t + q^5*t^2 - 2*q^4*t^3 - q^6 + 2*q^5*t - 4*q^4*t^2 + 2*q^3*t^3 + 3*q^4*t - 2*q^3*t^2 + 3*q^2*t^3 + 2*q^3*t - 4*q^2*t^2 + 2*q*t^3 - t^4 - 2*q^2*t + q*t^2 - t^3 + t^2)/((q*t - 1)^3*(q - t)^2*q^4)

ask[+]:

(q^7*t^6 + q^9*t^3 - 5*q^8*t^4 + 5*q^7*t^5 - 5*q^6*t^6 - q^8*t^3 + 7*q^7*t^4 - 6*q^6*t^5 + 5*q^5*t^6 + 2*q^8*t^2 - 5*q^7*t^3 + 5*q^6*t^4 - 3*q^5*t^5 + q^4*t^6 - 6*q^6*t^3 + 9*q^5*t^4 - 13*q^4*t^5 + 5*q^3*t^6 - q^2*t^7 - 2*q^7*t + 6*q^6*t^2 + 6*q^3*t^5 - 2*q^2*t^6 - q^7 + 5*q^6*t - 13*q^5*t^2 + 9*q^4*t^3 - 6*q^3*t^4 + q^5*t - 3*q^4*t^2 + 5*q^3*t^3 - 5*q^2*t^4 + 2*q*t^5 + 5*q^4*t - 6*q^3*t^2 + 7*q^2*t^3 - q*t^4 - 5*q^3*t + 5*q^2*t^2 - 5*q*t^3 + t^4 + q^2*t)/((q*t + 1)*(q*t - 1)^3*(q - t)^2*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0567] 'FIQ|o'

Zeta functions
ask[-]:	(q^5t^2 - q^5t + q^4t^2 - q^5 + q^4t - 3q^3t^2 + 2q^3t - 2q^2t^2 + 3q^2t - qt^2 + t^3 - qt + t^2 - t)(q^2 - t)/((qt - 1)^2(q - t)^2q^5*(t - 1))
ask[+]:	(q^5t^2 - q^5t + q^4t^2 - q^5 + q^4t - 3q^3t^2 + 2q^3t - 2q^2t^2 + 3q^2t - qt^2 + t^3 - qt + t^2 - t)(q^2 - t)/((qt - 1)^2(q - t)^2q^5*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0568] 'FIQ|w'

Zeta functions

ask[-]:

-(q^5*t + q^5 - 2*q^3*t - 2*q^2*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(2*q^14*t^8 - q^15*t^6 + q^14*t^7 - 9*q^13*t^8 - 9*q^12*t^9 + 3*q^11*t^10 + 4*q^10*t^11 - 2*q^15*t^5 + 4*q^14*t^6 + 13*q^13*t^7 + 8*q^12*t^8 + 18*q^11*t^9 - q^10*t^10 - 18*q^9*t^11 + q^13*t^6 - 32*q^12*t^7 - 21*q^11*t^8 + 12*q^10*t^9 + 4*q^9*t^10 + 21*q^8*t^11 - q^7*t^12 + q^15*t^3 - 2*q^14*t^4 - 2*q^13*t^5 + 14*q^12*t^6 + 10*q^11*t^7 + 19*q^10*t^8 - 8*q^9*t^9 - 33*q^8*t^10 - 10*q^7*t^11 + 7*q^6*t^12 + 2*q^14*t^3 - 8*q^13*t^4 + 11*q^12*t^5 + 3*q^11*t^6 - 35*q^10*t^7 + 33*q^9*t^8 - 7*q^8*t^9 + 22*q^6*t^11 - 11*q^5*t^12 + 3*q^14*t^2 - 2*q^13*t^3 - q^12*t^4 + 9*q^11*t^5 - 42*q^10*t^6 + 10*q^9*t^7 + 22*q^8*t^8 - 15*q^7*t^9 + 20*q^6*t^10 - 7*q^5*t^11 + q^4*t^12 - 5*q^13*t^2 - 4*q^12*t^3 + 42*q^10*t^5 + 16*q^9*t^6 - 5*q^8*t^7 - 15*q^7*t^8 - 38*q^6*t^9 + 6*q^5*t^10 + 5*q^4*t^11 - 4*q^3*t^12 + q^2*t^13 - 3*q^13*t + 13*q^12*t^2 - 8*q^11*t^3 - 7*q^10*t^4 - 28*q^9*t^5 - 69*q^8*t^6 + 69*q^7*t^7 + 28*q^6*t^8 + 7*q^5*t^9 + 8*q^4*t^10 - 13*q^3*t^11 + 3*q^2*t^12 - q^13 + 4*q^12*t - 5*q^11*t^2 - 6*q^10*t^3 + 38*q^9*t^4 + 15*q^8*t^5 + 5*q^7*t^6 - 16*q^6*t^7 - 42*q^5*t^8 + 4*q^3*t^10 + 5*q^2*t^11 - q^11*t + 7*q^10*t^2 - 20*q^9*t^3 + 15*q^8*t^4 - 22*q^7*t^5 - 10*q^6*t^6 + 42*q^5*t^7 - 9*q^4*t^8 + q^3*t^9 + 2*q^2*t^10 - 3*q*t^11 + 11*q^10*t - 22*q^9*t^2 + 7*q^7*t^4 - 33*q^6*t^5 + 35*q^5*t^6 - 3*q^4*t^7 - 11*q^3*t^8 + 8*q^2*t^9 - 2*q*t^10 - 7*q^9*t + 10*q^8*t^2 + 33*q^7*t^3 + 8*q^6*t^4 - 19*q^5*t^5 - 10*q^4*t^6 - 14*q^3*t^7 + 2*q^2*t^8 + 2*q*t^9 - t^10 + q^8*t - 21*q^7*t^2 - 4*q^6*t^3 - 12*q^5*t^4 + 21*q^4*t^5 + 32*q^3*t^6 - q^2*t^7 + 18*q^6*t^2 + q^5*t^3 - 18*q^4*t^4 - 8*q^3*t^5 - 13*q^2*t^6 - 4*q*t^7 + 2*t^8 - 4*q^5*t^2 - 3*q^4*t^3 + 9*q^3*t^4 + 9*q^2*t^5 - q*t^6 + t^7 - 2*q*t^5)/((q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(t^2 - q)^2*q^5*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0569] 'FIS|W'

Zeta functions

ask[-]:

(2*q^6*t^3 + q^5*t^4 - 6*q^6*t^2 - q^5*t^3 - 5*q^4*t^4 + q^7 + q^6*t + 8*q^5*t^2 + 2*q^4*t^3 + 3*q^3*t^4 - 7*q^5*t + 11*q^4*t^2 - 11*q^3*t^3 + 7*q^2*t^4 - 3*q^4*t - 2*q^3*t^2 - 8*q^2*t^3 - q*t^4 - t^5 + 5*q^3*t + q^2*t^2 + 6*q*t^3 - q^2*t - 2*q*t^2)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

(q^9*t^12 - 2*q^8*t^13 - 3*q^7*t^14 + q^10*t^10 + 2*q^9*t^11 + 3*q^8*t^12 + 9*q^7*t^13 + 17*q^6*t^14 - 2*q^10*t^9 - 17*q^9*t^10 - 9*q^8*t^11 - 16*q^7*t^12 - 25*q^6*t^13 - 33*q^5*t^14 - 2*q^4*t^15 - 2*q^10*t^8 + 24*q^9*t^9 + 2*q^8*t^10 + 119*q^7*t^11 - 112*q^6*t^12 + 127*q^5*t^13 - 7*q^4*t^14 + 13*q^3*t^15 + q^11*t^6 - 15*q^10*t^7 + 121*q^9*t^8 - 291*q^8*t^9 + 400*q^7*t^10 - 559*q^6*t^11 + 467*q^5*t^12 - 261*q^4*t^13 + 66*q^3*t^14 - 21*q^2*t^15 + 7*q^11*t^5 - 58*q^10*t^6 + 199*q^9*t^7 - 610*q^8*t^8 + 822*q^7*t^9 - 778*q^6*t^10 + 587*q^5*t^11 - 329*q^4*t^12 + 68*q^3*t^13 + 2*q^2*t^14 + q*t^15 + t^16 + 8*q^11*t^4 - 50*q^10*t^5 + 147*q^9*t^6 - 215*q^8*t^7 + 365*q^7*t^8 + 58*q^6*t^9 - 472*q^5*t^10 + 545*q^4*t^11 - 348*q^3*t^12 + 176*q^2*t^13 - 41*q*t^14 + 3*t^15 - 6*q^11*t^3 + 31*q^10*t^4 - 162*q^9*t^5 + 560*q^8*t^6 - 1160*q^7*t^7 + 1549*q^6*t^8 - 1912*q^5*t^9 + 1580*q^4*t^10 - 856*q^3*t^11 + 323*q^2*t^12 - 88*q*t^13 + 9*t^14 - 9*q^11*t^2 + 88*q^10*t^3 - 323*q^9*t^4 + 856*q^8*t^5 - 1580*q^7*t^6 + 1912*q^6*t^7 - 1549*q^5*t^8 + 1160*q^4*t^9 - 560*q^3*t^10 + 162*q^2*t^11 - 31*q*t^12 + 6*t^13 - 3*q^11*t + 41*q^10*t^2 - 176*q^9*t^3 + 348*q^8*t^4 - 545*q^7*t^5 + 472*q^6*t^6 - 58*q^5*t^7 - 365*q^4*t^8 + 215*q^3*t^9 - 147*q^2*t^10 + 50*q*t^11 - 8*t^12 - q^11 - q^10*t - 2*q^9*t^2 - 68*q^8*t^3 + 329*q^7*t^4 - 587*q^6*t^5 + 778*q^5*t^6 - 822*q^4*t^7 + 610*q^3*t^8 - 199*q^2*t^9 + 58*q*t^10 - 7*t^11 + 21*q^9*t - 66*q^8*t^2 + 261*q^7*t^3 - 467*q^6*t^4 + 559*q^5*t^5 - 400*q^4*t^6 + 291*q^3*t^7 - 121*q^2*t^8 + 15*q*t^9 - t^10 - 13*q^8*t + 7*q^7*t^2 - 127*q^6*t^3 + 112*q^5*t^4 - 119*q^4*t^5 - 2*q^3*t^6 - 24*q^2*t^7 + 2*q*t^8 + 2*q^7*t + 33*q^6*t^2 + 25*q^5*t^3 + 16*q^4*t^4 + 9*q^3*t^5 + 17*q^2*t^6 + 2*q*t^7 - 17*q^5*t^2 - 9*q^4*t^3 - 3*q^3*t^4 - 2*q^2*t^5 - q*t^6 + 3*q^4*t^2 + 2*q^3*t^3 - q^2*t^4)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0570] 'FIS|w'

Zeta functions

ask[-]:

ask[+]:

(q^5*t^10 + q^8*t^6 - 3*q^7*t^7 + 2*q^6*t^8 - 3*q^5*t^9 - 3*q^4*t^10 + 5*q^8*t^5 - 26*q^7*t^6 + 50*q^6*t^7 - 41*q^5*t^8 + 28*q^4*t^9 - 2*q^3*t^10 + 7*q^8*t^4 - 39*q^7*t^5 + 111*q^6*t^6 - 154*q^5*t^7 + 101*q^4*t^8 - 51*q^3*t^9 + 10*q^2*t^10 - 4*q^8*t^3 + 11*q^6*t^5 - 45*q^5*t^6 + 49*q^4*t^7 + 2*q^3*t^8 - 8*q^2*t^9 + 2*q*t^10 - t^11 - 8*q^8*t^2 + 55*q^7*t^3 - 140*q^6*t^4 + 248*q^5*t^5 - 280*q^4*t^6 + 213*q^3*t^7 - 120*q^2*t^8 + 35*q*t^9 - 3*t^10 - 3*q^8*t + 35*q^7*t^2 - 120*q^6*t^3 + 213*q^5*t^4 - 280*q^4*t^5 + 248*q^3*t^6 - 140*q^2*t^7 + 55*q*t^8 - 8*t^9 - q^8 + 2*q^7*t - 8*q^6*t^2 + 2*q^5*t^3 + 49*q^4*t^4 - 45*q^3*t^5 + 11*q^2*t^6 - 4*t^8 + 10*q^6*t - 51*q^5*t^2 + 101*q^4*t^3 - 154*q^3*t^4 + 111*q^2*t^5 - 39*q*t^6 + 7*t^7 - 2*q^5*t + 28*q^4*t^2 - 41*q^3*t^3 + 50*q^2*t^4 - 26*q*t^5 + 5*t^6 - 3*q^4*t - 3*q^3*t^2 + 2*q^2*t^3 - 3*q*t^4 + t^5 + q^3*t)/((q*t^2 - 1)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0571] 'FIU|o'

Zeta functions

ask[-]:

(q^5*t^3 - 3*q^5*t^2 + q^4*t^3 + q^6 + q^4*t^2 - 3*q^3*t^3 - 3*q^4*t + 10*q^3*t^2 - 3*q^2*t^3 - 3*q^3*t + q^2*t^2 + t^4 + q^2*t - 3*q*t^2 + q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^3)

ask[+]:

-(q^9*t^8 + q^7*t^10 - 2*q^9*t^7 - 4*q^8*t^8 - 5*q^7*t^9 - 2*q^6*t^10 - q^5*t^11 - q^10*t^5 + q^9*t^6 + 2*q^8*t^7 + 30*q^7*t^8 - 10*q^6*t^9 + 15*q^5*t^10 + q^4*t^11 - 4*q^10*t^4 + 33*q^9*t^5 - 56*q^8*t^6 + 54*q^7*t^7 - 75*q^6*t^8 + 29*q^5*t^9 - 19*q^4*t^10 - 4*q^3*t^11 + 3*q^11*t^2 - 13*q^10*t^3 + 39*q^9*t^4 - 116*q^8*t^5 + 90*q^7*t^6 - 9*q^6*t^7 - 47*q^5*t^8 + 46*q^4*t^9 - 17*q^3*t^10 + 12*q^2*t^11 + q^11*t - 18*q^10*t^2 + 30*q^9*t^3 + 7*q^8*t^4 - 8*q^7*t^5 + 129*q^6*t^6 - 173*q^5*t^7 + 164*q^4*t^8 - 41*q^3*t^9 - 5*q^2*t^10 - q*t^11 - t^12 + q^11 + q^10*t + 5*q^9*t^2 + 41*q^8*t^3 - 164*q^7*t^4 + 173*q^6*t^5 - 129*q^5*t^6 + 8*q^4*t^7 - 7*q^3*t^8 - 30*q^2*t^9 + 18*q*t^10 - t^11 - 12*q^9*t + 17*q^8*t^2 - 46*q^7*t^3 + 47*q^6*t^4 + 9*q^5*t^5 - 90*q^4*t^6 + 116*q^3*t^7 - 39*q^2*t^8 + 13*q*t^9 - 3*t^10 + 4*q^8*t + 19*q^7*t^2 - 29*q^6*t^3 + 75*q^5*t^4 - 54*q^4*t^5 + 56*q^3*t^6 - 33*q^2*t^7 + 4*q*t^8 - q^7*t - 15*q^6*t^2 + 10*q^5*t^3 - 30*q^4*t^4 - 2*q^3*t^5 - q^2*t^6 + q*t^7 + q^6*t + 2*q^5*t^2 + 5*q^4*t^3 + 4*q^3*t^4 + 2*q^2*t^5 - q^4*t^2 - q^2*t^4)/((t^2 - q)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0572] 'FI\tw'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^10*t^8 + 2*q^9*t^9 - 2*q^11*t^6 - 6*q^10*t^7 - 4*q^9*t^8 - 5*q^8*t^9 - 4*q^7*t^10 + 6*q^11*t^5 + 14*q^10*t^6 + 7*q^9*t^7 + 20*q^8*t^8 + q^7*t^9 + 11*q^6*t^10 + q^5*t^11 - 8*q^11*t^4 - 4*q^10*t^5 - 52*q^9*t^6 + 20*q^8*t^7 - 28*q^7*t^8 - 15*q^6*t^9 + 4*q^5*t^10 - 4*q^4*t^11 + 2*q^12*t^2 - 9*q^11*t^3 + 44*q^10*t^4 - 18*q^9*t^5 + 28*q^8*t^6 + 43*q^7*t^7 - 49*q^6*t^8 + 43*q^5*t^9 - 22*q^4*t^10 + q^3*t^11 + q^12*t - 12*q^11*t^2 + 12*q^10*t^3 - 16*q^9*t^4 - 79*q^8*t^5 + 124*q^7*t^6 - 111*q^6*t^7 + 28*q^5*t^8 + 39*q^4*t^9 - 14*q^3*t^10 + 10*q^2*t^11 + q^12 + q^11*t - 3*q^10*t^2 + 60*q^9*t^3 - 79*q^8*t^4 + 84*q^7*t^5 - 84*q^5*t^7 + 79*q^4*t^8 - 60*q^3*t^9 + 3*q^2*t^10 - q*t^11 - t^12 - 10*q^10*t + 14*q^9*t^2 - 39*q^8*t^3 - 28*q^7*t^4 + 111*q^6*t^5 - 124*q^5*t^6 + 79*q^4*t^7 + 16*q^3*t^8 - 12*q^2*t^9 + 12*q*t^10 - t^11 - q^9*t + 22*q^8*t^2 - 43*q^7*t^3 + 49*q^6*t^4 - 43*q^5*t^5 - 28*q^4*t^6 + 18*q^3*t^7 - 44*q^2*t^8 + 9*q*t^9 - 2*t^10 + 4*q^8*t - 4*q^7*t^2 + 15*q^6*t^3 + 28*q^5*t^4 - 20*q^4*t^5 + 52*q^3*t^6 + 4*q^2*t^7 + 8*q*t^8 - q^7*t - 11*q^6*t^2 - q^5*t^3 - 20*q^4*t^4 - 7*q^3*t^5 - 14*q^2*t^6 - 6*q*t^7 + 4*q^5*t^2 + 5*q^4*t^3 + 4*q^3*t^4 + 6*q^2*t^5 + 2*q*t^6 - 2*q^3*t^3 - q^2*t^4)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q - t)^2*q^6*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0573] 'FI\|w'

Zeta functions

ask[-]:

-(q^6 + q^5*t - q^4*t - 2*q^3*t - q^2*t + q*t + t^2)*(q - t)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^15*t^7 + q^14*t^8 - 2*q^13*t^9 - q^12*t^10 - q^11*t^11 - 2*q^16*t^5 - 4*q^15*t^6 + 4*q^14*t^7 + 8*q^13*t^8 - 3*q^12*t^9 - 6*q^11*t^10 + 17*q^10*t^11 + 4*q^9*t^12 - 2*q^8*t^13 + 4*q^16*t^4 + 3*q^15*t^5 - 7*q^14*t^6 - 17*q^12*t^8 - 10*q^11*t^9 + 23*q^10*t^10 - 34*q^9*t^11 - 17*q^8*t^12 + 3*q^7*t^13 + 2*q^16*t^3 - 6*q^15*t^4 - 24*q^14*t^5 + 62*q^13*t^6 + 17*q^12*t^7 - 59*q^11*t^8 + 27*q^10*t^9 + 31*q^9*t^10 + 21*q^8*t^11 + 6*q^7*t^12 - q^6*t^13 + 4*q^5*t^14 - q^17*t + 19*q^15*t^3 - 29*q^14*t^4 + 8*q^13*t^5 + 3*q^12*t^6 - 66*q^11*t^7 + 44*q^10*t^8 + 100*q^9*t^9 - 85*q^8*t^10 - 72*q^7*t^11 + 39*q^6*t^12 + 24*q^5*t^13 - 14*q^4*t^14 - q^17 - 2*q^16*t + 11*q^15*t^2 - 43*q^14*t^3 - 33*q^13*t^4 + 149*q^12*t^5 - 13*q^11*t^6 - 203*q^10*t^7 + 78*q^9*t^8 - 13*q^8*t^9 - 68*q^7*t^10 + 92*q^6*t^11 - 64*q^4*t^13 + 14*q^3*t^14 + 4*q^15*t + 24*q^14*t^2 - 25*q^13*t^3 + 76*q^12*t^4 - 27*q^11*t^5 - 205*q^10*t^6 + 237*q^9*t^7 + 237*q^8*t^8 - 205*q^7*t^9 - 27*q^6*t^10 + 76*q^5*t^11 - 25*q^4*t^12 + 24*q^3*t^13 + 4*q^2*t^14 + 14*q^14*t - 64*q^13*t^2 + 92*q^11*t^4 - 68*q^10*t^5 - 13*q^9*t^6 + 78*q^8*t^7 - 203*q^7*t^8 - 13*q^6*t^9 + 149*q^5*t^10 - 33*q^4*t^11 - 43*q^3*t^12 + 11*q^2*t^13 - 2*q*t^14 - t^15 - 14*q^13*t + 24*q^12*t^2 + 39*q^11*t^3 - 72*q^10*t^4 - 85*q^9*t^5 + 100*q^8*t^6 + 44*q^7*t^7 - 66*q^6*t^8 + 3*q^5*t^9 + 8*q^4*t^10 - 29*q^3*t^11 + 19*q^2*t^12 - t^14 + 4*q^12*t - q^11*t^2 + 6*q^10*t^3 + 21*q^9*t^4 + 31*q^8*t^5 + 27*q^7*t^6 - 59*q^6*t^7 + 17*q^5*t^8 + 62*q^4*t^9 - 24*q^3*t^10 - 6*q^2*t^11 + 2*q*t^12 + 3*q^10*t^2 - 17*q^9*t^3 - 34*q^8*t^4 + 23*q^7*t^5 - 10*q^6*t^6 - 17*q^5*t^7 - 7*q^3*t^9 + 3*q^2*t^10 + 4*q*t^11 - 2*q^9*t^2 + 4*q^8*t^3 + 17*q^7*t^4 - 6*q^6*t^5 - 3*q^5*t^6 + 8*q^4*t^7 + 4*q^3*t^8 - 4*q^2*t^9 - 2*q*t^10 - q^6*t^4 - q^5*t^5 - 2*q^4*t^6 + q^3*t^7 + q^2*t^8)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0574] 'FI]sw'

Zeta functions

ask[-]:

-(q^5 + 4*q^4*t - 5*q^3*t - 5*q^2*t + 4*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(4*q^22*t^12 + 3*q^21*t^13 + 5*q^20*t^14 - 2*q^19*t^15 - 4*q^18*t^16 + q^24*t^9 - 13*q^23*t^10 - 15*q^22*t^11 - 24*q^21*t^12 + 14*q^20*t^13 - 52*q^19*t^14 - 44*q^18*t^15 + 27*q^17*t^16 + 24*q^16*t^17 + 5*q^15*t^18 - q^14*t^19 - q^26*t^6 - 3*q^25*t^7 + 23*q^24*t^8 + 23*q^23*t^9 - 5*q^22*t^10 - 10*q^21*t^11 + 269*q^20*t^12 + 38*q^19*t^13 - 5*q^18*t^14 + 191*q^17*t^15 + 91*q^16*t^16 - 50*q^15*t^17 - 84*q^14*t^18 - 25*q^13*t^19 + 4*q^12*t^20 - 8*q^25*t^6 + 15*q^24*t^7 + 37*q^23*t^8 - 127*q^22*t^9 - 253*q^21*t^10 + 392*q^20*t^11 - 318*q^19*t^12 - 836*q^18*t^13 - 230*q^17*t^14 - 18*q^16*t^15 - 263*q^15*t^16 - 279*q^14*t^17 + 135*q^13*t^18 + 158*q^12*t^19 + 27*q^11*t^20 + 11*q^10*t^21 - 3*q^9*t^22 + 3*q^26*t^4 - 5*q^25*t^5 - 65*q^24*t^6 + 54*q^23*t^7 - 48*q^22*t^8 - 356*q^21*t^9 + 616*q^20*t^10 + 234*q^19*t^11 - 652*q^18*t^12 + 752*q^17*t^13 + 1949*q^16*t^14 + 698*q^15*t^15 - 341*q^14*t^16 + 554*q^13*t^17 + 320*q^12*t^18 - 132*q^11*t^19 - 135*q^10*t^20 - 94*q^9*t^21 + 9*q^8*t^22 - q^7*t^23 + 3*q^26*t^3 + 27*q^25*t^4 - 83*q^24*t^5 + 152*q^23*t^6 + 425*q^22*t^7 - 198*q^21*t^8 + 86*q^20*t^9 + 1224*q^19*t^10 - 556*q^18*t^11 - 919*q^17*t^12 + 1028*q^16*t^13 - 1165*q^15*t^14 - 3344*q^14*t^15 - 583*q^13*t^16 + 141*q^12*t^17 - 363*q^11*t^18 - 458*q^10*t^19 - 56*q^9*t^20 + 253*q^8*t^21 + 9*q^7*t^22 + 9*q^6*t^23 + 39*q^25*t^3 - 75*q^24*t^4 - 84*q^23*t^5 + 335*q^22*t^6 - 442*q^21*t^7 - 1943*q^20*t^8 + 1025*q^19*t^9 - 300*q^18*t^10 - 3557*q^17*t^11 + 520*q^16*t^12 + 1553*q^15*t^13 - 1083*q^14*t^14 + 1562*q^13*t^15 + 3101*q^12*t^16 + 1260*q^11*t^17 - 569*q^10*t^18 + 329*q^9*t^19 + 748*q^8*t^20 - 147*q^7*t^21 - 58*q^6*t^22 - 30*q^5*t^23 - q^27 - 9*q^26*t - 9*q^25*t^2 - 35*q^24*t^3 - 223*q^23*t^4 + 257*q^22*t^5 + 366*q^21*t^6 - 1665*q^20*t^7 + 2043*q^19*t^8 + 3508*q^18*t^9 - 1543*q^17*t^10 + 1049*q^16*t^11 + 5231*q^15*t^12 + 1009*q^14*t^13 - 2459*q^13*t^14 + 300*q^12*t^15 - 232*q^11*t^16 - 3071*q^10*t^17 - 782*q^9*t^18 + 620*q^8*t^19 - 683*q^7*t^20 - 297*q^6*t^21 + 8*q^5*t^22 + 50*q^4*t^23 + 8*q^25*t + 117*q^24*t^2 - 19*q^23*t^3 + 179*q^22*t^4 + 779*q^21*t^5 - 729*q^20*t^6 + 217*q^19*t^7 + 2202*q^18*t^8 - 2644*q^17*t^9 - 5299*q^16*t^10 + 374*q^15*t^11 + 307*q^14*t^12 - 6910*q^13*t^13 - 1993*q^12*t^14 + 2881*q^11*t^15 - 283*q^10*t^16 - 140*q^9*t^17 + 1710*q^8*t^18 + 331*q^7*t^19 - 78*q^6*t^20 + 296*q^5*t^21 + 149*q^4*t^22 - 35*q^3*t^23 + 35*q^24*t - 149*q^23*t^2 - 296*q^22*t^3 + 78*q^21*t^4 - 331*q^20*t^5 - 1710*q^19*t^6 + 140*q^18*t^7 + 283*q^17*t^8 - 2881*q^16*t^9 + 1993*q^15*t^10 + 6910*q^14*t^11 - 307*q^13*t^12 - 374*q^12*t^13 + 5299*q^11*t^14 + 2644*q^10*t^15 - 2202*q^9*t^16 - 217*q^8*t^17 + 729*q^7*t^18 - 779*q^6*t^19 - 179*q^5*t^20 + 19*q^4*t^21 - 117*q^3*t^22 - 8*q^2*t^23 - 50*q^23*t - 8*q^22*t^2 + 297*q^21*t^3 + 683*q^20*t^4 - 620*q^19*t^5 + 782*q^18*t^6 + 3071*q^17*t^7 + 232*q^16*t^8 - 300*q^15*t^9 + 2459*q^14*t^10 - 1009*q^13*t^11 - 5231*q^12*t^12 - 1049*q^11*t^13 + 1543*q^10*t^14 - 3508*q^9*t^15 - 2043*q^8*t^16 + 1665*q^7*t^17 - 366*q^6*t^18 - 257*q^5*t^19 + 223*q^4*t^20 + 35*q^3*t^21 + 9*q^2*t^22 + 9*q*t^23 + t^24 + 30*q^22*t + 58*q^21*t^2 + 147*q^20*t^3 - 748*q^19*t^4 - 329*q^18*t^5 + 569*q^17*t^6 - 1260*q^16*t^7 - 3101*q^15*t^8 - 1562*q^14*t^9 + 1083*q^13*t^10 - 1553*q^12*t^11 - 520*q^11*t^12 + 3557*q^10*t^13 + 300*q^9*t^14 - 1025*q^8*t^15 + 1943*q^7*t^16 + 442*q^6*t^17 - 335*q^5*t^18 + 84*q^4*t^19 + 75*q^3*t^20 - 39*q^2*t^21 - 9*q^21*t - 9*q^20*t^2 - 253*q^19*t^3 + 56*q^18*t^4 + 458*q^17*t^5 + 363*q^16*t^6 - 141*q^15*t^7 + 583*q^14*t^8 + 3344*q^13*t^9 + 1165*q^12*t^10 - 1028*q^11*t^11 + 919*q^10*t^12 + 556*q^9*t^13 - 1224*q^8*t^14 - 86*q^7*t^15 + 198*q^6*t^16 - 425*q^5*t^17 - 152*q^4*t^18 + 83*q^3*t^19 - 27*q^2*t^20 - 3*q*t^21 + q^20*t - 9*q^19*t^2 + 94*q^18*t^3 + 135*q^17*t^4 + 132*q^16*t^5 - 320*q^15*t^6 - 554*q^14*t^7 + 341*q^13*t^8 - 698*q^12*t^9 - 1949*q^11*t^10 - 752*q^10*t^11 + 652*q^9*t^12 - 234*q^8*t^13 - 616*q^7*t^14 + 356*q^6*t^15 + 48*q^5*t^16 - 54*q^4*t^17 + 65*q^3*t^18 + 5*q^2*t^19 - 3*q*t^20 + 3*q^18*t^2 - 11*q^17*t^3 - 27*q^16*t^4 - 158*q^15*t^5 - 135*q^14*t^6 + 279*q^13*t^7 + 263*q^12*t^8 + 18*q^11*t^9 + 230*q^10*t^10 + 836*q^9*t^11 + 318*q^8*t^12 - 392*q^7*t^13 + 253*q^6*t^14 + 127*q^5*t^15 - 37*q^4*t^16 - 15*q^3*t^17 + 8*q^2*t^18 - 4*q^15*t^4 + 25*q^14*t^5 + 84*q^13*t^6 + 50*q^12*t^7 - 91*q^11*t^8 - 191*q^10*t^9 + 5*q^9*t^10 - 38*q^8*t^11 - 269*q^7*t^12 + 10*q^6*t^13 + 5*q^5*t^14 - 23*q^4*t^15 - 23*q^3*t^16 + 3*q^2*t^17 + q*t^18 + q^13*t^5 - 5*q^12*t^6 - 24*q^11*t^7 - 27*q^10*t^8 + 44*q^9*t^9 + 52*q^8*t^10 - 14*q^7*t^11 + 24*q^6*t^12 + 15*q^5*t^13 + 13*q^4*t^14 - q^3*t^15 + 4*q^9*t^8 + 2*q^8*t^9 - 5*q^7*t^10 - 3*q^6*t^11 - 4*q^5*t^12)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0575] 'FI]|w'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

-(q^18*t^10 + 2*q^17*t^11 + q^21*t^6 + 2*q^20*t^7 - 6*q^19*t^8 - 10*q^18*t^9 + 11*q^17*t^10 - 2*q^16*t^11 - 17*q^15*t^12 - 8*q^14*t^13 + q^13*t^14 + q^12*t^15 + q^20*t^6 - 10*q^19*t^7 - 20*q^18*t^8 + 56*q^17*t^9 + 15*q^16*t^10 - 47*q^15*t^11 + 21*q^14*t^12 + 65*q^13*t^13 + 26*q^12*t^14 - 6*q^11*t^15 - 2*q^10*t^16 - 2*q^21*t^4 + 3*q^20*t^5 + 23*q^19*t^6 - 22*q^18*t^7 + 60*q^17*t^8 + 52*q^16*t^9 - 105*q^15*t^10 - 27*q^14*t^11 + 49*q^13*t^12 - 69*q^12*t^13 - 104*q^11*t^14 - 31*q^10*t^15 - 3*q^9*t^16 + 5*q^8*t^17 - 2*q^21*t^3 - 7*q^20*t^4 + 41*q^19*t^5 - 56*q^18*t^6 - 109*q^17*t^7 + 69*q^16*t^8 - 139*q^15*t^9 - 165*q^14*t^10 + 141*q^13*t^11 + 114*q^12*t^12 - 12*q^11*t^13 + 42*q^10*t^14 + 102*q^9*t^15 + 56*q^8*t^16 - 12*q^7*t^17 - 2*q^21*t^2 - 23*q^20*t^3 + 37*q^19*t^4 + 21*q^18*t^5 - 175*q^17*t^6 + 194*q^16*t^7 + 242*q^15*t^8 - 82*q^14*t^9 + 160*q^13*t^10 + 313*q^12*t^11 - 115*q^11*t^12 - 230*q^10*t^13 + 52*q^9*t^14 + q^8*t^15 - 85*q^7*t^16 - 7*q^6*t^17 - 4*q^5*t^18 + q^22 + 6*q^21*t + 4*q^20*t^2 + 24*q^19*t^3 + 83*q^18*t^4 - 142*q^17*t^5 + 18*q^16*t^6 + 395*q^15*t^7 - 204*q^14*t^8 - 530*q^13*t^9 + 100*q^12*t^10 - 104*q^11*t^11 - 402*q^10*t^12 + 102*q^9*t^13 + 168*q^8*t^14 - 52*q^7*t^15 - 59*q^6*t^16 + 15*q^5*t^17 + 16*q^4*t^18 - 5*q^20*t - 53*q^19*t^2 + 17*q^18*t^3 - 27*q^17*t^4 - 212*q^16*t^5 + 208*q^15*t^6 - 75*q^14*t^7 - 644*q^13*t^8 + 175*q^12*t^9 + 615*q^11*t^10 + 17*q^10*t^11 - 53*q^9*t^12 + 272*q^8*t^13 + 68*q^7*t^14 - 143*q^6*t^15 + 102*q^5*t^16 + 53*q^4*t^17 - 18*q^3*t^18 - 18*q^19*t + 53*q^18*t^2 + 102*q^17*t^3 - 143*q^16*t^4 + 68*q^15*t^5 + 272*q^14*t^6 - 53*q^13*t^7 + 17*q^12*t^8 + 615*q^11*t^9 + 175*q^10*t^10 - 644*q^9*t^11 - 75*q^8*t^12 + 208*q^7*t^13 - 212*q^6*t^14 - 27*q^5*t^15 + 17*q^4*t^16 - 53*q^3*t^17 - 5*q^2*t^18 + 16*q^18*t + 15*q^17*t^2 - 59*q^16*t^3 - 52*q^15*t^4 + 168*q^14*t^5 + 102*q^13*t^6 - 402*q^12*t^7 - 104*q^11*t^8 + 100*q^10*t^9 - 530*q^9*t^10 - 204*q^8*t^11 + 395*q^7*t^12 + 18*q^6*t^13 - 142*q^5*t^14 + 83*q^4*t^15 + 24*q^3*t^16 + 4*q^2*t^17 + 6*q*t^18 + t^19 - 4*q^17*t - 7*q^16*t^2 - 85*q^15*t^3 + q^14*t^4 + 52*q^13*t^5 - 230*q^12*t^6 - 115*q^11*t^7 + 313*q^10*t^8 + 160*q^9*t^9 - 82*q^8*t^10 + 242*q^7*t^11 + 194*q^6*t^12 - 175*q^5*t^13 + 21*q^4*t^14 + 37*q^3*t^15 - 23*q^2*t^16 - 2*q*t^17 - 12*q^15*t^2 + 56*q^14*t^3 + 102*q^13*t^4 + 42*q^12*t^5 - 12*q^11*t^6 + 114*q^10*t^7 + 141*q^9*t^8 - 165*q^8*t^9 - 139*q^7*t^10 + 69*q^6*t^11 - 109*q^5*t^12 - 56*q^4*t^13 + 41*q^3*t^14 - 7*q^2*t^15 - 2*q*t^16 + 5*q^14*t^2 - 3*q^13*t^3 - 31*q^12*t^4 - 104*q^11*t^5 - 69*q^10*t^6 + 49*q^9*t^7 - 27*q^8*t^8 - 105*q^7*t^9 + 52*q^6*t^10 + 60*q^5*t^11 - 22*q^4*t^12 + 23*q^3*t^13 + 3*q^2*t^14 - 2*q*t^15 - 2*q^12*t^3 - 6*q^11*t^4 + 26*q^10*t^5 + 65*q^9*t^6 + 21*q^8*t^7 - 47*q^7*t^8 + 15*q^6*t^9 + 56*q^5*t^10 - 20*q^4*t^11 - 10*q^3*t^12 + q^2*t^13 + q^10*t^4 + q^9*t^5 - 8*q^8*t^6 - 17*q^7*t^7 - 2*q^6*t^8 + 11*q^5*t^9 - 10*q^4*t^10 - 6*q^3*t^11 + 2*q^2*t^12 + q*t^13 + 2*q^5*t^8 + q^4*t^9)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0576] 'FI]~w'

Zeta functions

ask[-]:

-(q^9 - 2*q^7*t - 2*q^6*t^2 + q^5*t^3 - 2*q^6*t + 5*q^5*t^2 - q^4*t^3 - q^5*t + 5*q^4*t^2 - 2*q^3*t^3 + q^4*t - 2*q^3*t^2 - 2*q^2*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(2*q^28*t^8 + q^27*t^9 + 2*q^26*t^10 - 2*q^29*t^6 - q^28*t^7 - 3*q^27*t^8 + 2*q^26*t^9 - 21*q^25*t^10 - 4*q^24*t^11 - q^23*t^12 - q^30*t^4 - 4*q^29*t^5 - 8*q^28*t^6 + 8*q^27*t^7 + 19*q^26*t^8 - 30*q^25*t^9 + 32*q^24*t^10 + 4*q^23*t^11 + 19*q^22*t^12 + 2*q^21*t^13 - 2*q^20*t^14 + q^19*t^15 + 2*q^30*t^3 + 13*q^29*t^4 + q^28*t^5 + 29*q^27*t^6 + 16*q^26*t^7 - 22*q^25*t^8 + 29*q^24*t^9 - 18*q^23*t^10 + 81*q^22*t^11 - 16*q^21*t^12 - 11*q^20*t^13 + 9*q^19*t^14 - 3*q^18*t^15 + 3*q^30*t^2 + 9*q^29*t^3 - 30*q^28*t^4 - 29*q^27*t^5 - 9*q^26*t^6 + 69*q^25*t^7 - 93*q^24*t^8 - 95*q^23*t^9 + 76*q^22*t^10 - 141*q^21*t^11 - 41*q^20*t^12 - 3*q^19*t^13 - 61*q^18*t^14 - 2*q^17*t^15 + 2*q^16*t^16 - q^31 - 5*q^30*t - 8*q^29*t^2 - 2*q^28*t^3 - 36*q^27*t^4 - 21*q^26*t^5 + 112*q^25*t^6 - 219*q^24*t^7 - 21*q^23*t^8 + 156*q^22*t^9 - 19*q^21*t^10 + 69*q^20*t^11 - 59*q^19*t^12 - 86*q^18*t^13 + 152*q^17*t^14 + 35*q^16*t^15 - 4*q^15*t^16 - 3*q^14*t^17 + 5*q^29*t + 36*q^28*t^2 - 27*q^27*t^3 + 2*q^26*t^4 + 161*q^25*t^5 + 13*q^24*t^6 + 123*q^23*t^7 - 67*q^22*t^8 + 143*q^21*t^9 + 228*q^20*t^10 - 92*q^19*t^11 + 99*q^18*t^12 + 313*q^17*t^13 - 105*q^16*t^14 + 11*q^15*t^15 + 31*q^14*t^16 + 7*q^13*t^17 - q^12*t^18 + 7*q^28*t - 10*q^27*t^2 + 23*q^26*t^3 + 5*q^25*t^4 + 75*q^24*t^5 - 12*q^23*t^6 - 384*q^22*t^7 + 217*q^21*t^8 + 165*q^20*t^9 - 362*q^19*t^10 - 113*q^18*t^11 - 83*q^17*t^12 - 207*q^16*t^13 + 150*q^15*t^14 - 166*q^14*t^15 - 134*q^13*t^16 - 13*q^12*t^17 + q^11*t^18 + q^10*t^19 + 3*q^27*t - 26*q^26*t^2 - 139*q^25*t^3 + 51*q^24*t^4 - 63*q^23*t^5 - 269*q^22*t^6 + 58*q^21*t^7 - 72*q^20*t^8 - 91*q^19*t^9 - 40*q^18*t^10 - 483*q^17*t^11 + 132*q^16*t^12 + 266*q^15*t^13 - 398*q^14*t^14 + 42*q^13*t^15 + 140*q^12*t^16 - 26*q^11*t^17 + 6*q^10*t^18 - q^9*t^19 - 8*q^26*t - 8*q^25*t^2 + 113*q^24*t^3 - 14*q^23*t^4 + 69*q^22*t^5 - 29*q^21*t^6 - 75*q^20*t^7 + 546*q^19*t^8 + 323*q^18*t^9 - 448*q^17*t^10 + 577*q^16*t^11 + 370*q^15*t^12 - 109*q^14*t^13 + 238*q^13*t^14 + 60*q^12*t^15 + 37*q^11*t^16 + 174*q^10*t^17 + 2*q^9*t^18 + 2*q^8*t^19 + 3*q^25*t + 13*q^24*t^2 - q^23*t^3 + 196*q^22*t^4 - 56*q^21*t^5 - 31*q^20*t^6 + 380*q^19*t^7 + 9*q^18*t^8 - 365*q^17*t^9 + 104*q^16*t^10 - 104*q^15*t^11 + 365*q^14*t^12 - 9*q^13*t^13 - 380*q^12*t^14 + 31*q^11*t^15 + 56*q^10*t^16 - 196*q^9*t^17 + q^8*t^18 - 13*q^7*t^19 - 3*q^6*t^20 - 2*q^23*t^2 - 2*q^22*t^3 - 174*q^21*t^4 - 37*q^20*t^5 - 60*q^19*t^6 - 238*q^18*t^7 + 109*q^17*t^8 - 370*q^16*t^9 - 577*q^15*t^10 + 448*q^14*t^11 - 323*q^13*t^12 - 546*q^12*t^13 + 75*q^11*t^14 + 29*q^10*t^15 - 69*q^9*t^16 + 14*q^8*t^17 - 113*q^7*t^18 + 8*q^6*t^19 + 8*q^5*t^20 + q^22*t^2 - 6*q^21*t^3 + 26*q^20*t^4 - 140*q^19*t^5 - 42*q^18*t^6 + 398*q^17*t^7 - 266*q^16*t^8 - 132*q^15*t^9 + 483*q^14*t^10 + 40*q^13*t^11 + 91*q^12*t^12 + 72*q^11*t^13 - 58*q^10*t^14 + 269*q^9*t^15 + 63*q^8*t^16 - 51*q^7*t^17 + 139*q^6*t^18 + 26*q^5*t^19 - 3*q^4*t^20 - q^21*t^2 - q^20*t^3 + 13*q^19*t^4 + 134*q^18*t^5 + 166*q^17*t^6 - 150*q^16*t^7 + 207*q^15*t^8 + 83*q^14*t^9 + 113*q^13*t^10 + 362*q^12*t^11 - 165*q^11*t^12 - 217*q^10*t^13 + 384*q^9*t^14 + 12*q^8*t^15 - 75*q^7*t^16 - 5*q^6*t^17 - 23*q^5*t^18 + 10*q^4*t^19 - 7*q^3*t^20 + q^19*t^3 - 7*q^18*t^4 - 31*q^17*t^5 - 11*q^16*t^6 + 105*q^15*t^7 - 313*q^14*t^8 - 99*q^13*t^9 + 92*q^12*t^10 - 228*q^11*t^11 - 143*q^10*t^12 + 67*q^9*t^13 - 123*q^8*t^14 - 13*q^7*t^15 - 161*q^6*t^16 - 2*q^5*t^17 + 27*q^4*t^18 - 36*q^3*t^19 - 5*q^2*t^20 + 3*q^17*t^4 + 4*q^16*t^5 - 35*q^15*t^6 - 152*q^14*t^7 + 86*q^13*t^8 + 59*q^12*t^9 - 69*q^11*t^10 + 19*q^10*t^11 - 156*q^9*t^12 + 21*q^8*t^13 + 219*q^7*t^14 - 112*q^6*t^15 + 21*q^5*t^16 + 36*q^4*t^17 + 2*q^3*t^18 + 8*q^2*t^19 + 5*q*t^20 + t^21 - 2*q^15*t^5 + 2*q^14*t^6 + 61*q^13*t^7 + 3*q^12*t^8 + 41*q^11*t^9 + 141*q^10*t^10 - 76*q^9*t^11 + 95*q^8*t^12 + 93*q^7*t^13 - 69*q^6*t^14 + 9*q^5*t^15 + 29*q^4*t^16 + 30*q^3*t^17 - 9*q^2*t^18 - 3*q*t^19 + 3*q^13*t^6 - 9*q^12*t^7 + 11*q^11*t^8 + 16*q^10*t^9 - 81*q^9*t^10 + 18*q^8*t^11 - 29*q^7*t^12 + 22*q^6*t^13 - 16*q^5*t^14 - 29*q^4*t^15 - q^3*t^16 - 13*q^2*t^17 - 2*q*t^18 - q^12*t^6 + 2*q^11*t^7 - 2*q^10*t^8 - 19*q^9*t^9 - 4*q^8*t^10 - 32*q^7*t^11 + 30*q^6*t^12 - 19*q^5*t^13 - 8*q^4*t^14 + 8*q^3*t^15 + 4*q^2*t^16 + q*t^17 + q^8*t^9 + 4*q^7*t^10 + 21*q^6*t^11 - 2*q^5*t^12 + 3*q^4*t^13 + q^3*t^14 + 2*q^2*t^15 - 2*q^5*t^11 - q^4*t^12 - 2*q^3*t^13)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0577] 'FI_xw'

Zeta functions

ask[-]:

-(q^5*t^3 - 3*q^6*t + 4*q^5*t^2 - 3*q^4*t^3 - q^6 + 3*q^5*t - q^4*t^2 - 2*q^3*t^3 + 8*q^4*t - 12*q^3*t^2 + 8*q^2*t^3 - 2*q^3*t - q^2*t^2 + 3*q*t^3 - t^4 - 3*q^2*t + 4*q*t^2 - 3*t^3 + q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(q^10*t^12 + 3*q^9*t^13 - 2*q^11*t^10 + 3*q^10*t^11 - 15*q^9*t^12 - 7*q^8*t^13 - 3*q^7*t^14 - q^11*t^9 + 23*q^10*t^10 - 48*q^9*t^11 + 90*q^8*t^12 - 18*q^7*t^13 + 14*q^6*t^14 - q^11*t^8 - 5*q^10*t^9 - 29*q^9*t^10 + 51*q^8*t^11 - 126*q^7*t^12 + 30*q^6*t^13 - 16*q^5*t^14 - 5*q^10*t^8 + 103*q^9*t^9 - 151*q^8*t^10 + 234*q^7*t^11 - 68*q^6*t^12 + 49*q^5*t^13 - 7*q^4*t^14 + q^3*t^15 + 12*q^10*t^7 - 87*q^9*t^8 - 23*q^8*t^9 + 63*q^7*t^10 - 304*q^6*t^11 + 125*q^5*t^12 - 57*q^4*t^13 + 7*q^3*t^14 + 10*q^10*t^6 - 93*q^9*t^7 + 442*q^8*t^8 - 543*q^7*t^9 + 614*q^6*t^10 - 146*q^5*t^11 + 61*q^4*t^12 + 3*q^3*t^13 - 3*q^10*t^5 + 37*q^9*t^6 - 146*q^8*t^7 - 117*q^7*t^8 + 160*q^6*t^9 - 392*q^5*t^10 + 127*q^4*t^11 - 52*q^3*t^12 + 2*q^2*t^13 + 21*q^9*t^5 - 151*q^8*t^6 + 723*q^7*t^7 - 792*q^6*t^8 + 875*q^5*t^9 - 300*q^4*t^10 + 81*q^3*t^11 - q^2*t^12 - 33*q^9*t^4 + 155*q^8*t^5 - 397*q^7*t^6 + 19*q^6*t^7 + 19*q^5*t^8 - 397*q^4*t^9 + 155*q^3*t^10 - 33*q^2*t^11 - q^9*t^3 + 81*q^8*t^4 - 300*q^7*t^5 + 875*q^6*t^6 - 792*q^5*t^7 + 723*q^4*t^8 - 151*q^3*t^9 + 21*q^2*t^10 + 2*q^9*t^2 - 52*q^8*t^3 + 127*q^7*t^4 - 392*q^6*t^5 + 160*q^5*t^6 - 117*q^4*t^7 - 146*q^3*t^8 + 37*q^2*t^9 - 3*q*t^10 + 3*q^8*t^2 + 61*q^7*t^3 - 146*q^6*t^4 + 614*q^5*t^5 - 543*q^4*t^6 + 442*q^3*t^7 - 93*q^2*t^8 + 10*q*t^9 + 7*q^8*t - 57*q^7*t^2 + 125*q^6*t^3 - 304*q^5*t^4 + 63*q^4*t^5 - 23*q^3*t^6 - 87*q^2*t^7 + 12*q*t^8 + q^8 - 7*q^7*t + 49*q^6*t^2 - 68*q^5*t^3 + 234*q^4*t^4 - 151*q^3*t^5 + 103*q^2*t^6 - 5*q*t^7 - 16*q^6*t + 30*q^5*t^2 - 126*q^4*t^3 + 51*q^3*t^4 - 29*q^2*t^5 - 5*q*t^6 - t^7 + 14*q^5*t - 18*q^4*t^2 + 90*q^3*t^3 - 48*q^2*t^4 + 23*q*t^5 - t^6 - 3*q^4*t - 7*q^3*t^2 - 15*q^2*t^3 + 3*q*t^4 - 2*t^5 + 3*q^2*t^2 + q*t^3)/((q*t^2 - 1)^4*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [1, 2], [1, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0578] 'FI_zw'

Zeta functions

ask[-]:

-(q^7*t^2 - q^6*t^3 - q^5*t^4 - q^7*t + 3*q^6*t^2 - 2*q^5*t^3 + 4*q^4*t^4 - q^7 + q^6*t - 5*q^5*t^2 + q^4*t^3 - q^3*t^4 + 7*q^5*t - 11*q^4*t^2 + 11*q^3*t^3 - 7*q^2*t^4 + q^4*t - q^3*t^2 + 5*q^2*t^3 - q*t^4 + t^5 - 4*q^3*t + 2*q^2*t^2 - 3*q*t^3 + t^4 + q^2*t + q*t^2 - t^3)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

(q^11*t^15 - 2*q^13*t^12 + 3*q^12*t^13 - 5*q^11*t^14 + q^10*t^15 - 2*q^9*t^16 - q^8*t^17 + q^14*t^10 - 2*q^13*t^11 + 15*q^12*t^12 - 27*q^11*t^13 + 23*q^10*t^14 - 6*q^9*t^15 + q^8*t^16 + 6*q^7*t^17 - 2*q^13*t^10 - 5*q^12*t^11 + 23*q^11*t^12 - 30*q^10*t^13 + 47*q^9*t^14 - 35*q^8*t^15 + 15*q^7*t^16 - 11*q^6*t^17 - 3*q^14*t^8 + 26*q^13*t^9 - 97*q^12*t^10 + 212*q^11*t^11 - 308*q^10*t^12 + 244*q^9*t^13 - 132*q^8*t^14 + 25*q^7*t^15 + 5*q^6*t^16 + q^5*t^17 - 7*q^14*t^7 + 52*q^13*t^8 - 186*q^12*t^9 + 329*q^11*t^10 - 332*q^10*t^11 + 165*q^9*t^12 + 108*q^8*t^13 - 223*q^7*t^14 + 164*q^6*t^15 - 67*q^5*t^16 + 13*q^4*t^17 - 4*q^14*t^6 + 33*q^13*t^7 - 82*q^12*t^8 + 103*q^11*t^9 + 116*q^10*t^10 - 540*q^9*t^11 + 756*q^8*t^12 - 636*q^7*t^13 + 340*q^6*t^14 - 73*q^5*t^15 + 5*q^4*t^16 + 3*q^3*t^17 - q^2*t^18 - 2*q^13*t^6 + 13*q^12*t^7 - 77*q^11*t^8 + 208*q^10*t^9 - 371*q^9*t^10 + 447*q^8*t^11 - 157*q^7*t^12 - 158*q^6*t^13 + 221*q^5*t^14 - 161*q^4*t^15 + 42*q^3*t^16 - 5*q^2*t^17 + 9*q^13*t^5 - 67*q^12*t^6 + 249*q^11*t^7 - 505*q^10*t^8 + 705*q^9*t^9 - 788*q^8*t^10 + 623*q^7*t^11 - 492*q^6*t^12 + 327*q^5*t^13 - 149*q^4*t^14 + 58*q^3*t^15 - 8*q^2*t^16 + 15*q^13*t^4 - 120*q^12*t^5 + 365*q^11*t^6 - 687*q^10*t^7 + 614*q^9*t^8 - 66*q^8*t^9 - 469*q^7*t^10 + 659*q^6*t^11 - 460*q^5*t^12 + 181*q^4*t^13 - 51*q^3*t^14 + 7*q^2*t^15 + 3*q^13*t^3 - 26*q^12*t^4 + 75*q^11*t^5 + 52*q^10*t^6 - 519*q^9*t^7 + 1348*q^8*t^8 - 1800*q^7*t^9 + 1348*q^6*t^10 - 519*q^5*t^11 + 52*q^4*t^12 + 75*q^3*t^13 - 26*q^2*t^14 + 3*q*t^15 + 7*q^12*t^3 - 51*q^11*t^4 + 181*q^10*t^5 - 460*q^9*t^6 + 659*q^8*t^7 - 469*q^7*t^8 - 66*q^6*t^9 + 614*q^5*t^10 - 687*q^4*t^11 + 365*q^3*t^12 - 120*q^2*t^13 + 15*q*t^14 - 8*q^12*t^2 + 58*q^11*t^3 - 149*q^10*t^4 + 327*q^9*t^5 - 492*q^8*t^6 + 623*q^7*t^7 - 788*q^6*t^8 + 705*q^5*t^9 - 505*q^4*t^10 + 249*q^3*t^11 - 67*q^2*t^12 + 9*q*t^13 - 5*q^12*t + 42*q^11*t^2 - 161*q^10*t^3 + 221*q^9*t^4 - 158*q^8*t^5 - 157*q^7*t^6 + 447*q^6*t^7 - 371*q^5*t^8 + 208*q^4*t^9 - 77*q^3*t^10 + 13*q^2*t^11 - 2*q*t^12 - q^12 + 3*q^11*t + 5*q^10*t^2 - 73*q^9*t^3 + 340*q^8*t^4 - 636*q^7*t^5 + 756*q^6*t^6 - 540*q^5*t^7 + 116*q^4*t^8 + 103*q^3*t^9 - 82*q^2*t^10 + 33*q*t^11 - 4*t^12 + 13*q^10*t - 67*q^9*t^2 + 164*q^8*t^3 - 223*q^7*t^4 + 108*q^6*t^5 + 165*q^5*t^6 - 332*q^4*t^7 + 329*q^3*t^8 - 186*q^2*t^9 + 52*q*t^10 - 7*t^11 + q^9*t + 5*q^8*t^2 + 25*q^7*t^3 - 132*q^6*t^4 + 244*q^5*t^5 - 308*q^4*t^6 + 212*q^3*t^7 - 97*q^2*t^8 + 26*q*t^9 - 3*t^10 - 11*q^8*t + 15*q^7*t^2 - 35*q^6*t^3 + 47*q^5*t^4 - 30*q^4*t^5 + 23*q^3*t^6 - 5*q^2*t^7 - 2*q*t^8 + 6*q^7*t + q^6*t^2 - 6*q^5*t^3 + 23*q^4*t^4 - 27*q^3*t^5 + 15*q^2*t^6 - 2*q*t^7 + t^8 - q^6*t - 2*q^5*t^2 + q^4*t^3 - 5*q^3*t^4 + 3*q^2*t^5 - 2*q*t^6 + q^3*t^3)/((q*t^2 - 1)^3*(q^2 - t)*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0579] 'FI_~w'

Zeta functions

ask[-]:

-(2*q^6*t^3 + q^5*t^4 - 6*q^6*t^2 - 2*q^5*t^3 - 4*q^4*t^4 + q^7 + q^6*t + 10*q^5*t^2 + 2*q^4*t^3 + q^3*t^4 - 8*q^5*t + 8*q^4*t^2 - 8*q^3*t^3 + 8*q^2*t^4 - q^4*t - 2*q^3*t^2 - 10*q^2*t^3 - q*t^4 - t^5 + 4*q^3*t + 2*q^2*t^2 + 6*q*t^3 - q^2*t - 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(q^17*t^8 - 3*q^17*t^7 - 4*q^16*t^8 - q^15*t^9 - q^13*t^11 + q^12*t^12 - q^19*t^4 + q^18*t^5 + 9*q^17*t^6 + 3*q^16*t^7 + 2*q^15*t^8 + 15*q^14*t^9 + q^13*t^10 - 4*q^12*t^11 - 2*q^11*t^12 - q^19*t^3 + 7*q^18*t^4 - 16*q^17*t^5 - 9*q^16*t^6 - 4*q^15*t^7 + 4*q^14*t^8 - 3*q^13*t^9 - 26*q^12*t^10 + 20*q^11*t^11 + 5*q^10*t^12 - q^9*t^13 - 4*q^19*t^2 + 23*q^18*t^3 - 41*q^17*t^4 + 33*q^16*t^5 + 43*q^15*t^6 - 84*q^14*t^7 + 8*q^13*t^8 - 2*q^12*t^9 - 8*q^11*t^10 + 6*q^10*t^11 - 8*q^9*t^12 - q^8*t^13 - q^7*t^14 - q^19*t + 17*q^18*t^2 - 49*q^17*t^3 - 16*q^16*t^4 + 144*q^15*t^5 - 142*q^14*t^6 + 78*q^13*t^7 + 184*q^12*t^8 - 136*q^11*t^9 + 52*q^10*t^10 - 5*q^9*t^11 - 19*q^8*t^12 + 8*q^7*t^13 + 5*q^6*t^14 - q^19 + 11*q^17*t^2 - 46*q^16*t^3 + 161*q^15*t^4 - 122*q^14*t^5 - 251*q^13*t^6 + 248*q^12*t^7 - 136*q^11*t^8 - 71*q^10*t^9 + 162*q^9*t^10 - 41*q^8*t^11 + 9*q^7*t^12 - 5*q^6*t^13 - 6*q^5*t^14 + 8*q^17*t - 41*q^16*t^2 + 37*q^15*t^3 + 85*q^14*t^4 - 269*q^13*t^5 + 263*q^12*t^6 + 212*q^11*t^7 - 467*q^10*t^8 + 116*q^9*t^9 + 27*q^8*t^10 - 122*q^7*t^11 + 58*q^6*t^12 + 9*q^5*t^13 - 4*q^4*t^14 + 8*q^16*t - 26*q^15*t^2 + 49*q^14*t^3 - 69*q^13*t^4 - 78*q^12*t^5 + 356*q^11*t^6 - 141*q^10*t^7 - 141*q^9*t^8 + 356*q^8*t^9 - 78*q^7*t^10 - 69*q^6*t^11 + 49*q^5*t^12 - 26*q^4*t^13 + 8*q^3*t^14 - 4*q^15*t + 9*q^14*t^2 + 58*q^13*t^3 - 122*q^12*t^4 + 27*q^11*t^5 + 116*q^10*t^6 - 467*q^9*t^7 + 212*q^8*t^8 + 263*q^7*t^9 - 269*q^6*t^10 + 85*q^5*t^11 + 37*q^4*t^12 - 41*q^3*t^13 + 8*q^2*t^14 - 6*q^14*t - 5*q^13*t^2 + 9*q^12*t^3 - 41*q^11*t^4 + 162*q^10*t^5 - 71*q^9*t^6 - 136*q^8*t^7 + 248*q^7*t^8 - 251*q^6*t^9 - 122*q^5*t^10 + 161*q^4*t^11 - 46*q^3*t^12 + 11*q^2*t^13 - t^15 + 5*q^13*t + 8*q^12*t^2 - 19*q^11*t^3 - 5*q^10*t^4 + 52*q^9*t^5 - 136*q^8*t^6 + 184*q^7*t^7 + 78*q^6*t^8 - 142*q^5*t^9 + 144*q^4*t^10 - 16*q^3*t^11 - 49*q^2*t^12 + 17*q*t^13 - t^14 - q^12*t - q^11*t^2 - 8*q^10*t^3 + 6*q^9*t^4 - 8*q^8*t^5 - 2*q^7*t^6 + 8*q^6*t^7 - 84*q^5*t^8 + 43*q^4*t^9 + 33*q^3*t^10 - 41*q^2*t^11 + 23*q*t^12 - 4*t^13 - q^10*t^2 + 5*q^9*t^3 + 20*q^8*t^4 - 26*q^7*t^5 - 3*q^6*t^6 + 4*q^5*t^7 - 4*q^4*t^8 - 9*q^3*t^9 - 16*q^2*t^10 + 7*q*t^11 - t^12 - 2*q^8*t^3 - 4*q^7*t^4 + q^6*t^5 + 15*q^5*t^6 + 2*q^4*t^7 + 3*q^3*t^8 + 9*q^2*t^9 + q*t^10 - t^11 + q^7*t^3 - q^6*t^4 - q^4*t^6 - 4*q^3*t^7 - 3*q^2*t^8 + q^2*t^7)/((q^3 - t)*(q^2 - t)^3*(q + t)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 6], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0580] 'FIa@w'

Zeta functions
ask[-]:	-(q^6t^3 + 2q^6t^2 - 2q^5t^3 - q^6t - 3q^4t^3 - 2q^5t - 2q^4t^2 + 4q^3t^3 - q^5 + 7q^4t - 6q^3t^2 + 7q^2t^3 - qt^4 + 4q^3t - 2q^2t^2 - 2qt^3 - 3q^2t - t^3 - 2qt + 2t^2 + t)/((qt - 1)^4(q - t)*q^4)
ask[+]:	-(q^6t^3 + 2q^6t^2 - 2q^5t^3 - q^6t - 3q^4t^3 - 2q^5t - 2q^4t^2 + 4q^3t^3 - q^5 + 7q^4t - 6q^3t^2 + 7q^2t^3 - qt^4 + 4q^3t - 2q^2t^2 - 2qt^3 - 3q^2t - t^3 - 2qt + 2t^2 + t)/((qt - 1)^4(q - t)*q^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0581] 'FIazo'

Zeta functions

ask[-]:

-(2*q^6*t^3 - 6*q^6*t^2 + q^5*t^3 - 3*q^4*t^4 + q^7 + q^6*t + 7*q^5*t^2 - q^4*t^3 + 2*q^3*t^4 - 7*q^5*t + 11*q^4*t^2 - 11*q^3*t^3 + 7*q^2*t^4 - 2*q^4*t + q^3*t^2 - 7*q^2*t^3 - q*t^4 - t^5 + 3*q^3*t - q^2*t^2 + 6*q*t^3 - 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(3*q^18*t^14 + 7*q^17*t^15 + 8*q^16*t^16 + 3*q^15*t^17 - 5*q^19*t^12 - 21*q^18*t^13 - 38*q^17*t^14 - 42*q^16*t^15 - 58*q^15*t^16 - 49*q^14*t^17 - 17*q^13*t^18 - q^12*t^19 - q^21*t^9 + 2*q^20*t^10 + 25*q^19*t^11 + 33*q^18*t^12 + 62*q^17*t^13 + 160*q^16*t^14 + 207*q^15*t^15 + 217*q^14*t^16 + 205*q^13*t^17 + 116*q^12*t^18 + 37*q^11*t^19 + 9*q^10*t^20 - q^9*t^21 + q^21*t^8 - 6*q^20*t^9 + 7*q^19*t^10 + 8*q^18*t^11 - 69*q^17*t^12 - 114*q^16*t^13 - 221*q^15*t^14 - 509*q^14*t^15 - 591*q^13*t^16 - 491*q^12*t^17 - 320*q^11*t^18 - 169*q^10*t^19 - 64*q^9*t^20 - 2*q^8*t^21 - q^7*t^22 + 5*q^21*t^7 - 14*q^20*t^8 - 96*q^19*t^9 - 66*q^18*t^10 - 209*q^17*t^11 - 372*q^16*t^12 - 50*q^15*t^13 + 97*q^14*t^14 + 367*q^13*t^15 + 862*q^12*t^16 + 870*q^11*t^17 + 523*q^10*t^18 + 325*q^9*t^19 + 158*q^8*t^20 + 28*q^7*t^21 + 8*q^6*t^22 - 3*q^21*t^6 + 26*q^20*t^7 + 9*q^19*t^8 + 230*q^18*t^9 + 618*q^17*t^10 + 584*q^16*t^11 + 1077*q^15*t^12 + 1443*q^14*t^13 + 681*q^13*t^14 + 266*q^12*t^15 - 253*q^11*t^16 - 712*q^10*t^17 - 611*q^9*t^18 - 368*q^8*t^19 - 127*q^7*t^20 - 65*q^6*t^21 - 23*q^5*t^22 - q^22*t^4 - 6*q^21*t^5 + 32*q^20*t^6 + 146*q^19*t^7 - 163*q^18*t^8 - 22*q^17*t^9 - 584*q^16*t^10 - 1766*q^15*t^11 - 1577*q^14*t^12 - 2381*q^13*t^13 - 2747*q^12*t^14 - 1624*q^11*t^15 - 599*q^10*t^16 - 277*q^9*t^17 + 116*q^8*t^18 + 254*q^7*t^19 - 24*q^6*t^20 + 20*q^5*t^21 + 31*q^4*t^22 + 18*q^21*t^4 - 108*q^20*t^5 + 27*q^19*t^6 - 653*q^18*t^7 - 742*q^17*t^8 + 222*q^16*t^9 - 793*q^15*t^10 + 457*q^14*t^11 + 2538*q^13*t^12 + 1861*q^12*t^13 + 2671*q^11*t^14 + 3167*q^10*t^15 + 1616*q^9*t^16 + 773*q^8*t^17 + 577*q^7*t^18 + 231*q^6*t^19 + 90*q^5*t^20 + 70*q^4*t^21 - 10*q^3*t^22 - 3*q^22*t^2 + 16*q^21*t^3 - 125*q^20*t^4 + 221*q^19*t^5 + 477*q^18*t^6 + 284*q^17*t^7 + 2328*q^16*t^8 + 1844*q^15*t^9 + 819*q^14*t^10 + 2754*q^13*t^11 + 783*q^12*t^12 - 1180*q^11*t^13 - 1138*q^10*t^14 - 1211*q^9*t^15 - 1891*q^8*t^16 - 1203*q^7*t^17 - 286*q^6*t^18 - 565*q^5*t^19 - 229*q^4*t^20 - 36*q^3*t^21 - 21*q^2*t^22 + 24*q^21*t^2 + 37*q^20*t^3 + 81*q^19*t^4 + 323*q^18*t^5 - 839*q^17*t^6 - 707*q^16*t^7 - 786*q^15*t^8 - 3739*q^14*t^9 - 3475*q^13*t^10 - 2360*q^12*t^11 - 3825*q^11*t^12 - 3442*q^10*t^13 - 146*q^9*t^14 - 177*q^8*t^15 - 631*q^7*t^16 + 834*q^6*t^17 + 395*q^5*t^18 + 124*q^4*t^19 + 261*q^3*t^20 + 20*q^2*t^21 + 9*q*t^22 + t^23 - q^22 - 9*q^21*t - 20*q^20*t^2 - 261*q^19*t^3 - 124*q^18*t^4 - 395*q^17*t^5 - 834*q^16*t^6 + 631*q^15*t^7 + 177*q^14*t^8 + 146*q^13*t^9 + 3442*q^12*t^10 + 3825*q^11*t^11 + 2360*q^10*t^12 + 3475*q^9*t^13 + 3739*q^8*t^14 + 786*q^7*t^15 + 707*q^6*t^16 + 839*q^5*t^17 - 323*q^4*t^18 - 81*q^3*t^19 - 37*q^2*t^20 - 24*q*t^21 + 21*q^20*t + 36*q^19*t^2 + 229*q^18*t^3 + 565*q^17*t^4 + 286*q^16*t^5 + 1203*q^15*t^6 + 1891*q^14*t^7 + 1211*q^13*t^8 + 1138*q^12*t^9 + 1180*q^11*t^10 - 783*q^10*t^11 - 2754*q^9*t^12 - 819*q^8*t^13 - 1844*q^7*t^14 - 2328*q^6*t^15 - 284*q^5*t^16 - 477*q^4*t^17 - 221*q^3*t^18 + 125*q^2*t^19 - 16*q*t^20 + 3*t^21 + 10*q^19*t - 70*q^18*t^2 - 90*q^17*t^3 - 231*q^16*t^4 - 577*q^15*t^5 - 773*q^14*t^6 - 1616*q^13*t^7 - 3167*q^12*t^8 - 2671*q^11*t^9 - 1861*q^10*t^10 - 2538*q^9*t^11 - 457*q^8*t^12 + 793*q^7*t^13 - 222*q^6*t^14 + 742*q^5*t^15 + 653*q^4*t^16 - 27*q^3*t^17 + 108*q^2*t^18 - 18*q*t^19 - 31*q^18*t - 20*q^17*t^2 + 24*q^16*t^3 - 254*q^15*t^4 - 116*q^14*t^5 + 277*q^13*t^6 + 599*q^12*t^7 + 1624*q^11*t^8 + 2747*q^10*t^9 + 2381*q^9*t^10 + 1577*q^8*t^11 + 1766*q^7*t^12 + 584*q^6*t^13 + 22*q^5*t^14 + 163*q^4*t^15 - 146*q^3*t^16 - 32*q^2*t^17 + 6*q*t^18 + t^19 + 23*q^17*t + 65*q^16*t^2 + 127*q^15*t^3 + 368*q^14*t^4 + 611*q^13*t^5 + 712*q^12*t^6 + 253*q^11*t^7 - 266*q^10*t^8 - 681*q^9*t^9 - 1443*q^8*t^10 - 1077*q^7*t^11 - 584*q^6*t^12 - 618*q^5*t^13 - 230*q^4*t^14 - 9*q^3*t^15 - 26*q^2*t^16 + 3*q*t^17 - 8*q^16*t - 28*q^15*t^2 - 158*q^14*t^3 - 325*q^13*t^4 - 523*q^12*t^5 - 870*q^11*t^6 - 862*q^10*t^7 - 367*q^9*t^8 - 97*q^8*t^9 + 50*q^7*t^10 + 372*q^6*t^11 + 209*q^5*t^12 + 66*q^4*t^13 + 96*q^3*t^14 + 14*q^2*t^15 - 5*q*t^16 + q^15*t + 2*q^14*t^2 + 64*q^13*t^3 + 169*q^12*t^4 + 320*q^11*t^5 + 491*q^10*t^6 + 591*q^9*t^7 + 509*q^8*t^8 + 221*q^7*t^9 + 114*q^6*t^10 + 69*q^5*t^11 - 8*q^4*t^12 - 7*q^3*t^13 + 6*q^2*t^14 - q*t^15 + q^13*t^2 - 9*q^12*t^3 - 37*q^11*t^4 - 116*q^10*t^5 - 205*q^9*t^6 - 217*q^8*t^7 - 207*q^7*t^8 - 160*q^6*t^9 - 62*q^5*t^10 - 33*q^4*t^11 - 25*q^3*t^12 - 2*q^2*t^13 + q*t^14 + q^10*t^4 + 17*q^9*t^5 + 49*q^8*t^6 + 58*q^7*t^7 + 42*q^6*t^8 + 38*q^5*t^9 + 21*q^4*t^10 + 5*q^3*t^11 - 3*q^7*t^6 - 8*q^6*t^7 - 7*q^5*t^8 - 3*q^4*t^9)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0582] 'FIazw'

Zeta functions

ask[-]:

ask[+]:

-(q^20*t^11 - 2*q^19*t^12 - q^18*t^13 + 3*q^17*t^14 - 2*q^16*t^15 + q^21*t^9 - q^20*t^10 - 8*q^19*t^11 + 11*q^18*t^12 + 16*q^17*t^13 - 17*q^16*t^14 + 8*q^14*t^16 + 3*q^13*t^17 - q^12*t^18 - q^21*t^8 + 9*q^19*t^10 - 5*q^18*t^11 + 3*q^17*t^12 - 30*q^16*t^13 - 21*q^15*t^14 + 24*q^14*t^15 - 18*q^13*t^16 - 20*q^12*t^17 - 5*q^11*t^18 + q^10*t^19 - 5*q^21*t^7 + 4*q^20*t^8 + 25*q^19*t^9 - 94*q^18*t^10 + 13*q^17*t^11 + 104*q^16*t^12 - 80*q^15*t^13 + 49*q^14*t^14 + 75*q^13*t^15 + 40*q^12*t^16 + 17*q^11*t^17 + 25*q^10*t^18 + 11*q^9*t^19 + 3*q^21*t^6 - 9*q^20*t^7 + 31*q^19*t^8 + 44*q^18*t^9 - 9*q^17*t^10 + 202*q^16*t^11 - 145*q^15*t^12 - 95*q^14*t^13 + 170*q^13*t^14 - 175*q^12*t^15 - 223*q^11*t^16 - 46*q^10*t^17 - q^9*t^18 - 39*q^8*t^19 - 6*q^7*t^20 - 2*q^6*t^21 + q^22*t^4 + 9*q^21*t^5 + 2*q^20*t^6 - 63*q^19*t^7 + 167*q^18*t^8 - 452*q^17*t^9 - 104*q^16*t^10 + 281*q^15*t^11 - 381*q^14*t^12 + 110*q^13*t^13 + 8*q^12*t^14 + 47*q^11*t^15 + 241*q^10*t^16 + 242*q^9*t^17 + 50*q^8*t^18 - 17*q^7*t^19 + 16*q^6*t^20 + 11*q^5*t^21 - 24*q^21*t^4 + 52*q^20*t^5 - 224*q^19*t^6 + 193*q^18*t^7 + 105*q^17*t^8 - 167*q^16*t^9 + 1124*q^15*t^10 - 358*q^14*t^11 - 520*q^13*t^12 + 728*q^12*t^13 + 218*q^11*t^14 - 317*q^10*t^15 - 118*q^9*t^16 - 134*q^8*t^17 - 273*q^7*t^18 + 81*q^6*t^19 + 20*q^5*t^20 - 22*q^4*t^21 + 3*q^22*t^2 - 16*q^21*t^3 + 130*q^20*t^4 - 112*q^19*t^5 + 64*q^18*t^6 + 866*q^17*t^7 - 1167*q^16*t^8 - 69*q^15*t^9 + 282*q^14*t^10 - 1158*q^13*t^11 + 690*q^12*t^12 + 238*q^11*t^13 - 850*q^10*t^14 - 408*q^9*t^15 + 458*q^8*t^16 + 61*q^7*t^17 + 73*q^6*t^18 + 34*q^5*t^19 - 67*q^4*t^20 + 12*q^3*t^21 - 18*q^21*t^2 - 4*q^20*t^3 - 8*q^19*t^4 - 369*q^18*t^5 + 429*q^17*t^6 - 888*q^16*t^7 - 714*q^15*t^8 + 2050*q^14*t^9 - 176*q^13*t^10 - 734*q^12*t^11 + 380*q^11*t^12 + 331*q^10*t^13 - 445*q^9*t^14 + 814*q^8*t^15 + 623*q^7*t^16 - 624*q^6*t^17 + 131*q^5*t^18 + 69*q^4*t^19 - 4*q^3*t^20 + 15*q^2*t^21 + q^22 + 6*q^21*t - 5*q^20*t^2 + 160*q^19*t^3 - 205*q^18*t^4 + 87*q^17*t^5 + 828*q^16*t^6 - 548*q^15*t^7 + 1020*q^14*t^8 + 345*q^13*t^9 - 1801*q^12*t^10 + 1801*q^10*t^12 - 345*q^9*t^13 - 1020*q^8*t^14 + 548*q^7*t^15 - 828*q^6*t^16 - 87*q^5*t^17 + 205*q^4*t^18 - 160*q^3*t^19 + 5*q^2*t^20 - 6*q*t^21 - t^22 - 15*q^20*t + 4*q^19*t^2 - 69*q^18*t^3 - 131*q^17*t^4 + 624*q^16*t^5 - 623*q^15*t^6 - 814*q^14*t^7 + 445*q^13*t^8 - 331*q^12*t^9 - 380*q^11*t^10 + 734*q^10*t^11 + 176*q^9*t^12 - 2050*q^8*t^13 + 714*q^7*t^14 + 888*q^6*t^15 - 429*q^5*t^16 + 369*q^4*t^17 + 8*q^3*t^18 + 4*q^2*t^19 + 18*q*t^20 - 12*q^19*t + 67*q^18*t^2 - 34*q^17*t^3 - 73*q^16*t^4 - 61*q^15*t^5 - 458*q^14*t^6 + 408*q^13*t^7 + 850*q^12*t^8 - 238*q^11*t^9 - 690*q^10*t^10 + 1158*q^9*t^11 - 282*q^8*t^12 + 69*q^7*t^13 + 1167*q^6*t^14 - 866*q^5*t^15 - 64*q^4*t^16 + 112*q^3*t^17 - 130*q^2*t^18 + 16*q*t^19 - 3*t^20 + 22*q^18*t - 20*q^17*t^2 - 81*q^16*t^3 + 273*q^15*t^4 + 134*q^14*t^5 + 118*q^13*t^6 + 317*q^12*t^7 - 218*q^11*t^8 - 728*q^10*t^9 + 520*q^9*t^10 + 358*q^8*t^11 - 1124*q^7*t^12 + 167*q^6*t^13 - 105*q^5*t^14 - 193*q^4*t^15 + 224*q^3*t^16 - 52*q^2*t^17 + 24*q*t^18 - 11*q^17*t - 16*q^16*t^2 + 17*q^15*t^3 - 50*q^14*t^4 - 242*q^13*t^5 - 241*q^12*t^6 - 47*q^11*t^7 - 8*q^10*t^8 - 110*q^9*t^9 + 381*q^8*t^10 - 281*q^7*t^11 + 104*q^6*t^12 + 452*q^5*t^13 - 167*q^4*t^14 + 63*q^3*t^15 - 2*q^2*t^16 - 9*q*t^17 - t^18 + 2*q^16*t + 6*q^15*t^2 + 39*q^14*t^3 + q^13*t^4 + 46*q^12*t^5 + 223*q^11*t^6 + 175*q^10*t^7 - 170*q^9*t^8 + 95*q^8*t^9 + 145*q^7*t^10 - 202*q^6*t^11 + 9*q^5*t^12 - 44*q^4*t^13 - 31*q^3*t^14 + 9*q^2*t^15 - 3*q*t^16 - 11*q^13*t^3 - 25*q^12*t^4 - 17*q^11*t^5 - 40*q^10*t^6 - 75*q^9*t^7 - 49*q^8*t^8 + 80*q^7*t^9 - 104*q^6*t^10 - 13*q^5*t^11 + 94*q^4*t^12 - 25*q^3*t^13 - 4*q^2*t^14 + 5*q*t^15 - q^12*t^3 + 5*q^11*t^4 + 20*q^10*t^5 + 18*q^9*t^6 - 24*q^8*t^7 + 21*q^7*t^8 + 30*q^6*t^9 - 3*q^5*t^10 + 5*q^4*t^11 - 9*q^3*t^12 + q*t^14 + q^10*t^4 - 3*q^9*t^5 - 8*q^8*t^6 + 17*q^6*t^8 - 16*q^5*t^9 - 11*q^4*t^10 + 8*q^3*t^11 + q^2*t^12 - q*t^13 + 2*q^6*t^7 - 3*q^5*t^8 + q^4*t^9 + 2*q^3*t^10 - q^2*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0583] 'FIe`w'

Zeta functions

ask[-]:

(q^8*t^3 + 6*q^7*t^4 + q^6*t^5 - 9*q^8*t^2 - 5*q^7*t^3 - 19*q^6*t^4 - 7*q^5*t^5 + q^9 + 7*q^8*t + 8*q^7*t^2 + 38*q^6*t^3 + 3*q^5*t^4 + 15*q^4*t^5 - 19*q^7*t + 9*q^6*t^2 - 44*q^5*t^3 + 17*q^4*t^4 - 3*q^3*t^5 - 3*q^6*t + 17*q^5*t^2 - 44*q^4*t^3 + 9*q^3*t^4 - 19*q^2*t^5 + 15*q^5*t + 3*q^4*t^2 + 38*q^3*t^3 + 8*q^2*t^4 + 7*q*t^5 + t^6 - 7*q^4*t - 19*q^3*t^2 - 5*q^2*t^3 - 9*q*t^4 + q^3*t + 6*q^2*t^2 + q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

-(2*q^9*t^8 + 2*q^8*t^9 - q^10*t^6 - 4*q^9*t^7 - 8*q^8*t^8 - 12*q^7*t^9 + q^6*t^10 - q^11*t^4 + 5*q^10*t^5 - 9*q^9*t^6 + 37*q^8*t^7 - 20*q^7*t^8 + 42*q^6*t^9 - 6*q^5*t^10 - q^11*t^3 + 17*q^10*t^4 - 60*q^9*t^5 + 127*q^8*t^6 - 155*q^7*t^7 + 135*q^6*t^8 - 80*q^5*t^9 + 9*q^4*t^10 - 4*q^11*t^2 + 18*q^10*t^3 - 56*q^9*t^4 + 72*q^8*t^5 - 116*q^7*t^6 + 16*q^6*t^7 - 64*q^5*t^8 + 16*q^4*t^9 + 10*q^3*t^10 - q^11*t + 10*q^10*t^2 + 31*q^9*t^3 - 219*q^8*t^4 + 547*q^7*t^5 - 695*q^6*t^6 + 701*q^5*t^7 - 313*q^4*t^8 + 114*q^3*t^9 - 31*q^2*t^10 - q^11 - 9*q^10*t + 57*q^9*t^2 - 295*q^8*t^3 + 860*q^7*t^4 - 1300*q^6*t^5 + 1300*q^5*t^6 - 860*q^4*t^7 + 295*q^3*t^8 - 57*q^2*t^9 + 9*q*t^10 + t^11 + 31*q^9*t - 114*q^8*t^2 + 313*q^7*t^3 - 701*q^6*t^4 + 695*q^5*t^5 - 547*q^4*t^6 + 219*q^3*t^7 - 31*q^2*t^8 - 10*q*t^9 + t^10 - 10*q^8*t - 16*q^7*t^2 + 64*q^6*t^3 - 16*q^5*t^4 + 116*q^4*t^5 - 72*q^3*t^6 + 56*q^2*t^7 - 18*q*t^8 + 4*t^9 - 9*q^7*t + 80*q^6*t^2 - 135*q^5*t^3 + 155*q^4*t^4 - 127*q^3*t^5 + 60*q^2*t^6 - 17*q*t^7 + t^8 + 6*q^6*t - 42*q^5*t^2 + 20*q^4*t^3 - 37*q^3*t^4 + 9*q^2*t^5 - 5*q*t^6 + t^7 - q^5*t + 12*q^4*t^2 + 8*q^3*t^3 + 4*q^2*t^4 + q*t^5 - 2*q^3*t^2 - 2*q^2*t^3)/((q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0584] 'FIebw'

Zeta functions

ask[-]:

(4*q^8*t^2 + 7*q^7*t^3 + q^6*t^4 - q^9 - 7*q^8*t - 7*q^7*t^2 - 27*q^6*t^3 - 6*q^5*t^4 + 16*q^7*t + 14*q^6*t^2 + 17*q^5*t^3 + 13*q^4*t^4 + 4*q^6*t - 24*q^5*t^2 + 24*q^4*t^3 - 4*q^3*t^4 - 13*q^5*t - 17*q^4*t^2 - 14*q^3*t^3 - 16*q^2*t^4 + 6*q^4*t + 27*q^3*t^2 + 7*q^2*t^3 + 7*q*t^4 + t^5 - q^3*t - 7*q^2*t^2 - 4*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(2*q^13*t^11 + 4*q^12*t^12 + 4*q^11*t^13 - 6*q^14*t^9 - 8*q^13*t^10 - 16*q^12*t^11 - 28*q^11*t^12 - 24*q^10*t^13 + 2*q^9*t^14 + 4*q^15*t^7 + 2*q^14*t^8 + 39*q^13*t^9 + 66*q^12*t^10 + 22*q^11*t^11 + 41*q^10*t^12 + 81*q^9*t^13 + 8*q^8*t^14 - 10*q^7*t^15 - 3*q^6*t^16 - 2*q^16*t^5 + 5*q^15*t^6 - 27*q^14*t^7 - 60*q^13*t^8 + 10*q^12*t^9 - 92*q^11*t^10 - 96*q^10*t^11 + 42*q^9*t^12 - 70*q^8*t^13 - 75*q^7*t^14 + 29*q^6*t^15 + 16*q^5*t^16 - 5*q^16*t^4 + 24*q^15*t^5 + 44*q^14*t^6 - 134*q^13*t^7 + 101*q^12*t^8 + 67*q^11*t^9 - 268*q^10*t^10 + 86*q^9*t^11 + 54*q^8*t^12 - 147*q^7*t^13 + 88*q^6*t^14 + 10*q^5*t^15 - 30*q^4*t^16 + 2*q^17*t^2 - 4*q^16*t^3 - 17*q^15*t^4 + 76*q^14*t^5 - 184*q^13*t^6 + 214*q^12*t^7 + 511*q^11*t^8 - 390*q^10*t^9 + 220*q^9*t^10 + 544*q^8*t^11 - 229*q^7*t^12 + 114*q^6*t^13 + 86*q^5*t^14 - 76*q^4*t^15 + 13*q^3*t^16 - 4*q^16*t^2 - 52*q^15*t^3 + 127*q^14*t^4 - 92*q^13*t^5 - 206*q^12*t^6 + 288*q^11*t^7 - 705*q^10*t^8 - 280*q^9*t^9 + 614*q^8*t^10 - 574*q^7*t^11 - 271*q^6*t^12 + 216*q^5*t^13 - 98*q^4*t^14 + 26*q^3*t^15 + 21*q^2*t^16 + q^17 + 12*q^16*t - 15*q^15*t^2 + 87*q^14*t^3 + 29*q^13*t^4 - 409*q^12*t^5 + 409*q^11*t^6 + 143*q^10*t^7 - 519*q^9*t^8 + 519*q^8*t^9 - 143*q^7*t^10 - 409*q^6*t^11 + 409*q^5*t^12 - 29*q^4*t^13 - 87*q^3*t^14 + 15*q^2*t^15 - 12*q*t^16 - t^17 - 21*q^15*t - 26*q^14*t^2 + 98*q^13*t^3 - 216*q^12*t^4 + 271*q^11*t^5 + 574*q^10*t^6 - 614*q^9*t^7 + 280*q^8*t^8 + 705*q^7*t^9 - 288*q^6*t^10 + 206*q^5*t^11 + 92*q^4*t^12 - 127*q^3*t^13 + 52*q^2*t^14 + 4*q*t^15 - 13*q^14*t + 76*q^13*t^2 - 86*q^12*t^3 - 114*q^11*t^4 + 229*q^10*t^5 - 544*q^9*t^6 - 220*q^8*t^7 + 390*q^7*t^8 - 511*q^6*t^9 - 214*q^5*t^10 + 184*q^4*t^11 - 76*q^3*t^12 + 17*q^2*t^13 + 4*q*t^14 - 2*t^15 + 30*q^13*t - 10*q^12*t^2 - 88*q^11*t^3 + 147*q^10*t^4 - 54*q^9*t^5 - 86*q^8*t^6 + 268*q^7*t^7 - 67*q^6*t^8 - 101*q^5*t^9 + 134*q^4*t^10 - 44*q^3*t^11 - 24*q^2*t^12 + 5*q*t^13 - 16*q^12*t - 29*q^11*t^2 + 75*q^10*t^3 + 70*q^9*t^4 - 42*q^8*t^5 + 96*q^7*t^6 + 92*q^6*t^7 - 10*q^5*t^8 + 60*q^4*t^9 + 27*q^3*t^10 - 5*q^2*t^11 + 2*q*t^12 + 3*q^11*t + 10*q^10*t^2 - 8*q^9*t^3 - 81*q^8*t^4 - 41*q^7*t^5 - 22*q^6*t^6 - 66*q^5*t^7 - 39*q^4*t^8 - 2*q^3*t^9 - 4*q^2*t^10 - 2*q^8*t^3 + 24*q^7*t^4 + 28*q^6*t^5 + 16*q^5*t^6 + 8*q^4*t^7 + 6*q^3*t^8 - 4*q^6*t^4 - 4*q^5*t^5 - 2*q^4*t^6)/((q^2 - t)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0585] 'FIefw'

Zeta functions

ask[-]:

(q^9 + 8*q^8*t + 8*q^7*t^2 + q^6*t^3 - 15*q^7*t - 33*q^6*t^2 - 6*q^5*t^3 - 5*q^6*t + 28*q^5*t^2 + 13*q^4*t^3 + 13*q^5*t + 28*q^4*t^2 - 5*q^3*t^3 - 6*q^4*t - 33*q^3*t^2 - 15*q^2*t^3 + q^3*t + 8*q^2*t^2 + 8*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(3*q^17*t^5 + 3*q^16*t^6 - q^19*t^2 - q^18*t^3 - 4*q^17*t^4 - 15*q^16*t^5 - 23*q^15*t^6 + q^14*t^7 + q^13*t^8 - 2*q^18*t^2 + 24*q^17*t^3 + 14*q^16*t^4 + 18*q^15*t^5 + 68*q^14*t^6 + 5*q^13*t^7 - 19*q^12*t^8 + q^11*t^9 - q^10*t^10 - q^19 - 7*q^18*t + 22*q^17*t^2 - 16*q^16*t^3 - 96*q^15*t^4 - 15*q^14*t^5 + 10*q^13*t^6 - 47*q^12*t^7 + 50*q^11*t^8 + 13*q^10*t^9 + 3*q^9*t^10 + 15*q^17*t + 15*q^16*t^2 - 167*q^15*t^3 + 111*q^14*t^4 + 225*q^13*t^5 - 228*q^12*t^6 - 76*q^11*t^7 - 4*q^10*t^8 - 40*q^9*t^9 + q^8*t^10 - 2*q^7*t^11 + 7*q^16*t - 67*q^15*t^2 + 199*q^14*t^3 + 206*q^13*t^4 - 321*q^12*t^5 - 12*q^11*t^6 + 365*q^10*t^7 + 34*q^9*t^8 - 10*q^8*t^9 - 32*q^7*t^10 + 9*q^6*t^11 - 3*q^15*t - 47*q^14*t^2 - 21*q^13*t^3 - 119*q^12*t^4 - 131*q^11*t^5 + 224*q^10*t^6 - 60*q^9*t^7 - 189*q^8*t^8 + 58*q^7*t^9 + 83*q^6*t^10 - 11*q^5*t^11 - 11*q^14*t + 83*q^13*t^2 + 58*q^12*t^3 - 189*q^11*t^4 - 60*q^10*t^5 + 224*q^9*t^6 - 131*q^8*t^7 - 119*q^7*t^8 - 21*q^6*t^9 - 47*q^5*t^10 - 3*q^4*t^11 + 9*q^13*t - 32*q^12*t^2 - 10*q^11*t^3 + 34*q^10*t^4 + 365*q^9*t^5 - 12*q^8*t^6 - 321*q^7*t^7 + 206*q^6*t^8 + 199*q^5*t^9 - 67*q^4*t^10 + 7*q^3*t^11 - 2*q^12*t + q^11*t^2 - 40*q^10*t^3 - 4*q^9*t^4 - 76*q^8*t^5 - 228*q^7*t^6 + 225*q^6*t^7 + 111*q^5*t^8 - 167*q^4*t^9 + 15*q^3*t^10 + 15*q^2*t^11 + 3*q^10*t^2 + 13*q^9*t^3 + 50*q^8*t^4 - 47*q^7*t^5 + 10*q^6*t^6 - 15*q^5*t^7 - 96*q^4*t^8 - 16*q^3*t^9 + 22*q^2*t^10 - 7*q*t^11 - t^12 - q^9*t^2 + q^8*t^3 - 19*q^7*t^4 + 5*q^6*t^5 + 68*q^5*t^6 + 18*q^4*t^7 + 14*q^3*t^8 + 24*q^2*t^9 - 2*q*t^10 + q^6*t^4 + q^5*t^5 - 23*q^4*t^6 - 15*q^3*t^7 - 4*q^2*t^8 - q*t^9 - t^10 + 3*q^3*t^6 + 3*q^2*t^7)/((q^3 - t)*(q^2 - t)^2*(q + t)*(q - t)^4*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0586] 'FIejw'

Zeta functions

ask[-]:

ask[+]:

(2*q^22*t^12 + 2*q^21*t^13 + 8*q^20*t^14 - 5*q^23*t^10 - 12*q^22*t^11 - 37*q^21*t^12 + 12*q^20*t^13 - 51*q^19*t^14 - 48*q^18*t^15 - 23*q^17*t^16 + 6*q^16*t^17 + 2*q^15*t^18 - q^26*t^6 - 3*q^25*t^7 + 16*q^24*t^8 + 41*q^23*t^9 - 8*q^22*t^10 - 56*q^21*t^11 + 307*q^20*t^12 + 124*q^19*t^13 + 34*q^18*t^14 + 155*q^17*t^15 + 259*q^16*t^16 + 81*q^15*t^17 - 23*q^14*t^18 - 14*q^13*t^19 - 9*q^25*t^6 - 2*q^24*t^7 + 56*q^23*t^8 - 148*q^22*t^9 - 340*q^21*t^10 + 431*q^20*t^11 - 225*q^19*t^12 - 1049*q^18*t^13 - 607*q^17*t^14 - 511*q^15*t^16 - 648*q^14*t^17 - 145*q^13*t^18 + 41*q^12*t^19 + 30*q^11*t^20 + 7*q^10*t^21 - q^9*t^22 + 4*q^26*t^4 + 4*q^25*t^5 - 58*q^24*t^6 + 91*q^23*t^7 - 7*q^22*t^8 - 352*q^21*t^9 + 625*q^20*t^10 + 469*q^19*t^11 - 797*q^18*t^12 + 711*q^17*t^13 + 2683*q^16*t^14 + 1206*q^15*t^15 + 64*q^14*t^16 + 1062*q^13*t^17 + 864*q^12*t^18 + 285*q^11*t^19 - 66*q^10*t^20 - 67*q^9*t^21 - q^7*t^23 + 2*q^26*t^3 + 30*q^25*t^4 - 102*q^24*t^5 + 70*q^23*t^6 + 436*q^22*t^7 - 157*q^21*t^8 - 135*q^20*t^9 + 1498*q^19*t^10 - 608*q^18*t^11 - 1030*q^17*t^12 + 1186*q^16*t^13 - 1416*q^15*t^14 - 4279*q^14*t^15 - 1602*q^13*t^16 - 537*q^12*t^17 - 841*q^11*t^18 - 1122*q^10*t^19 - 323*q^9*t^20 + 158*q^8*t^21 + 27*q^7*t^22 + 9*q^6*t^23 - 2*q^26*t^2 + 37*q^25*t^3 - 79*q^24*t^4 - 131*q^23*t^5 + 499*q^22*t^6 - 332*q^21*t^7 - 2443*q^20*t^8 + 996*q^19*t^9 - 357*q^18*t^10 - 4137*q^17*t^11 - 101*q^16*t^12 + 1627*q^15*t^13 - 1298*q^14*t^14 + 1776*q^13*t^15 + 4276*q^12*t^16 + 2418*q^11*t^17 - 202*q^10*t^18 + 746*q^9*t^19 + 1129*q^8*t^20 + 48*q^7*t^21 - 70*q^6*t^22 - 32*q^5*t^23 - q^27 - 9*q^26*t - 7*q^25*t^2 - 4*q^24*t^3 - 220*q^23*t^4 + 353*q^22*t^5 + 343*q^21*t^6 - 1933*q^20*t^7 + 2455*q^19*t^8 + 4787*q^18*t^9 - 1108*q^17*t^10 + 1382*q^16*t^11 + 6887*q^15*t^12 + 2064*q^14*t^13 - 2094*q^13*t^14 + 655*q^12*t^15 - 539*q^11*t^16 - 4026*q^10*t^17 - 1420*q^9*t^18 + 610*q^8*t^19 - 856*q^7*t^20 - 503*q^6*t^21 - 8*q^5*t^22 + 56*q^4*t^23 + 6*q^25*t + 131*q^24*t^2 - 58*q^23*t^3 + 113*q^22*t^4 + 771*q^21*t^5 - 659*q^20*t^6 + 122*q^19*t^7 + 2388*q^18*t^8 - 4115*q^17*t^9 - 7158*q^16*t^10 - 397*q^15*t^11 - 762*q^14*t^12 - 8865*q^13*t^13 - 3572*q^12*t^14 + 2317*q^11*t^15 - 219*q^10*t^16 - 139*q^9*t^17 + 2272*q^8*t^18 + 307*q^7*t^19 - 150*q^6*t^20 + 368*q^5*t^21 + 180*q^4*t^22 - 41*q^3*t^23 + 41*q^24*t - 180*q^23*t^2 - 368*q^22*t^3 + 150*q^21*t^4 - 307*q^20*t^5 - 2272*q^19*t^6 + 139*q^18*t^7 + 219*q^17*t^8 - 2317*q^16*t^9 + 3572*q^15*t^10 + 8865*q^14*t^11 + 762*q^13*t^12 + 397*q^12*t^13 + 7158*q^11*t^14 + 4115*q^10*t^15 - 2388*q^9*t^16 - 122*q^8*t^17 + 659*q^7*t^18 - 771*q^6*t^19 - 113*q^5*t^20 + 58*q^4*t^21 - 131*q^3*t^22 - 6*q^2*t^23 - 56*q^23*t + 8*q^22*t^2 + 503*q^21*t^3 + 856*q^20*t^4 - 610*q^19*t^5 + 1420*q^18*t^6 + 4026*q^17*t^7 + 539*q^16*t^8 - 655*q^15*t^9 + 2094*q^14*t^10 - 2064*q^13*t^11 - 6887*q^12*t^12 - 1382*q^11*t^13 + 1108*q^10*t^14 - 4787*q^9*t^15 - 2455*q^8*t^16 + 1933*q^7*t^17 - 343*q^6*t^18 - 353*q^5*t^19 + 220*q^4*t^20 + 4*q^3*t^21 + 7*q^2*t^22 + 9*q*t^23 + t^24 + 32*q^22*t + 70*q^21*t^2 - 48*q^20*t^3 - 1129*q^19*t^4 - 746*q^18*t^5 + 202*q^17*t^6 - 2418*q^16*t^7 - 4276*q^15*t^8 - 1776*q^14*t^9 + 1298*q^13*t^10 - 1627*q^12*t^11 + 101*q^11*t^12 + 4137*q^10*t^13 + 357*q^9*t^14 - 996*q^8*t^15 + 2443*q^7*t^16 + 332*q^6*t^17 - 499*q^5*t^18 + 131*q^4*t^19 + 79*q^3*t^20 - 37*q^2*t^21 + 2*q*t^22 - 9*q^21*t - 27*q^20*t^2 - 158*q^19*t^3 + 323*q^18*t^4 + 1122*q^17*t^5 + 841*q^16*t^6 + 537*q^15*t^7 + 1602*q^14*t^8 + 4279*q^13*t^9 + 1416*q^12*t^10 - 1186*q^11*t^11 + 1030*q^10*t^12 + 608*q^9*t^13 - 1498*q^8*t^14 + 135*q^7*t^15 + 157*q^6*t^16 - 436*q^5*t^17 - 70*q^4*t^18 + 102*q^3*t^19 - 30*q^2*t^20 - 2*q*t^21 + q^20*t + 67*q^18*t^3 + 66*q^17*t^4 - 285*q^16*t^5 - 864*q^15*t^6 - 1062*q^14*t^7 - 64*q^13*t^8 - 1206*q^12*t^9 - 2683*q^11*t^10 - 711*q^10*t^11 + 797*q^9*t^12 - 469*q^8*t^13 - 625*q^7*t^14 + 352*q^6*t^15 + 7*q^5*t^16 - 91*q^4*t^17 + 58*q^3*t^18 - 4*q^2*t^19 - 4*q*t^20 + q^18*t^2 - 7*q^17*t^3 - 30*q^16*t^4 - 41*q^15*t^5 + 145*q^14*t^6 + 648*q^13*t^7 + 511*q^12*t^8 + 607*q^10*t^10 + 1049*q^9*t^11 + 225*q^8*t^12 - 431*q^7*t^13 + 340*q^6*t^14 + 148*q^5*t^15 - 56*q^4*t^16 + 2*q^3*t^17 + 9*q^2*t^18 + 14*q^14*t^5 + 23*q^13*t^6 - 81*q^12*t^7 - 259*q^11*t^8 - 155*q^10*t^9 - 34*q^9*t^10 - 124*q^8*t^11 - 307*q^7*t^12 + 56*q^6*t^13 + 8*q^5*t^14 - 41*q^4*t^15 - 16*q^3*t^16 + 3*q^2*t^17 + q*t^18 - 2*q^12*t^6 - 6*q^11*t^7 + 23*q^10*t^8 + 48*q^9*t^9 + 51*q^8*t^10 - 12*q^7*t^11 + 37*q^6*t^12 + 12*q^5*t^13 + 5*q^4*t^14 - 8*q^7*t^10 - 2*q^6*t^11 - 2*q^5*t^12)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0587] 'FIh\g'

Zeta functions

ask[-]:

(2*q^8*t^3 + q^7*t^4 - 6*q^8*t^2 - q^7*t^3 - 7*q^6*t^4 - q^5*t^5 + q^9 + 2*q^8*t + 4*q^7*t^2 + 14*q^6*t^3 + 6*q^4*t^5 - 9*q^7*t + 14*q^6*t^2 - 25*q^5*t^3 + 9*q^4*t^4 - 4*q^3*t^5 - 4*q^6*t + 9*q^5*t^2 - 25*q^4*t^3 + 14*q^3*t^4 - 9*q^2*t^5 + 6*q^5*t + 14*q^3*t^3 + 4*q^2*t^4 + 2*q*t^5 + t^6 - q^4*t - 7*q^3*t^2 - q^2*t^3 - 6*q*t^4 + q^2*t^2 + 2*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

-(q^9*t^10 - q^10*t^8 - 4*q^8*t^10 - 2*q^7*t^11 + q^11*t^6 - 2*q^10*t^7 + 3*q^9*t^8 + q^8*t^9 + 3*q^7*t^10 + 12*q^6*t^11 - q^11*t^5 + 2*q^10*t^6 - 15*q^9*t^7 + 62*q^8*t^8 - 73*q^7*t^9 + 51*q^6*t^10 - 40*q^5*t^11 - 7*q^11*t^4 + 48*q^10*t^5 - 109*q^9*t^6 + 141*q^8*t^7 - 189*q^7*t^8 + 102*q^6*t^9 - 44*q^5*t^10 + 24*q^4*t^11 + 9*q^3*t^12 + 3*q^12*t^2 - 16*q^11*t^3 + 55*q^10*t^4 - 135*q^9*t^5 + 107*q^8*t^6 + 81*q^7*t^7 - 179*q^6*t^8 + 278*q^5*t^9 - 163*q^4*t^10 + 53*q^3*t^11 - 21*q^2*t^12 + q^12*t - 16*q^11*t^2 + 15*q^10*t^3 + 75*q^9*t^4 - 237*q^8*t^5 + 584*q^7*t^6 - 826*q^6*t^7 + 692*q^5*t^8 - 456*q^4*t^9 + 143*q^3*t^10 - 16*q^2*t^11 + 4*q*t^12 + t^13 + q^12 + 4*q^11*t - 16*q^10*t^2 + 143*q^9*t^3 - 456*q^8*t^4 + 692*q^7*t^5 - 826*q^6*t^6 + 584*q^5*t^7 - 237*q^4*t^8 + 75*q^3*t^9 + 15*q^2*t^10 - 16*q*t^11 + t^12 - 21*q^10*t + 53*q^9*t^2 - 163*q^8*t^3 + 278*q^7*t^4 - 179*q^6*t^5 + 81*q^5*t^6 + 107*q^4*t^7 - 135*q^3*t^8 + 55*q^2*t^9 - 16*q*t^10 + 3*t^11 + 9*q^9*t + 24*q^8*t^2 - 44*q^7*t^3 + 102*q^6*t^4 - 189*q^5*t^5 + 141*q^4*t^6 - 109*q^3*t^7 + 48*q^2*t^8 - 7*q*t^9 - 40*q^7*t^2 + 51*q^6*t^3 - 73*q^5*t^4 + 62*q^4*t^5 - 15*q^3*t^6 + 2*q^2*t^7 - q*t^8 + 12*q^6*t^2 + 3*q^5*t^3 + q^4*t^4 + 3*q^3*t^5 - 2*q^2*t^6 + q*t^7 - 2*q^5*t^2 - 4*q^4*t^3 - q^2*t^5 + q^3*t^3)/((t^2 - q)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 6], [1, 2], [1, 3], [1, 5], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0588] 'FIiZg'

Zeta functions

ask[-]:

(q^7*t^4 - 4*q^8*t^2 + 5*q^7*t^3 - 5*q^6*t^4 - q^5*t^5 + q^9 + 2*q^8*t - 2*q^7*t^2 + 8*q^6*t^3 - 6*q^5*t^4 + 6*q^4*t^5 - 9*q^7*t + 18*q^6*t^2 - 23*q^5*t^3 + 13*q^4*t^4 - 4*q^3*t^5 - 4*q^6*t + 13*q^5*t^2 - 23*q^4*t^3 + 18*q^3*t^4 - 9*q^2*t^5 + 6*q^5*t - 6*q^4*t^2 + 8*q^3*t^3 - 2*q^2*t^4 + 2*q*t^5 + t^6 - q^4*t - 5*q^3*t^2 + 5*q^2*t^3 - 4*q*t^4 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(2*q^24*t^15 + 9*q^23*t^16 + 5*q^22*t^17 + 2*q^21*t^18 + 2*q^27*t^11 + 4*q^26*t^12 - 27*q^25*t^13 - 52*q^24*t^14 + 26*q^23*t^15 - 36*q^22*t^16 - 110*q^21*t^17 - 71*q^20*t^18 - q^19*t^19 - 3*q^18*t^20 - 3*q^17*t^21 + q^16*t^22 - q^29*t^8 - 11*q^28*t^9 + 7*q^27*t^10 + 102*q^26*t^11 - 15*q^25*t^12 - 176*q^24*t^13 + 409*q^23*t^14 + 407*q^22*t^15 + 42*q^21*t^16 + 182*q^20*t^17 + 500*q^19*t^18 + 319*q^18*t^19 + 98*q^17*t^20 - 12*q^15*t^22 + 2*q^14*t^23 + q^13*t^24 + 2*q^30*t^6 + 10*q^29*t^7 - 33*q^28*t^8 - 74*q^27*t^9 + 228*q^26*t^10 - 18*q^25*t^11 - 873*q^24*t^12 + 349*q^23*t^13 + 191*q^22*t^14 - 1695*q^21*t^15 - 1845*q^20*t^16 - 524*q^19*t^17 - 756*q^18*t^18 - 1313*q^17*t^19 - 1019*q^16*t^20 - 348*q^15*t^21 + 43*q^14*t^22 + 33*q^13*t^23 - 5*q^12*t^24 - 3*q^11*t^25 + 17*q^29*t^6 - 5*q^28*t^7 - 207*q^27*t^8 + 235*q^26*t^9 + 317*q^25*t^10 - 1403*q^24*t^11 + 515*q^23*t^12 + 2380*q^22*t^13 + 39*q^21*t^14 + 122*q^20*t^15 + 4667*q^19*t^16 + 5050*q^18*t^17 + 2213*q^17*t^18 + 1718*q^16*t^19 + 2552*q^15*t^20 + 2140*q^14*t^21 + 554*q^13*t^22 - 62*q^12*t^23 - 33*q^11*t^24 - 3*q^10*t^25 + 2*q^9*t^26 - 7*q^30*t^4 - 8*q^29*t^5 + 148*q^28*t^6 - 109*q^27*t^7 + 62*q^26*t^8 + 1397*q^25*t^9 - 353*q^24*t^10 - 426*q^23*t^11 + 3559*q^22*t^12 + 46*q^21*t^13 - 5709*q^20*t^14 - 2066*q^19*t^15 - 1365*q^18*t^16 - 8544*q^17*t^17 - 9879*q^16*t^18 - 4968*q^15*t^19 - 2423*q^14*t^20 - 3931*q^13*t^21 - 2731*q^12*t^22 - 711*q^11*t^23 - 12*q^10*t^24 + 82*q^9*t^25 + 2*q^8*t^26 + 2*q^7*t^27 - 5*q^30*t^3 - 56*q^29*t^4 + 170*q^28*t^5 - 165*q^27*t^6 - 1228*q^26*t^7 + 553*q^25*t^8 - 361*q^24*t^9 - 5985*q^23*t^10 - 1170*q^22*t^11 + 608*q^21*t^12 - 7397*q^20*t^13 - 2416*q^19*t^14 + 9259*q^18*t^15 + 6054*q^17*t^16 + 3157*q^16*t^17 + 10988*q^15*t^18 + 14421*q^14*t^19 + 6105*q^13*t^20 + 3225*q^12*t^21 + 3857*q^11*t^22 + 2556*q^10*t^23 + 854*q^9*t^24 - 128*q^8*t^25 - 41*q^7*t^26 - 15*q^6*t^27 + 5*q^30*t^2 - 47*q^29*t^3 + 113*q^28*t^4 + 215*q^27*t^5 - 941*q^26*t^6 + 1195*q^25*t^7 + 4499*q^24*t^8 - 1959*q^23*t^9 + 2991*q^22*t^10 + 14485*q^21*t^11 + 7076*q^20*t^12 + 159*q^19*t^13 + 10680*q^18*t^14 + 7937*q^17*t^15 - 10032*q^16*t^16 - 10526*q^15*t^17 - 3091*q^14*t^18 - 11516*q^13*t^19 - 13454*q^12*t^20 - 6287*q^11*t^21 - 2513*q^10*t^22 - 2472*q^9*t^23 - 2212*q^8*t^24 - 328*q^7*t^25 + 67*q^6*t^26 + 44*q^5*t^27 + q^31 + 14*q^30*t + 14*q^29*t^2 + 7*q^28*t^3 + 408*q^27*t^4 - 336*q^26*t^5 - 318*q^25*t^6 + 3041*q^24*t^7 - 3760*q^23*t^8 - 8335*q^22*t^9 + 72*q^21*t^10 - 5146*q^20*t^11 - 24986*q^19*t^12 - 19144*q^18*t^13 - 578*q^17*t^14 - 11870*q^16*t^15 - 14872*q^15*t^16 + 7140*q^14*t^17 + 11051*q^13*t^18 + 3361*q^12*t^19 + 6843*q^11*t^20 + 9712*q^10*t^21 + 4564*q^9*t^22 + 572*q^8*t^23 + 1734*q^7*t^24 + 1001*q^6*t^25 + 93*q^5*t^26 - 63*q^4*t^27 - 19*q^29*t - 208*q^28*t^2 + 10*q^27*t^3 - 347*q^26*t^4 - 1889*q^25*t^5 + 164*q^24*t^6 - 589*q^23*t^7 - 5408*q^22*t^8 + 2840*q^21*t^9 + 14429*q^20*t^10 + 4650*q^19*t^11 + 3855*q^18*t^12 + 33277*q^17*t^13 + 29524*q^16*t^14 + 2857*q^15*t^15 + 8804*q^14*t^16 + 18084*q^13*t^17 - 1319*q^12*t^18 - 9279*q^11*t^19 - 1663*q^10*t^20 - 2149*q^9*t^21 - 5352*q^8*t^22 - 1650*q^7*t^23 - 121*q^6*t^24 - 702*q^5*t^25 - 316*q^4*t^26 + 33*q^3*t^27 - 33*q^28*t + 316*q^27*t^2 + 702*q^26*t^3 + 121*q^25*t^4 + 1650*q^24*t^5 + 5352*q^23*t^6 + 2149*q^22*t^7 + 1663*q^21*t^8 + 9279*q^20*t^9 + 1319*q^19*t^10 - 18084*q^18*t^11 - 8804*q^17*t^12 - 2857*q^16*t^13 - 29524*q^15*t^14 - 33277*q^14*t^15 - 3855*q^13*t^16 - 4650*q^12*t^17 - 14429*q^11*t^18 - 2840*q^10*t^19 + 5408*q^9*t^20 + 589*q^8*t^21 - 164*q^7*t^22 + 1889*q^6*t^23 + 347*q^5*t^24 - 10*q^4*t^25 + 208*q^3*t^26 + 19*q^2*t^27 + 63*q^27*t - 93*q^26*t^2 - 1001*q^25*t^3 - 1734*q^24*t^4 - 572*q^23*t^5 - 4564*q^22*t^6 - 9712*q^21*t^7 - 6843*q^20*t^8 - 3361*q^19*t^9 - 11051*q^18*t^10 - 7140*q^17*t^11 + 14872*q^16*t^12 + 11870*q^15*t^13 + 578*q^14*t^14 + 19144*q^13*t^15 + 24986*q^12*t^16 + 5146*q^11*t^17 - 72*q^10*t^18 + 8335*q^9*t^19 + 3760*q^8*t^20 - 3041*q^7*t^21 + 318*q^6*t^22 + 336*q^5*t^23 - 408*q^4*t^24 - 7*q^3*t^25 - 14*q^2*t^26 - 14*q*t^27 - t^28 - 44*q^26*t - 67*q^25*t^2 + 328*q^24*t^3 + 2212*q^23*t^4 + 2472*q^22*t^5 + 2513*q^21*t^6 + 6287*q^20*t^7 + 13454*q^19*t^8 + 11516*q^18*t^9 + 3091*q^17*t^10 + 10526*q^16*t^11 + 10032*q^15*t^12 - 7937*q^14*t^13 - 10680*q^13*t^14 - 159*q^12*t^15 - 7076*q^11*t^16 - 14485*q^10*t^17 - 2991*q^9*t^18 + 1959*q^8*t^19 - 4499*q^7*t^20 - 1195*q^6*t^21 + 941*q^5*t^22 - 215*q^4*t^23 - 113*q^3*t^24 + 47*q^2*t^25 - 5*q*t^26 + 15*q^25*t + 41*q^24*t^2 + 128*q^23*t^3 - 854*q^22*t^4 - 2556*q^21*t^5 - 3857*q^20*t^6 - 3225*q^19*t^7 - 6105*q^18*t^8 - 14421*q^17*t^9 - 10988*q^16*t^10 - 3157*q^15*t^11 - 6054*q^14*t^12 - 9259*q^13*t^13 + 2416*q^12*t^14 + 7397*q^11*t^15 - 608*q^10*t^16 + 1170*q^9*t^17 + 5985*q^8*t^18 + 361*q^7*t^19 - 553*q^6*t^20 + 1228*q^5*t^21 + 165*q^4*t^22 - 170*q^3*t^23 + 56*q^2*t^24 + 5*q*t^25 - 2*q^24*t - 2*q^23*t^2 - 82*q^22*t^3 + 12*q^21*t^4 + 711*q^20*t^5 + 2731*q^19*t^6 + 3931*q^18*t^7 + 2423*q^17*t^8 + 4968*q^16*t^9 + 9879*q^15*t^10 + 8544*q^14*t^11 + 1365*q^13*t^12 + 2066*q^12*t^13 + 5709*q^11*t^14 - 46*q^10*t^15 - 3559*q^9*t^16 + 426*q^8*t^17 + 353*q^7*t^18 - 1397*q^6*t^19 - 62*q^5*t^20 + 109*q^4*t^21 - 148*q^3*t^22 + 8*q^2*t^23 + 7*q*t^24 - 2*q^22*t^2 + 3*q^21*t^3 + 33*q^20*t^4 + 62*q^19*t^5 - 554*q^18*t^6 - 2140*q^17*t^7 - 2552*q^16*t^8 - 1718*q^15*t^9 - 2213*q^14*t^10 - 5050*q^13*t^11 - 4667*q^12*t^12 - 122*q^11*t^13 - 39*q^10*t^14 - 2380*q^9*t^15 - 515*q^8*t^16 + 1403*q^7*t^17 - 317*q^6*t^18 - 235*q^5*t^19 + 207*q^4*t^20 + 5*q^3*t^21 - 17*q^2*t^22 + 3*q^20*t^3 + 5*q^19*t^4 - 33*q^18*t^5 - 43*q^17*t^6 + 348*q^16*t^7 + 1019*q^15*t^8 + 1313*q^14*t^9 + 756*q^13*t^10 + 524*q^12*t^11 + 1845*q^11*t^12 + 1695*q^10*t^13 - 191*q^9*t^14 - 349*q^8*t^15 + 873*q^7*t^16 + 18*q^6*t^17 - 228*q^5*t^18 + 74*q^4*t^19 + 33*q^3*t^20 - 10*q^2*t^21 - 2*q*t^22 - q^18*t^4 - 2*q^17*t^5 + 12*q^16*t^6 - 98*q^14*t^8 - 319*q^13*t^9 - 500*q^12*t^10 - 182*q^11*t^11 - 42*q^10*t^12 - 407*q^9*t^13 - 409*q^8*t^14 + 176*q^7*t^15 + 15*q^6*t^16 - 102*q^5*t^17 - 7*q^4*t^18 + 11*q^3*t^19 + q^2*t^20 - q^15*t^6 + 3*q^14*t^7 + 3*q^13*t^8 + q^12*t^9 + 71*q^11*t^10 + 110*q^10*t^11 + 36*q^9*t^12 - 26*q^8*t^13 + 52*q^7*t^14 + 27*q^6*t^15 - 4*q^5*t^16 - 2*q^4*t^17 - 2*q^10*t^10 - 5*q^9*t^11 - 9*q^8*t^12 - 2*q^7*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^4*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0589] 'FIjPw'

Zeta functions

ask[-]:

(2*q^8*t^2 + 3*q^7*t^3 - q^9 - 5*q^8*t + 2*q^7*t^2 - 14*q^6*t^3 - 2*q^5*t^4 + 11*q^7*t + 5*q^5*t^3 + 9*q^4*t^4 + 6*q^6*t - 20*q^5*t^2 + 20*q^4*t^3 - 6*q^3*t^4 - 9*q^5*t - 5*q^4*t^2 - 11*q^2*t^4 + 2*q^4*t + 14*q^3*t^2 - 2*q^2*t^3 + 5*q*t^4 + t^5 - 3*q^2*t^2 - 2*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(q^15*t^13 - 2*q^13*t^15 - 2*q^12*t^16 + q^18*t^9 - 2*q^17*t^10 - 10*q^16*t^11 + 7*q^15*t^12 + 15*q^14*t^13 - 4*q^13*t^14 - q^12*t^15 + 17*q^11*t^16 + 7*q^10*t^17 + q^19*t^7 + 5*q^18*t^8 - 20*q^16*t^10 + 39*q^15*t^11 + 35*q^14*t^12 - 95*q^13*t^13 - 57*q^12*t^14 + 40*q^11*t^15 - 26*q^10*t^16 - 42*q^9*t^17 - 5*q^8*t^18 - q^7*t^19 - q^19*t^6 - 8*q^18*t^7 + 4*q^17*t^8 - 29*q^16*t^9 + 2*q^15*t^10 + 67*q^14*t^11 - 143*q^13*t^12 + 5*q^12*t^13 + 315*q^11*t^14 + 29*q^10*t^15 - 77*q^9*t^16 + 69*q^8*t^17 + 30*q^7*t^18 + 7*q^6*t^19 - 3*q^19*t^5 - 24*q^18*t^6 + 62*q^17*t^7 + 87*q^16*t^8 - 165*q^15*t^9 + 151*q^14*t^10 + 107*q^13*t^11 - 186*q^12*t^12 + 228*q^11*t^13 - 190*q^10*t^14 - 421*q^9*t^15 + 127*q^8*t^16 + 71*q^7*t^17 - 57*q^6*t^18 - 21*q^5*t^19 + 8*q^19*t^4 - 8*q^18*t^5 + 26*q^17*t^6 + 128*q^16*t^7 - 530*q^15*t^8 - 42*q^14*t^9 + 675*q^13*t^10 - 728*q^12*t^11 - 225*q^11*t^12 + 497*q^10*t^13 - 288*q^9*t^14 + 257*q^8*t^15 + 211*q^7*t^16 - 236*q^6*t^17 - 11*q^5*t^18 + 32*q^4*t^19 - q^20*t^2 + 7*q^19*t^3 + 4*q^18*t^4 - 144*q^17*t^5 + 187*q^16*t^6 - 140*q^15*t^7 - 131*q^14*t^8 + 1429*q^13*t^9 - 738*q^12*t^10 - 1019*q^11*t^11 + 1731*q^10*t^12 - 167*q^9*t^13 - 584*q^8*t^14 + 457*q^7*t^15 - 190*q^6*t^16 + 53*q^5*t^17 + 118*q^4*t^18 - 14*q^3*t^19 + 3*q^19*t^2 + 47*q^18*t^3 - 140*q^17*t^4 + 195*q^16*t^5 + 447*q^15*t^6 - 891*q^14*t^7 + 550*q^13*t^8 - 18*q^12*t^9 - 1799*q^11*t^10 + 1841*q^10*t^11 + 325*q^9*t^12 - 1876*q^8*t^13 + 621*q^7*t^14 + 186*q^6*t^15 - 327*q^5*t^16 + 52*q^4*t^17 - 54*q^3*t^18 - 20*q^2*t^19 - q^20 - 11*q^19*t + 11*q^18*t^2 - 102*q^17*t^3 - 70*q^16*t^4 + 497*q^15*t^5 - 998*q^14*t^6 - 376*q^13*t^7 + 1741*q^12*t^8 - 1243*q^11*t^9 + 1243*q^9*t^11 - 1741*q^8*t^12 + 376*q^7*t^13 + 998*q^6*t^14 - 497*q^5*t^15 + 70*q^4*t^16 + 102*q^3*t^17 - 11*q^2*t^18 + 11*q*t^19 + t^20 + 20*q^18*t + 54*q^17*t^2 - 52*q^16*t^3 + 327*q^15*t^4 - 186*q^14*t^5 - 621*q^13*t^6 + 1876*q^12*t^7 - 325*q^11*t^8 - 1841*q^10*t^9 + 1799*q^9*t^10 + 18*q^8*t^11 - 550*q^7*t^12 + 891*q^6*t^13 - 447*q^5*t^14 - 195*q^4*t^15 + 140*q^3*t^16 - 47*q^2*t^17 - 3*q*t^18 + 14*q^17*t - 118*q^16*t^2 - 53*q^15*t^3 + 190*q^14*t^4 - 457*q^13*t^5 + 584*q^12*t^6 + 167*q^11*t^7 - 1731*q^10*t^8 + 1019*q^9*t^9 + 738*q^8*t^10 - 1429*q^7*t^11 + 131*q^6*t^12 + 140*q^5*t^13 - 187*q^4*t^14 + 144*q^3*t^15 - 4*q^2*t^16 - 7*q*t^17 + t^18 - 32*q^16*t + 11*q^15*t^2 + 236*q^14*t^3 - 211*q^13*t^4 - 257*q^12*t^5 + 288*q^11*t^6 - 497*q^10*t^7 + 225*q^9*t^8 + 728*q^8*t^9 - 675*q^7*t^10 + 42*q^6*t^11 + 530*q^5*t^12 - 128*q^4*t^13 - 26*q^3*t^14 + 8*q^2*t^15 - 8*q*t^16 + 21*q^15*t + 57*q^14*t^2 - 71*q^13*t^3 - 127*q^12*t^4 + 421*q^11*t^5 + 190*q^10*t^6 - 228*q^9*t^7 + 186*q^8*t^8 - 107*q^7*t^9 - 151*q^6*t^10 + 165*q^5*t^11 - 87*q^4*t^12 - 62*q^3*t^13 + 24*q^2*t^14 + 3*q*t^15 - 7*q^14*t - 30*q^13*t^2 - 69*q^12*t^3 + 77*q^11*t^4 - 29*q^10*t^5 - 315*q^9*t^6 - 5*q^8*t^7 + 143*q^7*t^8 - 67*q^6*t^9 - 2*q^5*t^10 + 29*q^4*t^11 - 4*q^3*t^12 + 8*q^2*t^13 + q*t^14 + q^13*t + 5*q^12*t^2 + 42*q^11*t^3 + 26*q^10*t^4 - 40*q^9*t^5 + 57*q^8*t^6 + 95*q^7*t^7 - 35*q^6*t^8 - 39*q^5*t^9 + 20*q^4*t^10 - 5*q^2*t^12 - q*t^13 - 7*q^10*t^3 - 17*q^9*t^4 + q^8*t^5 + 4*q^7*t^6 - 15*q^6*t^7 - 7*q^5*t^8 + 10*q^4*t^9 + 2*q^3*t^10 - q^2*t^11 + 2*q^8*t^4 + 2*q^7*t^5 - q^5*t^7)/((q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 5], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0590] 'FImrw'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 - q^5*t + q^4*t^2 + 2*q^4*t - 4*q^3*t^2 + 4*q^3*t - 2*q^2*t^2 - q^2*t + q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

-(q^9*t^7 + q^8*t^8 + q^10*t^5 + q^9*t^6 + 4*q^8*t^7 - q^7*t^8 + q^10*t^4 - 16*q^9*t^5 - 11*q^8*t^6 - 16*q^7*t^7 - 14*q^6*t^8 - q^5*t^9 - 2*q^11*t^2 + 2*q^10*t^3 - 4*q^9*t^4 + 18*q^8*t^5 + 49*q^7*t^6 + 17*q^6*t^7 + 24*q^5*t^8 + 6*q^4*t^9 + 11*q^10*t^2 + 20*q^9*t^3 - 12*q^8*t^4 + 25*q^7*t^5 - 27*q^6*t^6 - 30*q^5*t^7 + 6*q^4*t^8 - 5*q^3*t^9 - q^11 - 6*q^10*t - 9*q^9*t^2 - 51*q^8*t^3 - 24*q^7*t^4 - 6*q^6*t^5 - 65*q^5*t^6 + 3*q^4*t^7 - 13*q^3*t^8 - 10*q^2*t^9 + 10*q^9*t + 13*q^8*t^2 - 3*q^7*t^3 + 65*q^6*t^4 + 6*q^5*t^5 + 24*q^4*t^6 + 51*q^3*t^7 + 9*q^2*t^8 + 6*q*t^9 + t^10 + 5*q^8*t - 6*q^7*t^2 + 30*q^6*t^3 + 27*q^5*t^4 - 25*q^4*t^5 + 12*q^3*t^6 - 20*q^2*t^7 - 11*q*t^8 - 6*q^7*t - 24*q^6*t^2 - 17*q^5*t^3 - 49*q^4*t^4 - 18*q^3*t^5 + 4*q^2*t^6 - 2*q*t^7 + 2*t^8 + q^6*t + 14*q^5*t^2 + 16*q^4*t^3 + 11*q^3*t^4 + 16*q^2*t^5 - q*t^6 + q^4*t^2 - 4*q^3*t^3 - q^2*t^4 - q*t^5 - q^3*t^2 - q^2*t^3)/((q^2 - t)*(t^2 - q)*(q - t)*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0591] 'FImvw'

Zeta functions

ask[-]:

(q^8 + 2*q^7*t - 2*q^6*t - q^5*t^2 - 5*q^5*t - q^4*t^2 + q^4*t + 5*q^3*t^2 + q^3*t + 2*q^2*t^2 - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^16*t^5 - q^18*t^2 + q^17*t^3 - 2*q^16*t^4 - 3*q^15*t^5 + 2*q^17*t^2 + 3*q^16*t^3 + 6*q^13*t^6 - 4*q^12*t^7 - 2*q^11*t^8 + q^10*t^9 - q^18 - q^17*t + 10*q^16*t^2 - 14*q^15*t^3 - 7*q^14*t^4 + 19*q^13*t^5 - q^12*t^6 + 7*q^10*t^8 - 2*q^9*t^9 + 2*q^16*t - 4*q^15*t^2 - 21*q^14*t^3 + 13*q^13*t^4 + 15*q^12*t^5 - 37*q^11*t^6 - 3*q^10*t^7 + 6*q^9*t^8 + 9*q^15*t - 17*q^14*t^2 + 9*q^13*t^3 + 53*q^12*t^4 - 36*q^11*t^5 - 26*q^10*t^6 + 33*q^9*t^7 - 11*q^8*t^8 - 3*q^7*t^9 - 2*q^6*t^10 + q^14*t - 13*q^13*t^2 + 19*q^12*t^3 + 20*q^11*t^4 - 57*q^10*t^5 + 39*q^9*t^6 + 45*q^8*t^7 - 24*q^7*t^8 + 6*q^5*t^10 - 6*q^13*t + 24*q^11*t^3 - 45*q^10*t^4 - 39*q^9*t^5 + 57*q^8*t^6 - 20*q^7*t^7 - 19*q^6*t^8 + 13*q^5*t^9 - q^4*t^10 + 2*q^12*t + 3*q^11*t^2 + 11*q^10*t^3 - 33*q^9*t^4 + 26*q^8*t^5 + 36*q^7*t^6 - 53*q^6*t^7 - 9*q^5*t^8 + 17*q^4*t^9 - 9*q^3*t^10 - 6*q^9*t^3 + 3*q^8*t^4 + 37*q^7*t^5 - 15*q^6*t^6 - 13*q^5*t^7 + 21*q^4*t^8 + 4*q^3*t^9 - 2*q^2*t^10 + 2*q^9*t^2 - 7*q^8*t^3 + q^6*t^5 - 19*q^5*t^6 + 7*q^4*t^7 + 14*q^3*t^8 - 10*q^2*t^9 + q*t^10 + t^11 - q^8*t^2 + 2*q^7*t^3 + 4*q^6*t^4 - 6*q^5*t^5 - 3*q^2*t^8 - 2*q*t^9 + 3*q^3*t^6 + 2*q^2*t^7 - q*t^8 + t^9 - q^2*t^6)/((q^3 - t)*(q^2 - t)^2*(q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0592] 'FIm~w'

Zeta functions

ask[-]:

(q^6 + q^5*t - 4*q^3*t + q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^26*t^8 - q^29*t^4 - 2*q^28*t^5 + 2*q^27*t^6 + 3*q^26*t^7 - 8*q^25*t^8 - q^24*t^9 + q^23*t^10 + 12*q^27*t^5 + 5*q^26*t^6 - 21*q^25*t^7 + 7*q^24*t^8 + 11*q^23*t^9 - 4*q^21*t^11 - q^20*t^12 + q^19*t^13 - 6*q^28*t^3 + 8*q^27*t^4 + 9*q^26*t^5 - 24*q^25*t^6 - 20*q^24*t^7 + 12*q^23*t^8 + 41*q^22*t^9 + 5*q^21*t^10 - 21*q^20*t^11 + 3*q^19*t^12 + 3*q^18*t^13 - q^17*t^14 + q^30 + 3*q^29*t - 4*q^28*t^2 - 10*q^27*t^3 + 7*q^26*t^4 - q^25*t^5 - 60*q^24*t^6 + 59*q^23*t^7 + 93*q^22*t^8 - 136*q^21*t^9 - 75*q^20*t^10 + 94*q^19*t^11 - 3*q^18*t^12 - 20*q^17*t^13 + 8*q^16*t^14 - 17*q^27*t^2 + 24*q^26*t^3 + 69*q^25*t^4 - 89*q^24*t^5 + 95*q^22*t^7 - 83*q^21*t^8 + 64*q^20*t^9 + 42*q^19*t^10 - 152*q^18*t^11 + 44*q^17*t^12 + 59*q^16*t^13 - 28*q^15*t^14 - 4*q^14*t^15 - 12*q^27*t + 14*q^26*t^2 + 37*q^25*t^3 - 74*q^24*t^4 - 14*q^23*t^5 + 74*q^22*t^6 + 18*q^21*t^7 - 25*q^20*t^8 - 113*q^19*t^9 + 98*q^18*t^10 + 182*q^17*t^11 - 105*q^16*t^12 - 66*q^15*t^13 + 40*q^14*t^14 + q^13*t^15 + q^12*t^16 - q^26*t - 7*q^25*t^2 + 35*q^24*t^3 - 19*q^23*t^4 - 105*q^22*t^5 + 101*q^21*t^6 + 12*q^20*t^7 - 124*q^19*t^8 + 61*q^18*t^9 - 102*q^17*t^10 + 17*q^16*t^11 + 166*q^15*t^12 - 81*q^14*t^13 - 42*q^13*t^14 + 34*q^12*t^15 - 6*q^11*t^16 + q^10*t^17 + 8*q^25*t + 44*q^24*t^2 - 98*q^23*t^3 - 66*q^22*t^4 + 215*q^21*t^5 - 30*q^20*t^6 - 60*q^19*t^7 + 37*q^18*t^8 - 144*q^17*t^9 + 193*q^16*t^10 - 48*q^15*t^11 - 244*q^14*t^12 + 180*q^13*t^13 + 28*q^12*t^14 - 73*q^11*t^15 + 27*q^10*t^16 - 3*q^9*t^17 - 3*q^24*t - 36*q^23*t^2 + 78*q^22*t^3 + 13*q^21*t^4 - 159*q^20*t^5 + 152*q^19*t^6 + 65*q^18*t^7 - 183*q^17*t^8 + 141*q^16*t^9 + 68*q^15*t^10 - 5*q^14*t^11 - 39*q^13*t^12 - 156*q^12*t^13 + 93*q^11*t^14 + 61*q^10*t^15 - 57*q^9*t^16 + 11*q^8*t^17 + 11*q^22*t^2 - 57*q^21*t^3 + 61*q^20*t^4 + 93*q^19*t^5 - 156*q^18*t^6 - 39*q^17*t^7 - 5*q^16*t^8 + 68*q^15*t^9 + 141*q^14*t^10 - 183*q^13*t^11 + 65*q^12*t^12 + 152*q^11*t^13 - 159*q^10*t^14 + 13*q^9*t^15 + 78*q^8*t^16 - 36*q^7*t^17 - 3*q^6*t^18 - 3*q^21*t^2 + 27*q^20*t^3 - 73*q^19*t^4 + 28*q^18*t^5 + 180*q^17*t^6 - 244*q^16*t^7 - 48*q^15*t^8 + 193*q^14*t^9 - 144*q^13*t^10 + 37*q^12*t^11 - 60*q^11*t^12 - 30*q^10*t^13 + 215*q^9*t^14 - 66*q^8*t^15 - 98*q^7*t^16 + 44*q^6*t^17 + 8*q^5*t^18 + q^20*t^2 - 6*q^19*t^3 + 34*q^18*t^4 - 42*q^17*t^5 - 81*q^16*t^6 + 166*q^15*t^7 + 17*q^14*t^8 - 102*q^13*t^9 + 61*q^12*t^10 - 124*q^11*t^11 + 12*q^10*t^12 + 101*q^9*t^13 - 105*q^8*t^14 - 19*q^7*t^15 + 35*q^6*t^16 - 7*q^5*t^17 - q^4*t^18 + q^18*t^3 + q^17*t^4 + 40*q^16*t^5 - 66*q^15*t^6 - 105*q^14*t^7 + 182*q^13*t^8 + 98*q^12*t^9 - 113*q^11*t^10 - 25*q^10*t^11 + 18*q^9*t^12 + 74*q^8*t^13 - 14*q^7*t^14 - 74*q^6*t^15 + 37*q^5*t^16 + 14*q^4*t^17 - 12*q^3*t^18 - 4*q^16*t^4 - 28*q^15*t^5 + 59*q^14*t^6 + 44*q^13*t^7 - 152*q^12*t^8 + 42*q^11*t^9 + 64*q^10*t^10 - 83*q^9*t^11 + 95*q^8*t^12 - 89*q^6*t^14 + 69*q^5*t^15 + 24*q^4*t^16 - 17*q^3*t^17 + 8*q^14*t^5 - 20*q^13*t^6 - 3*q^12*t^7 + 94*q^11*t^8 - 75*q^10*t^9 - 136*q^9*t^10 + 93*q^8*t^11 + 59*q^7*t^12 - 60*q^6*t^13 - q^5*t^14 + 7*q^4*t^15 - 10*q^3*t^16 - 4*q^2*t^17 + 3*q*t^18 + t^19 - q^13*t^5 + 3*q^12*t^6 + 3*q^11*t^7 - 21*q^10*t^8 + 5*q^9*t^9 + 41*q^8*t^10 + 12*q^7*t^11 - 20*q^6*t^12 - 24*q^5*t^13 + 9*q^4*t^14 + 8*q^3*t^15 - 6*q^2*t^16 + q^11*t^6 - q^10*t^7 - 4*q^9*t^8 + 11*q^7*t^10 + 7*q^6*t^11 - 21*q^5*t^12 + 5*q^4*t^13 + 12*q^3*t^14 + q^7*t^9 - q^6*t^10 - 8*q^5*t^11 + 3*q^4*t^12 + 2*q^3*t^13 - 2*q^2*t^14 - q*t^15 + q^4*t^11)/((q^5 - t^2)*(q^3 - t)*(q^2 + t)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0593] 'FInrw'

Zeta functions

ask[-]:

-(q^11 - q^9*t^2 + q^8*t^3 - 2*q^9*t - 2*q^8*t^2 - 3*q^8*t + 9*q^7*t^2 + q^6*t^3 - 2*q^5*t^4 - 2*q^7*t + 6*q^6*t^2 - 6*q^5*t^3 + 2*q^4*t^4 + 2*q^6*t - q^5*t^2 - 9*q^4*t^3 + 3*q^3*t^4 + 2*q^3*t^3 + 2*q^2*t^4 - q^3*t^2 + q^2*t^3 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(4*q^18*t^8 + 2*q^17*t^9 + 5*q^16*t^10 - 4*q^19*t^6 - q^18*t^7 - 12*q^17*t^8 - 3*q^16*t^9 - 48*q^15*t^10 - 19*q^14*t^11 - q^13*t^12 - q^20*t^4 - 5*q^19*t^5 - 8*q^18*t^6 + 10*q^17*t^7 + 44*q^16*t^8 - 30*q^15*t^9 + 101*q^14*t^10 + 110*q^13*t^11 + 41*q^12*t^12 + 15*q^11*t^13 - q^10*t^14 - q^9*t^15 + 2*q^20*t^3 + 19*q^19*t^4 + q^18*t^5 + 59*q^17*t^6 + 56*q^16*t^7 - 54*q^15*t^8 + 8*q^14*t^9 - 43*q^13*t^10 - 147*q^12*t^11 - 129*q^11*t^12 - 117*q^10*t^13 - 14*q^9*t^14 + 7*q^8*t^15 + 3*q^20*t^2 + 15*q^19*t^3 - 49*q^18*t^4 - 52*q^17*t^5 - 95*q^16*t^6 - 71*q^15*t^7 - 220*q^14*t^8 - 80*q^13*t^9 + 74*q^12*t^10 + 24*q^11*t^11 - 15*q^10*t^12 + 252*q^9*t^13 + 105*q^8*t^14 - 12*q^7*t^15 - q^21 - 6*q^20*t - 13*q^19*t^2 - 20*q^18*t^3 - 54*q^17*t^4 + 28*q^16*t^5 + 352*q^15*t^6 - 38*q^14*t^7 + 134*q^13*t^8 + 584*q^12*t^9 + 100*q^11*t^10 - 120*q^10*t^11 + 296*q^9*t^12 - 67*q^8*t^13 - 195*q^7*t^14 - 10*q^6*t^15 - 2*q^5*t^16 + 7*q^19*t + 66*q^18*t^2 + 2*q^17*t^3 + 81*q^16*t^4 + 319*q^15*t^5 - 220*q^14*t^6 - 408*q^13*t^7 + 264*q^12*t^8 - 273*q^11*t^9 - 566*q^10*t^10 - 102*q^9*t^11 - 141*q^8*t^12 - 201*q^7*t^13 + 56*q^6*t^14 + 17*q^5*t^15 + 10*q^4*t^16 + 12*q^18*t - 59*q^17*t^2 - 68*q^16*t^3 - 74*q^15*t^4 - 224*q^14*t^5 - 438*q^13*t^6 + 119*q^12*t^7 + 158*q^11*t^8 - 158*q^10*t^9 - 119*q^9*t^10 + 438*q^8*t^11 + 224*q^7*t^12 + 74*q^6*t^13 + 68*q^5*t^14 + 59*q^4*t^15 - 12*q^3*t^16 - 10*q^17*t - 17*q^16*t^2 - 56*q^15*t^3 + 201*q^14*t^4 + 141*q^13*t^5 + 102*q^12*t^6 + 566*q^11*t^7 + 273*q^10*t^8 - 264*q^9*t^9 + 408*q^8*t^10 + 220*q^7*t^11 - 319*q^6*t^12 - 81*q^5*t^13 - 2*q^4*t^14 - 66*q^3*t^15 - 7*q^2*t^16 + 2*q^16*t + 10*q^15*t^2 + 195*q^14*t^3 + 67*q^13*t^4 - 296*q^12*t^5 + 120*q^11*t^6 - 100*q^10*t^7 - 584*q^9*t^8 - 134*q^8*t^9 + 38*q^7*t^10 - 352*q^6*t^11 - 28*q^5*t^12 + 54*q^4*t^13 + 20*q^3*t^14 + 13*q^2*t^15 + 6*q*t^16 + t^17 + 12*q^14*t^2 - 105*q^13*t^3 - 252*q^12*t^4 + 15*q^11*t^5 - 24*q^10*t^6 - 74*q^9*t^7 + 80*q^8*t^8 + 220*q^7*t^9 + 71*q^6*t^10 + 95*q^5*t^11 + 52*q^4*t^12 + 49*q^3*t^13 - 15*q^2*t^14 - 3*q*t^15 - 7*q^13*t^2 + 14*q^12*t^3 + 117*q^11*t^4 + 129*q^10*t^5 + 147*q^9*t^6 + 43*q^8*t^7 - 8*q^7*t^8 + 54*q^6*t^9 - 56*q^5*t^10 - 59*q^4*t^11 - q^3*t^12 - 19*q^2*t^13 - 2*q*t^14 + q^12*t^2 + q^11*t^3 - 15*q^10*t^4 - 41*q^9*t^5 - 110*q^8*t^6 - 101*q^7*t^7 + 30*q^6*t^8 - 44*q^5*t^9 - 10*q^4*t^10 + 8*q^3*t^11 + 5*q^2*t^12 + q*t^13 + q^8*t^5 + 19*q^7*t^6 + 48*q^6*t^7 + 3*q^5*t^8 + 12*q^4*t^9 + q^3*t^10 + 4*q^2*t^11 - 5*q^5*t^7 - 2*q^4*t^8 - 4*q^3*t^9)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0594] 'FInvw'

Zeta functions

ask[-]:

(q^12 - q^10*t - 3*q^9*t^2 + q^8*t^3 - 4*q^9*t + 4*q^8*t^2 + q^7*t^3 - 2*q^8*t + 10*q^7*t^2 - q^6*t^3 - 2*q^5*t^4 + 2*q^7*t + q^6*t^2 - 10*q^5*t^3 + 2*q^4*t^4 - q^5*t^2 - 4*q^4*t^3 + 4*q^3*t^4 - q^4*t^2 + 3*q^3*t^3 + q^2*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(4*q^24*t^4 + 2*q^23*t^5 + 2*q^22*t^6 + 2*q^24*t^3 - 10*q^23*t^4 - 7*q^22*t^5 - 14*q^21*t^6 - 3*q^20*t^7 - q^26 - 3*q^25*t - 3*q^24*t^2 + 3*q^23*t^3 + q^22*t^4 - 21*q^21*t^5 + 17*q^20*t^6 + 9*q^19*t^7 - 2*q^18*t^8 + 2*q^24*t + 23*q^23*t^2 - 4*q^22*t^3 - 13*q^21*t^4 + 65*q^20*t^5 + 33*q^19*t^6 + 35*q^18*t^7 + 19*q^17*t^8 - 2*q^16*t^9 + 2*q^15*t^10 + 7*q^23*t - 2*q^22*t^2 - 22*q^19*t^5 + 22*q^18*t^6 - 108*q^17*t^7 - 58*q^16*t^8 + 11*q^15*t^9 - 10*q^14*t^10 + 7*q^22*t - 22*q^21*t^2 - 99*q^20*t^3 - 5*q^19*t^4 + 36*q^18*t^5 - 165*q^17*t^6 + 11*q^16*t^7 - 5*q^15*t^8 - 68*q^14*t^9 + 21*q^13*t^10 + q^12*t^11 - 10*q^21*t - 26*q^20*t^2 + 77*q^19*t^3 + 55*q^18*t^4 + 41*q^17*t^5 + 81*q^16*t^6 - 43*q^15*t^7 + 141*q^14*t^8 + 201*q^13*t^9 - 5*q^12*t^10 + 2*q^11*t^11 - 2*q^10*t^12 + 3*q^20*t + 25*q^19*t^2 + 19*q^18*t^3 + 152*q^17*t^4 - 72*q^16*t^5 - 76*q^15*t^6 + 253*q^14*t^7 + 16*q^13*t^8 - 156*q^12*t^9 + 13*q^11*t^10 - 23*q^10*t^11 + 6*q^9*t^12 - 10*q^18*t^2 + 18*q^17*t^3 - 166*q^16*t^4 - 46*q^15*t^5 - 38*q^14*t^6 - 236*q^13*t^7 - 38*q^12*t^8 - 46*q^11*t^9 - 166*q^10*t^10 + 18*q^9*t^11 - 10*q^8*t^12 + 6*q^17*t^2 - 23*q^16*t^3 + 13*q^15*t^4 - 156*q^14*t^5 + 16*q^13*t^6 + 253*q^12*t^7 - 76*q^11*t^8 - 72*q^10*t^9 + 152*q^9*t^10 + 19*q^8*t^11 + 25*q^7*t^12 + 3*q^6*t^13 - 2*q^16*t^2 + 2*q^15*t^3 - 5*q^14*t^4 + 201*q^13*t^5 + 141*q^12*t^6 - 43*q^11*t^7 + 81*q^10*t^8 + 41*q^9*t^9 + 55*q^8*t^10 + 77*q^7*t^11 - 26*q^6*t^12 - 10*q^5*t^13 + q^14*t^3 + 21*q^13*t^4 - 68*q^12*t^5 - 5*q^11*t^6 + 11*q^10*t^7 - 165*q^9*t^8 + 36*q^8*t^9 - 5*q^7*t^10 - 99*q^6*t^11 - 22*q^5*t^12 + 7*q^4*t^13 - 10*q^12*t^4 + 11*q^11*t^5 - 58*q^10*t^6 - 108*q^9*t^7 + 22*q^8*t^8 - 22*q^7*t^9 - 2*q^4*t^12 + 7*q^3*t^13 + 2*q^11*t^4 - 2*q^10*t^5 + 19*q^9*t^6 + 35*q^8*t^7 + 33*q^7*t^8 + 65*q^6*t^9 - 13*q^5*t^10 - 4*q^4*t^11 + 23*q^3*t^12 + 2*q^2*t^13 - 2*q^8*t^6 + 9*q^7*t^7 + 17*q^6*t^8 - 21*q^5*t^9 + q^4*t^10 + 3*q^3*t^11 - 3*q^2*t^12 - 3*q*t^13 - t^14 - 3*q^6*t^7 - 14*q^5*t^8 - 7*q^4*t^9 - 10*q^3*t^10 + 2*q^2*t^11 + 2*q^4*t^8 + 2*q^3*t^9 + 4*q^2*t^10)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0595] 'FIn~o'

Zeta functions

ask[-]:

(q^9 + q^7*t - q^6*t^2 - 3*q^6*t - 2*q^5*t + 2*q^4*t^2 + 3*q^3*t^2 + q^3*t - q^2*t^2 - t^3)*(q^2 - t)/((q^3 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(3*q^17*t^4 + q^16*t^5 + 2*q^17*t^3 - 6*q^16*t^4 - 5*q^15*t^5 - 7*q^14*t^6 - q^13*t^7 + q^12*t^8 - q^19 - 3*q^18*t - q^17*t^2 + 3*q^16*t^3 - 3*q^15*t^4 - 10*q^14*t^5 + 14*q^13*t^6 + 10*q^12*t^7 - q^11*t^8 + 2*q^17*t + 16*q^16*t^2 - 4*q^15*t^3 - 11*q^14*t^4 + 30*q^13*t^5 + 27*q^12*t^6 - 5*q^11*t^7 - 4*q^10*t^8 - 3*q^9*t^9 + 8*q^16*t - 17*q^14*t^3 - 5*q^13*t^4 + 20*q^12*t^5 - 29*q^11*t^6 - 42*q^10*t^7 - 11*q^9*t^8 + 8*q^8*t^9 + q^15*t - 20*q^14*t^2 - 36*q^13*t^3 + 29*q^12*t^4 + 6*q^11*t^5 - 51*q^10*t^6 + 2*q^9*t^7 + 33*q^8*t^8 + 3*q^7*t^9 + q^6*t^10 - 4*q^14*t - 10*q^13*t^2 + 29*q^12*t^3 + 51*q^11*t^4 - 10*q^10*t^5 - 10*q^9*t^6 + 51*q^8*t^7 + 29*q^7*t^8 - 10*q^6*t^9 - 4*q^5*t^10 + q^13*t + 3*q^12*t^2 + 33*q^11*t^3 + 2*q^10*t^4 - 51*q^9*t^5 + 6*q^8*t^6 + 29*q^7*t^7 - 36*q^6*t^8 - 20*q^5*t^9 + q^4*t^10 + 8*q^11*t^2 - 11*q^10*t^3 - 42*q^9*t^4 - 29*q^8*t^5 + 20*q^7*t^6 - 5*q^6*t^7 - 17*q^5*t^8 + 8*q^3*t^10 - 3*q^10*t^2 - 4*q^9*t^3 - 5*q^8*t^4 + 27*q^7*t^5 + 30*q^6*t^6 - 11*q^5*t^7 - 4*q^4*t^8 + 16*q^3*t^9 + 2*q^2*t^10 - q^8*t^3 + 10*q^7*t^4 + 14*q^6*t^5 - 10*q^5*t^6 - 3*q^4*t^7 + 3*q^3*t^8 - q^2*t^9 - 3*q*t^10 - t^11 + q^7*t^3 - q^6*t^4 - 7*q^5*t^5 - 5*q^4*t^6 - 6*q^3*t^7 + 2*q^2*t^8 + q^3*t^6 + 3*q^2*t^7)/((q^3 - t)*(q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0596] 'FIn~w'

Zeta functions

ask[-]:

(q^8 - q^5*t^2 - 3*q^5*t + q^4*t^2 - q^4*t + 3*q^3*t^2 + q^3*t - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(2*q^26*t^4 + q^25*t^5 + q^24*t^6 + q^26*t^3 - 4*q^25*t^4 - 4*q^24*t^5 - 5*q^23*t^6 - q^28 - 2*q^27*t + 4*q^25*t^3 - 3*q^24*t^4 - 7*q^23*t^5 - 4*q^22*t^6 + 2*q^21*t^7 + q^20*t^8 - 2*q^19*t^9 + 12*q^25*t^2 - 4*q^24*t^3 - 9*q^23*t^4 + 11*q^22*t^5 + 42*q^21*t^6 + 9*q^20*t^7 - q^19*t^8 + 4*q^18*t^9 + 5*q^25*t + 2*q^24*t^2 - 5*q^23*t^3 + 4*q^22*t^4 + 25*q^21*t^5 - 16*q^20*t^6 - 15*q^19*t^7 + 11*q^24*t - 12*q^23*t^2 - 42*q^22*t^3 - 26*q^21*t^4 + 21*q^20*t^5 - 9*q^19*t^6 - 34*q^18*t^7 - 41*q^17*t^8 - 18*q^16*t^9 + 4*q^15*t^10 + 2*q^14*t^11 - 10*q^23*t - 8*q^22*t^2 - 6*q^21*t^3 + 58*q^20*t^4 + 13*q^19*t^5 - 66*q^18*t^6 - 39*q^17*t^7 + 64*q^16*t^8 + 35*q^15*t^9 - 6*q^14*t^10 - 3*q^13*t^11 + q^22*t - 6*q^21*t^2 + 33*q^20*t^3 + 48*q^19*t^4 - 8*q^18*t^5 + 9*q^17*t^6 + 61*q^16*t^7 + 26*q^15*t^8 + 24*q^14*t^9 + 7*q^13*t^10 - 3*q^12*t^11 + q^21*t - 13*q^20*t^2 + 14*q^19*t^3 + 40*q^18*t^4 - 11*q^17*t^5 - 85*q^16*t^6 + 16*q^15*t^7 + 46*q^14*t^8 - 16*q^13*t^9 - 8*q^12*t^10 - 8*q^10*t^12 + 22*q^19*t^2 + 5*q^18*t^3 - 68*q^17*t^4 - 106*q^16*t^5 + 11*q^15*t^6 + 72*q^14*t^7 + 11*q^13*t^8 - 106*q^12*t^9 - 68*q^11*t^10 + 5*q^10*t^11 + 22*q^9*t^12 - 8*q^18*t^2 - 8*q^16*t^4 - 16*q^15*t^5 + 46*q^14*t^6 + 16*q^13*t^7 - 85*q^12*t^8 - 11*q^11*t^9 + 40*q^10*t^10 + 14*q^9*t^11 - 13*q^8*t^12 + q^7*t^13 - 3*q^16*t^3 + 7*q^15*t^4 + 24*q^14*t^5 + 26*q^13*t^6 + 61*q^12*t^7 + 9*q^11*t^8 - 8*q^10*t^9 + 48*q^9*t^10 + 33*q^8*t^11 - 6*q^7*t^12 + q^6*t^13 - 3*q^15*t^3 - 6*q^14*t^4 + 35*q^13*t^5 + 64*q^12*t^6 - 39*q^11*t^7 - 66*q^10*t^8 + 13*q^9*t^9 + 58*q^8*t^10 - 6*q^7*t^11 - 8*q^6*t^12 - 10*q^5*t^13 + 2*q^14*t^3 + 4*q^13*t^4 - 18*q^12*t^5 - 41*q^11*t^6 - 34*q^10*t^7 - 9*q^9*t^8 + 21*q^8*t^9 - 26*q^7*t^10 - 42*q^6*t^11 - 12*q^5*t^12 + 11*q^4*t^13 - 15*q^9*t^7 - 16*q^8*t^8 + 25*q^7*t^9 + 4*q^6*t^10 - 5*q^5*t^11 + 2*q^4*t^12 + 5*q^3*t^13 + 4*q^10*t^5 - q^9*t^6 + 9*q^8*t^7 + 42*q^7*t^8 + 11*q^6*t^9 - 9*q^5*t^10 - 4*q^4*t^11 + 12*q^3*t^12 - 2*q^9*t^5 + q^8*t^6 + 2*q^7*t^7 - 4*q^6*t^8 - 7*q^5*t^9 - 3*q^4*t^10 + 4*q^3*t^11 - 2*q*t^13 - t^14 - 5*q^5*t^8 - 4*q^4*t^9 - 4*q^3*t^10 + q^2*t^11 + q^4*t^8 + q^3*t^9 + 2*q^2*t^10)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0597] 'FIqpw'

Zeta functions

ask[-]:

-(4*q^8*t^2 - q^7*t^3 - q^6*t^4 - q^9 - 3*q^8*t - 2*q^7*t^2 - 4*q^6*t^3 + 2*q^5*t^4 + 7*q^7*t - 5*q^6*t^2 + 4*q^5*t^3 + 4*q^4*t^4 + 6*q^6*t - 8*q^5*t^2 + 8*q^4*t^3 - 6*q^3*t^4 - 4*q^5*t - 4*q^4*t^2 + 5*q^3*t^3 - 7*q^2*t^4 - 2*q^4*t + 4*q^3*t^2 + 2*q^2*t^3 + 3*q*t^4 + t^5 + q^3*t + q^2*t^2 - 4*q*t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^11*t^8 + 2*q^10*t^9 - 2*q^11*t^7 - 8*q^10*t^8 - 7*q^9*t^9 - 3*q^8*t^10 - q^7*t^11 + q^13*t^4 - 4*q^12*t^5 + 3*q^11*t^6 + 2*q^10*t^7 + 23*q^9*t^8 + 10*q^8*t^9 + 15*q^7*t^10 + 4*q^6*t^11 + q^13*t^3 - 14*q^12*t^4 + 58*q^11*t^5 - 70*q^10*t^6 + 88*q^9*t^7 - 74*q^8*t^8 - 24*q^6*t^10 - 7*q^5*t^11 + 4*q^13*t^2 - 21*q^12*t^3 + 77*q^11*t^4 - 188*q^10*t^5 + 117*q^9*t^6 - 90*q^8*t^7 - 35*q^7*t^8 + 69*q^6*t^9 - 16*q^5*t^10 + 8*q^4*t^11 + q^13*t - 20*q^12*t^2 + 30*q^11*t^3 - 10*q^10*t^4 - 52*q^9*t^5 + 319*q^8*t^6 - 304*q^7*t^7 + 303*q^6*t^8 - 119*q^5*t^9 + 39*q^4*t^10 + 2*q^3*t^11 + q^13 + 3*q^12*t - 5*q^11*t^2 + 122*q^10*t^3 - 289*q^9*t^4 + 444*q^8*t^5 - 411*q^7*t^6 + 96*q^6*t^7 + 40*q^5*t^8 - 127*q^4*t^9 + 36*q^3*t^10 - 18*q^2*t^11 - 18*q^11*t + 36*q^10*t^2 - 127*q^9*t^3 + 40*q^8*t^4 + 96*q^7*t^5 - 411*q^6*t^6 + 444*q^5*t^7 - 289*q^4*t^8 + 122*q^3*t^9 - 5*q^2*t^10 + 3*q*t^11 + t^12 + 2*q^10*t + 39*q^9*t^2 - 119*q^8*t^3 + 303*q^7*t^4 - 304*q^6*t^5 + 319*q^5*t^6 - 52*q^4*t^7 - 10*q^3*t^8 + 30*q^2*t^9 - 20*q*t^10 + t^11 + 8*q^9*t - 16*q^8*t^2 + 69*q^7*t^3 - 35*q^6*t^4 - 90*q^5*t^5 + 117*q^4*t^6 - 188*q^3*t^7 + 77*q^2*t^8 - 21*q*t^9 + 4*t^10 - 7*q^8*t - 24*q^7*t^2 - 74*q^5*t^4 + 88*q^4*t^5 - 70*q^3*t^6 + 58*q^2*t^7 - 14*q*t^8 + t^9 + 4*q^7*t + 15*q^6*t^2 + 10*q^5*t^3 + 23*q^4*t^4 + 2*q^3*t^5 + 3*q^2*t^6 - 4*q*t^7 + t^8 - q^6*t - 3*q^5*t^2 - 7*q^4*t^3 - 8*q^3*t^4 - 2*q^2*t^5 + 2*q^3*t^3 + q^2*t^4)/((q^2 - t)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0598] 'FI}vg'

Zeta functions

ask[-]:

(q^12 - 5*q^9*t^2 + 2*q^8*t^3 - 5*q^9*t + 6*q^8*t^2 - 3*q^8*t + 11*q^7*t^2 - 3*q^5*t^4 + 3*q^7*t - 11*q^5*t^3 + 3*q^4*t^4 - 6*q^4*t^3 + 5*q^3*t^4 - 2*q^4*t^2 + 5*q^3*t^3 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(6*q^16*t^4 + 3*q^15*t^5 + 3*q^14*t^6 + 4*q^16*t^3 - 17*q^15*t^4 - 10*q^14*t^5 - 29*q^13*t^6 - 9*q^12*t^7 + q^11*t^8 - q^18 - 4*q^17*t - 6*q^16*t^2 - 3*q^15*t^3 + 9*q^14*t^4 - 30*q^13*t^5 + 68*q^12*t^6 + 49*q^11*t^7 - q^10*t^8 + 3*q^9*t^9 + 3*q^16*t + 37*q^15*t^2 + 8*q^14*t^3 - 16*q^13*t^4 + 113*q^12*t^5 - 4*q^11*t^6 - 62*q^10*t^7 - 2*q^9*t^8 - 17*q^8*t^9 + 12*q^15*t - 24*q^14*t^2 - 22*q^13*t^3 - 20*q^12*t^4 - 87*q^11*t^5 - 54*q^10*t^6 - 56*q^9*t^7 - 52*q^8*t^8 + 39*q^7*t^9 - 6*q^14*t - 15*q^13*t^2 - 100*q^12*t^3 + 64*q^11*t^4 + 98*q^10*t^5 - 85*q^9*t^6 + 74*q^8*t^7 + 162*q^7*t^8 - 24*q^6*t^9 - 24*q^12*t^2 + 162*q^11*t^3 + 74*q^10*t^4 - 85*q^9*t^5 + 98*q^8*t^6 + 64*q^7*t^7 - 100*q^6*t^8 - 15*q^5*t^9 - 6*q^4*t^10 + 39*q^11*t^2 - 52*q^10*t^3 - 56*q^9*t^4 - 54*q^8*t^5 - 87*q^7*t^6 - 20*q^6*t^7 - 22*q^5*t^8 - 24*q^4*t^9 + 12*q^3*t^10 - 17*q^10*t^2 - 2*q^9*t^3 - 62*q^8*t^4 - 4*q^7*t^5 + 113*q^6*t^6 - 16*q^5*t^7 + 8*q^4*t^8 + 37*q^3*t^9 + 3*q^2*t^10 + 3*q^9*t^2 - q^8*t^3 + 49*q^7*t^4 + 68*q^6*t^5 - 30*q^5*t^6 + 9*q^4*t^7 - 3*q^3*t^8 - 6*q^2*t^9 - 4*q*t^10 - t^11 + q^7*t^3 - 9*q^6*t^4 - 29*q^5*t^5 - 10*q^4*t^6 - 17*q^3*t^7 + 4*q^2*t^8 + 3*q^4*t^5 + 3*q^3*t^6 + 6*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [5, 6]]

[0599] 'FJEKW'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^5*t^3 - 2*q^4*t^3 - 2*q^5*t - 4*q^4*t^2 + 5*q^3*t^3 - q^5 + 4*q^4*t - 2*q^3*t^2 + 4*q^2*t^3 - q*t^4 + 5*q^3*t - 4*q^2*t^2 - 2*q*t^3 - 2*q^2*t - q*t + 2*t^2)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(7*q^10*t^17 - 12*q^9*t^18 - 18*q^8*t^19 - q^7*t^20 + 8*q^12*t^14 - 72*q^11*t^15 + 125*q^10*t^16 + 59*q^9*t^17 + 136*q^7*t^19 + 8*q^6*t^20 - 5*q^14*t^11 + 21*q^13*t^12 + 84*q^12*t^13 - 351*q^11*t^14 + 218*q^10*t^15 - 325*q^9*t^16 - 750*q^8*t^17 + 268*q^7*t^18 - 398*q^6*t^19 - 34*q^5*t^20 - q^15*t^9 - 14*q^14*t^10 - 23*q^13*t^11 + 183*q^12*t^12 - 38*q^11*t^13 + 623*q^10*t^14 + 976*q^9*t^15 - 491*q^8*t^16 + 2355*q^7*t^17 - 735*q^6*t^18 + 537*q^5*t^19 + 84*q^4*t^20 + 3*q^15*t^8 + 45*q^14*t^9 - 180*q^13*t^10 - 195*q^12*t^11 + 505*q^11*t^12 - 2721*q^10*t^13 + 1846*q^9*t^14 - 3875*q^8*t^15 + 1441*q^7*t^16 - 2499*q^6*t^17 + 391*q^5*t^18 - 205*q^4*t^19 - 124*q^3*t^20 + q^15*t^7 + 73*q^14*t^8 - 17*q^13*t^9 - 325*q^12*t^10 + 2629*q^11*t^11 - 4419*q^10*t^12 + 6190*q^9*t^13 - 2155*q^8*t^14 + 624*q^7*t^15 + 2177*q^6*t^16 - 727*q^5*t^17 + 788*q^4*t^18 - 234*q^3*t^19 + 99*q^2*t^20 - 12*q^15*t^6 - 93*q^14*t^7 + 370*q^13*t^8 - 845*q^12*t^9 + 1686*q^11*t^10 - 1350*q^10*t^11 - 379*q^9*t^12 + 5461*q^8*t^13 - 9897*q^7*t^14 + 9833*q^6*t^15 - 6703*q^5*t^16 + 2660*q^4*t^17 - 874*q^3*t^18 + 165*q^2*t^19 - 21*q*t^20 - t^21 - 130*q^14*t^6 + 373*q^13*t^7 - 385*q^12*t^8 - 3474*q^11*t^9 + 8616*q^10*t^10 - 18449*q^9*t^11 + 21348*q^8*t^12 - 22719*q^7*t^13 + 16058*q^6*t^14 - 8880*q^5*t^15 + 3125*q^4*t^16 - 559*q^3*t^17 + 70*q^2*t^18 + 18*q*t^19 - 4*t^20 + 15*q^15*t^4 + 72*q^14*t^5 - 385*q^13*t^6 + 2538*q^12*t^7 - 7330*q^11*t^8 + 18737*q^10*t^9 - 25099*q^9*t^10 + 28541*q^8*t^11 - 17936*q^7*t^12 + 9047*q^6*t^13 - 383*q^5*t^14 - 1975*q^4*t^15 + 1586*q^3*t^16 - 641*q^2*t^17 + 92*q*t^18 - 15*t^19 - 2*q^15*t^3 + 171*q^14*t^4 - 1084*q^13*t^5 + 3510*q^12*t^6 - 8224*q^11*t^7 + 11979*q^10*t^8 - 14314*q^9*t^9 + 4532*q^8*t^10 + 4532*q^7*t^11 - 14314*q^6*t^12 + 11979*q^5*t^13 - 8224*q^4*t^14 + 3510*q^3*t^15 - 1084*q^2*t^16 + 171*q*t^17 - 2*t^18 - 15*q^15*t^2 + 92*q^14*t^3 - 641*q^13*t^4 + 1586*q^12*t^5 - 1975*q^11*t^6 - 383*q^10*t^7 + 9047*q^9*t^8 - 17936*q^8*t^9 + 28541*q^7*t^10 - 25099*q^6*t^11 + 18737*q^5*t^12 - 7330*q^4*t^13 + 2538*q^3*t^14 - 385*q^2*t^15 + 72*q*t^16 + 15*t^17 - 4*q^15*t + 18*q^14*t^2 + 70*q^13*t^3 - 559*q^12*t^4 + 3125*q^11*t^5 - 8880*q^10*t^6 + 16058*q^9*t^7 - 22719*q^8*t^8 + 21348*q^7*t^9 - 18449*q^6*t^10 + 8616*q^5*t^11 - 3474*q^4*t^12 - 385*q^3*t^13 + 373*q^2*t^14 - 130*q*t^15 - q^15 - 21*q^14*t + 165*q^13*t^2 - 874*q^12*t^3 + 2660*q^11*t^4 - 6703*q^10*t^5 + 9833*q^9*t^6 - 9897*q^8*t^7 + 5461*q^7*t^8 - 379*q^6*t^9 - 1350*q^5*t^10 + 1686*q^4*t^11 - 845*q^3*t^12 + 370*q^2*t^13 - 93*q*t^14 - 12*t^15 + 99*q^13*t - 234*q^12*t^2 + 788*q^11*t^3 - 727*q^10*t^4 + 2177*q^9*t^5 + 624*q^8*t^6 - 2155*q^7*t^7 + 6190*q^6*t^8 - 4419*q^5*t^9 + 2629*q^4*t^10 - 325*q^3*t^11 - 17*q^2*t^12 + 73*q*t^13 + t^14 - 124*q^12*t - 205*q^11*t^2 + 391*q^10*t^3 - 2499*q^9*t^4 + 1441*q^8*t^5 - 3875*q^7*t^6 + 1846*q^6*t^7 - 2721*q^5*t^8 + 505*q^4*t^9 - 195*q^3*t^10 - 180*q^2*t^11 + 45*q*t^12 + 3*t^13 + 84*q^11*t + 537*q^10*t^2 - 735*q^9*t^3 + 2355*q^8*t^4 - 491*q^7*t^5 + 976*q^6*t^6 + 623*q^5*t^7 - 38*q^4*t^8 + 183*q^3*t^9 - 23*q^2*t^10 - 14*q*t^11 - t^12 - 34*q^10*t - 398*q^9*t^2 + 268*q^8*t^3 - 750*q^7*t^4 - 325*q^6*t^5 + 218*q^5*t^6 - 351*q^4*t^7 + 84*q^3*t^8 + 21*q^2*t^9 - 5*q*t^10 + 8*q^9*t + 136*q^8*t^2 + 59*q^6*t^4 + 125*q^5*t^5 - 72*q^4*t^6 + 8*q^3*t^7 - q^8*t - 18*q^7*t^2 - 12*q^6*t^3 + 7*q^5*t^4)/((q*t^2 - 1)*(t^2 - q)^4*(q - t)^5*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [2, 3], [3, 4], [4, 5], [4, 6], [5, 6]]

[0600] 'FJQHw'

Zeta functions

ask[-]:

(q^5*t^4 + 2*q^7*t - 7*q^6*t^2 + 5*q^5*t^3 - 4*q^4*t^4 + q^7 - 2*q^6*t + 5*q^5*t^2 + q^4*t^3 - 8*q^5*t + 18*q^4*t^2 - 18*q^3*t^3 + 8*q^2*t^4 - q^3*t^2 - 5*q^2*t^3 + 2*q*t^4 - t^5 + 4*q^3*t - 5*q^2*t^2 + 7*q*t^3 - 2*t^4 - q^2*t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

(q^8*t^12 + 4*q^7*t^13 - 3*q^9*t^10 - 7*q^8*t^11 + 4*q^7*t^12 - 21*q^6*t^13 - 2*q^5*t^14 + 4*q^9*t^9 + 2*q^8*t^10 + 15*q^7*t^11 - 11*q^6*t^12 + 30*q^5*t^13 + 12*q^4*t^14 + q^10*t^7 + 8*q^9*t^8 + 27*q^8*t^9 - 76*q^7*t^10 + 136*q^6*t^11 - 89*q^5*t^12 + 37*q^4*t^13 - 32*q^3*t^14 + 2*q^10*t^6 - 47*q^9*t^7 + 120*q^8*t^8 - 367*q^7*t^9 + 482*q^6*t^10 - 522*q^5*t^11 + 251*q^4*t^12 - 109*q^3*t^13 + 36*q^2*t^14 + 10*q^10*t^5 - 96*q^9*t^6 + 308*q^8*t^7 - 543*q^7*t^8 + 761*q^6*t^9 - 619*q^5*t^10 + 420*q^4*t^11 - 90*q^3*t^12 + 25*q^2*t^13 - 5*q*t^14 - t^15 + 11*q^10*t^4 - 44*q^9*t^5 + 187*q^8*t^6 - 217*q^7*t^7 + 95*q^6*t^8 + 165*q^5*t^9 - 380*q^4*t^10 + 311*q^3*t^11 - 183*q^2*t^12 + 42*q*t^13 - 4*t^14 - 9*q^10*t^3 + 60*q^9*t^4 - 262*q^8*t^5 + 569*q^7*t^6 - 1095*q^6*t^7 + 1415*q^5*t^8 - 1317*q^4*t^9 + 891*q^3*t^10 - 389*q^2*t^11 + 111*q*t^12 - 13*t^13 - 13*q^10*t^2 + 111*q^9*t^3 - 389*q^8*t^4 + 891*q^7*t^5 - 1317*q^6*t^6 + 1415*q^5*t^7 - 1095*q^4*t^8 + 569*q^3*t^9 - 262*q^2*t^10 + 60*q*t^11 - 9*t^12 - 4*q^10*t + 42*q^9*t^2 - 183*q^8*t^3 + 311*q^7*t^4 - 380*q^6*t^5 + 165*q^5*t^6 + 95*q^4*t^7 - 217*q^3*t^8 + 187*q^2*t^9 - 44*q*t^10 + 11*t^11 - q^10 - 5*q^9*t + 25*q^8*t^2 - 90*q^7*t^3 + 420*q^6*t^4 - 619*q^5*t^5 + 761*q^4*t^6 - 543*q^3*t^7 + 308*q^2*t^8 - 96*q*t^9 + 10*t^10 + 36*q^8*t - 109*q^7*t^2 + 251*q^6*t^3 - 522*q^5*t^4 + 482*q^4*t^5 - 367*q^3*t^6 + 120*q^2*t^7 - 47*q*t^8 + 2*t^9 - 32*q^7*t + 37*q^6*t^2 - 89*q^5*t^3 + 136*q^4*t^4 - 76*q^3*t^5 + 27*q^2*t^6 + 8*q*t^7 + t^8 + 12*q^6*t + 30*q^5*t^2 - 11*q^4*t^3 + 15*q^3*t^4 + 2*q^2*t^5 + 4*q*t^6 - 2*q^5*t - 21*q^4*t^2 + 4*q^3*t^3 - 7*q^2*t^4 - 3*q*t^5 + 4*q^3*t^2 + q^2*t^3)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [1, 2], [1, 3], [1, 4], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0601] 'FJQLw'

Zeta functions

ask[-]:

-(q^6*t - 4*q^5*t^2 + 2*q^4*t^3 + q^6 + 3*q^4*t^2 - 7*q^4*t + 8*q^3*t^2 - 7*q^2*t^3 + 3*q^2*t^2 + t^4 + 2*q^2*t - 4*q*t^2 + t^3)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(2*q^18*t^18 - q^16*t^20 - 3*q^15*t^21 - 9*q^19*t^16 + 8*q^18*t^17 + 6*q^17*t^18 - 17*q^16*t^19 - 6*q^15*t^20 + 35*q^14*t^21 + 14*q^13*t^22 - q^12*t^23 - q^22*t^12 + 5*q^21*t^13 + 14*q^20*t^14 - 51*q^19*t^15 - 8*q^18*t^16 + 89*q^17*t^17 - 53*q^16*t^18 - 51*q^15*t^19 + 83*q^14*t^20 - 77*q^13*t^21 - 136*q^12*t^22 - 21*q^11*t^23 + 3*q^10*t^24 - q^23*t^10 - 4*q^22*t^11 + 3*q^21*t^12 + 53*q^20*t^13 + 9*q^19*t^14 - 28*q^18*t^15 + 296*q^17*t^16 - 123*q^16*t^17 - 332*q^15*t^18 + 317*q^14*t^19 + 115*q^13*t^20 - 71*q^12*t^21 + 373*q^11*t^22 + 208*q^10*t^23 + 7*q^9*t^24 - 2*q^8*t^25 + 3*q^23*t^9 + 12*q^22*t^10 - 67*q^21*t^11 - 105*q^20*t^12 + 148*q^19*t^13 - 494*q^18*t^14 - 173*q^17*t^15 + 215*q^16*t^16 - 656*q^15*t^17 + 602*q^14*t^18 + 566*q^13*t^19 - 996*q^12*t^20 - 188*q^11*t^21 - 239*q^10*t^22 - 589*q^9*t^23 - 144*q^8*t^24 - 3*q^7*t^25 + 2*q^6*t^26 + 2*q^23*t^8 + 24*q^22*t^9 - 7*q^21*t^10 - 123*q^20*t^11 + 813*q^19*t^12 - 52*q^18*t^13 - 794*q^17*t^14 + 2520*q^16*t^15 - 23*q^15*t^16 - 1557*q^14*t^17 + 1099*q^13*t^18 - 1271*q^12*t^19 - 151*q^11*t^20 + 1714*q^10*t^21 + 147*q^9*t^22 + 489*q^8*t^23 + 483*q^7*t^24 + 61*q^6*t^25 - 8*q^5*t^26 - 13*q^23*t^7 - 37*q^22*t^8 + 224*q^21*t^9 - 153*q^20*t^10 - 122*q^19*t^11 + 769*q^18*t^12 - 2756*q^17*t^13 + 1391*q^16*t^14 + 1095*q^15*t^15 - 6281*q^14*t^16 + 3193*q^13*t^17 + 3586*q^12*t^18 - 2322*q^11*t^19 + 1799*q^10*t^20 - 704*q^9*t^21 - 1397*q^8*t^22 + 14*q^7*t^23 - 542*q^6*t^24 - 201*q^5*t^25 + 9*q^4*t^26 + q^23*t^6 - 76*q^22*t^7 + 124*q^21*t^8 - 98*q^20*t^9 - 2290*q^19*t^10 + 2503*q^18*t^11 - 573*q^17*t^12 - 3689*q^16*t^13 + 7110*q^15*t^14 - 3783*q^14*t^15 - 350*q^13*t^16 + 7896*q^12*t^17 - 9101*q^11*t^18 - 2639*q^10*t^19 + 2865*q^9*t^20 - 2133*q^8*t^21 + 889*q^7*t^22 + 535*q^6*t^23 + 106*q^5*t^24 + 244*q^4*t^25 + 11*q^3*t^26 + 26*q^23*t^5 + 48*q^22*t^6 - 244*q^21*t^7 + 1128*q^20*t^8 - 1171*q^19*t^9 + 2455*q^18*t^10 + 5783*q^17*t^11 - 10000*q^16*t^12 + 6904*q^15*t^13 + 6472*q^14*t^14 - 15567*q^13*t^15 + 7785*q^12*t^16 + 281*q^11*t^17 - 5083*q^10*t^18 + 11351*q^9*t^19 - 508*q^8*t^20 - 1428*q^7*t^21 + 1766*q^6*t^22 - 599*q^5*t^23 - 139*q^4*t^24 - 46*q^3*t^25 - 34*q^2*t^26 - 10*q^23*t^4 + 117*q^22*t^5 - 583*q^21*t^6 + 1045*q^20*t^7 + 459*q^19*t^8 - 5035*q^18*t^9 + 5235*q^17*t^10 - 8606*q^16*t^11 - 6341*q^15*t^12 + 18586*q^14*t^13 - 17934*q^13*t^14 - 895*q^12*t^15 + 20792*q^11*t^16 - 13698*q^10*t^17 + 312*q^9*t^18 + 1251*q^8*t^19 - 7245*q^7*t^20 + 1727*q^6*t^21 - 325*q^5*t^22 - 588*q^4*t^23 + 247*q^3*t^24 - 15*q^2*t^25 + 11*q*t^26 + t^27 + q^24*t^2 - 31*q^23*t^3 + 79*q^22*t^4 - 284*q^21*t^5 - 414*q^20*t^6 + 1699*q^19*t^7 - 6285*q^18*t^8 + 3662*q^17*t^9 + 9887*q^16*t^10 - 13540*q^15*t^11 + 15935*q^14*t^12 + 2284*q^13*t^13 - 20317*q^12*t^14 + 21074*q^11*t^15 - 8394*q^10*t^16 - 13802*q^9*t^17 + 13062*q^8*t^18 - 1685*q^7*t^19 + 464*q^6*t^20 + 2238*q^5*t^21 - 645*q^4*t^22 + 321*q^3*t^23 + 7*q^2*t^24 - 12*q*t^25 - 12*q^23*t^2 + 7*q^22*t^3 + 321*q^21*t^4 - 645*q^20*t^5 + 2238*q^19*t^6 + 464*q^18*t^7 - 1685*q^17*t^8 + 13062*q^16*t^9 - 13802*q^15*t^10 - 8394*q^14*t^11 + 21074*q^13*t^12 - 20317*q^12*t^13 + 2284*q^11*t^14 + 15935*q^10*t^15 - 13540*q^9*t^16 + 9887*q^8*t^17 + 3662*q^7*t^18 - 6285*q^6*t^19 + 1699*q^5*t^20 - 414*q^4*t^21 - 284*q^3*t^22 + 79*q^2*t^23 - 31*q*t^24 + t^25 + q^24 + 11*q^23*t - 15*q^22*t^2 + 247*q^21*t^3 - 588*q^20*t^4 - 325*q^19*t^5 + 1727*q^18*t^6 - 7245*q^17*t^7 + 1251*q^16*t^8 + 312*q^15*t^9 - 13698*q^14*t^10 + 20792*q^13*t^11 - 895*q^12*t^12 - 17934*q^11*t^13 + 18586*q^10*t^14 - 6341*q^9*t^15 - 8606*q^8*t^16 + 5235*q^7*t^17 - 5035*q^6*t^18 + 459*q^5*t^19 + 1045*q^4*t^20 - 583*q^3*t^21 + 117*q^2*t^22 - 10*q*t^23 - 34*q^22*t - 46*q^21*t^2 - 139*q^20*t^3 - 599*q^19*t^4 + 1766*q^18*t^5 - 1428*q^17*t^6 - 508*q^16*t^7 + 11351*q^15*t^8 - 5083*q^14*t^9 + 281*q^13*t^10 + 7785*q^12*t^11 - 15567*q^11*t^12 + 6472*q^10*t^13 + 6904*q^9*t^14 - 10000*q^8*t^15 + 5783*q^7*t^16 + 2455*q^6*t^17 - 1171*q^5*t^18 + 1128*q^4*t^19 - 244*q^3*t^20 + 48*q^2*t^21 + 26*q*t^22 + 11*q^21*t + 244*q^20*t^2 + 106*q^19*t^3 + 535*q^18*t^4 + 889*q^17*t^5 - 2133*q^16*t^6 + 2865*q^15*t^7 - 2639*q^14*t^8 - 9101*q^13*t^9 + 7896*q^12*t^10 - 350*q^11*t^11 - 3783*q^10*t^12 + 7110*q^9*t^13 - 3689*q^8*t^14 - 573*q^7*t^15 + 2503*q^6*t^16 - 2290*q^5*t^17 - 98*q^4*t^18 + 124*q^3*t^19 - 76*q^2*t^20 + q*t^21 + 9*q^20*t - 201*q^19*t^2 - 542*q^18*t^3 + 14*q^17*t^4 - 1397*q^16*t^5 - 704*q^15*t^6 + 1799*q^14*t^7 - 2322*q^13*t^8 + 3586*q^12*t^9 + 3193*q^11*t^10 - 6281*q^10*t^11 + 1095*q^9*t^12 + 1391*q^8*t^13 - 2756*q^7*t^14 + 769*q^6*t^15 - 122*q^5*t^16 - 153*q^4*t^17 + 224*q^3*t^18 - 37*q^2*t^19 - 13*q*t^20 - 8*q^19*t + 61*q^18*t^2 + 483*q^17*t^3 + 489*q^16*t^4 + 147*q^15*t^5 + 1714*q^14*t^6 - 151*q^13*t^7 - 1271*q^12*t^8 + 1099*q^11*t^9 - 1557*q^10*t^10 - 23*q^9*t^11 + 2520*q^8*t^12 - 794*q^7*t^13 - 52*q^6*t^14 + 813*q^5*t^15 - 123*q^4*t^16 - 7*q^3*t^17 + 24*q^2*t^18 + 2*q*t^19 + 2*q^18*t - 3*q^17*t^2 - 144*q^16*t^3 - 589*q^15*t^4 - 239*q^14*t^5 - 188*q^13*t^6 - 996*q^12*t^7 + 566*q^11*t^8 + 602*q^10*t^9 - 656*q^9*t^10 + 215*q^8*t^11 - 173*q^7*t^12 - 494*q^6*t^13 + 148*q^5*t^14 - 105*q^4*t^15 - 67*q^3*t^16 + 12*q^2*t^17 + 3*q*t^18 - 2*q^16*t^2 + 7*q^15*t^3 + 208*q^14*t^4 + 373*q^13*t^5 - 71*q^12*t^6 + 115*q^11*t^7 + 317*q^10*t^8 - 332*q^9*t^9 - 123*q^8*t^10 + 296*q^7*t^11 - 28*q^6*t^12 + 9*q^5*t^13 + 53*q^4*t^14 + 3*q^3*t^15 - 4*q^2*t^16 - q*t^17 + 3*q^14*t^3 - 21*q^13*t^4 - 136*q^12*t^5 - 77*q^11*t^6 + 83*q^10*t^7 - 51*q^9*t^8 - 53*q^8*t^9 + 89*q^7*t^10 - 8*q^6*t^11 - 51*q^5*t^12 + 14*q^4*t^13 + 5*q^3*t^14 - q^2*t^15 - q^12*t^4 + 14*q^11*t^5 + 35*q^10*t^6 - 6*q^9*t^7 - 17*q^8*t^8 + 6*q^7*t^9 + 8*q^6*t^10 - 9*q^5*t^11 - 3*q^9*t^6 - q^8*t^7 + 2*q^6*t^9)/((q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0602] 'FJQ\O'

Zeta functions

ask[-]:

(3*q^8*t^3 + 4*q^7*t^4 - 9*q^8*t^2 - 8*q^7*t^3 - 15*q^6*t^4 - 3*q^5*t^5 + q^9 + 5*q^8*t + 8*q^7*t^2 + 35*q^6*t^3 + 3*q^5*t^4 + 11*q^4*t^5 - 14*q^7*t + 11*q^6*t^2 - 40*q^5*t^3 + 13*q^4*t^4 - 5*q^3*t^5 - 5*q^6*t + 13*q^5*t^2 - 40*q^4*t^3 + 11*q^3*t^4 - 14*q^2*t^5 + 11*q^5*t + 3*q^4*t^2 + 35*q^3*t^3 + 8*q^2*t^4 + 5*q*t^5 + t^6 - 3*q^4*t - 15*q^3*t^2 - 8*q^2*t^3 - 9*q*t^4 + 4*q^2*t^2 + 3*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

-(2*q^11*t^10 - 3*q^12*t^8 + q^11*t^9 - 8*q^10*t^10 - 7*q^9*t^11 + q^7*t^13 + 2*q^13*t^6 - 2*q^12*t^7 + 5*q^11*t^8 + 15*q^10*t^9 - 9*q^9*t^10 + 42*q^8*t^11 + 2*q^7*t^12 - 5*q^6*t^13 - q^13*t^5 + 4*q^12*t^6 - 41*q^11*t^7 + 115*q^10*t^8 - 146*q^9*t^9 + 101*q^8*t^10 - 83*q^7*t^11 - 24*q^6*t^12 + 11*q^5*t^13 - 10*q^13*t^4 + 60*q^12*t^5 - 130*q^11*t^6 + 182*q^10*t^7 - 235*q^9*t^8 + 29*q^8*t^9 + 51*q^7*t^10 - 46*q^6*t^11 + 88*q^5*t^12 - 11*q^4*t^13 + 3*q^14*t^2 - 16*q^13*t^3 + 54*q^12*t^4 - 94*q^11*t^5 - 76*q^10*t^6 + 422*q^9*t^7 - 521*q^8*t^8 + 737*q^7*t^9 - 384*q^6*t^10 + 135*q^5*t^11 - 75*q^4*t^12 - 9*q^3*t^13 + q^14*t - 13*q^13*t^2 - 23*q^12*t^3 + 202*q^11*t^4 - 558*q^10*t^5 + 1205*q^9*t^6 - 1426*q^8*t^7 + 831*q^7*t^8 - 413*q^6*t^9 - 190*q^5*t^10 + 217*q^4*t^11 - 61*q^3*t^12 + 30*q^2*t^13 + q^14 + 8*q^13*t - 35*q^12*t^2 + 265*q^11*t^3 - 694*q^10*t^4 + 904*q^9*t^5 - 912*q^8*t^6 + 912*q^6*t^8 - 904*q^5*t^9 + 694*q^4*t^10 - 265*q^3*t^11 + 35*q^2*t^12 - 8*q*t^13 - t^14 - 30*q^12*t + 61*q^11*t^2 - 217*q^10*t^3 + 190*q^9*t^4 + 413*q^8*t^5 - 831*q^7*t^6 + 1426*q^6*t^7 - 1205*q^5*t^8 + 558*q^4*t^9 - 202*q^3*t^10 + 23*q^2*t^11 + 13*q*t^12 - t^13 + 9*q^11*t + 75*q^10*t^2 - 135*q^9*t^3 + 384*q^8*t^4 - 737*q^7*t^5 + 521*q^6*t^6 - 422*q^5*t^7 + 76*q^4*t^8 + 94*q^3*t^9 - 54*q^2*t^10 + 16*q*t^11 - 3*t^12 + 11*q^10*t - 88*q^9*t^2 + 46*q^8*t^3 - 51*q^7*t^4 - 29*q^6*t^5 + 235*q^5*t^6 - 182*q^4*t^7 + 130*q^3*t^8 - 60*q^2*t^9 + 10*q*t^10 - 11*q^9*t + 24*q^8*t^2 + 83*q^7*t^3 - 101*q^6*t^4 + 146*q^5*t^5 - 115*q^4*t^6 + 41*q^3*t^7 - 4*q^2*t^8 + q*t^9 + 5*q^8*t - 2*q^7*t^2 - 42*q^6*t^3 + 9*q^5*t^4 - 15*q^4*t^5 - 5*q^3*t^6 + 2*q^2*t^7 - 2*q*t^8 - q^7*t + 7*q^5*t^3 + 8*q^4*t^4 - q^3*t^5 + 3*q^2*t^6 - 2*q^3*t^4)/((q^2 - t)*(t^2 - q)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 6], [3, 5], [4, 5], [4, 6]]

[0603] 'FJQ\W'

Zeta functions

ask[-]:

-(3*q^6*t^2 + q^5*t^3 - q^7 - 4*q^6*t - q^5*t^2 - 6*q^4*t^3 + 9*q^5*t - 5*q^4*t^2 + 4*q^3*t^3 + 4*q^4*t - 5*q^3*t^2 + 9*q^2*t^3 - 6*q^3*t - q^2*t^2 - 4*q*t^3 - t^4 + q^2*t + 3*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^18*t^17 + 4*q^17*t^18 + 8*q^16*t^19 - 7*q^19*t^15 - 25*q^18*t^16 - 46*q^17*t^17 - 10*q^16*t^18 - 65*q^15*t^19 - 39*q^14*t^20 - 6*q^13*t^21 + 2*q^12*t^22 + q^22*t^11 - 5*q^21*t^12 + 10*q^20*t^13 + 80*q^19*t^14 + 70*q^18*t^15 + 29*q^17*t^16 + 343*q^16*t^17 + 200*q^15*t^18 + 166*q^14*t^19 + 211*q^13*t^20 + 123*q^12*t^21 + 12*q^11*t^22 - 9*q^10*t^23 + q^9*t^24 + q^23*t^9 + 4*q^22*t^10 - 23*q^21*t^11 - 68*q^20*t^12 + 16*q^19*t^13 - 171*q^18*t^14 - 647*q^17*t^15 - 92*q^16*t^16 - 576*q^15*t^17 - 1223*q^14*t^18 - 676*q^13*t^19 - 374*q^12*t^20 - 494*q^11*t^21 - 210*q^10*t^22 + 26*q^9*t^23 - 2*q^8*t^24 + q^7*t^25 - q^23*t^8 - 4*q^22*t^9 + 49*q^21*t^10 - 9*q^20*t^11 + 15*q^19*t^12 + 396*q^18*t^13 - 110*q^17*t^14 + 751*q^16*t^15 + 1750*q^15*t^16 + 435*q^14*t^17 + 1847*q^13*t^18 + 2765*q^12*t^19 + 853*q^11*t^20 + 634*q^10*t^21 + 790*q^9*t^22 + 77*q^8*t^23 + 3*q^7*t^24 - 7*q^6*t^25 - 4*q^23*t^7 - 25*q^22*t^8 + 126*q^21*t^9 + 113*q^20*t^10 - 556*q^19*t^11 + 984*q^18*t^12 + 791*q^17*t^13 - 1785*q^16*t^14 + 1491*q^15*t^15 - 1352*q^14*t^16 - 3397*q^13*t^17 - 729*q^12*t^18 - 3630*q^11*t^19 - 3280*q^10*t^20 - 515*q^9*t^21 - 1055*q^8*t^22 - 485*q^7*t^23 - 39*q^6*t^24 + 19*q^5*t^25 + 5*q^23*t^6 - 11*q^22*t^7 - 104*q^21*t^8 + 154*q^20*t^9 - 1247*q^19*t^10 - 266*q^18*t^11 + 1323*q^17*t^12 - 6819*q^16*t^13 - 947*q^15*t^14 + 2654*q^14*t^15 - 5603*q^13*t^16 + 2012*q^12*t^17 + 4365*q^11*t^18 + 726*q^10*t^19 + 4079*q^9*t^20 + 2125*q^8*t^21 + 480*q^7*t^22 + 729*q^6*t^23 + 177*q^5*t^24 - 24*q^4*t^25 + 8*q^23*t^5 + 63*q^22*t^6 - 337*q^21*t^7 + 585*q^20*t^8 + 699*q^19*t^9 - 1340*q^18*t^10 + 5061*q^17*t^11 + 259*q^16*t^12 + 1357*q^15*t^13 + 16216*q^14*t^14 - 210*q^13*t^15 - 793*q^12*t^16 + 10855*q^11*t^17 - 3556*q^10*t^18 - 3763*q^9*t^19 + 157*q^8*t^20 - 3001*q^7*t^21 - 759*q^6*t^22 - 287*q^5*t^23 - 272*q^4*t^24 + 2*q^3*t^25 - 14*q^23*t^4 + 83*q^22*t^5 - 201*q^21*t^6 + 164*q^20*t^7 + 2206*q^19*t^8 - 3894*q^18*t^9 + 816*q^17*t^10 + 5601*q^16*t^11 - 14154*q^15*t^12 - 478*q^14*t^13 - 5665*q^13*t^14 - 23407*q^12*t^15 + 3311*q^11*t^16 - 4001*q^10*t^17 - 11124*q^9*t^18 + 5315*q^8*t^19 + 728*q^7*t^20 - 79*q^6*t^21 + 1222*q^5*t^22 + 127*q^4*t^23 + 99*q^3*t^24 + 29*q^2*t^25 + q^24*t^2 - 15*q^23*t^3 + 25*q^22*t^4 + 157*q^21*t^5 - 1077*q^20*t^6 + 1079*q^19*t^7 - 3074*q^18*t^8 - 6018*q^17*t^9 + 10451*q^16*t^10 - 12241*q^15*t^11 - 6823*q^14*t^12 + 25478*q^13*t^13 - 3880*q^12*t^14 + 8374*q^11*t^15 + 20681*q^10*t^16 - 4554*q^9*t^17 + 6609*q^8*t^18 + 4972*q^7*t^19 - 3136*q^6*t^20 + 429*q^5*t^21 - 23*q^4*t^22 - 281*q^3*t^23 + 7*q^2*t^24 - 12*q*t^25 - t^26 - 8*q^23*t^2 - 72*q^22*t^3 + 302*q^21*t^4 - 872*q^20*t^5 + 731*q^19*t^6 + 4079*q^18*t^7 - 3161*q^17*t^8 + 11761*q^16*t^9 + 7581*q^15*t^10 - 10131*q^14*t^11 + 25267*q^13*t^12 - 25267*q^11*t^14 + 10131*q^10*t^15 - 7581*q^9*t^16 - 11761*q^8*t^17 + 3161*q^7*t^18 - 4079*q^6*t^19 - 731*q^5*t^20 + 872*q^4*t^21 - 302*q^3*t^22 + 72*q^2*t^23 + 8*q*t^24 + q^24 + 12*q^23*t - 7*q^22*t^2 + 281*q^21*t^3 + 23*q^20*t^4 - 429*q^19*t^5 + 3136*q^18*t^6 - 4972*q^17*t^7 - 6609*q^16*t^8 + 4554*q^15*t^9 - 20681*q^14*t^10 - 8374*q^13*t^11 + 3880*q^12*t^12 - 25478*q^11*t^13 + 6823*q^10*t^14 + 12241*q^9*t^15 - 10451*q^8*t^16 + 6018*q^7*t^17 + 3074*q^6*t^18 - 1079*q^5*t^19 + 1077*q^4*t^20 - 157*q^3*t^21 - 25*q^2*t^22 + 15*q*t^23 - t^24 - 29*q^22*t - 99*q^21*t^2 - 127*q^20*t^3 - 1222*q^19*t^4 + 79*q^18*t^5 - 728*q^17*t^6 - 5315*q^16*t^7 + 11124*q^15*t^8 + 4001*q^14*t^9 - 3311*q^13*t^10 + 23407*q^12*t^11 + 5665*q^11*t^12 + 478*q^10*t^13 + 14154*q^9*t^14 - 5601*q^8*t^15 - 816*q^7*t^16 + 3894*q^6*t^17 - 2206*q^5*t^18 - 164*q^4*t^19 + 201*q^3*t^20 - 83*q^2*t^21 + 14*q*t^22 - 2*q^21*t + 272*q^20*t^2 + 287*q^19*t^3 + 759*q^18*t^4 + 3001*q^17*t^5 - 157*q^16*t^6 + 3763*q^15*t^7 + 3556*q^14*t^8 - 10855*q^13*t^9 + 793*q^12*t^10 + 210*q^11*t^11 - 16216*q^10*t^12 - 1357*q^9*t^13 - 259*q^8*t^14 - 5061*q^7*t^15 + 1340*q^6*t^16 - 699*q^5*t^17 - 585*q^4*t^18 + 337*q^3*t^19 - 63*q^2*t^20 - 8*q*t^21 + 24*q^20*t - 177*q^19*t^2 - 729*q^18*t^3 - 480*q^17*t^4 - 2125*q^16*t^5 - 4079*q^15*t^6 - 726*q^14*t^7 - 4365*q^13*t^8 - 2012*q^12*t^9 + 5603*q^11*t^10 - 2654*q^10*t^11 + 947*q^9*t^12 + 6819*q^8*t^13 - 1323*q^7*t^14 + 266*q^6*t^15 + 1247*q^5*t^16 - 154*q^4*t^17 + 104*q^3*t^18 + 11*q^2*t^19 - 5*q*t^20 - 19*q^19*t + 39*q^18*t^2 + 485*q^17*t^3 + 1055*q^16*t^4 + 515*q^15*t^5 + 3280*q^14*t^6 + 3630*q^13*t^7 + 729*q^12*t^8 + 3397*q^11*t^9 + 1352*q^10*t^10 - 1491*q^9*t^11 + 1785*q^8*t^12 - 791*q^7*t^13 - 984*q^6*t^14 + 556*q^5*t^15 - 113*q^4*t^16 - 126*q^3*t^17 + 25*q^2*t^18 + 4*q*t^19 + 7*q^18*t - 3*q^17*t^2 - 77*q^16*t^3 - 790*q^15*t^4 - 634*q^14*t^5 - 853*q^13*t^6 - 2765*q^12*t^7 - 1847*q^11*t^8 - 435*q^10*t^9 - 1750*q^9*t^10 - 751*q^8*t^11 + 110*q^7*t^12 - 396*q^6*t^13 - 15*q^5*t^14 + 9*q^4*t^15 - 49*q^3*t^16 + 4*q^2*t^17 + q*t^18 - q^17*t + 2*q^16*t^2 - 26*q^15*t^3 + 210*q^14*t^4 + 494*q^13*t^5 + 374*q^12*t^6 + 676*q^11*t^7 + 1223*q^10*t^8 + 576*q^9*t^9 + 92*q^8*t^10 + 647*q^7*t^11 + 171*q^6*t^12 - 16*q^5*t^13 + 68*q^4*t^14 + 23*q^3*t^15 - 4*q^2*t^16 - q*t^17 - q^15*t^2 + 9*q^14*t^3 - 12*q^13*t^4 - 123*q^12*t^5 - 211*q^11*t^6 - 166*q^10*t^7 - 200*q^9*t^8 - 343*q^8*t^9 - 29*q^7*t^10 - 70*q^6*t^11 - 80*q^5*t^12 - 10*q^4*t^13 + 5*q^3*t^14 - q^2*t^15 - 2*q^12*t^4 + 6*q^11*t^5 + 39*q^10*t^6 + 65*q^9*t^7 + 10*q^8*t^8 + 46*q^7*t^9 + 25*q^6*t^10 + 7*q^5*t^11 - 8*q^8*t^7 - 4*q^7*t^8 - 2*q^6*t^9)/((q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0604] 'FJYKg'

Zeta functions

ask[-]:

(q^7*t^5 - 2*q^8*t^3 - 3*q^6*t^5 - q^5*t^6 - q^9*t + 11*q^8*t^2 - 17*q^7*t^3 + 25*q^6*t^4 - 9*q^5*t^5 + 5*q^4*t^6 - q^9 + q^8*t - 10*q^7*t^2 + 8*q^6*t^3 - 13*q^5*t^4 + 2*q^4*t^5 - q^3*t^6 + 10*q^7*t - 31*q^6*t^2 + 58*q^5*t^3 - 58*q^4*t^4 + 31*q^3*t^5 - 10*q^2*t^6 + q^6*t - 2*q^5*t^2 + 13*q^4*t^3 - 8*q^3*t^4 + 10*q^2*t^5 - q*t^6 + t^7 - 5*q^5*t + 9*q^4*t^2 - 25*q^3*t^3 + 17*q^2*t^4 - 11*q*t^5 + t^6 + q^4*t + 3*q^3*t^2 + 2*q*t^4 - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

-(3*q^17*t^13 + 7*q^16*t^14 - 12*q^15*t^15 - 11*q^14*t^16 - 3*q^13*t^17 - 20*q^18*t^11 - 16*q^17*t^12 + 111*q^16*t^13 - 54*q^15*t^14 - 25*q^14*t^15 + 123*q^13*t^16 + 66*q^12*t^17 + 9*q^11*t^18 - 4*q^10*t^19 + 2*q^9*t^20 + 2*q^20*t^8 + 38*q^19*t^9 - 47*q^18*t^10 - 189*q^17*t^11 + 402*q^16*t^12 - 417*q^15*t^13 - 356*q^14*t^14 + 253*q^13*t^15 - 256*q^12*t^16 - 282*q^11*t^17 - 155*q^10*t^18 - 14*q^9*t^19 - 6*q^8*t^20 + 3*q^7*t^21 - 4*q^21*t^6 - 16*q^20*t^7 + 105*q^19*t^8 + 37*q^18*t^9 - 441*q^17*t^10 + 1273*q^16*t^11 - 476*q^15*t^12 - 270*q^14*t^13 + 1551*q^13*t^14 + 79*q^12*t^15 + 213*q^11*t^16 + 352*q^10*t^17 + 497*q^9*t^18 + 229*q^8*t^19 + 27*q^7*t^20 - 20*q^6*t^21 - 3*q^21*t^5 - 42*q^20*t^6 - 7*q^19*t^7 + 123*q^18*t^8 - 1025*q^17*t^9 + 1071*q^16*t^10 - 844*q^15*t^11 - 1805*q^14*t^12 + 1086*q^13*t^13 - 1104*q^12*t^14 - 1107*q^11*t^15 - 827*q^10*t^16 - 233*q^9*t^17 - 311*q^8*t^18 - 686*q^7*t^19 - 161*q^6*t^20 + 51*q^5*t^21 + 15*q^21*t^4 + 26*q^20*t^5 - 203*q^19*t^6 + 657*q^18*t^7 - 537*q^17*t^8 + 41*q^16*t^9 + 1808*q^15*t^10 - 1634*q^14*t^11 + 1473*q^13*t^12 + 1165*q^12*t^13 - 63*q^11*t^14 + 274*q^10*t^15 + 1050*q^9*t^16 + 1323*q^8*t^17 - 607*q^7*t^18 + 638*q^6*t^19 + 456*q^5*t^20 - 58*q^4*t^21 + 14*q^21*t^3 + 89*q^20*t^4 - 381*q^19*t^5 + 866*q^18*t^6 + 289*q^17*t^7 - 2638*q^16*t^8 + 4357*q^15*t^9 - 1939*q^14*t^10 - 1213*q^13*t^11 + 2528*q^12*t^12 - 600*q^11*t^13 - 650*q^10*t^14 - 242*q^9*t^15 + 1616*q^8*t^16 - 2119*q^7*t^17 + 341*q^6*t^18 + 238*q^5*t^19 - 565*q^4*t^20 + 9*q^3*t^21 - 14*q^21*t^2 + 27*q^20*t^3 - 378*q^19*t^4 + 126*q^18*t^5 + 623*q^17*t^6 - 4301*q^16*t^7 + 3844*q^15*t^8 - 1563*q^14*t^9 - 4688*q^13*t^10 + 1827*q^12*t^11 - 972*q^11*t^12 - 1275*q^10*t^13 - 2582*q^9*t^14 + 1820*q^8*t^15 - 1762*q^7*t^16 - 358*q^6*t^17 + 764*q^5*t^18 - 568*q^4*t^19 + 237*q^3*t^20 + 41*q^2*t^21 - q^22 - 20*q^21*t + 17*q^20*t^2 + 98*q^19*t^3 - 187*q^18*t^4 + 1500*q^17*t^5 - 1631*q^16*t^6 + 2514*q^15*t^7 + 2710*q^14*t^8 - 2220*q^13*t^9 + 2920*q^12*t^10 + 2328*q^11*t^11 + 2920*q^10*t^12 - 2220*q^9*t^13 + 2710*q^8*t^14 + 2514*q^7*t^15 - 1631*q^6*t^16 + 1500*q^5*t^17 - 187*q^4*t^18 + 98*q^3*t^19 + 17*q^2*t^20 - 20*q*t^21 - t^22 + 41*q^20*t + 237*q^19*t^2 - 568*q^18*t^3 + 764*q^17*t^4 - 358*q^16*t^5 - 1762*q^15*t^6 + 1820*q^14*t^7 - 2582*q^13*t^8 - 1275*q^12*t^9 - 972*q^11*t^10 + 1827*q^10*t^11 - 4688*q^9*t^12 - 1563*q^8*t^13 + 3844*q^7*t^14 - 4301*q^6*t^15 + 623*q^5*t^16 + 126*q^4*t^17 - 378*q^3*t^18 + 27*q^2*t^19 - 14*q*t^20 + 9*q^19*t - 565*q^18*t^2 + 238*q^17*t^3 + 341*q^16*t^4 - 2119*q^15*t^5 + 1616*q^14*t^6 - 242*q^13*t^7 - 650*q^12*t^8 - 600*q^11*t^9 + 2528*q^10*t^10 - 1213*q^9*t^11 - 1939*q^8*t^12 + 4357*q^7*t^13 - 2638*q^6*t^14 + 289*q^5*t^15 + 866*q^4*t^16 - 381*q^3*t^17 + 89*q^2*t^18 + 14*q*t^19 - 58*q^18*t + 456*q^17*t^2 + 638*q^16*t^3 - 607*q^15*t^4 + 1323*q^14*t^5 + 1050*q^13*t^6 + 274*q^12*t^7 - 63*q^11*t^8 + 1165*q^10*t^9 + 1473*q^9*t^10 - 1634*q^8*t^11 + 1808*q^7*t^12 + 41*q^6*t^13 - 537*q^5*t^14 + 657*q^4*t^15 - 203*q^3*t^16 + 26*q^2*t^17 + 15*q*t^18 + 51*q^17*t - 161*q^16*t^2 - 686*q^15*t^3 - 311*q^14*t^4 - 233*q^13*t^5 - 827*q^12*t^6 - 1107*q^11*t^7 - 1104*q^10*t^8 + 1086*q^9*t^9 - 1805*q^8*t^10 - 844*q^7*t^11 + 1071*q^6*t^12 - 1025*q^5*t^13 + 123*q^4*t^14 - 7*q^3*t^15 - 42*q^2*t^16 - 3*q*t^17 - 20*q^16*t + 27*q^15*t^2 + 229*q^14*t^3 + 497*q^13*t^4 + 352*q^12*t^5 + 213*q^11*t^6 + 79*q^10*t^7 + 1551*q^9*t^8 - 270*q^8*t^9 - 476*q^7*t^10 + 1273*q^6*t^11 - 441*q^5*t^12 + 37*q^4*t^13 + 105*q^3*t^14 - 16*q^2*t^15 - 4*q*t^16 + 3*q^15*t - 6*q^14*t^2 - 14*q^13*t^3 - 155*q^12*t^4 - 282*q^11*t^5 - 256*q^10*t^6 + 253*q^9*t^7 - 356*q^8*t^8 - 417*q^7*t^9 + 402*q^6*t^10 - 189*q^5*t^11 - 47*q^4*t^12 + 38*q^3*t^13 + 2*q^2*t^14 + 2*q^13*t^2 - 4*q^12*t^3 + 9*q^11*t^4 + 66*q^10*t^5 + 123*q^9*t^6 - 25*q^8*t^7 - 54*q^7*t^8 + 111*q^6*t^9 - 16*q^5*t^10 - 20*q^4*t^11 - 3*q^9*t^5 - 11*q^8*t^6 - 12*q^7*t^7 + 7*q^6*t^8 + 3*q^5*t^9)/((q^3 - t^2)*(q^2 - t)*(t^2 - q)^4*(q + t)*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 4], [3, 6], [4, 5], [5, 6]]

[0605] 'FJYZw'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 + q^4*t - 3*q^3*t^2 + 3*q^3*t - q^2*t^2 + t^3 - q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1))

ask[+]:

-(q^15*t^7 + 3*q^14*t^8 + 2*q^13*t^9 - 3*q^12*t^10 - 4*q^11*t^11 - 5*q^16*t^5 - 11*q^15*t^6 + 2*q^14*t^7 + 10*q^13*t^8 - 15*q^12*t^9 - 8*q^11*t^10 + 26*q^10*t^11 + 10*q^9*t^12 - q^8*t^13 + 8*q^16*t^4 + 19*q^15*t^5 + 21*q^14*t^6 + 13*q^13*t^7 - 42*q^12*t^8 - 22*q^11*t^9 + 44*q^10*t^10 - 27*q^9*t^11 - 36*q^8*t^12 - 2*q^7*t^13 - 2*q^6*t^14 + 6*q^16*t^3 - 20*q^15*t^4 - 77*q^14*t^5 + 5*q^13*t^6 + 23*q^12*t^7 - 9*q^11*t^8 + 90*q^10*t^9 + 23*q^9*t^10 - 33*q^8*t^11 + 9*q^7*t^12 + 12*q^6*t^13 + 11*q^5*t^14 - q^17*t - 3*q^16*t^2 + 11*q^15*t^3 - 4*q^14*t^4 + 86*q^13*t^5 + 98*q^12*t^6 - 122*q^11*t^7 - 78*q^10*t^8 + 30*q^9*t^9 - 92*q^8*t^10 - 8*q^7*t^11 + 81*q^6*t^12 + 10*q^5*t^13 - 23*q^4*t^14 - q^17 - 4*q^16*t + 21*q^15*t^2 - 36*q^14*t^3 - 81*q^13*t^4 + 83*q^12*t^5 - 68*q^11*t^6 - 139*q^10*t^7 + 262*q^9*t^8 + 63*q^8*t^9 - 112*q^7*t^10 + 47*q^6*t^11 - 44*q^5*t^12 - 56*q^4*t^13 + 17*q^3*t^14 + 7*q^15*t + 14*q^14*t^2 - 16*q^13*t^3 + 131*q^12*t^4 + 43*q^11*t^5 - 258*q^10*t^6 + 121*q^9*t^7 + 121*q^8*t^8 - 258*q^7*t^9 + 43*q^6*t^10 + 131*q^5*t^11 - 16*q^4*t^12 + 14*q^3*t^13 + 7*q^2*t^14 + 17*q^14*t - 56*q^13*t^2 - 44*q^12*t^3 + 47*q^11*t^4 - 112*q^10*t^5 + 63*q^9*t^6 + 262*q^8*t^7 - 139*q^7*t^8 - 68*q^6*t^9 + 83*q^5*t^10 - 81*q^4*t^11 - 36*q^3*t^12 + 21*q^2*t^13 - 4*q*t^14 - t^15 - 23*q^13*t + 10*q^12*t^2 + 81*q^11*t^3 - 8*q^10*t^4 - 92*q^9*t^5 + 30*q^8*t^6 - 78*q^7*t^7 - 122*q^6*t^8 + 98*q^5*t^9 + 86*q^4*t^10 - 4*q^3*t^11 + 11*q^2*t^12 - 3*q*t^13 - t^14 + 11*q^12*t + 12*q^11*t^2 + 9*q^10*t^3 - 33*q^9*t^4 + 23*q^8*t^5 + 90*q^7*t^6 - 9*q^6*t^7 + 23*q^5*t^8 + 5*q^4*t^9 - 77*q^3*t^10 - 20*q^2*t^11 + 6*q*t^12 - 2*q^11*t - 2*q^10*t^2 - 36*q^9*t^3 - 27*q^8*t^4 + 44*q^7*t^5 - 22*q^6*t^6 - 42*q^5*t^7 + 13*q^4*t^8 + 21*q^3*t^9 + 19*q^2*t^10 + 8*q*t^11 - q^9*t^2 + 10*q^8*t^3 + 26*q^7*t^4 - 8*q^6*t^5 - 15*q^5*t^6 + 10*q^4*t^7 + 2*q^3*t^8 - 11*q^2*t^9 - 5*q*t^10 - 4*q^6*t^4 - 3*q^5*t^5 + 2*q^4*t^6 + 3*q^3*t^7 + q^2*t^8)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0606] 'FJY[w'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^5*t^3 - q^7 - q^6*t - q^4*t^3 + 4*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - q^3*t - q*t^3 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

-(q^14*t^11 + 2*q^13*t^12 + q^12*t^13 - 4*q^11*t^14 - 2*q^10*t^15 - 11*q^15*t^9 - 2*q^14*t^10 + 25*q^13*t^11 - 39*q^11*t^13 + 14*q^10*t^14 + 25*q^9*t^15 + 4*q^8*t^16 + 2*q^17*t^6 + 9*q^16*t^7 - 25*q^15*t^8 + 2*q^14*t^9 + 81*q^13*t^10 - 42*q^12*t^11 - 124*q^11*t^12 + 104*q^10*t^13 + 45*q^9*t^14 - 70*q^8*t^15 - 29*q^7*t^16 - 3*q^6*t^17 + 3*q^17*t^5 + 14*q^16*t^6 - 21*q^15*t^7 - 24*q^14*t^8 + 93*q^13*t^9 - 71*q^12*t^10 - 182*q^11*t^11 + 257*q^10*t^12 + 75*q^9*t^13 - 179*q^8*t^14 + 19*q^7*t^15 + 67*q^6*t^16 + 13*q^5*t^17 - 7*q^17*t^4 - 17*q^16*t^5 + 36*q^15*t^6 - 61*q^14*t^7 + 53*q^13*t^8 + 119*q^12*t^9 - 192*q^11*t^10 + 145*q^10*t^11 + 116*q^9*t^12 - 297*q^8*t^13 + 38*q^7*t^14 + 133*q^6*t^15 - 22*q^5*t^16 - 22*q^4*t^17 - 10*q^17*t^3 - 25*q^16*t^4 + 130*q^15*t^5 - 106*q^14*t^6 - 185*q^13*t^7 + 309*q^12*t^8 - 121*q^11*t^9 - 288*q^10*t^10 + 333*q^9*t^11 - 161*q^8*t^12 - 91*q^7*t^13 + 190*q^6*t^14 - 64*q^5*t^15 - 95*q^4*t^16 + 8*q^3*t^17 + 3*q^17*t^2 - 3*q^16*t^3 + 103*q^15*t^4 - 49*q^14*t^5 - 297*q^13*t^6 + 401*q^12*t^7 + 240*q^11*t^8 - 746*q^10*t^9 + 387*q^9*t^10 + 319*q^8*t^11 - 365*q^7*t^12 + 168*q^6*t^13 + 49*q^5*t^14 - 110*q^4*t^15 + 78*q^3*t^16 + 20*q^2*t^17 + q^18 + 12*q^17*t - q^16*t^2 - 32*q^15*t^3 + 62*q^14*t^4 - 202*q^13*t^5 + 160*q^12*t^6 + 512*q^11*t^7 - 792*q^10*t^8 + 792*q^8*t^10 - 512*q^7*t^11 - 160*q^6*t^12 + 202*q^5*t^13 - 62*q^4*t^14 + 32*q^3*t^15 + q^2*t^16 - 12*q*t^17 - t^18 - 20*q^16*t - 78*q^15*t^2 + 110*q^14*t^3 - 49*q^13*t^4 - 168*q^12*t^5 + 365*q^11*t^6 - 319*q^10*t^7 - 387*q^9*t^8 + 746*q^8*t^9 - 240*q^7*t^10 - 401*q^6*t^11 + 297*q^5*t^12 + 49*q^4*t^13 - 103*q^3*t^14 + 3*q^2*t^15 - 3*q*t^16 - 8*q^15*t + 95*q^14*t^2 + 64*q^13*t^3 - 190*q^12*t^4 + 91*q^11*t^5 + 161*q^10*t^6 - 333*q^9*t^7 + 288*q^8*t^8 + 121*q^7*t^9 - 309*q^6*t^10 + 185*q^5*t^11 + 106*q^4*t^12 - 130*q^3*t^13 + 25*q^2*t^14 + 10*q*t^15 + 22*q^14*t + 22*q^13*t^2 - 133*q^12*t^3 - 38*q^11*t^4 + 297*q^10*t^5 - 116*q^9*t^6 - 145*q^8*t^7 + 192*q^7*t^8 - 119*q^6*t^9 - 53*q^5*t^10 + 61*q^4*t^11 - 36*q^3*t^12 + 17*q^2*t^13 + 7*q*t^14 - 13*q^13*t - 67*q^12*t^2 - 19*q^11*t^3 + 179*q^10*t^4 - 75*q^9*t^5 - 257*q^8*t^6 + 182*q^7*t^7 + 71*q^6*t^8 - 93*q^5*t^9 + 24*q^4*t^10 + 21*q^3*t^11 - 14*q^2*t^12 - 3*q*t^13 + 3*q^12*t + 29*q^11*t^2 + 70*q^10*t^3 - 45*q^9*t^4 - 104*q^8*t^5 + 124*q^7*t^6 + 42*q^6*t^7 - 81*q^5*t^8 - 2*q^4*t^9 + 25*q^3*t^10 - 9*q^2*t^11 - 2*q*t^12 - 4*q^10*t^2 - 25*q^9*t^3 - 14*q^8*t^4 + 39*q^7*t^5 - 25*q^5*t^7 + 2*q^4*t^8 + 11*q^3*t^9 + 2*q^8*t^3 + 4*q^7*t^4 - q^6*t^5 - 2*q^5*t^6 - q^4*t^7)/((q^2 - t)*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0607] 'FJY\w'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^20*t^12 + 2*q^19*t^13 + 4*q^18*t^14 + q^22*t^9 - 11*q^21*t^10 - 9*q^20*t^11 - 14*q^19*t^12 - 3*q^18*t^13 - 38*q^17*t^14 - 22*q^16*t^15 - 4*q^15*t^16 + q^14*t^17 - q^24*t^6 - 2*q^23*t^7 + 19*q^22*t^8 + 5*q^21*t^9 - 3*q^20*t^10 + 36*q^19*t^11 + 127*q^18*t^12 + 14*q^17*t^13 + 64*q^16*t^14 + 127*q^15*t^15 + 70*q^14*t^16 + 14*q^13*t^17 - 2*q^12*t^18 - 4*q^23*t^6 + 20*q^22*t^7 + 14*q^21*t^8 - 96*q^20*t^9 - 34*q^19*t^10 + 136*q^18*t^11 - 242*q^17*t^12 - 333*q^16*t^13 - 76*q^15*t^14 - 181*q^14*t^15 - 230*q^13*t^16 - 140*q^12*t^17 - 22*q^11*t^18 + 2*q^24*t^4 - 9*q^23*t^5 - 48*q^22*t^6 + 33*q^21*t^7 - 129*q^20*t^8 - 144*q^19*t^9 + 248*q^18*t^10 - 33*q^17*t^11 - 334*q^16*t^12 + 505*q^15*t^13 + 521*q^14*t^14 + 233*q^13*t^15 + 188*q^12*t^16 + 291*q^11*t^17 + 157*q^10*t^18 + 30*q^9*t^19 + q^8*t^20 + 3*q^24*t^3 + 15*q^23*t^4 - 54*q^22*t^5 + 180*q^21*t^6 + 233*q^20*t^7 - 106*q^19*t^8 + 352*q^18*t^9 + 684*q^17*t^10 - 393*q^16*t^11 + 241*q^15*t^12 + 549*q^14*t^13 - 353*q^13*t^14 - 731*q^12*t^15 - 205*q^11*t^16 - 36*q^10*t^17 - 231*q^9*t^18 - 131*q^8*t^19 - 15*q^7*t^20 - 2*q^6*t^21 + 2*q^24*t^2 + 30*q^23*t^3 - 65*q^22*t^4 - 18*q^21*t^5 + 196*q^20*t^6 - 560*q^19*t^7 - 706*q^18*t^8 + 478*q^17*t^9 - 790*q^16*t^10 - 1441*q^15*t^11 + 120*q^14*t^12 - 249*q^13*t^13 - 962*q^12*t^14 + 5*q^11*t^15 + 672*q^10*t^16 - 89*q^9*t^17 - 76*q^8*t^18 + 115*q^7*t^19 + 51*q^6*t^20 + 11*q^5*t^21 - q^25 - 7*q^24*t - 5*q^23*t^2 - 42*q^22*t^3 - 159*q^21*t^4 + 218*q^20*t^5 - 66*q^19*t^6 - 686*q^18*t^7 + 972*q^17*t^8 + 1235*q^16*t^9 - 1037*q^15*t^10 + 893*q^14*t^11 + 2047*q^13*t^12 + 324*q^12*t^13 + 35*q^11*t^14 + 1205*q^10*t^15 + 220*q^9*t^16 - 254*q^8*t^17 + 153*q^7*t^18 + 153*q^6*t^19 - 25*q^5*t^20 - 25*q^4*t^21 + 8*q^23*t + 77*q^22*t^2 - 18*q^21*t^3 + 189*q^20*t^4 + 477*q^19*t^5 - 317*q^18*t^6 + 250*q^17*t^7 + 1632*q^16*t^8 - 1074*q^15*t^9 - 1161*q^14*t^10 + 1175*q^13*t^11 - 26*q^12*t^12 - 2098*q^11*t^13 - 533*q^10*t^14 + 252*q^9*t^15 - 896*q^8*t^16 - 387*q^7*t^17 + 116*q^6*t^18 - 168*q^5*t^19 - 93*q^4*t^20 + 21*q^3*t^21 + 21*q^22*t - 93*q^21*t^2 - 168*q^20*t^3 + 116*q^19*t^4 - 387*q^18*t^5 - 896*q^17*t^6 + 252*q^16*t^7 - 533*q^15*t^8 - 2098*q^14*t^9 - 26*q^13*t^10 + 1175*q^12*t^11 - 1161*q^11*t^12 - 1074*q^10*t^13 + 1632*q^9*t^14 + 250*q^8*t^15 - 317*q^7*t^16 + 477*q^6*t^17 + 189*q^5*t^18 - 18*q^4*t^19 + 77*q^3*t^20 + 8*q^2*t^21 - 25*q^21*t - 25*q^20*t^2 + 153*q^19*t^3 + 153*q^18*t^4 - 254*q^17*t^5 + 220*q^16*t^6 + 1205*q^15*t^7 + 35*q^14*t^8 + 324*q^13*t^9 + 2047*q^12*t^10 + 893*q^11*t^11 - 1037*q^10*t^12 + 1235*q^9*t^13 + 972*q^8*t^14 - 686*q^7*t^15 - 66*q^6*t^16 + 218*q^5*t^17 - 159*q^4*t^18 - 42*q^3*t^19 - 5*q^2*t^20 - 7*q*t^21 - t^22 + 11*q^20*t + 51*q^19*t^2 + 115*q^18*t^3 - 76*q^17*t^4 - 89*q^16*t^5 + 672*q^15*t^6 + 5*q^14*t^7 - 962*q^13*t^8 - 249*q^12*t^9 + 120*q^11*t^10 - 1441*q^10*t^11 - 790*q^9*t^12 + 478*q^8*t^13 - 706*q^7*t^14 - 560*q^6*t^15 + 196*q^5*t^16 - 18*q^4*t^17 - 65*q^3*t^18 + 30*q^2*t^19 + 2*q*t^20 - 2*q^19*t - 15*q^18*t^2 - 131*q^17*t^3 - 231*q^16*t^4 - 36*q^15*t^5 - 205*q^14*t^6 - 731*q^13*t^7 - 353*q^12*t^8 + 549*q^11*t^9 + 241*q^10*t^10 - 393*q^9*t^11 + 684*q^8*t^12 + 352*q^7*t^13 - 106*q^6*t^14 + 233*q^5*t^15 + 180*q^4*t^16 - 54*q^3*t^17 + 15*q^2*t^18 + 3*q*t^19 + q^17*t^2 + 30*q^16*t^3 + 157*q^15*t^4 + 291*q^14*t^5 + 188*q^13*t^6 + 233*q^12*t^7 + 521*q^11*t^8 + 505*q^10*t^9 - 334*q^9*t^10 - 33*q^8*t^11 + 248*q^7*t^12 - 144*q^6*t^13 - 129*q^5*t^14 + 33*q^4*t^15 - 48*q^3*t^16 - 9*q^2*t^17 + 2*q*t^18 - 22*q^14*t^4 - 140*q^13*t^5 - 230*q^12*t^6 - 181*q^11*t^7 - 76*q^10*t^8 - 333*q^9*t^9 - 242*q^8*t^10 + 136*q^7*t^11 - 34*q^6*t^12 - 96*q^5*t^13 + 14*q^4*t^14 + 20*q^3*t^15 - 4*q^2*t^16 - 2*q^13*t^4 + 14*q^12*t^5 + 70*q^11*t^6 + 127*q^10*t^7 + 64*q^9*t^8 + 14*q^8*t^9 + 127*q^7*t^10 + 36*q^6*t^11 - 3*q^5*t^12 + 5*q^4*t^13 + 19*q^3*t^14 - 2*q^2*t^15 - q*t^16 + q^11*t^5 - 4*q^10*t^6 - 22*q^9*t^7 - 38*q^8*t^8 - 3*q^7*t^9 - 14*q^6*t^10 - 9*q^5*t^11 - 11*q^4*t^12 + q^3*t^13 + 4*q^7*t^8 + 2*q^6*t^9 + 3*q^5*t^10)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0608] 'FJY^w'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(5*q^27*t^8 + 3*q^26*t^9 + 5*q^25*t^10 - 5*q^28*t^6 - 14*q^26*t^8 - 13*q^25*t^9 - 35*q^24*t^10 - 11*q^23*t^11 - q^29*t^4 - 7*q^28*t^5 - 7*q^27*t^6 + 9*q^26*t^7 + 21*q^25*t^8 - 2*q^24*t^9 + 50*q^23*t^10 + 47*q^22*t^11 - 6*q^21*t^12 - q^20*t^13 + q^19*t^14 + 3*q^29*t^3 + 21*q^28*t^4 + 7*q^27*t^5 + 66*q^26*t^6 + 43*q^25*t^7 - 7*q^24*t^8 + 12*q^23*t^9 + 56*q^22*t^10 - 3*q^21*t^11 + 68*q^20*t^12 + 22*q^19*t^13 - 2*q^18*t^14 + 3*q^29*t^2 + 11*q^28*t^3 - 59*q^27*t^4 - 45*q^26*t^5 - 35*q^25*t^6 - 63*q^24*t^7 - 117*q^23*t^8 - 41*q^22*t^9 - 111*q^21*t^10 - 133*q^20*t^11 - 197*q^19*t^12 - 100*q^18*t^13 - 10*q^17*t^14 - q^30 - 6*q^29*t - 12*q^28*t^2 - 19*q^27*t^3 - 42*q^26*t^4 + 46*q^25*t^5 + 16*q^24*t^6 - 159*q^23*t^7 - 101*q^22*t^8 + 141*q^21*t^9 + 35*q^20*t^10 + 70*q^19*t^11 + 89*q^18*t^12 + 53*q^17*t^13 + q^16*t^14 - 2*q^15*t^15 - 5*q^14*t^16 + 9*q^28*t + 59*q^27*t^2 - 11*q^26*t^3 + 67*q^25*t^4 + 192*q^24*t^5 + 152*q^23*t^6 + 134*q^22*t^7 + 453*q^21*t^8 + 193*q^20*t^9 + 161*q^19*t^10 + 100*q^18*t^11 + 225*q^17*t^12 + 309*q^16*t^13 + 180*q^15*t^14 + 39*q^14*t^15 + 27*q^13*t^16 - q^12*t^17 + 5*q^27*t - 40*q^26*t^2 - 12*q^25*t^3 + 82*q^24*t^4 - 24*q^23*t^5 - 243*q^22*t^6 - 263*q^21*t^7 - 87*q^20*t^8 - 26*q^19*t^9 - 243*q^18*t^10 - 337*q^17*t^11 - 245*q^16*t^12 - 353*q^15*t^13 - 284*q^14*t^14 - 66*q^13*t^15 - 50*q^12*t^16 + 2*q^10*t^18 + 4*q^26*t - 42*q^25*t^2 - 122*q^24*t^3 - 161*q^23*t^4 - 108*q^22*t^5 - 339*q^21*t^6 - 62*q^20*t^7 - 147*q^19*t^8 - 460*q^18*t^9 - 607*q^17*t^10 - 95*q^16*t^11 + 160*q^15*t^12 - 11*q^14*t^13 - 170*q^13*t^14 - 163*q^12*t^15 - 38*q^11*t^16 + 3*q^10*t^17 - 8*q^9*t^18 - 11*q^25*t + 21*q^24*t^2 + 171*q^23*t^3 + 260*q^22*t^4 - 8*q^21*t^5 + 107*q^20*t^6 + 392*q^19*t^7 + 644*q^18*t^8 + 546*q^17*t^9 + 383*q^16*t^10 + 579*q^15*t^11 + 421*q^14*t^12 + 143*q^13*t^13 + 450*q^12*t^14 + 413*q^11*t^15 + 195*q^10*t^16 + 10*q^9*t^17 + 15*q^8*t^18 + q^7*t^19 + 6*q^24*t + 12*q^23*t^2 - 31*q^22*t^3 + 31*q^21*t^4 + 160*q^20*t^5 + 278*q^19*t^6 + 199*q^18*t^7 + 47*q^17*t^8 - 500*q^16*t^9 + 500*q^14*t^11 - 47*q^13*t^12 - 199*q^12*t^13 - 278*q^11*t^14 - 160*q^10*t^15 - 31*q^9*t^16 + 31*q^8*t^17 - 12*q^7*t^18 - 6*q^6*t^19 - q^23*t - 15*q^22*t^2 - 10*q^21*t^3 - 195*q^20*t^4 - 413*q^19*t^5 - 450*q^18*t^6 - 143*q^17*t^7 - 421*q^16*t^8 - 579*q^15*t^9 - 383*q^14*t^10 - 546*q^13*t^11 - 644*q^12*t^12 - 392*q^11*t^13 - 107*q^10*t^14 + 8*q^9*t^15 - 260*q^8*t^16 - 171*q^7*t^17 - 21*q^6*t^18 + 11*q^5*t^19 + 8*q^21*t^2 - 3*q^20*t^3 + 38*q^19*t^4 + 163*q^18*t^5 + 170*q^17*t^6 + 11*q^16*t^7 - 160*q^15*t^8 + 95*q^14*t^9 + 607*q^13*t^10 + 460*q^12*t^11 + 147*q^11*t^12 + 62*q^10*t^13 + 339*q^9*t^14 + 108*q^8*t^15 + 161*q^7*t^16 + 122*q^6*t^17 + 42*q^5*t^18 - 4*q^4*t^19 - 2*q^20*t^2 + 50*q^18*t^4 + 66*q^17*t^5 + 284*q^16*t^6 + 353*q^15*t^7 + 245*q^14*t^8 + 337*q^13*t^9 + 243*q^12*t^10 + 26*q^11*t^11 + 87*q^10*t^12 + 263*q^9*t^13 + 243*q^8*t^14 + 24*q^7*t^15 - 82*q^6*t^16 + 12*q^5*t^17 + 40*q^4*t^18 - 5*q^3*t^19 + q^18*t^3 - 27*q^17*t^4 - 39*q^16*t^5 - 180*q^15*t^6 - 309*q^14*t^7 - 225*q^13*t^8 - 100*q^12*t^9 - 161*q^11*t^10 - 193*q^10*t^11 - 453*q^9*t^12 - 134*q^8*t^13 - 152*q^7*t^14 - 192*q^6*t^15 - 67*q^5*t^16 + 11*q^4*t^17 - 59*q^3*t^18 - 9*q^2*t^19 + 5*q^16*t^4 + 2*q^15*t^5 - q^14*t^6 - 53*q^13*t^7 - 89*q^12*t^8 - 70*q^11*t^9 - 35*q^10*t^10 - 141*q^9*t^11 + 101*q^8*t^12 + 159*q^7*t^13 - 16*q^6*t^14 - 46*q^5*t^15 + 42*q^4*t^16 + 19*q^3*t^17 + 12*q^2*t^18 + 6*q*t^19 + t^20 + 10*q^13*t^6 + 100*q^12*t^7 + 197*q^11*t^8 + 133*q^10*t^9 + 111*q^9*t^10 + 41*q^8*t^11 + 117*q^7*t^12 + 63*q^6*t^13 + 35*q^5*t^14 + 45*q^4*t^15 + 59*q^3*t^16 - 11*q^2*t^17 - 3*q*t^18 + 2*q^12*t^6 - 22*q^11*t^7 - 68*q^10*t^8 + 3*q^9*t^9 - 56*q^8*t^10 - 12*q^7*t^11 + 7*q^6*t^12 - 43*q^5*t^13 - 66*q^4*t^14 - 7*q^3*t^15 - 21*q^2*t^16 - 3*q*t^17 - q^11*t^6 + q^10*t^7 + 6*q^9*t^8 - 47*q^8*t^9 - 50*q^7*t^10 + 2*q^6*t^11 - 21*q^5*t^12 - 9*q^4*t^13 + 7*q^3*t^14 + 7*q^2*t^15 + q*t^16 + 11*q^7*t^9 + 35*q^6*t^10 + 13*q^5*t^11 + 14*q^4*t^12 + 5*q^2*t^14 - 5*q^5*t^10 - 3*q^4*t^11 - 5*q^3*t^12)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0609] 'FJY}o'

Zeta functions

ask[-]:

-(q^11 - 2*q^9*t^2 + 2*q^8*t^3 - 3*q^8*t^2 - 2*q^7*t^3 + q^6*t^4 - 6*q^8*t + 13*q^7*t^2 + 3*q^6*t^3 - 5*q^5*t^4 - 3*q^7*t + 5*q^6*t^2 - 5*q^5*t^3 + 3*q^4*t^4 + 5*q^6*t - 3*q^5*t^2 - 13*q^4*t^3 + 6*q^3*t^4 - q^5*t + 2*q^4*t^2 + 3*q^3*t^3 - 2*q^3*t^2 + 2*q^2*t^3 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(7*q^18*t^8 + 4*q^17*t^9 + 11*q^16*t^10 - 7*q^19*t^6 - q^18*t^7 - 27*q^17*t^8 + 2*q^16*t^9 - 97*q^15*t^10 - 48*q^14*t^11 + 2*q^13*t^12 + q^12*t^13 - q^11*t^14 - q^20*t^4 - 7*q^19*t^5 - 8*q^18*t^6 - 6*q^17*t^7 + 91*q^16*t^8 - 74*q^15*t^9 + 222*q^14*t^10 + 256*q^13*t^11 + 38*q^12*t^12 + 36*q^11*t^13 + 10*q^10*t^14 - 7*q^9*t^15 + 2*q^20*t^3 + 28*q^19*t^4 + 5*q^18*t^5 + 91*q^17*t^6 + 141*q^16*t^7 - 82*q^15*t^8 + 109*q^14*t^9 - 170*q^13*t^10 - 444*q^12*t^11 - 117*q^11*t^12 - 230*q^10*t^13 - 73*q^9*t^14 + 37*q^8*t^15 - q^7*t^16 + 3*q^20*t^2 + 23*q^19*t^3 - 71*q^18*t^4 - 41*q^17*t^5 - 228*q^16*t^6 - 203*q^15*t^7 - 360*q^14*t^8 - 373*q^13*t^9 + 132*q^12*t^10 + 383*q^11*t^11 - 152*q^10*t^12 + 438*q^9*t^13 + 276*q^8*t^14 - 75*q^7*t^15 + 6*q^6*t^16 - q^21 - 7*q^20*t - 21*q^19*t^2 - 42*q^18*t^3 - 49*q^17*t^4 - 124*q^16*t^5 + 639*q^15*t^6 + 126*q^14*t^7 + 287*q^13*t^8 + 1208*q^12*t^9 + 216*q^11*t^10 - 390*q^10*t^11 + 626*q^9*t^12 - 130*q^8*t^13 - 447*q^7*t^14 + 61*q^6*t^15 - 16*q^5*t^16 + 6*q^19*t + 98*q^18*t^2 + 28*q^17*t^3 + 116*q^16*t^4 + 711*q^15*t^5 - 412*q^14*t^6 - 639*q^13*t^7 + 389*q^12*t^8 - 935*q^11*t^9 - 778*q^10*t^10 - 100*q^9*t^11 - 568*q^8*t^12 - 307*q^7*t^13 + 228*q^6*t^14 - 42*q^5*t^15 + 27*q^4*t^16 + 22*q^18*t - 110*q^17*t^2 - 38*q^16*t^3 - 175*q^15*t^4 - 699*q^14*t^5 - 518*q^13*t^6 + 162*q^12*t^7 - 254*q^11*t^8 + 254*q^10*t^9 - 162*q^9*t^10 + 518*q^8*t^11 + 699*q^7*t^12 + 175*q^6*t^13 + 38*q^5*t^14 + 110*q^4*t^15 - 22*q^3*t^16 - 27*q^17*t + 42*q^16*t^2 - 228*q^15*t^3 + 307*q^14*t^4 + 568*q^13*t^5 + 100*q^12*t^6 + 778*q^11*t^7 + 935*q^10*t^8 - 389*q^9*t^9 + 639*q^8*t^10 + 412*q^7*t^11 - 711*q^6*t^12 - 116*q^5*t^13 - 28*q^4*t^14 - 98*q^3*t^15 - 6*q^2*t^16 + 16*q^16*t - 61*q^15*t^2 + 447*q^14*t^3 + 130*q^13*t^4 - 626*q^12*t^5 + 390*q^11*t^6 - 216*q^10*t^7 - 1208*q^9*t^8 - 287*q^8*t^9 - 126*q^7*t^10 - 639*q^6*t^11 + 124*q^5*t^12 + 49*q^4*t^13 + 42*q^3*t^14 + 21*q^2*t^15 + 7*q*t^16 + t^17 - 6*q^15*t + 75*q^14*t^2 - 276*q^13*t^3 - 438*q^12*t^4 + 152*q^11*t^5 - 383*q^10*t^6 - 132*q^9*t^7 + 373*q^8*t^8 + 360*q^7*t^9 + 203*q^6*t^10 + 228*q^5*t^11 + 41*q^4*t^12 + 71*q^3*t^13 - 23*q^2*t^14 - 3*q*t^15 + q^14*t - 37*q^13*t^2 + 73*q^12*t^3 + 230*q^11*t^4 + 117*q^10*t^5 + 444*q^9*t^6 + 170*q^8*t^7 - 109*q^7*t^8 + 82*q^6*t^9 - 141*q^5*t^10 - 91*q^4*t^11 - 5*q^3*t^12 - 28*q^2*t^13 - 2*q*t^14 + 7*q^12*t^2 - 10*q^11*t^3 - 36*q^10*t^4 - 38*q^9*t^5 - 256*q^8*t^6 - 222*q^7*t^7 + 74*q^6*t^8 - 91*q^5*t^9 + 6*q^4*t^10 + 8*q^3*t^11 + 7*q^2*t^12 + q*t^13 + q^10*t^3 - q^9*t^4 - 2*q^8*t^5 + 48*q^7*t^6 + 97*q^6*t^7 - 2*q^5*t^8 + 27*q^4*t^9 + q^3*t^10 + 7*q^2*t^11 - 11*q^5*t^7 - 4*q^4*t^8 - 7*q^3*t^9)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0610] 'FJY}w'

Zeta functions

ask[-]:

-(q^9 - q^7*t - 4*q^6*t^2 + 2*q^5*t^3 - 3*q^6*t + 7*q^5*t^2 - 2*q^4*t^3 - 2*q^5*t + 7*q^4*t^2 - 3*q^3*t^3 + 2*q^4*t - 4*q^3*t^2 - q^2*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(4*q^18*t^8 + 2*q^17*t^9 + 4*q^16*t^10 - 4*q^19*t^6 - q^18*t^7 - 9*q^17*t^8 - q^16*t^9 - 45*q^15*t^10 - 21*q^14*t^11 + q^13*t^12 + q^12*t^13 - q^11*t^14 - q^20*t^4 - 5*q^19*t^5 - 10*q^18*t^6 + 6*q^17*t^7 + 36*q^16*t^8 - 37*q^15*t^9 + 88*q^14*t^10 + 119*q^13*t^11 + 43*q^12*t^12 + 10*q^11*t^13 + 2*q^10*t^14 - q^9*t^15 + 2*q^20*t^3 + 19*q^19*t^4 + 3*q^18*t^5 + 60*q^17*t^6 + 72*q^16*t^7 - 37*q^15*t^8 + 15*q^14*t^9 - 21*q^13*t^10 - 159*q^12*t^11 - 150*q^11*t^12 - 114*q^10*t^13 - 19*q^9*t^14 + 9*q^8*t^15 + 3*q^20*t^2 + 15*q^19*t^3 - 45*q^18*t^4 - 57*q^17*t^5 - 89*q^16*t^6 - 92*q^15*t^7 - 241*q^14*t^8 - 88*q^13*t^9 + 72*q^12*t^10 + 39*q^11*t^11 + 14*q^10*t^12 + 263*q^9*t^13 + 114*q^8*t^14 - 18*q^7*t^15 - q^21 - 6*q^20*t - 13*q^19*t^2 - 22*q^18*t^3 - 64*q^17*t^4 + 23*q^16*t^5 + 337*q^15*t^6 - 25*q^14*t^7 + 126*q^13*t^8 + 593*q^12*t^9 + 90*q^11*t^10 - 149*q^10*t^11 + 285*q^9*t^12 - 82*q^8*t^13 - 204*q^7*t^14 - 6*q^6*t^15 - 2*q^5*t^16 + 7*q^19*t + 64*q^18*t^2 + 11*q^17*t^3 + 88*q^16*t^4 + 344*q^15*t^5 - 187*q^14*t^6 - 411*q^13*t^7 + 288*q^12*t^8 - 263*q^11*t^9 - 578*q^10*t^10 - 89*q^9*t^11 - 152*q^8*t^12 - 196*q^7*t^13 + 53*q^6*t^14 + 21*q^5*t^15 + 10*q^4*t^16 + 12*q^18*t - 53*q^17*t^2 - 81*q^16*t^3 - 75*q^15*t^4 - 251*q^14*t^5 - 467*q^13*t^6 + 105*q^12*t^7 + 164*q^11*t^8 - 164*q^10*t^9 - 105*q^9*t^10 + 467*q^8*t^11 + 251*q^7*t^12 + 75*q^6*t^13 + 81*q^5*t^14 + 53*q^4*t^15 - 12*q^3*t^16 - 10*q^17*t - 21*q^16*t^2 - 53*q^15*t^3 + 196*q^14*t^4 + 152*q^13*t^5 + 89*q^12*t^6 + 578*q^11*t^7 + 263*q^10*t^8 - 288*q^9*t^9 + 411*q^8*t^10 + 187*q^7*t^11 - 344*q^6*t^12 - 88*q^5*t^13 - 11*q^4*t^14 - 64*q^3*t^15 - 7*q^2*t^16 + 2*q^16*t + 6*q^15*t^2 + 204*q^14*t^3 + 82*q^13*t^4 - 285*q^12*t^5 + 149*q^11*t^6 - 90*q^10*t^7 - 593*q^9*t^8 - 126*q^8*t^9 + 25*q^7*t^10 - 337*q^6*t^11 - 23*q^5*t^12 + 64*q^4*t^13 + 22*q^3*t^14 + 13*q^2*t^15 + 6*q*t^16 + t^17 + 18*q^14*t^2 - 114*q^13*t^3 - 263*q^12*t^4 - 14*q^11*t^5 - 39*q^10*t^6 - 72*q^9*t^7 + 88*q^8*t^8 + 241*q^7*t^9 + 92*q^6*t^10 + 89*q^5*t^11 + 57*q^4*t^12 + 45*q^3*t^13 - 15*q^2*t^14 - 3*q*t^15 - 9*q^13*t^2 + 19*q^12*t^3 + 114*q^11*t^4 + 150*q^10*t^5 + 159*q^9*t^6 + 21*q^8*t^7 - 15*q^7*t^8 + 37*q^6*t^9 - 72*q^5*t^10 - 60*q^4*t^11 - 3*q^3*t^12 - 19*q^2*t^13 - 2*q*t^14 + q^12*t^2 - 2*q^11*t^3 - 10*q^10*t^4 - 43*q^9*t^5 - 119*q^8*t^6 - 88*q^7*t^7 + 37*q^6*t^8 - 36*q^5*t^9 - 6*q^4*t^10 + 10*q^3*t^11 + 5*q^2*t^12 + q*t^13 + q^10*t^3 - q^9*t^4 - q^8*t^5 + 21*q^7*t^6 + 45*q^6*t^7 + q^5*t^8 + 9*q^4*t^9 + q^3*t^10 + 4*q^2*t^11 - 4*q^5*t^7 - 2*q^4*t^8 - 4*q^3*t^9)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0611] 'FJ\|w'

Zeta functions

ask[-]:

-(q^7 - q^6*t - q^5*t^2 + 2*q^4*t^2 - q^4*t + q^3*t^2 - 2*q^3*t + q^2*t + q*t^2 - t^3)/((q^2 - t)*(q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^14*t^6 - 5*q^12*t^8 - 2*q^15*t^4 + 9*q^13*t^6 + 10*q^12*t^7 + 8*q^11*t^8 - 22*q^10*t^9 + 5*q^9*t^10 + 4*q^8*t^11 - 2*q^15*t^3 + 2*q^14*t^4 - 8*q^13*t^5 - 6*q^12*t^6 - 14*q^11*t^7 - 19*q^10*t^8 + 89*q^9*t^9 - q^8*t^10 - 13*q^7*t^11 + 2*q^16*t - q^15*t^2 - 3*q^14*t^3 - 38*q^13*t^4 + 71*q^12*t^5 - 12*q^11*t^6 - 106*q^10*t^7 + 31*q^9*t^8 - 115*q^8*t^9 - 20*q^7*t^10 + 19*q^6*t^11 - 8*q^5*t^12 + q^16 - 2*q^15*t + 21*q^14*t^2 - 26*q^13*t^3 + 143*q^12*t^4 - 72*q^11*t^5 - 96*q^10*t^6 + 223*q^9*t^7 + 74*q^8*t^8 + 65*q^7*t^9 - 4*q^6*t^10 - 44*q^5*t^11 + 29*q^4*t^12 + 13*q^14*t - 93*q^13*t^2 + 53*q^12*t^3 - 81*q^11*t^4 - 16*q^10*t^5 + 120*q^9*t^6 - 109*q^8*t^7 - 89*q^7*t^8 - 46*q^6*t^9 + 12*q^5*t^10 + 105*q^4*t^11 - 37*q^3*t^12 - 37*q^13*t + 105*q^12*t^2 + 12*q^11*t^3 - 46*q^10*t^4 - 89*q^9*t^5 - 109*q^8*t^6 + 120*q^7*t^7 - 16*q^6*t^8 - 81*q^5*t^9 + 53*q^4*t^10 - 93*q^3*t^11 + 13*q^2*t^12 + 29*q^12*t - 44*q^11*t^2 - 4*q^10*t^3 + 65*q^9*t^4 + 74*q^8*t^5 + 223*q^7*t^6 - 96*q^6*t^7 - 72*q^5*t^8 + 143*q^4*t^9 - 26*q^3*t^10 + 21*q^2*t^11 - 2*q*t^12 + t^13 - 8*q^11*t + 19*q^10*t^2 - 20*q^9*t^3 - 115*q^8*t^4 + 31*q^7*t^5 - 106*q^6*t^6 - 12*q^5*t^7 + 71*q^4*t^8 - 38*q^3*t^9 - 3*q^2*t^10 - q*t^11 + 2*t^12 - 13*q^9*t^2 - q^8*t^3 + 89*q^7*t^4 - 19*q^6*t^5 - 14*q^5*t^6 - 6*q^4*t^7 - 8*q^3*t^8 + 2*q^2*t^9 - 2*q*t^10 + 4*q^8*t^2 + 5*q^7*t^3 - 22*q^6*t^4 + 8*q^5*t^5 + 10*q^4*t^6 + 9*q^3*t^7 - 2*q*t^9 - 5*q^4*t^5 + q^2*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^2*q^6*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0612] 'FJ\~w'

Zeta functions

ask[-]:

-(q^4 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(5*q^16*t^4 - 2*q^18*t + q^17*t^2 - 6*q^16*t^3 - 11*q^15*t^4 + 23*q^14*t^5 - 11*q^13*t^6 + q^11*t^8 - q^18 + 2*q^17*t - 26*q^16*t^2 + 42*q^15*t^3 + 12*q^14*t^4 - 96*q^13*t^5 + 38*q^12*t^6 - 27*q^11*t^7 + 2*q^10*t^8 - q^9*t^9 - 9*q^16*t + 95*q^15*t^2 - 84*q^14*t^3 + 4*q^13*t^4 + 122*q^12*t^5 - 98*q^11*t^6 + 114*q^10*t^7 - 21*q^9*t^8 + 12*q^8*t^9 + 21*q^15*t - 110*q^14*t^2 + 149*q^13*t^3 - 120*q^12*t^4 - 54*q^11*t^5 + 211*q^10*t^6 - 178*q^9*t^7 + 93*q^8*t^8 - 38*q^7*t^9 - 4*q^6*t^10 - 6*q^14*t + 75*q^13*t^2 - 268*q^12*t^3 + 188*q^11*t^4 - 20*q^10*t^5 - 179*q^9*t^6 + 163*q^8*t^7 - 231*q^7*t^8 + 61*q^6*t^9 + 7*q^5*t^10 - 7*q^13*t - 61*q^12*t^2 + 231*q^11*t^3 - 163*q^10*t^4 + 179*q^9*t^5 + 20*q^8*t^6 - 188*q^7*t^7 + 268*q^6*t^8 - 75*q^5*t^9 + 6*q^4*t^10 + 4*q^12*t + 38*q^11*t^2 - 93*q^10*t^3 + 178*q^9*t^4 - 211*q^8*t^5 + 54*q^7*t^6 + 120*q^6*t^7 - 149*q^5*t^8 + 110*q^4*t^9 - 21*q^3*t^10 - 12*q^10*t^2 + 21*q^9*t^3 - 114*q^8*t^4 + 98*q^7*t^5 - 122*q^6*t^6 - 4*q^5*t^7 + 84*q^4*t^8 - 95*q^3*t^9 + 9*q^2*t^10 + q^9*t^2 - 2*q^8*t^3 + 27*q^7*t^4 - 38*q^6*t^5 + 96*q^5*t^6 - 12*q^4*t^7 - 42*q^3*t^8 + 26*q^2*t^9 - 2*q*t^10 + t^11 - q^7*t^3 + 11*q^5*t^5 - 23*q^4*t^6 + 11*q^3*t^7 + 6*q^2*t^8 - q*t^9 + 2*t^10 - 5*q^2*t^7)/((q^3 - t^2)*(q^3 - t)*(q*t^2 - 1)*(q^2 - t)*(q + t)^2*(q - t)^2*q^6*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0613] 'FJ]^G'

Zeta functions

ask[-]:

-(q^6 + 2*q^5*t - q^4*t - 4*q^3*t - q^2*t + 2*q*t + t^2)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(10*q^18*t^4 + 10*q^16*t^6 + 2*q^19*t^2 + 10*q^18*t^3 - 22*q^17*t^4 + 22*q^16*t^5 - 116*q^15*t^6 - 58*q^14*t^7 + 20*q^13*t^8 + 6*q^12*t^9 - 4*q^11*t^10 - q^20 - 3*q^19*t - 26*q^18*t^2 - 12*q^17*t^3 + q^16*t^4 - 221*q^15*t^5 + 281*q^14*t^6 + 351*q^13*t^7 - 12*q^12*t^8 + 18*q^11*t^9 + 17*q^10*t^10 - 13*q^9*t^11 - 15*q^18*t + 91*q^17*t^2 - 5*q^16*t^3 + 26*q^15*t^4 + 597*q^14*t^5 - 85*q^13*t^6 - 631*q^12*t^7 - 97*q^11*t^8 - 280*q^10*t^9 - 94*q^9*t^10 + 74*q^8*t^11 - q^7*t^12 + 66*q^17*t - 80*q^16*t^2 + 131*q^15*t^3 - 164*q^14*t^4 - 903*q^13*t^5 - 225*q^12*t^6 + 289*q^11*t^7 - 211*q^10*t^8 + 733*q^9*t^9 + 389*q^8*t^10 - 156*q^7*t^11 + 11*q^6*t^12 - 73*q^16*t + 42*q^15*t^2 - 553*q^14*t^3 + 67*q^13*t^4 + 1277*q^12*t^5 + 137*q^11*t^6 + 87*q^10*t^7 + 1081*q^9*t^8 - 588*q^8*t^9 - 727*q^7*t^10 + 130*q^6*t^11 - 40*q^5*t^12 + 40*q^15*t - 130*q^14*t^2 + 727*q^13*t^3 + 588*q^12*t^4 - 1081*q^11*t^5 - 87*q^10*t^6 - 137*q^9*t^7 - 1277*q^8*t^8 - 67*q^7*t^9 + 553*q^6*t^10 - 42*q^5*t^11 + 73*q^4*t^12 - 11*q^14*t + 156*q^13*t^2 - 389*q^12*t^3 - 733*q^11*t^4 + 211*q^10*t^5 - 289*q^9*t^6 + 225*q^8*t^7 + 903*q^7*t^8 + 164*q^6*t^9 - 131*q^5*t^10 + 80*q^4*t^11 - 66*q^3*t^12 + q^13*t - 74*q^12*t^2 + 94*q^11*t^3 + 280*q^10*t^4 + 97*q^9*t^5 + 631*q^8*t^6 + 85*q^7*t^7 - 597*q^6*t^8 - 26*q^5*t^9 + 5*q^4*t^10 - 91*q^3*t^11 + 15*q^2*t^12 + 13*q^11*t^2 - 17*q^10*t^3 - 18*q^9*t^4 + 12*q^8*t^5 - 351*q^7*t^6 - 281*q^6*t^7 + 221*q^5*t^8 - q^4*t^9 + 12*q^3*t^10 + 26*q^2*t^11 + 3*q*t^12 + t^13 + 4*q^9*t^3 - 6*q^8*t^4 - 20*q^7*t^5 + 58*q^6*t^6 + 116*q^5*t^7 - 22*q^4*t^8 + 22*q^3*t^9 - 10*q^2*t^10 - 2*q*t^11 - 10*q^4*t^7 - 10*q^2*t^9)/((q^2 - t)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0614] 'FJ]|w'

Zeta functions

ask[-]:

-(q^6 + q^5*t - q^4*t - 2*q^3*t - q^2*t + q*t + t^2)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(q^19*t^4 - q^17*t^6 + 3*q^15*t^8 - 2*q^18*t^4 + 5*q^17*t^5 - 7*q^16*t^6 + q^15*t^7 + 6*q^14*t^8 + 12*q^13*t^9 + 3*q^12*t^10 + 2*q^19*t^2 + 7*q^18*t^3 + 8*q^17*t^4 - 69*q^16*t^5 - 44*q^15*t^6 - 9*q^14*t^7 - 29*q^13*t^8 - 67*q^12*t^9 - 45*q^11*t^10 - 6*q^10*t^11 - q^20 - 2*q^19*t - 7*q^18*t^2 + 14*q^17*t^3 + 13*q^16*t^4 + 177*q^15*t^5 + 294*q^14*t^6 + 177*q^13*t^7 + 67*q^12*t^8 + 90*q^11*t^9 + 107*q^10*t^10 + 30*q^9*t^11 + 7*q^8*t^12 - 12*q^18*t + 10*q^17*t^2 - 53*q^16*t^3 - 201*q^15*t^4 - 331*q^14*t^5 - 506*q^13*t^6 - 441*q^12*t^7 - 230*q^11*t^8 - 21*q^10*t^9 - 6*q^9*t^10 - 6*q^8*t^11 - 12*q^7*t^12 + 41*q^17*t + 62*q^16*t^2 + 70*q^15*t^3 + 315*q^14*t^4 + 533*q^13*t^5 + 583*q^12*t^6 + 280*q^11*t^7 + 130*q^10*t^8 - 30*q^9*t^9 - 187*q^8*t^10 - 130*q^7*t^11 - 39*q^6*t^12 - 8*q^5*t^13 - 31*q^16*t - 112*q^15*t^2 - 166*q^14*t^3 - 243*q^13*t^4 - 311*q^12*t^5 - 417*q^11*t^6 + 417*q^9*t^8 + 311*q^8*t^9 + 243*q^7*t^10 + 166*q^6*t^11 + 112*q^5*t^12 + 31*q^4*t^13 + 8*q^15*t + 39*q^14*t^2 + 130*q^13*t^3 + 187*q^12*t^4 + 30*q^11*t^5 - 130*q^10*t^6 - 280*q^9*t^7 - 583*q^8*t^8 - 533*q^7*t^9 - 315*q^6*t^10 - 70*q^5*t^11 - 62*q^4*t^12 - 41*q^3*t^13 + 12*q^13*t^2 + 6*q^12*t^3 + 6*q^11*t^4 + 21*q^10*t^5 + 230*q^9*t^6 + 441*q^8*t^7 + 506*q^7*t^8 + 331*q^6*t^9 + 201*q^5*t^10 + 53*q^4*t^11 - 10*q^3*t^12 + 12*q^2*t^13 - 7*q^12*t^2 - 30*q^11*t^3 - 107*q^10*t^4 - 90*q^9*t^5 - 67*q^8*t^6 - 177*q^7*t^7 - 294*q^6*t^8 - 177*q^5*t^9 - 13*q^4*t^10 - 14*q^3*t^11 + 7*q^2*t^12 + 2*q*t^13 + t^14 + 6*q^10*t^3 + 45*q^9*t^4 + 67*q^8*t^5 + 29*q^7*t^6 + 9*q^6*t^7 + 44*q^5*t^8 + 69*q^4*t^9 - 8*q^3*t^10 - 7*q^2*t^11 - 2*q*t^12 - 3*q^8*t^4 - 12*q^7*t^5 - 6*q^6*t^6 - q^5*t^7 + 7*q^4*t^8 - 5*q^3*t^9 + 2*q^2*t^10 - 3*q^5*t^6 + q^3*t^8 - q*t^10)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)*(q - t)*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0615] 'FJ]}w'

Zeta functions

ask[-]:

-(q^8 - 2*q^5*t^2 - 2*q^5*t + 3*q^4*t^2 - 3*q^4*t + 2*q^3*t^2 + 2*q^3*t - t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(4*q^20*t^4 + 2*q^18*t^6 + 2*q^21*t^2 + 3*q^20*t^3 - 6*q^19*t^4 + 13*q^18*t^5 - 26*q^17*t^6 - 11*q^16*t^7 + q^14*t^9 - q^22 - 2*q^21*t - 12*q^20*t^2 + 13*q^19*t^3 + 9*q^18*t^4 - 94*q^17*t^5 + q^16*t^6 + 18*q^15*t^7 + 26*q^14*t^8 + 18*q^13*t^9 + q^12*t^10 - q^11*t^11 - 10*q^20*t + 21*q^19*t^2 - 60*q^18*t^3 - 63*q^17*t^4 + 153*q^16*t^5 + 190*q^15*t^6 + 163*q^14*t^7 + 32*q^13*t^8 - 81*q^12*t^9 - 29*q^11*t^10 - 3*q^10*t^11 - q^9*t^12 + 35*q^19*t + 46*q^18*t^2 + 186*q^17*t^3 + 109*q^16*t^4 - 96*q^15*t^5 - 236*q^14*t^6 - 416*q^13*t^7 - 404*q^12*t^8 - 15*q^11*t^9 + 22*q^10*t^10 + 18*q^9*t^11 + 13*q^8*t^12 - 25*q^18*t - 87*q^17*t^2 - 389*q^16*t^3 - 313*q^15*t^4 + 42*q^14*t^5 + 90*q^13*t^6 + 232*q^12*t^7 + 562*q^11*t^8 + 335*q^10*t^9 + 245*q^9*t^10 + 57*q^8*t^11 - 29*q^7*t^12 + 6*q^17*t + 12*q^16*t^2 + 302*q^15*t^3 + 518*q^14*t^4 + 260*q^13*t^5 + 150*q^12*t^6 - 150*q^10*t^8 - 260*q^9*t^9 - 518*q^8*t^10 - 302*q^7*t^11 - 12*q^6*t^12 - 6*q^5*t^13 + 29*q^15*t^2 - 57*q^14*t^3 - 245*q^13*t^4 - 335*q^12*t^5 - 562*q^11*t^6 - 232*q^10*t^7 - 90*q^9*t^8 - 42*q^8*t^9 + 313*q^7*t^10 + 389*q^6*t^11 + 87*q^5*t^12 + 25*q^4*t^13 - 13*q^14*t^2 - 18*q^13*t^3 - 22*q^12*t^4 + 15*q^11*t^5 + 404*q^10*t^6 + 416*q^9*t^7 + 236*q^8*t^8 + 96*q^7*t^9 - 109*q^6*t^10 - 186*q^5*t^11 - 46*q^4*t^12 - 35*q^3*t^13 + q^13*t^2 + 3*q^12*t^3 + 29*q^11*t^4 + 81*q^10*t^5 - 32*q^9*t^6 - 163*q^8*t^7 - 190*q^7*t^8 - 153*q^6*t^9 + 63*q^5*t^10 + 60*q^4*t^11 - 21*q^3*t^12 + 10*q^2*t^13 + q^11*t^3 - q^10*t^4 - 18*q^9*t^5 - 26*q^8*t^6 - 18*q^7*t^7 - q^6*t^8 + 94*q^5*t^9 - 9*q^4*t^10 - 13*q^3*t^11 + 12*q^2*t^12 + 2*q*t^13 + t^14 - q^8*t^5 + 11*q^6*t^7 + 26*q^5*t^8 - 13*q^4*t^9 + 6*q^3*t^10 - 3*q^2*t^11 - 2*q*t^12 - 2*q^4*t^8 - 4*q^2*t^10)/((q^3 - t^2)*(q^2 - t)^3*(q + t)^3*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0616] 'FJ]~w'

Zeta functions

ask[-]:

-(q^8 - q^6*t - q^5*t^2 - q^5*t + 2*q^4*t^2 - 2*q^4*t + q^3*t^2 + q^3*t + q^2*t^2 - t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(2*q^28*t^4 + q^26*t^6 + 2*q^29*t^2 + 2*q^28*t^3 - 3*q^27*t^4 + 9*q^26*t^5 - 16*q^25*t^6 + q^24*t^7 + 2*q^23*t^8 - q^30 - 2*q^29*t - 8*q^28*t^2 + 19*q^27*t^3 + 18*q^26*t^4 - 55*q^25*t^5 + 11*q^24*t^6 - 54*q^23*t^7 + 14*q^22*t^8 + 17*q^21*t^9 - q^20*t^10 - 8*q^28*t + 5*q^27*t^2 - 76*q^26*t^3 - 28*q^25*t^4 + 109*q^24*t^5 - q^23*t^6 + 178*q^22*t^7 - 78*q^21*t^8 - 29*q^20*t^9 + 20*q^19*t^10 - 3*q^18*t^11 + q^17*t^12 + 20*q^27*t + 32*q^26*t^2 + 166*q^25*t^3 - 130*q^24*t^4 - 207*q^23*t^5 + 151*q^22*t^6 - 75*q^21*t^7 + 312*q^20*t^8 - 47*q^19*t^9 - 126*q^18*t^10 + 2*q^17*t^11 - 8*q^16*t^12 - 2*q^26*t + q^25*t^2 - 150*q^24*t^3 + 383*q^23*t^4 + 137*q^22*t^5 - 389*q^21*t^6 - 127*q^20*t^7 - 576*q^19*t^8 + 209*q^18*t^9 + 213*q^17*t^10 - 94*q^16*t^11 + 17*q^15*t^12 - 9*q^25*t - 60*q^24*t^2 - 45*q^23*t^3 - 627*q^22*t^4 + 355*q^21*t^5 + 699*q^20*t^6 - 90*q^19*t^7 + 128*q^18*t^8 - 668*q^17*t^9 - 87*q^16*t^10 + 461*q^15*t^11 + 5*q^14*t^12 + 17*q^13*t^13 - q^12*t^14 + 4*q^24*t + 38*q^23*t^2 + 48*q^22*t^3 + 484*q^21*t^4 - 799*q^20*t^5 - 447*q^19*t^6 + 607*q^18*t^7 + 432*q^17*t^8 + 1048*q^16*t^9 - 139*q^15*t^10 - 762*q^14*t^11 + 142*q^13*t^12 - 22*q^12*t^13 + 9*q^11*t^14 - q^10*t^15 - 6*q^22*t^2 + 52*q^21*t^3 - 40*q^20*t^4 + 1056*q^19*t^5 - 250*q^18*t^6 - 1174*q^17*t^7 - 327*q^16*t^8 - 367*q^15*t^9 + 770*q^14*t^10 + 609*q^13*t^11 - 706*q^12*t^12 - 54*q^11*t^13 - 44*q^10*t^14 + q^9*t^15 + q^21*t^2 - 44*q^20*t^3 - 54*q^19*t^4 - 706*q^18*t^5 + 609*q^17*t^6 + 770*q^16*t^7 - 367*q^15*t^8 - 327*q^14*t^9 - 1174*q^13*t^10 - 250*q^12*t^11 + 1056*q^11*t^12 - 40*q^10*t^13 + 52*q^9*t^14 - 6*q^8*t^15 - q^20*t^2 + 9*q^19*t^3 - 22*q^18*t^4 + 142*q^17*t^5 - 762*q^16*t^6 - 139*q^15*t^7 + 1048*q^14*t^8 + 432*q^13*t^9 + 607*q^12*t^10 - 447*q^11*t^11 - 799*q^10*t^12 + 484*q^9*t^13 + 48*q^8*t^14 + 38*q^7*t^15 + 4*q^6*t^16 - q^18*t^3 + 17*q^17*t^4 + 5*q^16*t^5 + 461*q^15*t^6 - 87*q^14*t^7 - 668*q^13*t^8 + 128*q^12*t^9 - 90*q^11*t^10 + 699*q^10*t^11 + 355*q^9*t^12 - 627*q^8*t^13 - 45*q^7*t^14 - 60*q^6*t^15 - 9*q^5*t^16 + 17*q^15*t^5 - 94*q^14*t^6 + 213*q^13*t^7 + 209*q^12*t^8 - 576*q^11*t^9 - 127*q^10*t^10 - 389*q^9*t^11 + 137*q^8*t^12 + 383*q^7*t^13 - 150*q^6*t^14 + q^5*t^15 - 2*q^4*t^16 - 8*q^14*t^5 + 2*q^13*t^6 - 126*q^12*t^7 - 47*q^11*t^8 + 312*q^10*t^9 - 75*q^9*t^10 + 151*q^8*t^11 - 207*q^7*t^12 - 130*q^6*t^13 + 166*q^5*t^14 + 32*q^4*t^15 + 20*q^3*t^16 + q^13*t^5 - 3*q^12*t^6 + 20*q^11*t^7 - 29*q^10*t^8 - 78*q^9*t^9 + 178*q^8*t^10 - q^7*t^11 + 109*q^6*t^12 - 28*q^5*t^13 - 76*q^4*t^14 + 5*q^3*t^15 - 8*q^2*t^16 - q^10*t^7 + 17*q^9*t^8 + 14*q^8*t^9 - 54*q^7*t^10 + 11*q^6*t^11 - 55*q^5*t^12 + 18*q^4*t^13 + 19*q^3*t^14 - 8*q^2*t^15 - 2*q*t^16 - t^17 + 2*q^7*t^9 + q^6*t^10 - 16*q^5*t^11 + 9*q^4*t^12 - 3*q^3*t^13 + 2*q^2*t^14 + 2*q*t^15 + q^4*t^11 + 2*q^2*t^13)/((q^3 - t^2)*(q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^2*(q + t)^3*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0617] 'FJ^~o'

Zeta functions

ask[-]:

-(q^9 - q^7*t - q^6*t^2 + q^5*t^2 - 2*q^5*t + 2*q^4*t^2 - q^4*t + q^3*t + q^2*t^2 - t^3)/((q^3 - t)*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(q^17*t^4 + 2*q^18*t^2 + 2*q^17*t^3 + q^16*t^4 + q^15*t^5 - 6*q^14*t^6 - q^19 - 2*q^18*t - 7*q^17*t^2 + 15*q^16*t^3 + 13*q^15*t^4 - 6*q^14*t^5 - 5*q^13*t^6 - 20*q^12*t^7 + q^11*t^8 - 7*q^17*t - 61*q^15*t^3 - 58*q^14*t^4 + 10*q^13*t^5 + 63*q^12*t^6 + 70*q^11*t^7 - 4*q^10*t^8 + 3*q^9*t^9 + 21*q^16*t + 49*q^15*t^2 + 106*q^14*t^3 + 8*q^13*t^4 - 81*q^12*t^5 - 87*q^11*t^6 - 29*q^10*t^7 + 40*q^9*t^8 - 6*q^8*t^9 - 8*q^15*t - 50*q^14*t^2 - 72*q^13*t^3 + 115*q^12*t^4 + 190*q^11*t^5 + 42*q^10*t^6 - 140*q^9*t^7 - 119*q^8*t^8 - 4*q^7*t^9 - 2*q^6*t^10 - 3*q^14*t - 83*q^12*t^3 - 193*q^11*t^4 - 93*q^10*t^5 + 93*q^9*t^6 + 193*q^8*t^7 + 83*q^7*t^8 + 3*q^5*t^10 + 2*q^13*t + 4*q^12*t^2 + 119*q^11*t^3 + 140*q^10*t^4 - 42*q^9*t^5 - 190*q^8*t^6 - 115*q^7*t^7 + 72*q^6*t^8 + 50*q^5*t^9 + 8*q^4*t^10 + 6*q^11*t^2 - 40*q^10*t^3 + 29*q^9*t^4 + 87*q^8*t^5 + 81*q^7*t^6 - 8*q^6*t^7 - 106*q^5*t^8 - 49*q^4*t^9 - 21*q^3*t^10 - 3*q^10*t^2 + 4*q^9*t^3 - 70*q^8*t^4 - 63*q^7*t^5 - 10*q^6*t^6 + 58*q^5*t^7 + 61*q^4*t^8 + 7*q^2*t^10 - q^8*t^3 + 20*q^7*t^4 + 5*q^6*t^5 + 6*q^5*t^6 - 13*q^4*t^7 - 15*q^3*t^8 + 7*q^2*t^9 + 2*q*t^10 + t^11 + 6*q^5*t^5 - q^4*t^6 - q^3*t^7 - 2*q^2*t^8 - 2*q*t^9 - q^2*t^7)/((q^3 - t^2)*(q^3 - t)*(q^2 - t)*(q + t)^2*(q - t)^2*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0618] 'FJ^~w'

Zeta functions

ask[-]:

-(q^4 - t)*(q^2 - t)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(2*q^26*t^2 + 2*q^25*t^3 + 4*q^24*t^4 - q^27 - 2*q^26*t - 6*q^25*t^2 + 10*q^24*t^3 + 11*q^23*t^4 + 18*q^22*t^5 - 2*q^21*t^6 - 4*q^25*t - 5*q^24*t^2 - 51*q^23*t^3 - 60*q^22*t^4 - 45*q^21*t^5 + 15*q^20*t^6 + 2*q^18*t^8 + 7*q^24*t + 42*q^23*t^2 + 79*q^22*t^3 + 20*q^21*t^4 - 65*q^20*t^5 - 92*q^19*t^6 - 23*q^18*t^7 - 4*q^17*t^8 + 12*q^23*t - 26*q^22*t^2 + 19*q^21*t^3 + 147*q^20*t^4 + 241*q^19*t^5 + 143*q^18*t^6 + 26*q^17*t^7 - 16*q^16*t^8 + 6*q^15*t^9 - 14*q^22*t - 6*q^21*t^2 - 160*q^20*t^3 - 238*q^19*t^4 - 118*q^18*t^5 + 116*q^17*t^6 + 162*q^16*t^7 + 92*q^15*t^8 - 20*q^14*t^9 - 2*q^13*t^10 + 3*q^21*t + 8*q^20*t^2 + 97*q^19*t^3 + 24*q^18*t^4 - 200*q^17*t^5 - 354*q^16*t^6 - 301*q^15*t^7 - 89*q^14*t^8 + 57*q^13*t^9 + 7*q^12*t^10 + q^20*t - 22*q^19*t^2 - 22*q^18*t^3 + 110*q^17*t^4 + 230*q^16*t^5 + 168*q^15*t^6 + 25*q^14*t^7 - 142*q^13*t^8 - 125*q^12*t^9 - 20*q^11*t^10 - 7*q^10*t^11 + 22*q^18*t^2 + 27*q^17*t^3 + 69*q^16*t^4 + 121*q^15*t^5 + 97*q^14*t^6 + 97*q^13*t^7 + 121*q^12*t^8 + 69*q^11*t^9 + 27*q^10*t^10 + 22*q^9*t^11 - 7*q^17*t^2 - 20*q^16*t^3 - 125*q^15*t^4 - 142*q^14*t^5 + 25*q^13*t^6 + 168*q^12*t^7 + 230*q^11*t^8 + 110*q^10*t^9 - 22*q^9*t^10 - 22*q^8*t^11 + q^7*t^12 + 7*q^15*t^3 + 57*q^14*t^4 - 89*q^13*t^5 - 301*q^12*t^6 - 354*q^11*t^7 - 200*q^10*t^8 + 24*q^9*t^9 + 97*q^8*t^10 + 8*q^7*t^11 + 3*q^6*t^12 - 2*q^14*t^3 - 20*q^13*t^4 + 92*q^12*t^5 + 162*q^11*t^6 + 116*q^10*t^7 - 118*q^9*t^8 - 238*q^8*t^9 - 160*q^7*t^10 - 6*q^6*t^11 - 14*q^5*t^12 + 6*q^12*t^4 - 16*q^11*t^5 + 26*q^10*t^6 + 143*q^9*t^7 + 241*q^8*t^8 + 147*q^7*t^9 + 19*q^6*t^10 - 26*q^5*t^11 + 12*q^4*t^12 - 4*q^10*t^5 - 23*q^9*t^6 - 92*q^8*t^7 - 65*q^7*t^8 + 20*q^6*t^9 + 79*q^5*t^10 + 42*q^4*t^11 + 7*q^3*t^12 + 2*q^9*t^5 + 15*q^7*t^7 - 45*q^6*t^8 - 60*q^5*t^9 - 51*q^4*t^10 - 5*q^3*t^11 - 4*q^2*t^12 - 2*q^6*t^7 + 18*q^5*t^8 + 11*q^4*t^9 + 10*q^3*t^10 - 6*q^2*t^11 - 2*q*t^12 - t^13 + 4*q^3*t^9 + 2*q^2*t^10 + 2*q*t^11)/((q^4 - t)*(q^3 - t^2)*(q^3 - t)*(q^2 + t)^2*(q^2 - t)^2*(q + t)*(q - t)*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0619] 'FJaHw'

Zeta functions

ask[-]:

-(q^6*t^2 - 2*q^6*t + 2*q^5*t^2 - 2*q^4*t^3 - q^6 + 2*q^5*t - 2*q^4*t^2 + 6*q^4*t - 8*q^3*t^2 + 6*q^2*t^3 - 2*q^2*t^2 + 2*q*t^3 - t^4 - 2*q^2*t + 2*q*t^2 - 2*t^3 + t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(3*q^11*t^15 + 8*q^10*t^16 - 36*q^9*t^17 - 22*q^8*t^18 - q^7*t^19 - 12*q^12*t^13 - 56*q^11*t^14 + 274*q^10*t^15 - 66*q^9*t^16 + 160*q^8*t^17 + 174*q^7*t^18 + 6*q^6*t^19 - 4*q^14*t^10 + 74*q^13*t^11 - 60*q^12*t^12 - 559*q^11*t^13 + 819*q^10*t^14 - 1557*q^9*t^15 - 94*q^8*t^16 - 43*q^7*t^17 - 569*q^6*t^18 - 23*q^5*t^19 - 4*q^15*t^8 - 44*q^14*t^9 + 196*q^13*t^10 + 72*q^12*t^11 - 480*q^11*t^12 + 2980*q^10*t^13 - 2502*q^9*t^14 + 2548*q^8*t^15 + 1442*q^7*t^16 - 916*q^6*t^17 + 968*q^5*t^18 + 60*q^4*t^19 - 5*q^15*t^7 - 28*q^14*t^8 - 134*q^13*t^9 - 3*q^12*t^10 - 734*q^11*t^11 + 852*q^10*t^12 - 2851*q^9*t^13 + 1358*q^8*t^14 + 182*q^7*t^15 - 3384*q^6*t^16 + 1919*q^5*t^17 - 815*q^4*t^18 - 101*q^3*t^19 + 20*q^15*t^6 + 190*q^14*t^7 - 734*q^13*t^8 + 988*q^12*t^9 + 366*q^11*t^10 - 5280*q^10*t^11 + 6834*q^9*t^12 - 7228*q^8*t^13 + 2762*q^7*t^14 - 3058*q^6*t^15 + 2482*q^5*t^16 - 1376*q^4*t^17 + 194*q^3*t^18 + 96*q^2*t^19 + 17*q^15*t^5 + 181*q^14*t^6 - 737*q^13*t^7 + 1895*q^12*t^8 + 2710*q^11*t^9 - 9104*q^10*t^10 + 23000*q^9*t^11 - 18645*q^8*t^12 + 13614*q^7*t^13 + 126*q^6*t^14 - 250*q^5*t^15 + 605*q^4*t^16 + 257*q^3*t^17 + 91*q^2*t^18 - 31*q*t^19 - t^20 - 48*q^15*t^4 - 184*q^14*t^5 + 310*q^13*t^6 - 1416*q^12*t^7 + 2198*q^11*t^8 - 11484*q^10*t^9 + 16958*q^9*t^10 - 24720*q^8*t^11 + 11522*q^7*t^12 - 2326*q^6*t^13 - 6682*q^5*t^14 + 3316*q^4*t^15 - 1122*q^3*t^16 - 22*q^2*t^17 - 28*q*t^18 + q^16*t^2 - 35*q^15*t^3 - 150*q^14*t^4 + 1633*q^13*t^5 - 4510*q^12*t^6 + 5418*q^11*t^7 - 3486*q^10*t^8 + 740*q^9*t^9 - 740*q^7*t^11 + 3486*q^6*t^12 - 5418*q^5*t^13 + 4510*q^4*t^14 - 1633*q^3*t^15 + 150*q^2*t^16 + 35*q*t^17 - t^18 + 28*q^15*t^2 + 22*q^14*t^3 + 1122*q^13*t^4 - 3316*q^12*t^5 + 6682*q^11*t^6 + 2326*q^10*t^7 - 11522*q^9*t^8 + 24720*q^8*t^9 - 16958*q^7*t^10 + 11484*q^6*t^11 - 2198*q^5*t^12 + 1416*q^4*t^13 - 310*q^3*t^14 + 184*q^2*t^15 + 48*q*t^16 + q^16 + 31*q^15*t - 91*q^14*t^2 - 257*q^13*t^3 - 605*q^12*t^4 + 250*q^11*t^5 - 126*q^10*t^6 - 13614*q^9*t^7 + 18645*q^8*t^8 - 23000*q^7*t^9 + 9104*q^6*t^10 - 2710*q^5*t^11 - 1895*q^4*t^12 + 737*q^3*t^13 - 181*q^2*t^14 - 17*q*t^15 - 96*q^14*t - 194*q^13*t^2 + 1376*q^12*t^3 - 2482*q^11*t^4 + 3058*q^10*t^5 - 2762*q^9*t^6 + 7228*q^8*t^7 - 6834*q^7*t^8 + 5280*q^6*t^9 - 366*q^5*t^10 - 988*q^4*t^11 + 734*q^3*t^12 - 190*q^2*t^13 - 20*q*t^14 + 101*q^13*t + 815*q^12*t^2 - 1919*q^11*t^3 + 3384*q^10*t^4 - 182*q^9*t^5 - 1358*q^8*t^6 + 2851*q^7*t^7 - 852*q^6*t^8 + 734*q^5*t^9 + 3*q^4*t^10 + 134*q^3*t^11 + 28*q^2*t^12 + 5*q*t^13 - 60*q^12*t - 968*q^11*t^2 + 916*q^10*t^3 - 1442*q^9*t^4 - 2548*q^8*t^5 + 2502*q^7*t^6 - 2980*q^6*t^7 + 480*q^5*t^8 - 72*q^4*t^9 - 196*q^3*t^10 + 44*q^2*t^11 + 4*q*t^12 + 23*q^11*t + 569*q^10*t^2 + 43*q^9*t^3 + 94*q^8*t^4 + 1557*q^7*t^5 - 819*q^6*t^6 + 559*q^5*t^7 + 60*q^4*t^8 - 74*q^3*t^9 + 4*q^2*t^10 - 6*q^10*t - 174*q^9*t^2 - 160*q^8*t^3 + 66*q^7*t^4 - 274*q^6*t^5 + 56*q^5*t^6 + 12*q^4*t^7 + q^9*t + 22*q^8*t^2 + 36*q^7*t^3 - 8*q^6*t^4 - 3*q^5*t^5)/((t^2 - q)^4*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0620] 'FJaJw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^5*t - q^5 + q^4*t - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t - q*t^2 + t^3 + t^2 - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(11*q^18*t^9 + 16*q^17*t^10 - 59*q^16*t^11 - 134*q^15*t^12 - 101*q^14*t^13 - 20*q^13*t^14 - q^12*t^15 - 5*q^20*t^6 - 40*q^19*t^7 + 6*q^18*t^8 + 285*q^17*t^9 + 315*q^16*t^10 + 372*q^15*t^11 + 805*q^14*t^12 + 894*q^13*t^13 + 388*q^12*t^14 + 126*q^11*t^15 + 21*q^10*t^16 + q^9*t^17 + 5*q^21*t^4 + 28*q^20*t^5 - 103*q^19*t^6 - 280*q^18*t^7 - 131*q^17*t^8 - 1496*q^16*t^9 - 2716*q^15*t^10 - 2083*q^14*t^11 - 2334*q^13*t^12 - 3129*q^12*t^13 - 2040*q^11*t^14 - 989*q^10*t^15 - 252*q^9*t^16 - 31*q^8*t^17 - q^7*t^18 + 13*q^21*t^3 + 95*q^20*t^4 + 21*q^19*t^5 + 292*q^18*t^6 + 2087*q^17*t^7 + 1910*q^16*t^8 + 3252*q^15*t^9 + 7603*q^14*t^10 + 7528*q^13*t^11 + 5750*q^12*t^12 + 6250*q^11*t^13 + 4939*q^10*t^14 + 3220*q^9*t^15 + 1189*q^8*t^16 + 201*q^7*t^17 + 2*q^6*t^18 - 13*q^21*t^2 - 65*q^20*t^3 - 297*q^19*t^4 - 601*q^18*t^5 - 501*q^17*t^6 - 3858*q^16*t^7 - 6264*q^15*t^8 - 6110*q^14*t^9 - 10840*q^13*t^10 - 13820*q^12*t^11 - 11799*q^11*t^12 - 9538*q^10*t^13 - 6729*q^9*t^14 - 5313*q^8*t^15 - 2826*q^7*t^16 - 625*q^6*t^17 - q^5*t^18 - q^22 - 22*q^21*t - 57*q^20*t^2 + 211*q^19*t^3 + 119*q^18*t^4 + 318*q^17*t^5 + 869*q^16*t^6 + 2732*q^15*t^7 + 6716*q^14*t^8 + 8648*q^13*t^9 + 10981*q^12*t^10 + 12971*q^11*t^11 + 14196*q^10*t^12 + 12166*q^9*t^13 + 6608*q^8*t^14 + 4436*q^7*t^15 + 3526*q^6*t^16 + 1110*q^5*t^17 + 9*q^4*t^18 + 56*q^20*t + 523*q^19*t^2 + 196*q^18*t^3 + 322*q^17*t^4 + 2862*q^16*t^5 + 2282*q^15*t^6 + 539*q^14*t^7 - 144*q^13*t^8 - 2770*q^12*t^9 - 7333*q^11*t^10 - 6792*q^10*t^11 - 7636*q^9*t^12 - 9516*q^8*t^13 - 5738*q^7*t^14 - 1679*q^6*t^15 - 2038*q^5*t^16 - 1112*q^4*t^17 - 38*q^3*t^18 - 38*q^19*t - 1112*q^18*t^2 - 2038*q^17*t^3 - 1679*q^16*t^4 - 5738*q^15*t^5 - 9516*q^14*t^6 - 7636*q^13*t^7 - 6792*q^12*t^8 - 7333*q^11*t^9 - 2770*q^10*t^10 - 144*q^9*t^11 + 539*q^8*t^12 + 2282*q^7*t^13 + 2862*q^6*t^14 + 322*q^5*t^15 + 196*q^4*t^16 + 523*q^3*t^17 + 56*q^2*t^18 + 9*q^18*t + 1110*q^17*t^2 + 3526*q^16*t^3 + 4436*q^15*t^4 + 6608*q^14*t^5 + 12166*q^13*t^6 + 14196*q^12*t^7 + 12971*q^11*t^8 + 10981*q^10*t^9 + 8648*q^9*t^10 + 6716*q^8*t^11 + 2732*q^7*t^12 + 869*q^6*t^13 + 318*q^5*t^14 + 119*q^4*t^15 + 211*q^3*t^16 - 57*q^2*t^17 - 22*q*t^18 - t^19 - q^17*t - 625*q^16*t^2 - 2826*q^15*t^3 - 5313*q^14*t^4 - 6729*q^13*t^5 - 9538*q^12*t^6 - 11799*q^11*t^7 - 13820*q^10*t^8 - 10840*q^9*t^9 - 6110*q^8*t^10 - 6264*q^7*t^11 - 3858*q^6*t^12 - 501*q^5*t^13 - 601*q^4*t^14 - 297*q^3*t^15 - 65*q^2*t^16 - 13*q*t^17 + 2*q^16*t + 201*q^15*t^2 + 1189*q^14*t^3 + 3220*q^13*t^4 + 4939*q^12*t^5 + 6250*q^11*t^6 + 5750*q^10*t^7 + 7528*q^9*t^8 + 7603*q^8*t^9 + 3252*q^7*t^10 + 1910*q^6*t^11 + 2087*q^5*t^12 + 292*q^4*t^13 + 21*q^3*t^14 + 95*q^2*t^15 + 13*q*t^16 - q^15*t - 31*q^14*t^2 - 252*q^13*t^3 - 989*q^12*t^4 - 2040*q^11*t^5 - 3129*q^10*t^6 - 2334*q^9*t^7 - 2083*q^8*t^8 - 2716*q^7*t^9 - 1496*q^6*t^10 - 131*q^5*t^11 - 280*q^4*t^12 - 103*q^3*t^13 + 28*q^2*t^14 + 5*q*t^15 + q^13*t^2 + 21*q^12*t^3 + 126*q^11*t^4 + 388*q^10*t^5 + 894*q^9*t^6 + 805*q^8*t^7 + 372*q^7*t^8 + 315*q^6*t^9 + 285*q^5*t^10 + 6*q^4*t^11 - 40*q^3*t^12 - 5*q^2*t^13 - q^10*t^4 - 20*q^9*t^5 - 101*q^8*t^6 - 134*q^7*t^7 - 59*q^6*t^8 + 16*q^5*t^9 + 11*q^4*t^10)/((q^3 - t^2)*(q^2 - t)*(t^2 - q)^3*(q + t)^2*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0621] 'FJaNw'

Zeta functions

ask[-]:

-(q^5*t + q^5 - 2*q^3*t - 2*q^2*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(5*q^25*t^2 + 17*q^24*t^3 - 20*q^23*t^4 - 106*q^22*t^5 - 92*q^21*t^6 - 19*q^20*t^7 - q^19*t^8 + q^26 + 19*q^25*t + 80*q^24*t^2 - 8*q^23*t^3 + 56*q^22*t^4 + 565*q^21*t^5 + 649*q^20*t^6 + 144*q^19*t^7 + 6*q^18*t^8 - 60*q^24*t - 468*q^23*t^2 - 488*q^22*t^3 - 116*q^21*t^4 - 1070*q^20*t^5 - 1745*q^19*t^6 - 270*q^18*t^7 + 95*q^17*t^8 + 16*q^16*t^9 + 2*q^15*t^10 + 74*q^23*t + 866*q^22*t^2 + 1692*q^21*t^3 + 356*q^20*t^4 + 703*q^19*t^5 + 2115*q^18*t^6 - 258*q^17*t^7 - 666*q^16*t^8 - 123*q^15*t^9 - 7*q^14*t^10 - 76*q^22*t - 699*q^21*t^2 - 2207*q^20*t^3 - 152*q^19*t^4 + 484*q^18*t^5 - 777*q^17*t^6 + 1430*q^16*t^7 + 1519*q^15*t^8 + 290*q^14*t^9 - 35*q^13*t^10 + 7*q^12*t^11 + 58*q^21*t + 246*q^20*t^2 + 1176*q^19*t^3 - 1241*q^18*t^4 - 1487*q^17*t^5 - 766*q^16*t^6 - 1722*q^15*t^7 - 1196*q^14*t^8 - 123*q^13*t^9 + 145*q^12*t^10 - 62*q^11*t^11 + 4*q^10*t^12 - 26*q^20*t - 6*q^19*t^2 + 43*q^18*t^3 + 2075*q^17*t^4 + 1280*q^16*t^5 + 659*q^15*t^6 + 859*q^14*t^7 - 350*q^13*t^8 - 332*q^12*t^9 + 116*q^11*t^10 + 228*q^10*t^11 - 10*q^9*t^12 + 5*q^19*t - 7*q^18*t^2 - 394*q^17*t^3 - 1218*q^16*t^4 - 59*q^15*t^5 + 577*q^14*t^6 - 400*q^13*t^7 + 577*q^12*t^8 - 59*q^11*t^9 - 1218*q^10*t^10 - 394*q^9*t^11 - 7*q^8*t^12 + 5*q^7*t^13 - 10*q^17*t^2 + 228*q^16*t^3 + 116*q^15*t^4 - 332*q^14*t^5 - 350*q^13*t^6 + 859*q^12*t^7 + 659*q^11*t^8 + 1280*q^10*t^9 + 2075*q^9*t^10 + 43*q^8*t^11 - 6*q^7*t^12 - 26*q^6*t^13 + 4*q^16*t^2 - 62*q^15*t^3 + 145*q^14*t^4 - 123*q^13*t^5 - 1196*q^12*t^6 - 1722*q^11*t^7 - 766*q^10*t^8 - 1487*q^9*t^9 - 1241*q^8*t^10 + 1176*q^7*t^11 + 246*q^6*t^12 + 58*q^5*t^13 + 7*q^14*t^3 - 35*q^13*t^4 + 290*q^12*t^5 + 1519*q^11*t^6 + 1430*q^10*t^7 - 777*q^9*t^8 + 484*q^8*t^9 - 152*q^7*t^10 - 2207*q^6*t^11 - 699*q^5*t^12 - 76*q^4*t^13 - 7*q^12*t^4 - 123*q^11*t^5 - 666*q^10*t^6 - 258*q^9*t^7 + 2115*q^8*t^8 + 703*q^7*t^9 + 356*q^6*t^10 + 1692*q^5*t^11 + 866*q^4*t^12 + 74*q^3*t^13 + 2*q^11*t^4 + 16*q^10*t^5 + 95*q^9*t^6 - 270*q^8*t^7 - 1745*q^7*t^8 - 1070*q^6*t^9 - 116*q^5*t^10 - 488*q^4*t^11 - 468*q^3*t^12 - 60*q^2*t^13 + 6*q^8*t^6 + 144*q^7*t^7 + 649*q^6*t^8 + 565*q^5*t^9 + 56*q^4*t^10 - 8*q^3*t^11 + 80*q^2*t^12 + 19*q*t^13 + t^14 - q^7*t^6 - 19*q^6*t^7 - 92*q^5*t^8 - 106*q^4*t^9 - 20*q^3*t^10 + 17*q^2*t^11 + 5*q*t^12)/((q^5 - t^2)*(q^3 - t)*(q^2 + t)*(q^2 - t)*(t^2 - q)*(q + t)*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0622] 'FJaZW'

Zeta functions

ask[-]:

ask[+]:

-(2*q^20*t^13 + 5*q^19*t^14 - 2*q^18*t^15 - 14*q^17*t^16 - 7*q^16*t^17 - 16*q^21*t^11 - 12*q^20*t^12 + 56*q^19*t^13 + 17*q^18*t^14 - 61*q^17*t^15 + 77*q^16*t^16 + 116*q^15*t^17 + 30*q^14*t^18 + q^12*t^20 + 2*q^23*t^8 + 29*q^22*t^9 - 28*q^21*t^10 - 107*q^20*t^11 + 167*q^19*t^12 - 33*q^18*t^13 - 504*q^17*t^14 + 7*q^16*t^15 + 44*q^15*t^16 - 384*q^14*t^17 - 308*q^13*t^18 - 94*q^12*t^19 - 13*q^11*t^20 + 6*q^10*t^21 - 3*q^24*t^6 - 12*q^23*t^7 + 67*q^22*t^8 + 28*q^21*t^9 - 261*q^20*t^10 + 544*q^19*t^11 + 467*q^18*t^12 - 653*q^17*t^13 + 865*q^16*t^14 + 1291*q^15*t^15 + 28*q^14*t^16 + 290*q^13*t^17 + 772*q^12*t^18 + 560*q^11*t^19 + 202*q^10*t^20 - 15*q^9*t^21 - 9*q^8*t^22 - q^7*t^23 - 3*q^24*t^5 - 31*q^23*t^6 - 5*q^22*t^7 + 93*q^21*t^8 - 612*q^20*t^9 + 122*q^19*t^10 + 424*q^18*t^11 - 2108*q^17*t^12 - 618*q^16*t^13 + 650*q^15*t^14 - 2103*q^14*t^15 - 1897*q^13*t^16 - 483*q^12*t^17 - 508*q^11*t^18 - 975*q^10*t^19 - 824*q^9*t^20 - 126*q^8*t^21 + 35*q^7*t^22 + 9*q^6*t^23 + 11*q^24*t^4 + 20*q^23*t^5 - 116*q^22*t^6 + 386*q^21*t^7 - 105*q^20*t^8 - 379*q^19*t^9 + 1778*q^18*t^10 - 314*q^17*t^11 - 516*q^16*t^12 + 3330*q^15*t^13 + 784*q^14*t^14 - 244*q^13*t^15 + 2051*q^12*t^16 + 2414*q^11*t^17 + 630*q^10*t^18 + 173*q^9*t^19 + 1159*q^8*t^20 + 621*q^7*t^21 - 8*q^6*t^22 - 27*q^5*t^23 + 12*q^24*t^3 + 58*q^23*t^4 - 240*q^22*t^5 + 385*q^21*t^6 + 629*q^20*t^7 - 1835*q^19*t^8 + 1395*q^18*t^9 + 1690*q^17*t^10 - 3443*q^16*t^11 + 1192*q^15*t^12 + 1640*q^14*t^13 - 2816*q^13*t^14 - 1160*q^12*t^15 + 1208*q^11*t^16 - 1239*q^10*t^17 - 2295*q^9*t^18 + 169*q^8*t^19 - 107*q^7*t^20 - 918*q^6*t^21 - 184*q^5*t^22 + 35*q^4*t^23 - 8*q^24*t^2 + 15*q^23*t^3 - 242*q^22*t^4 - 118*q^21*t^5 + 768*q^20*t^6 - 2626*q^19*t^7 - 605*q^18*t^8 + 3221*q^17*t^9 - 5157*q^16*t^10 - 3103*q^15*t^11 + 3450*q^14*t^12 - 2379*q^13*t^13 - 3797*q^12*t^14 + 1155*q^11*t^15 + 753*q^10*t^16 - 2252*q^9*t^17 + 567*q^8*t^18 + 1223*q^7*t^19 - 652*q^6*t^20 + 294*q^5*t^21 + 347*q^4*t^22 - 6*q^3*t^23 - q^25 - 16*q^24*t + 7*q^23*t^2 + 72*q^22*t^3 - 135*q^21*t^4 + 1105*q^20*t^5 - 244*q^19*t^6 - 348*q^18*t^7 + 5455*q^17*t^8 + 165*q^16*t^9 - 2137*q^15*t^10 + 7192*q^14*t^11 + 4788*q^13*t^12 - 1428*q^12*t^13 + 1343*q^11*t^14 + 5672*q^10*t^15 + 219*q^9*t^16 - 593*q^8*t^17 + 2193*q^7*t^18 - 334*q^6*t^19 - 158*q^5*t^20 + 271*q^4*t^21 - 176*q^3*t^22 - 32*q^2*t^23 + 32*q^23*t + 176*q^22*t^2 - 271*q^21*t^3 + 158*q^20*t^4 + 334*q^19*t^5 - 2193*q^18*t^6 + 593*q^17*t^7 - 219*q^16*t^8 - 5672*q^15*t^9 - 1343*q^14*t^10 + 1428*q^13*t^11 - 4788*q^12*t^12 - 7192*q^11*t^13 + 2137*q^10*t^14 - 165*q^9*t^15 - 5455*q^8*t^16 + 348*q^7*t^17 + 244*q^6*t^18 - 1105*q^5*t^19 + 135*q^4*t^20 - 72*q^3*t^21 - 7*q^2*t^22 + 16*q*t^23 + t^24 + 6*q^22*t - 347*q^21*t^2 - 294*q^20*t^3 + 652*q^19*t^4 - 1223*q^18*t^5 - 567*q^17*t^6 + 2252*q^16*t^7 - 753*q^15*t^8 - 1155*q^14*t^9 + 3797*q^13*t^10 + 2379*q^12*t^11 - 3450*q^11*t^12 + 3103*q^10*t^13 + 5157*q^9*t^14 - 3221*q^8*t^15 + 605*q^7*t^16 + 2626*q^6*t^17 - 768*q^5*t^18 + 118*q^4*t^19 + 242*q^3*t^20 - 15*q^2*t^21 + 8*q*t^22 - 35*q^21*t + 184*q^20*t^2 + 918*q^19*t^3 + 107*q^18*t^4 - 169*q^17*t^5 + 2295*q^16*t^6 + 1239*q^15*t^7 - 1208*q^14*t^8 + 1160*q^13*t^9 + 2816*q^12*t^10 - 1640*q^11*t^11 - 1192*q^10*t^12 + 3443*q^9*t^13 - 1690*q^8*t^14 - 1395*q^7*t^15 + 1835*q^6*t^16 - 629*q^5*t^17 - 385*q^4*t^18 + 240*q^3*t^19 - 58*q^2*t^20 - 12*q*t^21 + 27*q^20*t + 8*q^19*t^2 - 621*q^18*t^3 - 1159*q^17*t^4 - 173*q^16*t^5 - 630*q^15*t^6 - 2414*q^14*t^7 - 2051*q^13*t^8 + 244*q^12*t^9 - 784*q^11*t^10 - 3330*q^10*t^11 + 516*q^9*t^12 + 314*q^8*t^13 - 1778*q^7*t^14 + 379*q^6*t^15 + 105*q^5*t^16 - 386*q^4*t^17 + 116*q^3*t^18 - 20*q^2*t^19 - 11*q*t^20 - 9*q^19*t - 35*q^18*t^2 + 126*q^17*t^3 + 824*q^16*t^4 + 975*q^15*t^5 + 508*q^14*t^6 + 483*q^13*t^7 + 1897*q^12*t^8 + 2103*q^11*t^9 - 650*q^10*t^10 + 618*q^9*t^11 + 2108*q^8*t^12 - 424*q^7*t^13 - 122*q^6*t^14 + 612*q^5*t^15 - 93*q^4*t^16 + 5*q^3*t^17 + 31*q^2*t^18 + 3*q*t^19 + q^18*t + 9*q^17*t^2 + 15*q^16*t^3 - 202*q^15*t^4 - 560*q^14*t^5 - 772*q^13*t^6 - 290*q^12*t^7 - 28*q^11*t^8 - 1291*q^10*t^9 - 865*q^9*t^10 + 653*q^8*t^11 - 467*q^7*t^12 - 544*q^6*t^13 + 261*q^5*t^14 - 28*q^4*t^15 - 67*q^3*t^16 + 12*q^2*t^17 + 3*q*t^18 - 6*q^15*t^3 + 13*q^14*t^4 + 94*q^13*t^5 + 308*q^12*t^6 + 384*q^11*t^7 - 44*q^10*t^8 - 7*q^9*t^9 + 504*q^8*t^10 + 33*q^7*t^11 - 167*q^6*t^12 + 107*q^5*t^13 + 28*q^4*t^14 - 29*q^3*t^15 - 2*q^2*t^16 - q^13*t^4 - 30*q^11*t^6 - 116*q^10*t^7 - 77*q^9*t^8 + 61*q^8*t^9 - 17*q^7*t^10 - 56*q^6*t^11 + 12*q^5*t^12 + 16*q^4*t^13 + 7*q^9*t^7 + 14*q^8*t^8 + 2*q^7*t^9 - 5*q^6*t^10 - 2*q^5*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 3], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0623] 'FJejw'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(6*q^21*t^8 + 8*q^19*t^10 + q^24*t^4 + q^23*t^5 - 15*q^22*t^6 - 2*q^21*t^7 - 25*q^20*t^8 + 29*q^19*t^9 - 76*q^18*t^10 - 46*q^17*t^11 - 12*q^16*t^12 + 4*q^15*t^13 + q^14*t^14 + 4*q^23*t^4 - 11*q^22*t^5 + 10*q^21*t^6 - 19*q^20*t^7 + 192*q^19*t^8 - 105*q^18*t^9 + 99*q^17*t^10 + 195*q^16*t^11 + 183*q^15*t^12 + 80*q^14*t^13 - 13*q^13*t^14 - 14*q^12*t^15 + q^11*t^16 + 2*q^24*t^2 + 14*q^23*t^3 + 22*q^22*t^4 - 41*q^21*t^5 - 23*q^20*t^6 + 354*q^19*t^7 - 307*q^18*t^8 - 131*q^17*t^9 - 125*q^16*t^10 - 183*q^15*t^11 - 395*q^14*t^12 - 526*q^13*t^13 - 98*q^12*t^14 + 31*q^11*t^15 + 6*q^9*t^17 - q^25 - 3*q^24*t - 19*q^23*t^2 + 14*q^22*t^3 - 135*q^21*t^4 - 12*q^20*t^5 + 193*q^19*t^6 - 604*q^18*t^7 - 465*q^17*t^8 + 14*q^16*t^9 + 655*q^15*t^10 + 491*q^14*t^11 + 12*q^13*t^12 + 913*q^12*t^13 + 478*q^11*t^14 + 143*q^10*t^15 + 51*q^9*t^16 - 32*q^8*t^17 + q^7*t^18 - 17*q^23*t + 73*q^22*t^2 - 52*q^21*t^3 + 101*q^20*t^4 + 43*q^19*t^5 + 248*q^18*t^6 + 446*q^17*t^7 + 729*q^16*t^8 + 1278*q^15*t^9 + 87*q^14*t^10 - 1489*q^13*t^11 - 21*q^12*t^12 - 579*q^11*t^13 - 439*q^10*t^14 - 445*q^9*t^15 - 305*q^8*t^16 + 45*q^7*t^17 - 11*q^6*t^18 + 72*q^22*t - 18*q^21*t^2 + 48*q^20*t^3 - 277*q^19*t^4 + 526*q^18*t^5 - 276*q^17*t^6 - 1309*q^16*t^7 - 465*q^15*t^8 - 1079*q^14*t^9 - 1882*q^13*t^10 + 334*q^12*t^11 + 543*q^11*t^12 + 802*q^10*t^13 - 90*q^9*t^14 + 113*q^8*t^15 + 575*q^7*t^16 + 31*q^6*t^17 + 42*q^5*t^18 - 79*q^21*t - 91*q^20*t^2 - 371*q^19*t^3 + 500*q^18*t^4 - 309*q^17*t^5 - 971*q^16*t^6 + 852*q^15*t^7 + 1243*q^14*t^8 + 1074*q^13*t^9 + 1074*q^12*t^10 + 1243*q^11*t^11 + 852*q^10*t^12 - 971*q^9*t^13 - 309*q^8*t^14 + 500*q^7*t^15 - 371*q^6*t^16 - 91*q^5*t^17 - 79*q^4*t^18 + 42*q^20*t + 31*q^19*t^2 + 575*q^18*t^3 + 113*q^17*t^4 - 90*q^16*t^5 + 802*q^15*t^6 + 543*q^14*t^7 + 334*q^13*t^8 - 1882*q^12*t^9 - 1079*q^11*t^10 - 465*q^10*t^11 - 1309*q^9*t^12 - 276*q^8*t^13 + 526*q^7*t^14 - 277*q^6*t^15 + 48*q^5*t^16 - 18*q^4*t^17 + 72*q^3*t^18 - 11*q^19*t + 45*q^18*t^2 - 305*q^17*t^3 - 445*q^16*t^4 - 439*q^15*t^5 - 579*q^14*t^6 - 21*q^13*t^7 - 1489*q^12*t^8 + 87*q^11*t^9 + 1278*q^10*t^10 + 729*q^9*t^11 + 446*q^8*t^12 + 248*q^7*t^13 + 43*q^6*t^14 + 101*q^5*t^15 - 52*q^4*t^16 + 73*q^3*t^17 - 17*q^2*t^18 + q^18*t - 32*q^17*t^2 + 51*q^16*t^3 + 143*q^15*t^4 + 478*q^14*t^5 + 913*q^13*t^6 + 12*q^12*t^7 + 491*q^11*t^8 + 655*q^10*t^9 + 14*q^9*t^10 - 465*q^8*t^11 - 604*q^7*t^12 + 193*q^6*t^13 - 12*q^5*t^14 - 135*q^4*t^15 + 14*q^3*t^16 - 19*q^2*t^17 - 3*q*t^18 - t^19 + 6*q^16*t^2 + 31*q^14*t^4 - 98*q^13*t^5 - 526*q^12*t^6 - 395*q^11*t^7 - 183*q^10*t^8 - 125*q^9*t^9 - 131*q^8*t^10 - 307*q^7*t^11 + 354*q^6*t^12 - 23*q^5*t^13 - 41*q^4*t^14 + 22*q^3*t^15 + 14*q^2*t^16 + 2*q*t^17 + q^14*t^3 - 14*q^13*t^4 - 13*q^12*t^5 + 80*q^11*t^6 + 183*q^10*t^7 + 195*q^9*t^8 + 99*q^8*t^9 - 105*q^7*t^10 + 192*q^6*t^11 - 19*q^5*t^12 + 10*q^4*t^13 - 11*q^3*t^14 + 4*q^2*t^15 + q^11*t^5 + 4*q^10*t^6 - 12*q^9*t^7 - 46*q^8*t^8 - 76*q^7*t^9 + 29*q^6*t^10 - 25*q^5*t^11 - 2*q^4*t^12 - 15*q^3*t^13 + q^2*t^14 + q*t^15 + 8*q^6*t^9 + 6*q^4*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0624] 'FJenw'

Zeta functions

ask[-]:

(q^9 + q^8*t - 2*q^7*t - 5*q^6*t^2 + q^5*t^3 - 5*q^6*t + 8*q^5*t^2 + q^4*t^3 + q^5*t + 8*q^4*t^2 - 5*q^3*t^3 + q^4*t - 5*q^3*t^2 - 2*q^2*t^3 + q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^34*t^2 + q^33*t^3 - 6*q^32*t^4 - 2*q^30*t^6 + q^35 + q^34*t + 6*q^33*t^2 - 5*q^32*t^3 + 12*q^31*t^4 - 23*q^30*t^5 + 18*q^29*t^6 + 13*q^28*t^7 + 5*q^27*t^8 + 15*q^33*t - 20*q^32*t^2 - 24*q^31*t^3 - 57*q^30*t^4 + 149*q^29*t^5 + 15*q^28*t^6 - 23*q^27*t^7 - 33*q^26*t^8 - 19*q^25*t^9 + q^24*t^10 - 47*q^32*t - 33*q^31*t^2 - 16*q^30*t^3 + 236*q^29*t^4 - 235*q^28*t^5 - 65*q^27*t^6 - 140*q^26*t^7 - 5*q^25*t^8 + 65*q^24*t^9 - 20*q^23*t^10 + 6*q^22*t^11 + 32*q^31*t + 14*q^30*t^2 + 235*q^29*t^3 - 210*q^28*t^4 + 303*q^27*t^5 - 336*q^26*t^6 + 252*q^25*t^7 + 137*q^24*t^8 - 30*q^23*t^9 + 150*q^22*t^10 - 28*q^21*t^11 + 9*q^20*t^12 - 5*q^30*t + 172*q^29*t^2 - 195*q^28*t^3 + 185*q^27*t^4 - 860*q^26*t^5 + 710*q^25*t^6 - 63*q^24*t^7 + 142*q^23*t^8 + 126*q^22*t^9 - 376*q^21*t^10 + 109*q^20*t^11 - 65*q^19*t^12 - 3*q^29*t - 225*q^28*t^2 + 104*q^27*t^3 - 687*q^26*t^4 + 943*q^25*t^5 - 708*q^24*t^6 + 562*q^23*t^7 - 386*q^22*t^8 - 514*q^21*t^9 + 375*q^20*t^10 - 457*q^19*t^11 + 175*q^18*t^12 - 19*q^17*t^13 + q^28*t + 126*q^27*t^2 - 262*q^26*t^3 + 737*q^25*t^4 - 698*q^24*t^5 + 1335*q^23*t^6 - 955*q^22*t^7 + 100*q^21*t^8 + 281*q^20*t^9 - 521*q^19*t^10 + 962*q^18*t^11 - 321*q^17*t^12 + 123*q^16*t^13 - 12*q^15*t^14 - 37*q^26*t^2 + 278*q^25*t^3 - 471*q^24*t^4 + 1030*q^23*t^5 - 1321*q^22*t^6 + 944*q^21*t^7 - 649*q^20*t^8 - 122*q^19*t^9 + 1013*q^18*t^10 - 1019*q^17*t^11 + 700*q^16*t^12 - 319*q^15*t^13 + 91*q^14*t^14 - 2*q^13*t^15 + 5*q^25*t^2 - 122*q^24*t^3 + 387*q^23*t^4 - 940*q^22*t^5 + 1098*q^21*t^6 - 1481*q^20*t^7 + 701*q^19*t^8 + 323*q^18*t^9 - 700*q^17*t^10 + 1174*q^16*t^11 - 1126*q^15*t^12 + 570*q^14*t^13 - 265*q^13*t^14 + 24*q^12*t^15 + 24*q^23*t^3 - 265*q^22*t^4 + 570*q^21*t^5 - 1126*q^20*t^6 + 1174*q^19*t^7 - 700*q^18*t^8 + 323*q^17*t^9 + 701*q^16*t^10 - 1481*q^15*t^11 + 1098*q^14*t^12 - 940*q^13*t^13 + 387*q^12*t^14 - 122*q^11*t^15 + 5*q^10*t^16 - 2*q^22*t^3 + 91*q^21*t^4 - 319*q^20*t^5 + 700*q^19*t^6 - 1019*q^18*t^7 + 1013*q^17*t^8 - 122*q^16*t^9 - 649*q^15*t^10 + 944*q^14*t^11 - 1321*q^13*t^12 + 1030*q^12*t^13 - 471*q^11*t^14 + 278*q^10*t^15 - 37*q^9*t^16 - 12*q^20*t^4 + 123*q^19*t^5 - 321*q^18*t^6 + 962*q^17*t^7 - 521*q^16*t^8 + 281*q^15*t^9 + 100*q^14*t^10 - 955*q^13*t^11 + 1335*q^12*t^12 - 698*q^11*t^13 + 737*q^10*t^14 - 262*q^9*t^15 + 126*q^8*t^16 + q^7*t^17 - 19*q^18*t^5 + 175*q^17*t^6 - 457*q^16*t^7 + 375*q^15*t^8 - 514*q^14*t^9 - 386*q^13*t^10 + 562*q^12*t^11 - 708*q^11*t^12 + 943*q^10*t^13 - 687*q^9*t^14 + 104*q^8*t^15 - 225*q^7*t^16 - 3*q^6*t^17 - 65*q^16*t^6 + 109*q^15*t^7 - 376*q^14*t^8 + 126*q^13*t^9 + 142*q^12*t^10 - 63*q^11*t^11 + 710*q^10*t^12 - 860*q^9*t^13 + 185*q^8*t^14 - 195*q^7*t^15 + 172*q^6*t^16 - 5*q^5*t^17 + 9*q^15*t^6 - 28*q^14*t^7 + 150*q^13*t^8 - 30*q^12*t^9 + 137*q^11*t^10 + 252*q^10*t^11 - 336*q^9*t^12 + 303*q^8*t^13 - 210*q^7*t^14 + 235*q^6*t^15 + 14*q^5*t^16 + 32*q^4*t^17 + 6*q^13*t^7 - 20*q^12*t^8 + 65*q^11*t^9 - 5*q^10*t^10 - 140*q^9*t^11 - 65*q^8*t^12 - 235*q^7*t^13 + 236*q^6*t^14 - 16*q^5*t^15 - 33*q^4*t^16 - 47*q^3*t^17 + q^11*t^8 - 19*q^10*t^9 - 33*q^9*t^10 - 23*q^8*t^11 + 15*q^7*t^12 + 149*q^6*t^13 - 57*q^5*t^14 - 24*q^4*t^15 - 20*q^3*t^16 + 15*q^2*t^17 + 5*q^8*t^10 + 13*q^7*t^11 + 18*q^6*t^12 - 23*q^5*t^13 + 12*q^4*t^14 - 5*q^3*t^15 + 6*q^2*t^16 + q*t^17 + t^18 - 2*q^5*t^12 - 6*q^3*t^14 + q^2*t^15 + q*t^16)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0625] 'FJm~w'

Zeta functions

ask[-]:

(q^8 - q^5*t^2 - 3*q^5*t + q^4*t^2 - q^4*t + 3*q^3*t^2 + q^3*t - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^27*t^2 + q^28 + 6*q^25*t^3 - 4*q^24*t^4 - 4*q^23*t^5 + 12*q^26*t - 6*q^25*t^2 - 43*q^24*t^3 - 3*q^23*t^4 + 21*q^22*t^5 + 8*q^21*t^6 - q^19*t^8 - 25*q^25*t - 3*q^24*t^2 + 49*q^23*t^3 + 5*q^22*t^4 - 6*q^21*t^5 + 17*q^20*t^6 - 6*q^19*t^7 - 6*q^18*t^8 + 2*q^17*t^9 + 4*q^24*t - 43*q^23*t^2 + 27*q^22*t^3 + 154*q^21*t^4 - 30*q^20*t^5 - 135*q^19*t^6 + 23*q^18*t^7 + 23*q^17*t^8 - 16*q^16*t^9 - q^15*t^10 + 9*q^23*t + 110*q^22*t^2 - 36*q^21*t^3 - 263*q^20*t^4 + 60*q^19*t^5 + 158*q^18*t^6 - 127*q^17*t^7 - 37*q^16*t^8 + 60*q^15*t^9 + 9*q^14*t^10 - 4*q^22*t - 78*q^21*t^2 + 67*q^20*t^3 + 118*q^19*t^4 - 254*q^18*t^5 - 57*q^17*t^6 + 292*q^16*t^7 + 24*q^15*t^8 - 85*q^14*t^9 - q^13*t^10 - 2*q^12*t^11 + 23*q^20*t^2 - 95*q^19*t^3 + 9*q^18*t^4 + 259*q^17*t^5 - 107*q^16*t^6 - 181*q^15*t^7 + 158*q^14*t^8 + 23*q^13*t^9 - 57*q^12*t^10 + 12*q^11*t^11 - q^10*t^12 - 4*q^19*t^2 + 51*q^18*t^3 - 85*q^17*t^4 - 82*q^16*t^5 + 322*q^15*t^6 - 322*q^13*t^8 + 82*q^12*t^9 + 85*q^11*t^10 - 51*q^10*t^11 + 4*q^9*t^12 + q^18*t^2 - 12*q^17*t^3 + 57*q^16*t^4 - 23*q^15*t^5 - 158*q^14*t^6 + 181*q^13*t^7 + 107*q^12*t^8 - 259*q^11*t^9 - 9*q^10*t^10 + 95*q^9*t^11 - 23*q^8*t^12 + 2*q^16*t^3 + q^15*t^4 + 85*q^14*t^5 - 24*q^13*t^6 - 292*q^12*t^7 + 57*q^11*t^8 + 254*q^10*t^9 - 118*q^9*t^10 - 67*q^8*t^11 + 78*q^7*t^12 + 4*q^6*t^13 - 9*q^14*t^4 - 60*q^13*t^5 + 37*q^12*t^6 + 127*q^11*t^7 - 158*q^10*t^8 - 60*q^9*t^9 + 263*q^8*t^10 + 36*q^7*t^11 - 110*q^6*t^12 - 9*q^5*t^13 + q^13*t^4 + 16*q^12*t^5 - 23*q^11*t^6 - 23*q^10*t^7 + 135*q^9*t^8 + 30*q^8*t^9 - 154*q^7*t^10 - 27*q^6*t^11 + 43*q^5*t^12 - 4*q^4*t^13 - 2*q^11*t^5 + 6*q^10*t^6 + 6*q^9*t^7 - 17*q^8*t^8 + 6*q^7*t^9 - 5*q^6*t^10 - 49*q^5*t^11 + 3*q^4*t^12 + 25*q^3*t^13 + q^9*t^6 - 8*q^7*t^8 - 21*q^6*t^9 + 3*q^5*t^10 + 43*q^4*t^11 + 6*q^3*t^12 - 12*q^2*t^13 + 4*q^5*t^9 + 4*q^4*t^10 - 6*q^3*t^11 - t^14 - q*t^12)/((q^5 - t^2)*(q^3 - t)*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0626] 'FJnNg'

Zeta functions

ask[-]:

(q^12 - 4*q^9*t^2 + q^8*t^3 - 5*q^9*t + 3*q^8*t^2 + 3*q^7*t^3 - 3*q^8*t + 13*q^7*t^2 - 2*q^6*t^3 - 3*q^5*t^4 + 3*q^7*t + 2*q^6*t^2 - 13*q^5*t^3 + 3*q^4*t^4 - 3*q^5*t^2 - 3*q^4*t^3 + 5*q^3*t^4 - q^4*t^2 + 4*q^3*t^3 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(9*q^22*t^4 - 4*q^21*t^5 + q^20*t^6 - q^25 - 8*q^23*t^2 + 11*q^22*t^3 - 29*q^21*t^4 + 30*q^20*t^5 - 45*q^19*t^6 - 12*q^18*t^7 + 3*q^17*t^8 + 3*q^16*t^9 - 16*q^23*t + 37*q^22*t^2 - 18*q^21*t^3 + 70*q^20*t^4 - 170*q^19*t^5 + 123*q^18*t^6 + 71*q^17*t^7 + 55*q^16*t^8 + 15*q^15*t^9 - 11*q^14*t^10 + 48*q^22*t - 27*q^21*t^2 + 73*q^20*t^3 - 247*q^19*t^4 + 332*q^18*t^5 - 69*q^17*t^6 + 12*q^16*t^7 - 182*q^15*t^8 - 161*q^14*t^9 + 9*q^13*t^10 - 32*q^12*t^11 + 4*q^11*t^12 - 40*q^21*t + 42*q^20*t^2 - 274*q^19*t^3 + 276*q^18*t^4 - 307*q^17*t^5 + 222*q^16*t^6 - 294*q^15*t^7 - 34*q^14*t^8 + 267*q^13*t^9 + 26*q^12*t^10 + 201*q^11*t^11 - 4*q^10*t^12 + 9*q^9*t^13 + 16*q^20*t - 140*q^19*t^2 + 252*q^18*t^3 - 99*q^17*t^4 + 609*q^16*t^5 - 462*q^15*t^6 + 52*q^14*t^7 + 292*q^13*t^8 + 38*q^12*t^9 + 236*q^11*t^10 - 430*q^10*t^11 - 19*q^9*t^12 - 57*q^8*t^13 - 3*q^19*t + 139*q^18*t^2 - 40*q^17*t^3 + 316*q^16*t^4 - 749*q^15*t^5 + 3*q^14*t^6 + 82*q^13*t^7 + 82*q^12*t^8 + 3*q^11*t^9 - 749*q^10*t^10 + 316*q^9*t^11 - 40*q^8*t^12 + 139*q^7*t^13 - 3*q^6*t^14 - 57*q^17*t^2 - 19*q^16*t^3 - 430*q^15*t^4 + 236*q^14*t^5 + 38*q^13*t^6 + 292*q^12*t^7 + 52*q^11*t^8 - 462*q^10*t^9 + 609*q^9*t^10 - 99*q^8*t^11 + 252*q^7*t^12 - 140*q^6*t^13 + 16*q^5*t^14 + 9*q^16*t^2 - 4*q^15*t^3 + 201*q^14*t^4 + 26*q^13*t^5 + 267*q^12*t^6 - 34*q^11*t^7 - 294*q^10*t^8 + 222*q^9*t^9 - 307*q^8*t^10 + 276*q^7*t^11 - 274*q^6*t^12 + 42*q^5*t^13 - 40*q^4*t^14 + 4*q^14*t^3 - 32*q^13*t^4 + 9*q^12*t^5 - 161*q^11*t^6 - 182*q^10*t^7 + 12*q^9*t^8 - 69*q^8*t^9 + 332*q^7*t^10 - 247*q^6*t^11 + 73*q^5*t^12 - 27*q^4*t^13 + 48*q^3*t^14 - 11*q^11*t^5 + 15*q^10*t^6 + 55*q^9*t^7 + 71*q^8*t^8 + 123*q^7*t^9 - 170*q^6*t^10 + 70*q^5*t^11 - 18*q^4*t^12 + 37*q^3*t^13 - 16*q^2*t^14 + 3*q^9*t^6 + 3*q^8*t^7 - 12*q^7*t^8 - 45*q^6*t^9 + 30*q^5*t^10 - 29*q^4*t^11 + 11*q^3*t^12 - 8*q^2*t^13 - t^15 + q^5*t^9 - 4*q^4*t^10 + 9*q^3*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0627] 'FJn^W'

Zeta functions

ask[-]:

(q^7 + 3*q^5*t - 4*q^4*t - 4*q^3*t + 3*q^2*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(6*q^21*t^4 - q^24 - 5*q^22*t^2 + 3*q^21*t^3 - 14*q^20*t^4 + 18*q^19*t^5 - 7*q^18*t^6 - 9*q^17*t^7 - 3*q^16*t^8 - 14*q^22*t + 16*q^21*t^2 + 6*q^20*t^3 + 24*q^19*t^4 - 111*q^18*t^5 - 39*q^17*t^6 + 11*q^16*t^7 + 23*q^15*t^8 + 12*q^14*t^9 + 35*q^21*t + 7*q^20*t^2 + 28*q^19*t^3 - 59*q^18*t^4 + 189*q^17*t^5 + 174*q^16*t^6 + 103*q^15*t^7 + 23*q^14*t^8 - 28*q^13*t^9 + 5*q^12*t^10 - 3*q^11*t^11 - 21*q^20*t + 20*q^19*t^2 - 104*q^18*t^3 - 62*q^17*t^4 - 234*q^16*t^5 - 127*q^15*t^6 - 157*q^14*t^7 - 195*q^13*t^8 - 59*q^12*t^9 - 83*q^11*t^10 - q^10*t^11 - 3*q^9*t^12 + 4*q^19*t - 102*q^18*t^2 - 26*q^17*t^3 + 95*q^16*t^4 + 439*q^15*t^5 + 136*q^14*t^6 - 80*q^13*t^7 + 48*q^12*t^8 + 103*q^11*t^9 + 262*q^10*t^10 + 64*q^9*t^11 + 29*q^8*t^12 + 89*q^17*t^2 + 137*q^16*t^3 + 213*q^15*t^4 - 253*q^14*t^5 - 286*q^13*t^6 + 286*q^11*t^8 + 253*q^10*t^9 - 213*q^9*t^10 - 137*q^8*t^11 - 89*q^7*t^12 - 29*q^16*t^2 - 64*q^15*t^3 - 262*q^14*t^4 - 103*q^13*t^5 - 48*q^12*t^6 + 80*q^11*t^7 - 136*q^10*t^8 - 439*q^9*t^9 - 95*q^8*t^10 + 26*q^7*t^11 + 102*q^6*t^12 - 4*q^5*t^13 + 3*q^15*t^2 + q^14*t^3 + 83*q^13*t^4 + 59*q^12*t^5 + 195*q^11*t^6 + 157*q^10*t^7 + 127*q^9*t^8 + 234*q^8*t^9 + 62*q^7*t^10 + 104*q^6*t^11 - 20*q^5*t^12 + 21*q^4*t^13 + 3*q^13*t^3 - 5*q^12*t^4 + 28*q^11*t^5 - 23*q^10*t^6 - 103*q^9*t^7 - 174*q^8*t^8 - 189*q^7*t^9 + 59*q^6*t^10 - 28*q^5*t^11 - 7*q^4*t^12 - 35*q^3*t^13 - 12*q^10*t^5 - 23*q^9*t^6 - 11*q^8*t^7 + 39*q^7*t^8 + 111*q^6*t^9 - 24*q^5*t^10 - 6*q^4*t^11 - 16*q^3*t^12 + 14*q^2*t^13 + 3*q^8*t^6 + 9*q^7*t^7 + 7*q^6*t^8 - 18*q^5*t^9 + 14*q^4*t^10 - 3*q^3*t^11 + 5*q^2*t^12 + t^14 - 6*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0628] 'FJn^w'

Zeta functions

ask[-]:

(q^7 + 2*q^5*t - 3*q^4*t - 3*q^3*t + 2*q^2*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(4*q^34*t^4 - q^37 - 3*q^35*t^2 + q^34*t^3 - 9*q^33*t^4 + 12*q^32*t^5 - 5*q^31*t^6 - 5*q^30*t^7 - 2*q^29*t^8 - 10*q^35*t + 13*q^34*t^2 + 13*q^33*t^3 + 13*q^32*t^4 - 76*q^31*t^5 - 15*q^30*t^6 + 9*q^29*t^7 + 13*q^28*t^8 + 4*q^27*t^9 + 20*q^34*t - 6*q^33*t^2 + 5*q^32*t^3 - 28*q^31*t^4 + 109*q^30*t^5 + 17*q^29*t^6 + 32*q^28*t^7 + 24*q^27*t^8 - q^26*t^9 + 5*q^25*t^10 - q^24*t^11 + 2*q^33*t + 66*q^32*t^2 - 48*q^31*t^3 - 83*q^30*t^4 - 119*q^29*t^5 + 212*q^28*t^6 + 61*q^27*t^7 - 58*q^26*t^8 - 43*q^25*t^9 - 60*q^24*t^10 + 3*q^23*t^11 - q^22*t^12 - 11*q^32*t - 143*q^31*t^2 - 48*q^30*t^3 + 13*q^29*t^4 + 178*q^28*t^5 - 275*q^27*t^6 - 189*q^26*t^7 - 172*q^25*t^8 - 66*q^24*t^9 + 96*q^23*t^10 - 25*q^22*t^11 + 9*q^21*t^12 - 3*q^20*t^13 + 4*q^31*t + 91*q^30*t^2 - 28*q^29*t^3 + 217*q^28*t^4 + 160*q^27*t^5 + 306*q^26*t^6 - 166*q^25*t^7 + 86*q^24*t^8 + 173*q^23*t^9 + 12*q^22*t^10 + 172*q^21*t^11 + 3*q^20*t^12 + 25*q^19*t^13 + q^18*t^14 - 25*q^29*t^2 + 172*q^28*t^3 - 84*q^27*t^4 - 80*q^26*t^5 - 439*q^25*t^6 + 106*q^24*t^7 + 121*q^23*t^8 + 271*q^22*t^9 + 214*q^21*t^10 - 228*q^20*t^11 + 13*q^19*t^12 - 89*q^18*t^13 - 4*q^17*t^14 + 6*q^28*t^2 - 116*q^27*t^3 + 95*q^26*t^4 - 242*q^25*t^5 - 26*q^24*t^6 - 248*q^23*t^7 + 177*q^22*t^8 - 164*q^21*t^9 - 391*q^20*t^10 - 30*q^19*t^11 - 240*q^18*t^12 + 112*q^17*t^13 - 25*q^16*t^14 + 4*q^15*t^15 - 2*q^27*t^2 + 25*q^26*t^3 - 172*q^25*t^4 + 140*q^24*t^5 - 133*q^23*t^6 + 393*q^22*t^7 + 135*q^21*t^8 + 141*q^20*t^9 - 34*q^19*t^10 - 206*q^18*t^11 + 273*q^17*t^12 - 121*q^16*t^13 + 109*q^15*t^14 - 24*q^14*t^15 - q^25*t^3 + 98*q^24*t^4 - 127*q^23*t^5 + 294*q^22*t^6 - 22*q^21*t^7 + 201*q^20*t^8 - 311*q^19*t^9 - 311*q^18*t^10 + 201*q^17*t^11 - 22*q^16*t^12 + 294*q^15*t^13 - 127*q^14*t^14 + 98*q^13*t^15 - q^12*t^16 - 24*q^23*t^4 + 109*q^22*t^5 - 121*q^21*t^6 + 273*q^20*t^7 - 206*q^19*t^8 - 34*q^18*t^9 + 141*q^17*t^10 + 135*q^16*t^11 + 393*q^15*t^12 - 133*q^14*t^13 + 140*q^13*t^14 - 172*q^12*t^15 + 25*q^11*t^16 - 2*q^10*t^17 + 4*q^22*t^4 - 25*q^21*t^5 + 112*q^20*t^6 - 240*q^19*t^7 - 30*q^18*t^8 - 391*q^17*t^9 - 164*q^16*t^10 + 177*q^15*t^11 - 248*q^14*t^12 - 26*q^13*t^13 - 242*q^12*t^14 + 95*q^11*t^15 - 116*q^10*t^16 + 6*q^9*t^17 - 4*q^20*t^5 - 89*q^19*t^6 + 13*q^18*t^7 - 228*q^17*t^8 + 214*q^16*t^9 + 271*q^15*t^10 + 121*q^14*t^11 + 106*q^13*t^12 - 439*q^12*t^13 - 80*q^11*t^14 - 84*q^10*t^15 + 172*q^9*t^16 - 25*q^8*t^17 + q^19*t^5 + 25*q^18*t^6 + 3*q^17*t^7 + 172*q^16*t^8 + 12*q^15*t^9 + 173*q^14*t^10 + 86*q^13*t^11 - 166*q^12*t^12 + 306*q^11*t^13 + 160*q^10*t^14 + 217*q^9*t^15 - 28*q^8*t^16 + 91*q^7*t^17 + 4*q^6*t^18 - 3*q^17*t^6 + 9*q^16*t^7 - 25*q^15*t^8 + 96*q^14*t^9 - 66*q^13*t^10 - 172*q^12*t^11 - 189*q^11*t^12 - 275*q^10*t^13 + 178*q^9*t^14 + 13*q^8*t^15 - 48*q^7*t^16 - 143*q^6*t^17 - 11*q^5*t^18 - q^15*t^7 + 3*q^14*t^8 - 60*q^13*t^9 - 43*q^12*t^10 - 58*q^11*t^11 + 61*q^10*t^12 + 212*q^9*t^13 - 119*q^8*t^14 - 83*q^7*t^15 - 48*q^6*t^16 + 66*q^5*t^17 + 2*q^4*t^18 - q^13*t^8 + 5*q^12*t^9 - q^11*t^10 + 24*q^10*t^11 + 32*q^9*t^12 + 17*q^8*t^13 + 109*q^7*t^14 - 28*q^6*t^15 + 5*q^5*t^16 - 6*q^4*t^17 + 20*q^3*t^18 + 4*q^10*t^10 + 13*q^9*t^11 + 9*q^8*t^12 - 15*q^7*t^13 - 76*q^6*t^14 + 13*q^5*t^15 + 13*q^4*t^16 + 13*q^3*t^17 - 10*q^2*t^18 - 2*q^8*t^11 - 5*q^7*t^12 - 5*q^6*t^13 + 12*q^5*t^14 - 9*q^4*t^15 + q^3*t^16 - 3*q^2*t^17 - t^19 + 4*q^3*t^15)/((q^5 - t^2)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0629] 'FJn~o'

Zeta functions

ask[-]:

(q^10 + q^8*t - 2*q^7*t - q^6*t^2 - 3*q^6*t + 3*q^4*t^2 + q^4*t + 2*q^3*t^2 - q^2*t^2 - t^3)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(3*q^24*t^4 - q^22*t^6 - q^27 - 2*q^25*t^2 + q^24*t^3 - 4*q^23*t^4 + 4*q^22*t^5 - 3*q^21*t^6 - 3*q^20*t^7 - 9*q^25*t + 10*q^24*t^2 + 18*q^23*t^3 - q^22*t^4 - 44*q^21*t^5 - 15*q^20*t^6 + 13*q^19*t^7 + 14*q^18*t^8 + 4*q^17*t^9 + 21*q^24*t + 10*q^23*t^2 - 22*q^22*t^3 - 27*q^21*t^4 + 47*q^20*t^5 + 77*q^19*t^6 + 39*q^18*t^7 - 5*q^17*t^8 - 20*q^16*t^9 - 7*q^15*t^10 - q^14*t^11 - 4*q^23*t + 10*q^22*t^2 - 36*q^21*t^3 - 78*q^20*t^4 + 19*q^19*t^5 + 30*q^18*t^6 - 59*q^17*t^7 - 86*q^16*t^8 - 28*q^15*t^9 - 11*q^14*t^10 + 4*q^13*t^11 + q^12*t^12 - 5*q^22*t - 67*q^21*t^2 - 46*q^20*t^3 + 140*q^19*t^4 + 128*q^18*t^5 - 16*q^17*t^6 - 163*q^16*t^7 - 71*q^15*t^8 + 92*q^14*t^9 + 109*q^13*t^10 + 28*q^12*t^11 + 7*q^11*t^12 + 2*q^21*t + 35*q^20*t^2 + 73*q^19*t^3 + 89*q^18*t^4 + 7*q^17*t^5 - 239*q^16*t^6 + 17*q^15*t^7 + 301*q^14*t^8 + 128*q^13*t^9 - 50*q^12*t^10 - 73*q^11*t^11 - 40*q^10*t^12 - 4*q^9*t^13 + 3*q^19*t^2 + 29*q^18*t^3 - 45*q^17*t^4 - 201*q^16*t^5 - 74*q^15*t^6 + 48*q^14*t^7 + 48*q^13*t^8 - 74*q^12*t^9 - 201*q^11*t^10 - 45*q^10*t^11 + 29*q^9*t^12 + 3*q^8*t^13 - 4*q^18*t^2 - 40*q^17*t^3 - 73*q^16*t^4 - 50*q^15*t^5 + 128*q^14*t^6 + 301*q^13*t^7 + 17*q^12*t^8 - 239*q^11*t^9 + 7*q^10*t^10 + 89*q^9*t^11 + 73*q^8*t^12 + 35*q^7*t^13 + 2*q^6*t^14 + 7*q^16*t^3 + 28*q^15*t^4 + 109*q^14*t^5 + 92*q^13*t^6 - 71*q^12*t^7 - 163*q^11*t^8 - 16*q^10*t^9 + 128*q^9*t^10 + 140*q^8*t^11 - 46*q^7*t^12 - 67*q^6*t^13 - 5*q^5*t^14 + q^15*t^3 + 4*q^14*t^4 - 11*q^13*t^5 - 28*q^12*t^6 - 86*q^11*t^7 - 59*q^10*t^8 + 30*q^9*t^9 + 19*q^8*t^10 - 78*q^7*t^11 - 36*q^6*t^12 + 10*q^5*t^13 - 4*q^4*t^14 - q^13*t^4 - 7*q^12*t^5 - 20*q^11*t^6 - 5*q^10*t^7 + 39*q^9*t^8 + 77*q^8*t^9 + 47*q^7*t^10 - 27*q^6*t^11 - 22*q^5*t^12 + 10*q^4*t^13 + 21*q^3*t^14 + 4*q^10*t^6 + 14*q^9*t^7 + 13*q^8*t^8 - 15*q^7*t^9 - 44*q^6*t^10 - q^5*t^11 + 18*q^4*t^12 + 10*q^3*t^13 - 9*q^2*t^14 - 3*q^7*t^8 - 3*q^6*t^9 + 4*q^5*t^10 - 4*q^4*t^11 + q^3*t^12 - 2*q^2*t^13 - t^15 - q^5*t^9 + 3*q^3*t^11)/((q^3 - t^2)^2*(q^3 - t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0630] 'FJn~w'

Zeta functions

ask[-]:

(q^7 + q^5*t - 2*q^4*t - 2*q^3*t + q^2*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(2*q^38*t^4 - q^41 - q^39*t^2 - 4*q^37*t^4 + 4*q^36*t^5 - 3*q^35*t^6 - 2*q^34*t^7 - q^33*t^8 - 6*q^39*t + 10*q^38*t^2 + 16*q^37*t^3 + q^36*t^4 - 34*q^35*t^5 - 9*q^34*t^6 + 9*q^33*t^7 + 10*q^32*t^8 + q^31*t^9 + 8*q^38*t - 7*q^37*t^2 - 14*q^36*t^3 - 5*q^35*t^4 + 23*q^34*t^5 + 15*q^33*t^6 + 15*q^32*t^7 + 8*q^31*t^8 - 6*q^30*t^9 - 3*q^29*t^10 + 16*q^37*t + 54*q^36*t^2 - 19*q^35*t^3 - 112*q^34*t^4 + 23*q^33*t^5 + 128*q^32*t^6 + 36*q^31*t^7 - 34*q^30*t^8 - 25*q^29*t^9 - 18*q^28*t^10 + 7*q^27*t^11 + 2*q^26*t^12 - 16*q^36*t - 97*q^35*t^2 - 62*q^34*t^3 + 71*q^33*t^4 + 10*q^32*t^5 - 30*q^31*t^6 - 122*q^30*t^7 - 159*q^29*t^8 - 2*q^28*t^9 + 51*q^27*t^10 - 14*q^26*t^11 - 4*q^25*t^12 - 4*q^24*t^13 + 3*q^35*t + 44*q^34*t^2 - 6*q^33*t^3 + 132*q^32*t^4 + 295*q^31*t^5 - 104*q^30*t^6 - 115*q^29*t^7 + 110*q^28*t^8 + 5*q^27*t^9 + 33*q^26*t^10 + 72*q^25*t^11 + 13*q^24*t^12 + 16*q^23*t^13 + 2*q^22*t^14 + q^34*t - 28*q^33*t^2 + 57*q^32*t^3 - 26*q^31*t^4 - 133*q^30*t^5 - 34*q^29*t^6 - 288*q^28*t^7 + 58*q^27*t^8 + 422*q^26*t^9 + 45*q^25*t^10 - 60*q^24*t^11 - 17*q^23*t^12 - 55*q^22*t^13 - 12*q^21*t^14 + 27*q^32*t^2 + 44*q^31*t^3 + 113*q^30*t^4 - 146*q^29*t^5 - 285*q^28*t^6 + 330*q^27*t^7 + 131*q^26*t^8 - 141*q^25*t^9 - 16*q^24*t^10 - 231*q^23*t^11 - 95*q^22*t^12 + 68*q^21*t^13 + 13*q^20*t^14 + 4*q^19*t^15 - 10*q^31*t^2 - 47*q^30*t^3 - 85*q^29*t^4 - 55*q^28*t^5 - 213*q^27*t^6 - 64*q^26*t^7 + 569*q^25*t^8 + 20*q^24*t^9 - 378*q^23*t^10 + 121*q^22*t^11 + q^21*t^12 - 50*q^20*t^13 + 36*q^19*t^14 - 9*q^18*t^15 + 10*q^29*t^3 - 62*q^28*t^4 - 24*q^27*t^5 + 329*q^26*t^6 + 258*q^25*t^7 - 103*q^24*t^8 - 145*q^23*t^9 - 470*q^22*t^10 - 318*q^21*t^11 + 352*q^20*t^12 + 138*q^19*t^13 - 32*q^18*t^14 + 45*q^17*t^15 - 2*q^16*t^16 - 3*q^28*t^3 + 51*q^27*t^4 - 36*q^26*t^5 + 12*q^25*t^6 + 375*q^24*t^7 - 81*q^23*t^8 - 394*q^22*t^9 + 388*q^21*t^10 + 522*q^20*t^11 + 74*q^19*t^12 + 151*q^18*t^13 - 25*q^17*t^14 - 105*q^16*t^15 + 9*q^15*t^16 - 2*q^14*t^17 + 2*q^27*t^3 - 9*q^26*t^4 + 105*q^25*t^5 + 25*q^24*t^6 - 151*q^23*t^7 - 74*q^22*t^8 - 522*q^21*t^9 - 388*q^20*t^10 + 394*q^19*t^11 + 81*q^18*t^12 - 375*q^17*t^13 - 12*q^16*t^14 + 36*q^15*t^15 - 51*q^14*t^16 + 3*q^13*t^17 + 2*q^25*t^4 - 45*q^24*t^5 + 32*q^23*t^6 - 138*q^22*t^7 - 352*q^21*t^8 + 318*q^20*t^9 + 470*q^19*t^10 + 145*q^18*t^11 + 103*q^17*t^12 - 258*q^16*t^13 - 329*q^15*t^14 + 24*q^14*t^15 + 62*q^13*t^16 - 10*q^12*t^17 + 9*q^23*t^5 - 36*q^22*t^6 + 50*q^21*t^7 - q^20*t^8 - 121*q^19*t^9 + 378*q^18*t^10 - 20*q^17*t^11 - 569*q^16*t^12 + 64*q^15*t^13 + 213*q^14*t^14 + 55*q^13*t^15 + 85*q^12*t^16 + 47*q^11*t^17 + 10*q^10*t^18 - 4*q^22*t^5 - 13*q^21*t^6 - 68*q^20*t^7 + 95*q^19*t^8 + 231*q^18*t^9 + 16*q^17*t^10 + 141*q^16*t^11 - 131*q^15*t^12 - 330*q^14*t^13 + 285*q^13*t^14 + 146*q^12*t^15 - 113*q^11*t^16 - 44*q^10*t^17 - 27*q^9*t^18 + 12*q^20*t^6 + 55*q^19*t^7 + 17*q^18*t^8 + 60*q^17*t^9 - 45*q^16*t^10 - 422*q^15*t^11 - 58*q^14*t^12 + 288*q^13*t^13 + 34*q^12*t^14 + 133*q^11*t^15 + 26*q^10*t^16 - 57*q^9*t^17 + 28*q^8*t^18 - q^7*t^19 - 2*q^19*t^6 - 16*q^18*t^7 - 13*q^17*t^8 - 72*q^16*t^9 - 33*q^15*t^10 - 5*q^14*t^11 - 110*q^13*t^12 + 115*q^12*t^13 + 104*q^11*t^14 - 295*q^10*t^15 - 132*q^9*t^16 + 6*q^8*t^17 - 44*q^7*t^18 - 3*q^6*t^19 + 4*q^17*t^7 + 4*q^16*t^8 + 14*q^15*t^9 - 51*q^14*t^10 + 2*q^13*t^11 + 159*q^12*t^12 + 122*q^11*t^13 + 30*q^10*t^14 - 10*q^9*t^15 - 71*q^8*t^16 + 62*q^7*t^17 + 97*q^6*t^18 + 16*q^5*t^19 - 2*q^15*t^8 - 7*q^14*t^9 + 18*q^13*t^10 + 25*q^12*t^11 + 34*q^11*t^12 - 36*q^10*t^13 - 128*q^9*t^14 - 23*q^8*t^15 + 112*q^7*t^16 + 19*q^6*t^17 - 54*q^5*t^18 - 16*q^4*t^19 + 3*q^12*t^10 + 6*q^11*t^11 - 8*q^10*t^12 - 15*q^9*t^13 - 15*q^8*t^14 - 23*q^7*t^15 + 5*q^6*t^16 + 14*q^5*t^17 + 7*q^4*t^18 - 8*q^3*t^19 - q^10*t^11 - 10*q^9*t^12 - 9*q^8*t^13 + 9*q^7*t^14 + 34*q^6*t^15 - q^5*t^16 - 16*q^4*t^17 - 10*q^3*t^18 + 6*q^2*t^19 + q^8*t^12 + 2*q^7*t^13 + 3*q^6*t^14 - 4*q^5*t^15 + 4*q^4*t^16 + q^2*t^18 + t^20 - 2*q^3*t^16)/((q^5 - t^2)*(q^4 - t)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0631] 'FJqzw'

Zeta functions

ask[-]:

-(q^8 + q^7*t - q^6*t - 2*q^5*t^2 - 3*q^5*t + 2*q^4*t^2 - 2*q^4*t + 3*q^3*t^2 + 2*q^3*t + q^2*t^2 - q*t^2 - t^3)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(7*q^21*t^4 - 2*q^20*t^5 + 6*q^19*t^6 - q^18*t^7 + 2*q^22*t^2 + 5*q^21*t^3 - 15*q^20*t^4 + 17*q^19*t^5 - 79*q^18*t^6 - 17*q^17*t^7 + 6*q^16*t^8 + 3*q^15*t^9 - 2*q^14*t^10 - q^23 - 2*q^22*t - 18*q^21*t^2 + 9*q^20*t^3 - 8*q^19*t^4 - 146*q^18*t^5 + 184*q^17*t^6 + 151*q^16*t^7 + 78*q^15*t^8 + 29*q^14*t^9 - 11*q^13*t^10 - 7*q^12*t^11 + 2*q^11*t^12 - 12*q^21*t + 61*q^20*t^2 - 43*q^19*t^3 + 41*q^18*t^4 + 355*q^17*t^5 + 6*q^16*t^6 - 174*q^15*t^7 - 305*q^14*t^8 - 340*q^13*t^9 - 17*q^12*t^10 + 26*q^11*t^11 - 2*q^10*t^12 + 4*q^9*t^13 + 48*q^20*t - 29*q^19*t^2 + 127*q^18*t^3 - 186*q^17*t^4 - 457*q^16*t^5 - 245*q^15*t^6 - 286*q^14*t^7 + 21*q^13*t^8 + 801*q^12*t^9 + 274*q^11*t^10 + 86*q^10*t^11 + 24*q^9*t^12 - 28*q^8*t^13 - 44*q^19*t - 30*q^18*t^2 - 410*q^17*t^3 + 118*q^16*t^4 + 649*q^15*t^5 + 252*q^14*t^6 + 564*q^13*t^7 + 730*q^12*t^8 - 447*q^11*t^9 - 339*q^10*t^10 - 420*q^9*t^11 - 200*q^8*t^12 + 60*q^7*t^13 - 3*q^6*t^14 + 18*q^18*t - 27*q^17*t^2 + 473*q^16*t^3 + 393*q^15*t^4 - 320*q^14*t^5 - 235*q^13*t^6 - 722*q^12*t^7 - 722*q^11*t^8 - 235*q^10*t^9 - 320*q^9*t^10 + 393*q^8*t^11 + 473*q^7*t^12 - 27*q^6*t^13 + 18*q^5*t^14 - 3*q^17*t + 60*q^16*t^2 - 200*q^15*t^3 - 420*q^14*t^4 - 339*q^13*t^5 - 447*q^12*t^6 + 730*q^11*t^7 + 564*q^10*t^8 + 252*q^9*t^9 + 649*q^8*t^10 + 118*q^7*t^11 - 410*q^6*t^12 - 30*q^5*t^13 - 44*q^4*t^14 - 28*q^15*t^2 + 24*q^14*t^3 + 86*q^13*t^4 + 274*q^12*t^5 + 801*q^11*t^6 + 21*q^10*t^7 - 286*q^9*t^8 - 245*q^8*t^9 - 457*q^7*t^10 - 186*q^6*t^11 + 127*q^5*t^12 - 29*q^4*t^13 + 48*q^3*t^14 + 4*q^14*t^2 - 2*q^13*t^3 + 26*q^12*t^4 - 17*q^11*t^5 - 340*q^10*t^6 - 305*q^9*t^7 - 174*q^8*t^8 + 6*q^7*t^9 + 355*q^6*t^10 + 41*q^5*t^11 - 43*q^4*t^12 + 61*q^3*t^13 - 12*q^2*t^14 + 2*q^12*t^3 - 7*q^11*t^4 - 11*q^10*t^5 + 29*q^9*t^6 + 78*q^8*t^7 + 151*q^7*t^8 + 184*q^6*t^9 - 146*q^5*t^10 - 8*q^4*t^11 + 9*q^3*t^12 - 18*q^2*t^13 - 2*q*t^14 - t^15 - 2*q^9*t^5 + 3*q^8*t^6 + 6*q^7*t^7 - 17*q^6*t^8 - 79*q^5*t^9 + 17*q^4*t^10 - 15*q^3*t^11 + 5*q^2*t^12 + 2*q*t^13 - q^5*t^8 + 6*q^4*t^9 - 2*q^3*t^10 + 7*q^2*t^11)/((q^3 - t^2)*(q^2 - t)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0632] 'FJq~w'

Zeta functions

ask[-]:

(q^8 + q^6*t - 2*q^5*t^2 - 4*q^5*t + 2*q^4*t^2 - 2*q^4*t + 4*q^3*t^2 + 2*q^3*t - q^2*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(7*q^35*t^4 - 2*q^34*t^5 + q^33*t^6 - q^38 - 6*q^36*t^2 + 6*q^35*t^3 - 21*q^34*t^4 + 16*q^33*t^5 - 30*q^32*t^6 - 7*q^31*t^7 + q^29*t^9 - 11*q^36*t + 28*q^35*t^2 + 43*q^33*t^4 - 111*q^32*t^5 + 75*q^31*t^6 + 30*q^30*t^7 + 31*q^29*t^8 + 14*q^28*t^9 - 3*q^27*t^10 + 28*q^35*t - 18*q^34*t^2 + 32*q^33*t^3 - 153*q^32*t^4 + 216*q^31*t^5 - 93*q^30*t^6 + 117*q^29*t^7 - 34*q^28*t^8 - 86*q^27*t^9 + 2*q^26*t^10 - 19*q^25*t^11 + 2*q^24*t^12 - 7*q^34*t + 61*q^33*t^2 - 182*q^32*t^3 + 138*q^31*t^4 - 278*q^30*t^5 + 454*q^29*t^6 - 386*q^28*t^7 - 139*q^27*t^8 + 14*q^26*t^9 - 84*q^25*t^10 + 104*q^24*t^11 - 18*q^23*t^12 + 5*q^22*t^13 - 9*q^33*t - 178*q^32*t^2 + 154*q^31*t^3 - 190*q^30*t^4 + 701*q^29*t^5 - 797*q^28*t^6 + 419*q^27*t^7 - 142*q^26*t^8 + 127*q^25*t^9 + 392*q^24*t^10 - 180*q^23*t^11 + 133*q^22*t^12 - 28*q^21*t^13 + 6*q^20*t^14 + 6*q^32*t + 160*q^31*t^2 - 159*q^30*t^3 + 632*q^29*t^4 - 699*q^28*t^5 + 831*q^27*t^6 - 1109*q^26*t^7 + 678*q^25*t^8 + 226*q^24*t^9 - 380*q^23*t^10 + 399*q^22*t^11 - 426*q^21*t^12 + 85*q^20*t^13 - 51*q^19*t^14 - q^18*t^15 - q^31*t - 71*q^30*t^2 + 279*q^29*t^3 - 613*q^28*t^4 + 618*q^27*t^5 - 1456*q^26*t^6 + 1477*q^25*t^7 - 635*q^24*t^8 + 129*q^23*t^9 + 211*q^22*t^10 - 1059*q^21*t^11 + 613*q^20*t^12 - 349*q^19*t^13 + 167*q^18*t^14 - 6*q^17*t^15 + 19*q^29*t^2 - 209*q^28*t^3 + 431*q^27*t^4 - 1003*q^26*t^5 + 1279*q^25*t^6 - 1404*q^24*t^7 + 1472*q^23*t^8 - 614*q^22*t^9 - 714*q^21*t^10 + 1128*q^20*t^11 - 865*q^19*t^12 + 891*q^18*t^13 - 330*q^17*t^14 + 83*q^16*t^15 - 8*q^15*t^16 - 3*q^28*t^2 + 63*q^27*t^3 - 363*q^26*t^4 + 847*q^25*t^5 - 1066*q^24*t^6 + 1941*q^23*t^7 - 1455*q^22*t^8 + 602*q^21*t^9 + 143*q^20*t^10 - 1061*q^19*t^11 + 1540*q^18*t^12 - 1180*q^17*t^13 + 665*q^16*t^14 - 268*q^15*t^15 + 63*q^14*t^16 - 6*q^26*t^3 + 213*q^25*t^4 - 505*q^24*t^5 + 1083*q^23*t^6 - 1486*q^22*t^7 + 1385*q^21*t^8 - 1465*q^20*t^9 + 1465*q^18*t^11 - 1385*q^17*t^12 + 1486*q^16*t^13 - 1083*q^15*t^14 + 505*q^14*t^15 - 213*q^13*t^16 + 6*q^12*t^17 - 63*q^24*t^4 + 268*q^23*t^5 - 665*q^22*t^6 + 1180*q^21*t^7 - 1540*q^20*t^8 + 1061*q^19*t^9 - 143*q^18*t^10 - 602*q^17*t^11 + 1455*q^16*t^12 - 1941*q^15*t^13 + 1066*q^14*t^14 - 847*q^13*t^15 + 363*q^12*t^16 - 63*q^11*t^17 + 3*q^10*t^18 + 8*q^23*t^4 - 83*q^22*t^5 + 330*q^21*t^6 - 891*q^20*t^7 + 865*q^19*t^8 - 1128*q^18*t^9 + 714*q^17*t^10 + 614*q^16*t^11 - 1472*q^15*t^12 + 1404*q^14*t^13 - 1279*q^13*t^14 + 1003*q^12*t^15 - 431*q^11*t^16 + 209*q^10*t^17 - 19*q^9*t^18 + 6*q^21*t^5 - 167*q^20*t^6 + 349*q^19*t^7 - 613*q^18*t^8 + 1059*q^17*t^9 - 211*q^16*t^10 - 129*q^15*t^11 + 635*q^14*t^12 - 1477*q^13*t^13 + 1456*q^12*t^14 - 618*q^11*t^15 + 613*q^10*t^16 - 279*q^9*t^17 + 71*q^8*t^18 + q^7*t^19 + q^20*t^5 + 51*q^19*t^6 - 85*q^18*t^7 + 426*q^17*t^8 - 399*q^16*t^9 + 380*q^15*t^10 - 226*q^14*t^11 - 678*q^13*t^12 + 1109*q^12*t^13 - 831*q^11*t^14 + 699*q^10*t^15 - 632*q^9*t^16 + 159*q^8*t^17 - 160*q^7*t^18 - 6*q^6*t^19 - 6*q^18*t^6 + 28*q^17*t^7 - 133*q^16*t^8 + 180*q^15*t^9 - 392*q^14*t^10 - 127*q^13*t^11 + 142*q^12*t^12 - 419*q^11*t^13 + 797*q^10*t^14 - 701*q^9*t^15 + 190*q^8*t^16 - 154*q^7*t^17 + 178*q^6*t^18 + 9*q^5*t^19 - 5*q^16*t^7 + 18*q^15*t^8 - 104*q^14*t^9 + 84*q^13*t^10 - 14*q^12*t^11 + 139*q^11*t^12 + 386*q^10*t^13 - 454*q^9*t^14 + 278*q^8*t^15 - 138*q^7*t^16 + 182*q^6*t^17 - 61*q^5*t^18 + 7*q^4*t^19 - 2*q^14*t^8 + 19*q^13*t^9 - 2*q^12*t^10 + 86*q^11*t^11 + 34*q^10*t^12 - 117*q^9*t^13 + 93*q^8*t^14 - 216*q^7*t^15 + 153*q^6*t^16 - 32*q^5*t^17 + 18*q^4*t^18 - 28*q^3*t^19 + 3*q^11*t^10 - 14*q^10*t^11 - 31*q^9*t^12 - 30*q^8*t^13 - 75*q^7*t^14 + 111*q^6*t^15 - 43*q^5*t^16 - 28*q^3*t^18 + 11*q^2*t^19 - q^9*t^11 + 7*q^7*t^13 + 30*q^6*t^14 - 16*q^5*t^15 + 21*q^4*t^16 - 6*q^3*t^17 + 6*q^2*t^18 + t^20 - q^5*t^14 + 2*q^4*t^15 - 7*q^3*t^16)/((q^5 - t^2)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0633] 'FJvdw'

Zeta functions

ask[-]:

(q^11 + 3*q^9*t - 2*q^8*t^2 - 7*q^8*t - q^7*t^2 - q^6*t^3 - 5*q^7*t + 6*q^6*t^2 + 6*q^5*t^3 + 6*q^6*t + 6*q^5*t^2 - 5*q^4*t^3 - q^5*t - q^4*t^2 - 7*q^3*t^3 - 2*q^3*t^2 + 3*q^2*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(9*q^21*t^4 + q^19*t^6 - q^24 - 8*q^22*t^2 + 6*q^21*t^3 - 24*q^20*t^4 + 40*q^19*t^5 - 9*q^18*t^6 - 16*q^17*t^7 - 8*q^16*t^8 - 20*q^22*t + 22*q^21*t^2 - 19*q^20*t^3 + 49*q^19*t^4 - 222*q^18*t^5 - 66*q^17*t^6 + q^16*t^7 + 35*q^15*t^8 + 20*q^14*t^9 + 55*q^21*t + 2*q^20*t^2 + 134*q^19*t^3 - 101*q^18*t^4 + 426*q^17*t^5 + 262*q^16*t^6 + 232*q^15*t^7 + 54*q^14*t^8 - 33*q^13*t^9 + 33*q^12*t^10 - 4*q^11*t^11 - 48*q^20*t + 51*q^19*t^2 - 290*q^18*t^3 - 16*q^17*t^4 - 605*q^16*t^5 - 232*q^15*t^6 - 375*q^14*t^7 - 307*q^13*t^8 - 115*q^12*t^9 - 234*q^11*t^10 - 7*q^10*t^11 - 12*q^9*t^12 + 23*q^19*t - 185*q^18*t^2 + 100*q^17*t^3 - 41*q^16*t^4 + 877*q^15*t^5 + 245*q^14*t^6 + 44*q^13*t^7 + 105*q^12*t^8 + 125*q^11*t^9 + 582*q^10*t^10 + 92*q^9*t^11 + 74*q^8*t^12 - q^7*t^13 - 7*q^18*t + 179*q^17*t^2 + 134*q^16*t^3 + 524*q^15*t^4 - 499*q^14*t^5 - 367*q^13*t^6 + 367*q^11*t^8 + 499*q^10*t^9 - 524*q^9*t^10 - 134*q^8*t^11 - 179*q^7*t^12 + 7*q^6*t^13 + q^17*t - 74*q^16*t^2 - 92*q^15*t^3 - 582*q^14*t^4 - 125*q^13*t^5 - 105*q^12*t^6 - 44*q^11*t^7 - 245*q^10*t^8 - 877*q^9*t^9 + 41*q^8*t^10 - 100*q^7*t^11 + 185*q^6*t^12 - 23*q^5*t^13 + 12*q^15*t^2 + 7*q^14*t^3 + 234*q^13*t^4 + 115*q^12*t^5 + 307*q^11*t^6 + 375*q^10*t^7 + 232*q^9*t^8 + 605*q^8*t^9 + 16*q^7*t^10 + 290*q^6*t^11 - 51*q^5*t^12 + 48*q^4*t^13 + 4*q^13*t^3 - 33*q^12*t^4 + 33*q^11*t^5 - 54*q^10*t^6 - 232*q^9*t^7 - 262*q^8*t^8 - 426*q^7*t^9 + 101*q^6*t^10 - 134*q^5*t^11 - 2*q^4*t^12 - 55*q^3*t^13 - 20*q^10*t^5 - 35*q^9*t^6 - q^8*t^7 + 66*q^7*t^8 + 222*q^6*t^9 - 49*q^5*t^10 + 19*q^4*t^11 - 22*q^3*t^12 + 20*q^2*t^13 + 8*q^8*t^6 + 16*q^7*t^7 + 9*q^6*t^8 - 40*q^5*t^9 + 24*q^4*t^10 - 6*q^3*t^11 + 8*q^2*t^12 + t^14 - q^5*t^8 - 9*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0634] 'FJ~vw'

Zeta functions

ask[-]:

(q^8 + q^6*t - q^5*t - 2*q^4*t - q^3*t + q^2*t + t^2)*(q^2 - t)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^26*t^4 - q^29 - q^27*t^2 + q^24*t^5 - 6*q^27*t + 6*q^26*t^2 + 11*q^25*t^3 - 4*q^24*t^4 - 8*q^23*t^5 - 6*q^22*t^6 + 9*q^26*t - 2*q^25*t^2 - 15*q^24*t^3 + 4*q^23*t^4 - 2*q^22*t^5 + 2*q^21*t^6 + 4*q^20*t^7 + q^19*t^8 + 9*q^25*t + 35*q^24*t^2 - 9*q^23*t^3 - 53*q^22*t^4 + 32*q^21*t^5 + 33*q^20*t^6 - 6*q^19*t^7 + 9*q^18*t^8 - 2*q^17*t^9 - 10*q^24*t - 67*q^23*t^2 + 4*q^22*t^3 + 50*q^21*t^4 - 47*q^20*t^5 + 10*q^19*t^6 + 21*q^18*t^7 - 28*q^17*t^8 + 10*q^16*t^9 + q^15*t^10 + q^23*t + 29*q^22*t^2 - 53*q^21*t^3 + 23*q^20*t^4 + 114*q^19*t^5 - 88*q^18*t^6 - 36*q^17*t^7 + 21*q^16*t^8 - 44*q^15*t^9 - 10*q^14*t^10 + q^22*t + 2*q^21*t^2 + 70*q^20*t^3 - 41*q^19*t^4 - 43*q^18*t^5 + 119*q^17*t^6 - 84*q^16*t^7 - 41*q^15*t^8 + 84*q^14*t^9 + 7*q^13*t^10 + 3*q^12*t^11 - 3*q^20*t^2 - 30*q^19*t^3 + 85*q^18*t^4 - 36*q^17*t^5 - 132*q^16*t^6 + 135*q^15*t^7 + 21*q^14*t^8 - 57*q^13*t^9 + 48*q^12*t^10 - 9*q^11*t^11 + 9*q^18*t^3 - 48*q^17*t^4 + 57*q^16*t^5 - 21*q^15*t^6 - 135*q^14*t^7 + 132*q^13*t^8 + 36*q^12*t^9 - 85*q^11*t^10 + 30*q^10*t^11 + 3*q^9*t^12 - 3*q^17*t^3 - 7*q^16*t^4 - 84*q^15*t^5 + 41*q^14*t^6 + 84*q^13*t^7 - 119*q^12*t^8 + 43*q^11*t^9 + 41*q^10*t^10 - 70*q^9*t^11 - 2*q^8*t^12 - q^7*t^13 + 10*q^15*t^4 + 44*q^14*t^5 - 21*q^13*t^6 + 36*q^12*t^7 + 88*q^11*t^8 - 114*q^10*t^9 - 23*q^9*t^10 + 53*q^8*t^11 - 29*q^7*t^12 - q^6*t^13 - q^14*t^4 - 10*q^13*t^5 + 28*q^12*t^6 - 21*q^11*t^7 - 10*q^10*t^8 + 47*q^9*t^9 - 50*q^8*t^10 - 4*q^7*t^11 + 67*q^6*t^12 + 10*q^5*t^13 + 2*q^12*t^5 - 9*q^11*t^6 + 6*q^10*t^7 - 33*q^9*t^8 - 32*q^8*t^9 + 53*q^7*t^10 + 9*q^6*t^11 - 35*q^5*t^12 - 9*q^4*t^13 - q^10*t^6 - 4*q^9*t^7 - 2*q^8*t^8 + 2*q^7*t^9 - 4*q^6*t^10 + 15*q^5*t^11 + 2*q^4*t^12 - 9*q^3*t^13 + 6*q^7*t^8 + 8*q^6*t^9 + 4*q^5*t^10 - 11*q^4*t^11 - 6*q^3*t^12 + 6*q^2*t^13 - q^5*t^9 + q^2*t^12 + t^14 - q^3*t^10)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)*(q - t)*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0635] 'FJ~~w'

Zeta functions

ask[-]:

(q^4 - t)*(q^3 - t)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

-(q^25 + q^23*t^2 + 3*q^23*t - 5*q^22*t^2 - 4*q^21*t^3 - 3*q^20*t^4 + q^22*t + 10*q^21*t^2 + 9*q^20*t^3 - q^19*t^4 + 6*q^18*t^5 - 19*q^21*t - 44*q^20*t^2 - 4*q^19*t^3 + 30*q^18*t^4 - 23*q^17*t^5 - 3*q^16*t^6 + 11*q^20*t + 72*q^19*t^2 - 35*q^17*t^4 + 43*q^16*t^5 + 24*q^15*t^6 + 3*q^19*t - 55*q^18*t^2 + 9*q^17*t^3 - 5*q^16*t^4 - 41*q^15*t^5 - 49*q^14*t^6 - 9*q^13*t^7 - 3*q^18*t + 41*q^17*t^2 + 49*q^16*t^3 + 40*q^15*t^4 - 11*q^14*t^5 + 25*q^13*t^6 + 38*q^12*t^7 - 23*q^16*t^2 - 103*q^15*t^3 - 43*q^14*t^4 + 28*q^13*t^5 - 81*q^11*t^7 - 6*q^10*t^8 + 6*q^15*t^2 + 81*q^14*t^3 - 28*q^12*t^5 + 43*q^11*t^6 + 103*q^10*t^7 + 23*q^9*t^8 - 38*q^13*t^3 - 25*q^12*t^4 + 11*q^11*t^5 - 40*q^10*t^6 - 49*q^9*t^7 - 41*q^8*t^8 + 3*q^7*t^9 + 9*q^12*t^3 + 49*q^11*t^4 + 41*q^10*t^5 + 5*q^9*t^6 - 9*q^8*t^7 + 55*q^7*t^8 - 3*q^6*t^9 - 24*q^10*t^4 - 43*q^9*t^5 + 35*q^8*t^6 - 72*q^6*t^8 - 11*q^5*t^9 + 3*q^9*t^4 + 23*q^8*t^5 - 30*q^7*t^6 + 4*q^6*t^7 + 44*q^5*t^8 + 19*q^4*t^9 - 6*q^7*t^5 + q^6*t^6 - 9*q^5*t^7 - 10*q^4*t^8 - q^3*t^9 + 3*q^5*t^6 + 4*q^4*t^7 + 5*q^3*t^8 - 3*q^2*t^9 - q^2*t^8 - t^10)/((q^5 - t^2)*(q^4 - t)*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
18 edges:	[[0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0636] 'FK?}O'

Zeta functions

ask[-]:

(q^7*t^5 + q^6*t^6 + 2*q^8*t^3 - 10*q^7*t^4 + 3*q^6*t^5 - 5*q^5*t^6 + q^8*t^2 - 2*q^7*t^3 + 20*q^6*t^4 - 8*q^5*t^5 + 5*q^4*t^6 - 6*q^8*t + 26*q^7*t^2 - 58*q^6*t^3 + 58*q^5*t^4 - 30*q^4*t^5 + 10*q^3*t^6 - q^8 + 9*q^7*t - 37*q^6*t^2 + 66*q^5*t^3 - 95*q^4*t^4 + 45*q^3*t^5 - 15*q^2*t^6 + 15*q^6*t - 45*q^5*t^2 + 95*q^4*t^3 - 66*q^3*t^4 + 37*q^2*t^5 - 9*q*t^6 + t^7 - 10*q^5*t + 30*q^4*t^2 - 58*q^3*t^3 + 58*q^2*t^4 - 26*q*t^5 + 6*t^6 - 5*q^4*t + 8*q^3*t^2 - 20*q^2*t^3 + 2*q*t^4 - t^5 + 5*q^3*t - 3*q^2*t^2 + 10*q*t^3 - 2*t^4 - q^2*t - q*t^2)/((q*t - 1)^2*(q - t)^3*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^8 + 4*q^8*t^9 + q^7*t^10 - 4*q^9*t^7 - 13*q^8*t^8 - 18*q^7*t^9 - 7*q^6*t^10 - 3*q^10*t^5 + 15*q^9*t^6 - 6*q^8*t^7 + 56*q^7*t^8 + 25*q^6*t^9 + 21*q^5*t^10 - 2*q^10*t^4 + 38*q^9*t^5 - 111*q^8*t^6 + 178*q^7*t^7 - 176*q^6*t^8 + 28*q^5*t^9 - 39*q^4*t^10 + 7*q^10*t^3 - 43*q^9*t^4 - 12*q^8*t^5 + 132*q^7*t^6 - 476*q^6*t^7 + 323*q^5*t^8 - 131*q^4*t^9 + 50*q^3*t^10 + 17*q^10*t^2 - 154*q^9*t^3 + 596*q^8*t^4 - 1064*q^7*t^5 + 1176*q^6*t^6 - 283*q^5*t^7 + 54*q^4*t^8 + 67*q^3*t^9 - 31*q^2*t^10 + 8*q^10*t - 121*q^9*t^2 + 669*q^8*t^3 - 1920*q^7*t^4 + 3404*q^6*t^5 - 3617*q^5*t^6 + 2050*q^4*t^7 - 842*q^3*t^8 + 164*q^2*t^9 - 12*q*t^10 + t^11 + q^10 - 12*q^9*t + 164*q^8*t^2 - 842*q^7*t^3 + 2050*q^6*t^4 - 3617*q^5*t^5 + 3404*q^4*t^6 - 1920*q^3*t^7 + 669*q^2*t^8 - 121*q*t^9 + 8*t^10 - 31*q^8*t + 67*q^7*t^2 + 54*q^6*t^3 - 283*q^5*t^4 + 1176*q^4*t^5 - 1064*q^3*t^6 + 596*q^2*t^7 - 154*q*t^8 + 17*t^9 + 50*q^7*t - 131*q^6*t^2 + 323*q^5*t^3 - 476*q^4*t^4 + 132*q^3*t^5 - 12*q^2*t^6 - 43*q*t^7 + 7*t^8 - 39*q^6*t + 28*q^5*t^2 - 176*q^4*t^3 + 178*q^3*t^4 - 111*q^2*t^5 + 38*q*t^6 - 2*t^7 + 21*q^5*t + 25*q^4*t^2 + 56*q^3*t^3 - 6*q^2*t^4 + 15*q*t^5 - 3*t^6 - 7*q^4*t - 18*q^3*t^2 - 13*q^2*t^3 - 4*q*t^4 + q^3*t + 4*q^2*t^2 + q*t^3)/((q*t - 1)*(q - t)^4*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [0, 6], [1, 2], [1, 6], [2, 5], [3, 5], [4, 5], [4, 6]]

[0637] 'FK?}W'

Zeta functions

ask[-]:

ask[+]:

-(3*q^6*t^6 + 15*q^6*t^5 - 21*q^5*t^6 - 2*q^4*t^7 + 43*q^6*t^4 - 112*q^5*t^5 + 68*q^4*t^6 + 8*q^3*t^7 + 48*q^6*t^3 - 310*q^5*t^4 + 391*q^4*t^5 - 158*q^3*t^6 - 3*q^2*t^7 + 33*q^6*t^2 - 304*q^5*t^3 + 904*q^4*t^4 - 728*q^3*t^5 + 228*q^2*t^6 - 16*q*t^7 + t^8 + 9*q^6*t - 149*q^5*t^2 + 694*q^4*t^3 - 1284*q^3*t^4 + 694*q^2*t^5 - 149*q*t^6 + 9*t^7 + q^6 - 16*q^5*t + 228*q^4*t^2 - 728*q^3*t^3 + 904*q^2*t^4 - 304*q*t^5 + 33*t^6 - 3*q^4*t - 158*q^3*t^2 + 391*q^2*t^3 - 310*q*t^4 + 48*t^5 + 8*q^3*t + 68*q^2*t^2 - 112*q*t^3 + 43*t^4 - 2*q^2*t - 21*q*t^2 + 15*t^3 + 3*t^2)/((q*t - 1)*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [0, 6], [1, 2], [1, 6], [2, 5], [3, 5], [4, 5], [4, 6], [5, 6]]

[0638] 'FKG]W'

Zeta functions

ask[-]:

-(q^5*t^5 - 4*q^7*t^2 + 7*q^6*t^3 - 7*q^5*t^4 - q^4*t^5 - 5*q^7*t + 35*q^6*t^2 - 51*q^5*t^3 + 38*q^4*t^4 - 8*q^3*t^5 - q^7 + 8*q^6*t - 44*q^5*t^2 + 54*q^4*t^3 - 33*q^3*t^4 + 11*q^2*t^5 + 11*q^5*t - 33*q^4*t^2 + 54*q^3*t^3 - 44*q^2*t^4 + 8*q*t^5 - t^6 - 8*q^4*t + 38*q^3*t^2 - 51*q^2*t^3 + 35*q*t^4 - 5*t^5 - q^3*t - 7*q^2*t^2 + 7*q*t^3 - 4*t^4 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(5*q^8*t^6 - 7*q^7*t^7 + 2*q^6*t^8 - q^5*t^9 + 21*q^8*t^5 - 69*q^7*t^6 + 62*q^6*t^7 - 9*q^5*t^8 + q^4*t^9 + 50*q^8*t^4 - 250*q^7*t^5 + 408*q^6*t^6 - 253*q^5*t^7 + 25*q^4*t^8 + 7*q^3*t^9 + 51*q^8*t^3 - 460*q^7*t^4 + 1251*q^6*t^5 - 1436*q^5*t^6 + 721*q^4*t^7 - 112*q^3*t^8 - 7*q^2*t^9 + 32*q^8*t^2 - 385*q^7*t^3 + 1724*q^6*t^4 - 3246*q^5*t^5 + 2895*q^4*t^6 - 1227*q^3*t^7 + 234*q^2*t^8 - 14*q*t^9 + t^10 + 8*q^8*t - 159*q^7*t^2 + 1030*q^6*t^3 - 3131*q^5*t^4 + 4476*q^4*t^5 - 3131*q^3*t^6 + 1030*q^2*t^7 - 159*q*t^8 + 8*t^9 + q^8 - 14*q^7*t + 234*q^6*t^2 - 1227*q^5*t^3 + 2895*q^4*t^4 - 3246*q^3*t^5 + 1724*q^2*t^6 - 385*q*t^7 + 32*t^8 - 7*q^6*t - 112*q^5*t^2 + 721*q^4*t^3 - 1436*q^3*t^4 + 1251*q^2*t^5 - 460*q*t^6 + 51*t^7 + 7*q^5*t + 25*q^4*t^2 - 253*q^3*t^3 + 408*q^2*t^4 - 250*q*t^5 + 50*t^6 + q^4*t - 9*q^3*t^2 + 62*q^2*t^3 - 69*q*t^4 + 21*t^5 - q^3*t + 2*q^2*t^2 - 7*q*t^3 + 5*t^4)/((q - t)*q^7*(t + 1)^2*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 3], [0, 6], [1, 2], [1, 6], [2, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0639] 'FKHGw'

Zeta functions

ask[-]:

-(4*q^6*t^3 - 3*q^5*t^4 + 4*q^6*t^2 - 18*q^5*t^3 + 11*q^4*t^4 - 4*q^5*t^2 + 11*q^4*t^3 - 6*q^3*t^4 - 6*q^5*t + 5*q^4*t^2 + 18*q^3*t^3 - 13*q^2*t^4 + q*t^5 - q^5 + 13*q^4*t - 18*q^3*t^2 - 5*q^2*t^3 + 6*q*t^4 + 6*q^3*t - 11*q^2*t^2 + 4*q*t^3 - 11*q^2*t + 18*q*t^2 - 4*t^3 + 3*q*t - 4*t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(2*q^9*t^11 + 12*q^9*t^10 - 15*q^8*t^11 - 2*q^7*t^12 + 23*q^9*t^9 - 101*q^8*t^10 + 66*q^7*t^11 + 5*q^6*t^12 + 14*q^9*t^8 - 152*q^8*t^9 + 353*q^7*t^10 - 189*q^6*t^11 + 8*q^5*t^12 + 3*q^9*t^7 - 78*q^8*t^8 + 325*q^7*t^9 - 540*q^6*t^10 + 267*q^5*t^11 - 29*q^4*t^12 + q^3*t^13 - 76*q^8*t^7 + 280*q^7*t^8 - 279*q^6*t^9 + 290*q^5*t^10 - 138*q^4*t^11 + 13*q^3*t^12 - 57*q^8*t^6 + 560*q^7*t^7 - 992*q^6*t^8 + 307*q^5*t^9 + 17*q^4*t^10 + 10*q^3*t^11 - 7*q^8*t^5 + 239*q^7*t^6 - 1402*q^6*t^7 + 1884*q^5*t^8 - 591*q^4*t^9 - 4*q^3*t^10 + 3*q^2*t^11 + 24*q^7*t^5 - 279*q^6*t^6 + 1331*q^5*t^7 - 1499*q^4*t^8 + 423*q^3*t^9 - 17*q^2*t^10 + 85*q^7*t^4 - 417*q^6*t^5 + 477*q^5*t^6 - 477*q^4*t^7 + 417*q^3*t^8 - 85*q^2*t^9 + 17*q^7*t^3 - 423*q^6*t^4 + 1499*q^5*t^5 - 1331*q^4*t^6 + 279*q^3*t^7 - 24*q^2*t^8 - 3*q^7*t^2 + 4*q^6*t^3 + 591*q^5*t^4 - 1884*q^4*t^5 + 1402*q^3*t^6 - 239*q^2*t^7 + 7*q*t^8 - 10*q^6*t^2 - 17*q^5*t^3 - 307*q^4*t^4 + 992*q^3*t^5 - 560*q^2*t^6 + 57*q*t^7 - 13*q^6*t + 138*q^5*t^2 - 290*q^4*t^3 + 279*q^3*t^4 - 280*q^2*t^5 + 76*q*t^6 - q^6 + 29*q^5*t - 267*q^4*t^2 + 540*q^3*t^3 - 325*q^2*t^4 + 78*q*t^5 - 3*t^6 - 8*q^4*t + 189*q^3*t^2 - 353*q^2*t^3 + 152*q*t^4 - 14*t^5 - 5*q^3*t - 66*q^2*t^2 + 101*q*t^3 - 23*t^4 + 2*q^2*t + 15*q*t^2 - 12*t^3 - 2*t^2)/((q*t^2 - 1)^3*(q*t - 1)*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [1, 2], [1, 5], [2, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0640] 'FKK}W'

Zeta functions

ask[-]:

(q^8*t^4 + q^7*t^5 - 5*q^8*t^3 - q^7*t^4 - 5*q^6*t^5 - q^5*t^6 + 9*q^8*t^2 - 4*q^7*t^3 + 20*q^6*t^4 - 2*q^5*t^5 + 5*q^4*t^6 - q^9 - 13*q^7*t^2 + 5*q^6*t^3 - 18*q^5*t^4 + q^4*t^5 - 2*q^3*t^6 + 9*q^7*t - 22*q^6*t^2 + 41*q^5*t^3 - 41*q^4*t^4 + 22*q^3*t^5 - 9*q^2*t^6 + 2*q^6*t - q^5*t^2 + 18*q^4*t^3 - 5*q^3*t^4 + 13*q^2*t^5 + t^7 - 5*q^5*t + 2*q^4*t^2 - 20*q^3*t^3 + 4*q^2*t^4 - 9*q*t^5 + q^4*t + 5*q^3*t^2 + q^2*t^3 + 5*q*t^4 - q^2*t^2 - q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

(q^8*t^13 + q^7*t^14 + 2*q^10*t^10 - 10*q^8*t^12 - 8*q^7*t^13 - 5*q^10*t^9 - q^9*t^10 + 13*q^8*t^11 + 24*q^7*t^12 + 39*q^6*t^13 - 18*q^5*t^14 - 2*q^4*t^15 - 11*q^10*t^8 + 27*q^9*t^9 + 11*q^8*t^10 - 19*q^7*t^11 - 109*q^6*t^12 + 9*q^5*t^13 + 13*q^4*t^14 + 15*q^3*t^15 + 8*q^11*t^6 - 8*q^10*t^7 + 82*q^9*t^8 - 308*q^8*t^9 + 338*q^7*t^10 - 383*q^6*t^11 + 462*q^5*t^12 - 217*q^4*t^13 + 31*q^3*t^14 - 27*q^2*t^15 - 3*q^12*t^4 + 13*q^11*t^5 - 101*q^10*t^6 + 329*q^9*t^7 - 745*q^8*t^8 + 1372*q^7*t^9 - 1210*q^6*t^10 + 856*q^5*t^11 - 551*q^4*t^12 + 199*q^3*t^13 + 9*q^2*t^14 + 7*q*t^15 + t^16 - q^12*t^3 + 44*q^11*t^4 - 214*q^10*t^5 + 600*q^9*t^6 - 1147*q^8*t^7 + 1486*q^7*t^8 - 1566*q^6*t^9 + 757*q^5*t^10 - 124*q^4*t^11 - 18*q^3*t^12 + 16*q^2*t^13 - 32*q*t^14 + t^15 - 6*q^12*t^2 + 30*q^11*t^3 - 193*q^10*t^4 + 510*q^9*t^5 - 676*q^8*t^6 + 456*q^7*t^7 - 456*q^5*t^9 + 676*q^4*t^10 - 510*q^3*t^11 + 193*q^2*t^12 - 30*q*t^13 + 6*t^14 - q^12*t + 32*q^11*t^2 - 16*q^10*t^3 + 18*q^9*t^4 + 124*q^8*t^5 - 757*q^7*t^6 + 1566*q^6*t^7 - 1486*q^5*t^8 + 1147*q^4*t^9 - 600*q^3*t^10 + 214*q^2*t^11 - 44*q*t^12 + t^13 - q^12 - 7*q^11*t - 9*q^10*t^2 - 199*q^9*t^3 + 551*q^8*t^4 - 856*q^7*t^5 + 1210*q^6*t^6 - 1372*q^5*t^7 + 745*q^4*t^8 - 329*q^3*t^9 + 101*q^2*t^10 - 13*q*t^11 + 3*t^12 + 27*q^10*t - 31*q^9*t^2 + 217*q^8*t^3 - 462*q^7*t^4 + 383*q^6*t^5 - 338*q^5*t^6 + 308*q^4*t^7 - 82*q^3*t^8 + 8*q^2*t^9 - 8*q*t^10 - 15*q^9*t - 13*q^8*t^2 - 9*q^7*t^3 + 109*q^6*t^4 + 19*q^5*t^5 - 11*q^4*t^6 - 27*q^3*t^7 + 11*q^2*t^8 + 2*q^8*t + 18*q^7*t^2 - 39*q^6*t^3 - 24*q^5*t^4 - 13*q^4*t^5 + q^3*t^6 + 5*q^2*t^7 + 8*q^5*t^3 + 10*q^4*t^4 - 2*q^2*t^6 - q^5*t^2 - q^4*t^3)/((t^2 - q)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 6], [1, 2], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0641] 'FKL^W'

Zeta functions

ask[-]:

(q^6*t^2 + q^5*t^3 - q^7 - 3*q^6*t + 4*q^5*t^2 - 6*q^4*t^3 + 7*q^5*t - 8*q^4*t^2 + 5*q^3*t^3 + 5*q^4*t - 8*q^3*t^2 + 7*q^2*t^3 - 6*q^3*t + 4*q^2*t^2 - 3*q*t^3 - t^4 + q^2*t + q*t^2)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(2*q^17*t^13 + 2*q^16*t^14 + 2*q^15*t^15 + q^20*t^9 - q^19*t^10 - 11*q^18*t^11 - 5*q^17*t^12 - 5*q^16*t^13 - 15*q^15*t^14 - 23*q^14*t^15 - 7*q^13*t^16 + q^21*t^7 + 4*q^20*t^8 - 7*q^18*t^10 + 53*q^17*t^11 + 77*q^16*t^12 + q^15*t^13 + 11*q^14*t^14 + 100*q^13*t^15 + 67*q^12*t^16 + 5*q^11*t^17 - q^21*t^6 - 8*q^20*t^7 - 6*q^19*t^8 - 22*q^18*t^9 - 5*q^17*t^10 + 8*q^16*t^11 - 257*q^15*t^12 - 179*q^14*t^13 + 126*q^13*t^14 - 115*q^12*t^15 - 279*q^11*t^16 - 59*q^10*t^17 + 6*q^9*t^18 - q^8*t^19 - 3*q^21*t^5 - 19*q^20*t^6 + 49*q^19*t^7 + 64*q^18*t^8 - 160*q^17*t^9 + 84*q^16*t^10 + 28*q^15*t^11 - 48*q^14*t^12 + 506*q^13*t^13 + 82*q^12*t^14 - 242*q^11*t^15 + 381*q^10*t^16 + 287*q^9*t^17 + q^8*t^18 - q^7*t^19 - q^6*t^20 + 8*q^21*t^4 - q^20*t^5 + 54*q^19*t^6 + 129*q^18*t^7 - 397*q^17*t^8 + 107*q^16*t^9 + 897*q^15*t^10 - 318*q^14*t^11 - 32*q^13*t^12 + 378*q^12*t^13 - 563*q^11*t^14 + 98*q^10*t^15 + 192*q^9*t^16 - 416*q^8*t^17 - 150*q^7*t^18 + 7*q^6*t^19 + 7*q^5*t^20 - q^22*t^2 + 6*q^21*t^3 - 7*q^20*t^4 - 125*q^19*t^5 + 99*q^18*t^6 - 228*q^17*t^7 - 309*q^16*t^8 + 1212*q^15*t^9 - 1221*q^14*t^10 - 2114*q^13*t^11 + 1179*q^12*t^12 - 268*q^11*t^13 - 918*q^10*t^14 + 593*q^9*t^15 - 298*q^8*t^16 - 109*q^7*t^17 + 301*q^6*t^18 + 41*q^5*t^19 - 17*q^4*t^20 + 3*q^21*t^2 + 30*q^20*t^3 - 139*q^19*t^4 + 160*q^18*t^5 + 465*q^17*t^6 - 826*q^16*t^7 + 696*q^15*t^8 + 233*q^14*t^9 - 1949*q^13*t^10 + 3209*q^12*t^11 + 2138*q^11*t^12 - 2169*q^10*t^13 + 1028*q^9*t^14 + 833*q^8*t^15 - 447*q^7*t^16 + 316*q^6*t^17 - 45*q^5*t^18 - 114*q^4*t^19 + 10*q^3*t^20 - q^22 - 8*q^21*t + 18*q^20*t^2 - 64*q^19*t^3 + 20*q^18*t^4 + 613*q^17*t^5 - 881*q^16*t^6 - 422*q^15*t^7 + 2358*q^14*t^8 - 1166*q^13*t^9 + 58*q^12*t^10 + 1653*q^11*t^11 - 3803*q^10*t^12 - 662*q^9*t^13 + 1896*q^8*t^14 - 1131*q^7*t^15 - 330*q^6*t^16 + 185*q^5*t^17 - 99*q^4*t^18 + 34*q^3*t^19 + 16*q^2*t^20 + 16*q^20*t + 34*q^19*t^2 - 99*q^18*t^3 + 185*q^17*t^4 - 330*q^16*t^5 - 1131*q^15*t^6 + 1896*q^14*t^7 - 662*q^13*t^8 - 3803*q^12*t^9 + 1653*q^11*t^10 + 58*q^10*t^11 - 1166*q^9*t^12 + 2358*q^8*t^13 - 422*q^7*t^14 - 881*q^6*t^15 + 613*q^5*t^16 + 20*q^4*t^17 - 64*q^3*t^18 + 18*q^2*t^19 - 8*q*t^20 - t^21 + 10*q^19*t - 114*q^18*t^2 - 45*q^17*t^3 + 316*q^16*t^4 - 447*q^15*t^5 + 833*q^14*t^6 + 1028*q^13*t^7 - 2169*q^12*t^8 + 2138*q^11*t^9 + 3209*q^10*t^10 - 1949*q^9*t^11 + 233*q^8*t^12 + 696*q^7*t^13 - 826*q^6*t^14 + 465*q^5*t^15 + 160*q^4*t^16 - 139*q^3*t^17 + 30*q^2*t^18 + 3*q*t^19 - 17*q^18*t + 41*q^17*t^2 + 301*q^16*t^3 - 109*q^15*t^4 - 298*q^14*t^5 + 593*q^13*t^6 - 918*q^12*t^7 - 268*q^11*t^8 + 1179*q^10*t^9 - 2114*q^9*t^10 - 1221*q^8*t^11 + 1212*q^7*t^12 - 309*q^6*t^13 - 228*q^5*t^14 + 99*q^4*t^15 - 125*q^3*t^16 - 7*q^2*t^17 + 6*q*t^18 - t^19 + 7*q^17*t + 7*q^16*t^2 - 150*q^15*t^3 - 416*q^14*t^4 + 192*q^13*t^5 + 98*q^12*t^6 - 563*q^11*t^7 + 378*q^10*t^8 - 32*q^9*t^9 - 318*q^8*t^10 + 897*q^7*t^11 + 107*q^6*t^12 - 397*q^5*t^13 + 129*q^4*t^14 + 54*q^3*t^15 - q^2*t^16 + 8*q*t^17 - q^16*t - q^15*t^2 + q^14*t^3 + 287*q^13*t^4 + 381*q^12*t^5 - 242*q^11*t^6 + 82*q^10*t^7 + 506*q^9*t^8 - 48*q^8*t^9 + 28*q^7*t^10 + 84*q^6*t^11 - 160*q^5*t^12 + 64*q^4*t^13 + 49*q^3*t^14 - 19*q^2*t^15 - 3*q*t^16 - q^14*t^2 + 6*q^13*t^3 - 59*q^12*t^4 - 279*q^11*t^5 - 115*q^10*t^6 + 126*q^9*t^7 - 179*q^8*t^8 - 257*q^7*t^9 + 8*q^6*t^10 - 5*q^5*t^11 - 22*q^4*t^12 - 6*q^3*t^13 - 8*q^2*t^14 - q*t^15 + 5*q^11*t^4 + 67*q^10*t^5 + 100*q^9*t^6 + 11*q^8*t^7 + q^7*t^8 + 77*q^6*t^9 + 53*q^5*t^10 - 7*q^4*t^11 + 4*q^2*t^13 + q*t^14 - 7*q^9*t^5 - 23*q^8*t^6 - 15*q^7*t^7 - 5*q^6*t^8 - 5*q^5*t^9 - 11*q^4*t^10 - q^3*t^11 + q^2*t^12 + 2*q^7*t^6 + 2*q^6*t^7 + 2*q^5*t^8)/((q^2 - t)^3*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0642] 'FKLkw'

Zeta functions

ask[-]:

-(q^6*t^4 - 5*q^6*t^3 + 2*q^5*t^4 - 2*q^4*t^5 + 8*q^6*t^2 - 3*q^5*t^3 + 4*q^4*t^4 - q^7 + q^6*t - 15*q^5*t^2 + 18*q^4*t^3 - 15*q^3*t^4 + 7*q^2*t^5 + 7*q^5*t - 15*q^4*t^2 + 18*q^3*t^3 - 15*q^2*t^4 + q*t^5 - t^6 + 4*q^3*t^2 - 3*q^2*t^3 + 8*q*t^4 - 2*q^3*t + 2*q^2*t^2 - 5*q*t^3 + q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^21*t^17 + 15*q^20*t^18 + 15*q^19*t^19 + 11*q^18*t^20 + 2*q^17*t^21 - 4*q^24*t^13 + 8*q^23*t^14 + 7*q^22*t^15 - 82*q^21*t^16 - 59*q^20*t^17 - 103*q^19*t^18 - 151*q^18*t^19 - 156*q^17*t^20 - 57*q^16*t^21 - 15*q^15*t^22 - 4*q^14*t^23 + 2*q^26*t^10 - 10*q^25*t^11 - 34*q^24*t^12 + 109*q^23*t^13 + 137*q^22*t^14 - 257*q^21*t^15 + 333*q^20*t^16 + 837*q^19*t^17 + 673*q^18*t^18 + 497*q^17*t^19 + 780*q^16*t^20 + 546*q^15*t^21 + 196*q^14*t^22 + 54*q^13*t^23 + 9*q^12*t^24 + 2*q^27*t^8 + 18*q^26*t^9 - 18*q^25*t^10 - 114*q^24*t^11 + 240*q^23*t^12 + 182*q^22*t^13 - 1177*q^21*t^14 - 110*q^20*t^15 + 382*q^19*t^16 - 2278*q^18*t^17 - 3774*q^17*t^18 - 2099*q^16*t^19 - 1780*q^15*t^20 - 1953*q^14*t^21 - 1152*q^13*t^22 - 453*q^12*t^23 - 86*q^11*t^24 + 3*q^10*t^25 - q^9*t^26 + 5*q^25*t^9 - 130*q^24*t^10 + 25*q^23*t^11 + 219*q^22*t^12 - 1210*q^21*t^13 + 70*q^20*t^14 + 2753*q^19*t^15 + 296*q^18*t^16 + 744*q^17*t^17 + 7644*q^16*t^18 + 8365*q^15*t^19 + 4507*q^14*t^20 + 3572*q^13*t^21 + 2886*q^12*t^22 + 1835*q^11*t^23 + 571*q^10*t^24 + 14*q^9*t^25 - q^8*t^26 - q^7*t^27 - 8*q^27*t^6 - 73*q^26*t^7 + 154*q^25*t^8 + 269*q^24*t^9 - 645*q^23*t^10 + 969*q^22*t^11 + 2419*q^21*t^12 - 165*q^20*t^13 + 3510*q^19*t^14 + 2237*q^18*t^15 - 3417*q^17*t^16 - 1190*q^16*t^17 - 4223*q^15*t^18 - 13534*q^14*t^19 - 12233*q^13*t^20 - 6851*q^12*t^21 - 3598*q^11*t^22 - 3336*q^10*t^23 - 1915*q^9*t^24 - 271*q^8*t^25 + 4*q^7*t^26 + 9*q^6*t^27 + q^27*t^5 - 57*q^26*t^6 + 235*q^25*t^7 + 608*q^24*t^8 - 2000*q^23*t^9 - 370*q^22*t^10 + 3563*q^21*t^11 - 9467*q^20*t^12 - 9647*q^19*t^13 - 1175*q^18*t^14 - 10723*q^17*t^15 - 10873*q^16*t^16 + 1740*q^15*t^17 + 2662*q^14*t^18 + 7108*q^13*t^19 + 14875*q^12*t^20 + 13818*q^11*t^21 + 5170*q^10*t^22 + 2500*q^9*t^23 + 2937*q^8*t^24 + 1016*q^7*t^25 + 74*q^6*t^26 - 27*q^5*t^27 + 20*q^27*t^4 + 48*q^26*t^5 - 251*q^25*t^6 + 184*q^24*t^7 - 1812*q^23*t^8 - 1381*q^22*t^9 + 6982*q^21*t^10 - 3141*q^20*t^11 - 1765*q^19*t^12 + 27333*q^18*t^13 + 21850*q^17*t^14 + 6763*q^16*t^15 + 23139*q^15*t^16 + 22582*q^14*t^17 + 2179*q^13*t^18 - 3708*q^12*t^19 - 5737*q^11*t^20 - 12721*q^10*t^21 - 9551*q^9*t^22 - 1747*q^8*t^23 - 1653*q^7*t^24 - 1493*q^6*t^25 - 329*q^5*t^26 + 33*q^4*t^27 - q^28*t^2 + 6*q^27*t^3 + 88*q^26*t^4 - 588*q^25*t^5 + 586*q^24*t^6 + 2411*q^23*t^7 - 142*q^22*t^8 + 5810*q^21*t^9 + 4601*q^20*t^10 - 9478*q^19*t^11 + 4560*q^18*t^12 - 4831*q^17*t^13 - 43994*q^16*t^14 - 35754*q^15*t^15 - 13741*q^14*t^16 - 30319*q^13*t^17 - 29599*q^12*t^18 - 5756*q^11*t^19 + 4472*q^10*t^20 + 3421*q^9*t^21 + 6980*q^8*t^22 + 3697*q^7*t^23 + 217*q^6*t^24 + 713*q^5*t^25 + 505*q^4*t^26 - 6*q^27*t^2 + 82*q^26*t^3 - 315*q^25*t^4 + 334*q^24*t^5 + 2201*q^23*t^6 - 5681*q^22*t^7 - 9087*q^21*t^8 + 1075*q^20*t^9 - 16930*q^19*t^10 - 17159*q^18*t^11 + 7918*q^17*t^12 - 1782*q^16*t^13 + 4899*q^15*t^14 + 48039*q^14*t^15 + 41286*q^13*t^16 + 14071*q^12*t^17 + 23622*q^11*t^18 + 29882*q^10*t^19 + 3075*q^9*t^20 - 5254*q^8*t^21 - 350*q^7*t^22 - 2204*q^6*t^23 - 825*q^5*t^24 + 100*q^4*t^25 - 264*q^3*t^26 - 39*q^2*t^27 - q^28 - 19*q^27*t - 9*q^26*t^2 - 52*q^25*t^3 - 443*q^24*t^4 + 663*q^23*t^5 - 2401*q^22*t^6 - 2509*q^21*t^7 + 19422*q^20*t^8 + 15833*q^19*t^9 + 3536*q^18*t^10 + 34312*q^17*t^11 + 34916*q^16*t^12 - 1518*q^15*t^13 + 1518*q^13*t^15 - 34916*q^12*t^16 - 34312*q^11*t^17 - 3536*q^10*t^18 - 15833*q^9*t^19 - 19422*q^8*t^20 + 2509*q^7*t^21 + 2401*q^6*t^22 - 663*q^5*t^23 + 443*q^4*t^24 + 52*q^3*t^25 + 9*q^2*t^26 + 19*q*t^27 + t^28 + 39*q^26*t + 264*q^25*t^2 - 100*q^24*t^3 + 825*q^23*t^4 + 2204*q^22*t^5 + 350*q^21*t^6 + 5254*q^20*t^7 - 3075*q^19*t^8 - 29882*q^18*t^9 - 23622*q^17*t^10 - 14071*q^16*t^11 - 41286*q^15*t^12 - 48039*q^14*t^13 - 4899*q^13*t^14 + 1782*q^12*t^15 - 7918*q^11*t^16 + 17159*q^10*t^17 + 16930*q^9*t^18 - 1075*q^8*t^19 + 9087*q^7*t^20 + 5681*q^6*t^21 - 2201*q^5*t^22 - 334*q^4*t^23 + 315*q^3*t^24 - 82*q^2*t^25 + 6*q*t^26 - 505*q^24*t^2 - 713*q^23*t^3 - 217*q^22*t^4 - 3697*q^21*t^5 - 6980*q^20*t^6 - 3421*q^19*t^7 - 4472*q^18*t^8 + 5756*q^17*t^9 + 29599*q^16*t^10 + 30319*q^15*t^11 + 13741*q^14*t^12 + 35754*q^13*t^13 + 43994*q^12*t^14 + 4831*q^11*t^15 - 4560*q^10*t^16 + 9478*q^9*t^17 - 4601*q^8*t^18 - 5810*q^7*t^19 + 142*q^6*t^20 - 2411*q^5*t^21 - 586*q^4*t^22 + 588*q^3*t^23 - 88*q^2*t^24 - 6*q*t^25 + t^26 - 33*q^24*t + 329*q^23*t^2 + 1493*q^22*t^3 + 1653*q^21*t^4 + 1747*q^20*t^5 + 9551*q^19*t^6 + 12721*q^18*t^7 + 5737*q^17*t^8 + 3708*q^16*t^9 - 2179*q^15*t^10 - 22582*q^14*t^11 - 23139*q^13*t^12 - 6763*q^12*t^13 - 21850*q^11*t^14 - 27333*q^10*t^15 + 1765*q^9*t^16 + 3141*q^8*t^17 - 6982*q^7*t^18 + 1381*q^6*t^19 + 1812*q^5*t^20 - 184*q^4*t^21 + 251*q^3*t^22 - 48*q^2*t^23 - 20*q*t^24 + 27*q^23*t - 74*q^22*t^2 - 1016*q^21*t^3 - 2937*q^20*t^4 - 2500*q^19*t^5 - 5170*q^18*t^6 - 13818*q^17*t^7 - 14875*q^16*t^8 - 7108*q^15*t^9 - 2662*q^14*t^10 - 1740*q^13*t^11 + 10873*q^12*t^12 + 10723*q^11*t^13 + 1175*q^10*t^14 + 9647*q^9*t^15 + 9467*q^8*t^16 - 3563*q^7*t^17 + 370*q^6*t^18 + 2000*q^5*t^19 - 608*q^4*t^20 - 235*q^3*t^21 + 57*q^2*t^22 - q*t^23 - 9*q^22*t - 4*q^21*t^2 + 271*q^20*t^3 + 1915*q^19*t^4 + 3336*q^18*t^5 + 3598*q^17*t^6 + 6851*q^16*t^7 + 12233*q^15*t^8 + 13534*q^14*t^9 + 4223*q^13*t^10 + 1190*q^12*t^11 + 3417*q^11*t^12 - 2237*q^10*t^13 - 3510*q^9*t^14 + 165*q^8*t^15 - 2419*q^7*t^16 - 969*q^6*t^17 + 645*q^5*t^18 - 269*q^4*t^19 - 154*q^3*t^20 + 73*q^2*t^21 + 8*q*t^22 + q^21*t + q^20*t^2 - 14*q^19*t^3 - 571*q^18*t^4 - 1835*q^17*t^5 - 2886*q^16*t^6 - 3572*q^15*t^7 - 4507*q^14*t^8 - 8365*q^13*t^9 - 7644*q^12*t^10 - 744*q^11*t^11 - 296*q^10*t^12 - 2753*q^9*t^13 - 70*q^8*t^14 + 1210*q^7*t^15 - 219*q^6*t^16 - 25*q^5*t^17 + 130*q^4*t^18 - 5*q^3*t^19 + q^19*t^2 - 3*q^18*t^3 + 86*q^17*t^4 + 453*q^16*t^5 + 1152*q^15*t^6 + 1953*q^14*t^7 + 1780*q^13*t^8 + 2099*q^12*t^9 + 3774*q^11*t^10 + 2278*q^10*t^11 - 382*q^9*t^12 + 110*q^8*t^13 + 1177*q^7*t^14 - 182*q^6*t^15 - 240*q^5*t^16 + 114*q^4*t^17 + 18*q^3*t^18 - 18*q^2*t^19 - 2*q*t^20 - 9*q^16*t^4 - 54*q^15*t^5 - 196*q^14*t^6 - 546*q^13*t^7 - 780*q^12*t^8 - 497*q^11*t^9 - 673*q^10*t^10 - 837*q^9*t^11 - 333*q^8*t^12 + 257*q^7*t^13 - 137*q^6*t^14 - 109*q^5*t^15 + 34*q^4*t^16 + 10*q^3*t^17 - 2*q^2*t^18 + 4*q^14*t^5 + 15*q^13*t^6 + 57*q^12*t^7 + 156*q^11*t^8 + 151*q^10*t^9 + 103*q^9*t^10 + 59*q^8*t^11 + 82*q^7*t^12 - 7*q^6*t^13 - 8*q^5*t^14 + 4*q^4*t^15 - 2*q^11*t^7 - 11*q^10*t^8 - 15*q^9*t^9 - 15*q^8*t^10 - q^7*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^4*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 6], [1, 2], [1, 5], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0643] 'FKMiw'

Zeta functions

ask[-]:

(q^7*t^4 - 5*q^8*t^2 + 6*q^7*t^3 - 4*q^6*t^4 - 2*q^5*t^5 + q^9 + 3*q^8*t - q^7*t^2 + 5*q^6*t^3 - 7*q^5*t^4 + 8*q^4*t^5 - 11*q^7*t + 20*q^6*t^2 - 21*q^5*t^3 + 11*q^4*t^4 - 4*q^3*t^5 - 4*q^6*t + 11*q^5*t^2 - 21*q^4*t^3 + 20*q^3*t^4 - 11*q^2*t^5 + 8*q^5*t - 7*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 + 3*q*t^5 + t^6 - 2*q^4*t - 4*q^3*t^2 + 6*q^2*t^3 - 5*q*t^4 + q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

-(q^10*t^8 + q^9*t^9 + q^8*t^10 - 3*q^10*t^7 - 3*q^9*t^8 - 5*q^8*t^9 - 7*q^7*t^10 - q^12*t^4 + 3*q^11*t^5 - 3*q^10*t^6 + 9*q^9*t^7 - 3*q^8*t^8 + 10*q^7*t^9 + 23*q^6*t^10 - 2*q^5*t^11 - q^12*t^3 + 13*q^11*t^4 - 33*q^10*t^5 + 40*q^9*t^6 + 4*q^8*t^7 - 6*q^7*t^8 + 16*q^6*t^9 - 45*q^5*t^10 + 6*q^4*t^11 - 4*q^12*t^2 + 16*q^11*t^3 - 43*q^10*t^4 + 46*q^9*t^5 - 12*q^8*t^6 - 104*q^7*t^7 + 8*q^6*t^8 - 4*q^5*t^9 + 13*q^4*t^10 + 3*q^3*t^11 - q^12*t + 13*q^11*t^2 + q^10*t^3 - 86*q^9*t^4 + 158*q^8*t^5 - 140*q^7*t^6 + 68*q^6*t^7 + 192*q^5*t^8 - 143*q^4*t^9 + 65*q^3*t^10 - 19*q^2*t^11 - q^12 - 5*q^11*t + 29*q^10*t^2 - 139*q^9*t^3 + 333*q^8*t^4 - 236*q^7*t^5 + 236*q^5*t^7 - 333*q^4*t^8 + 139*q^3*t^9 - 29*q^2*t^10 + 5*q*t^11 + t^12 + 19*q^10*t - 65*q^9*t^2 + 143*q^8*t^3 - 192*q^7*t^4 - 68*q^6*t^5 + 140*q^5*t^6 - 158*q^4*t^7 + 86*q^3*t^8 - q^2*t^9 - 13*q*t^10 + t^11 - 3*q^9*t - 13*q^8*t^2 + 4*q^7*t^3 - 8*q^6*t^4 + 104*q^5*t^5 + 12*q^4*t^6 - 46*q^3*t^7 + 43*q^2*t^8 - 16*q*t^9 + 4*t^10 - 6*q^8*t + 45*q^7*t^2 - 16*q^6*t^3 + 6*q^5*t^4 - 4*q^4*t^5 - 40*q^3*t^6 + 33*q^2*t^7 - 13*q*t^8 + t^9 + 2*q^7*t - 23*q^6*t^2 - 10*q^5*t^3 + 3*q^4*t^4 - 9*q^3*t^5 + 3*q^2*t^6 - 3*q*t^7 + t^8 + 7*q^5*t^2 + 5*q^4*t^3 + 3*q^3*t^4 + 3*q^2*t^5 - q^4*t^2 - q^3*t^3 - q^2*t^4)/((q + t)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 5], [1, 2], [1, 6], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0644] 'FKNJw'

Zeta functions

ask[-]:

(2*q^6*t^2 + q^5*t^3 - q^7 - 3*q^6*t + q^5*t^2 - 6*q^4*t^3 + 7*q^5*t - 6*q^4*t^2 + 5*q^3*t^3 + 5*q^4*t - 6*q^3*t^2 + 7*q^2*t^3 - 6*q^3*t + q^2*t^2 - 3*q*t^3 - t^4 + q^2*t + 2*q*t^2)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(q^13*t^11 + q^12*t^12 + q^11*t^13 - 2*q^14*t^9 - 2*q^13*t^10 - 6*q^12*t^11 - 7*q^11*t^12 - 6*q^10*t^13 - q^8*t^15 + q^15*t^7 + 16*q^13*t^9 + 14*q^12*t^10 - 9*q^11*t^11 + 15*q^10*t^12 + 36*q^9*t^13 + 4*q^8*t^14 - q^7*t^15 - q^6*t^16 - q^16*t^5 + 3*q^15*t^6 - 18*q^14*t^7 - 12*q^13*t^8 + 36*q^12*t^9 - 31*q^11*t^10 - 13*q^10*t^11 + 26*q^9*t^12 - 64*q^8*t^13 - 43*q^7*t^14 + 14*q^6*t^15 + 7*q^5*t^16 - 4*q^16*t^4 + 21*q^15*t^5 + 13*q^14*t^6 - 72*q^13*t^7 + 60*q^12*t^8 - 26*q^11*t^9 - 153*q^10*t^10 + 77*q^9*t^11 + 35*q^8*t^12 - 35*q^7*t^13 + 69*q^6*t^14 - q^5*t^15 - 17*q^4*t^16 + 2*q^17*t^2 - 4*q^16*t^3 + 30*q^14*t^5 - 136*q^13*t^6 + 125*q^12*t^7 + 257*q^11*t^8 - 255*q^10*t^9 + 126*q^9*t^10 + 253*q^8*t^11 - 181*q^7*t^12 + 40*q^6*t^13 + 35*q^5*t^14 - 38*q^4*t^15 + 10*q^3*t^16 - 8*q^16*t^2 - 32*q^15*t^3 + 91*q^14*t^4 - 53*q^13*t^5 - 67*q^12*t^6 + 275*q^11*t^7 - 395*q^10*t^8 - 145*q^9*t^9 + 421*q^8*t^10 - 329*q^7*t^11 - 163*q^6*t^12 + 141*q^5*t^13 - 55*q^4*t^14 + 8*q^3*t^15 + 14*q^2*t^16 + q^17 + 8*q^16*t - 9*q^15*t^2 + 66*q^14*t^3 - 14*q^13*t^4 - 287*q^12*t^5 + 261*q^11*t^6 + 20*q^10*t^7 - 396*q^9*t^8 + 396*q^8*t^9 - 20*q^7*t^10 - 261*q^6*t^11 + 287*q^5*t^12 + 14*q^4*t^13 - 66*q^3*t^14 + 9*q^2*t^15 - 8*q*t^16 - t^17 - 14*q^15*t - 8*q^14*t^2 + 55*q^13*t^3 - 141*q^12*t^4 + 163*q^11*t^5 + 329*q^10*t^6 - 421*q^9*t^7 + 145*q^8*t^8 + 395*q^7*t^9 - 275*q^6*t^10 + 67*q^5*t^11 + 53*q^4*t^12 - 91*q^3*t^13 + 32*q^2*t^14 + 8*q*t^15 - 10*q^14*t + 38*q^13*t^2 - 35*q^12*t^3 - 40*q^11*t^4 + 181*q^10*t^5 - 253*q^9*t^6 - 126*q^8*t^7 + 255*q^7*t^8 - 257*q^6*t^9 - 125*q^5*t^10 + 136*q^4*t^11 - 30*q^3*t^12 + 4*q*t^14 - 2*t^15 + 17*q^13*t + q^12*t^2 - 69*q^11*t^3 + 35*q^10*t^4 - 35*q^9*t^5 - 77*q^8*t^6 + 153*q^7*t^7 + 26*q^6*t^8 - 60*q^5*t^9 + 72*q^4*t^10 - 13*q^3*t^11 - 21*q^2*t^12 + 4*q*t^13 - 7*q^12*t - 14*q^11*t^2 + 43*q^10*t^3 + 64*q^9*t^4 - 26*q^8*t^5 + 13*q^7*t^6 + 31*q^6*t^7 - 36*q^5*t^8 + 12*q^4*t^9 + 18*q^3*t^10 - 3*q^2*t^11 + q*t^12 + q^11*t + q^10*t^2 - 4*q^9*t^3 - 36*q^8*t^4 - 15*q^7*t^5 + 9*q^6*t^6 - 14*q^5*t^7 - 16*q^4*t^8 - q^2*t^10 + q^9*t^2 + 6*q^7*t^4 + 7*q^6*t^5 + 6*q^5*t^6 + 2*q^4*t^7 + 2*q^3*t^8 - q^6*t^4 - q^5*t^5 - q^4*t^6)/((q^2 - t)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 5], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0645] 'FKNNw'

Zeta functions

ask[-]:

(q^7 + 4*q^6*t + q^5*t^2 - 6*q^5*t - 6*q^4*t^2 - 6*q^4*t + 6*q^3*t^2 + 6*q^3*t + 6*q^2*t^2 - q^2*t - 4*q*t^2 - t^3)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^17*t^5 - q^19*t^2 + q^18*t^3 - 4*q^17*t^4 - 6*q^16*t^5 - 5*q^15*t^6 + q^14*t^7 + 11*q^17*t^3 + 3*q^16*t^4 + 3*q^15*t^5 + 29*q^14*t^6 - 7*q^13*t^7 - 5*q^12*t^8 + 3*q^11*t^9 - q^10*t^10 - q^19 - 3*q^18*t + 18*q^17*t^2 - 25*q^16*t^3 - 32*q^15*t^4 + 21*q^14*t^5 - 8*q^13*t^6 - 21*q^12*t^7 + 23*q^11*t^8 - 2*q^10*t^9 + 2*q^9*t^10 + 7*q^17*t - q^16*t^2 - 71*q^15*t^3 + 67*q^14*t^4 + 79*q^13*t^5 - 126*q^12*t^6 + 6*q^11*t^7 + 9*q^10*t^8 - 20*q^9*t^9 + q^8*t^10 - q^7*t^11 + 9*q^16*t - 41*q^15*t^2 + 88*q^14*t^3 + 99*q^13*t^4 - 172*q^12*t^5 + q^11*t^6 + 164*q^10*t^7 - 19*q^9*t^8 + 3*q^8*t^9 - 12*q^7*t^10 + 6*q^6*t^11 - 28*q^14*t^2 + 18*q^13*t^3 - 31*q^12*t^4 - 114*q^11*t^5 + 151*q^10*t^6 - 4*q^9*t^7 - 125*q^8*t^8 + 34*q^7*t^9 + 37*q^6*t^10 - 10*q^5*t^11 - 10*q^14*t + 37*q^13*t^2 + 34*q^12*t^3 - 125*q^11*t^4 - 4*q^10*t^5 + 151*q^9*t^6 - 114*q^8*t^7 - 31*q^7*t^8 + 18*q^6*t^9 - 28*q^5*t^10 + 6*q^13*t - 12*q^12*t^2 + 3*q^11*t^3 - 19*q^10*t^4 + 164*q^9*t^5 + q^8*t^6 - 172*q^7*t^7 + 99*q^6*t^8 + 88*q^5*t^9 - 41*q^4*t^10 + 9*q^3*t^11 - q^12*t + q^11*t^2 - 20*q^10*t^3 + 9*q^9*t^4 + 6*q^8*t^5 - 126*q^7*t^6 + 79*q^6*t^7 + 67*q^5*t^8 - 71*q^4*t^9 - q^3*t^10 + 7*q^2*t^11 + 2*q^10*t^2 - 2*q^9*t^3 + 23*q^8*t^4 - 21*q^7*t^5 - 8*q^6*t^6 + 21*q^5*t^7 - 32*q^4*t^8 - 25*q^3*t^9 + 18*q^2*t^10 - 3*q*t^11 - t^12 - q^9*t^2 + 3*q^8*t^3 - 5*q^7*t^4 - 7*q^6*t^5 + 29*q^5*t^6 + 3*q^4*t^7 + 3*q^3*t^8 + 11*q^2*t^9 + q^5*t^5 - 5*q^4*t^6 - 6*q^3*t^7 - 4*q^2*t^8 + q*t^9 - t^10 + 2*q^2*t^7)/((q^3 - t)*(q^2 - t)^2*(q + t)*(q - t)^4*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0646] 'FKNmw'

Zeta functions

ask[-]:

(q^9 + 3*q^8*t + q^7*t^2 - 5*q^7*t - 10*q^6*t^2 - 6*q^6*t + 12*q^5*t^2 + 4*q^4*t^3 + 4*q^5*t + 12*q^4*t^2 - 6*q^3*t^3 - 10*q^3*t^2 - 5*q^2*t^3 + q^2*t^2 + 3*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(4*q^17*t^8 - q^16*t^9 - q^15*t^10 - 2*q^20*t^4 - 4*q^19*t^5 + 3*q^18*t^6 + 11*q^17*t^7 - 28*q^16*t^8 - 12*q^15*t^9 + 8*q^14*t^10 + 6*q^13*t^11 - 3*q^19*t^4 + 26*q^18*t^5 + 37*q^17*t^6 - 59*q^16*t^7 - 6*q^15*t^8 + 86*q^14*t^9 + 37*q^13*t^10 - 31*q^12*t^11 - 19*q^11*t^12 + 3*q^20*t^2 - 11*q^19*t^3 + 14*q^18*t^4 + 16*q^17*t^5 - 133*q^16*t^6 - 108*q^15*t^7 + 208*q^14*t^8 + 77*q^13*t^9 - 238*q^12*t^10 - 89*q^11*t^11 + 102*q^10*t^12 + 29*q^9*t^13 - 2*q^8*t^14 + q^21 + 5*q^20*t - 6*q^19*t^2 - 19*q^18*t^3 + 24*q^17*t^4 - 7*q^16*t^5 - 104*q^15*t^6 + 416*q^14*t^7 + 137*q^13*t^8 - 662*q^12*t^9 + q^11*t^10 + 517*q^10*t^11 - 52*q^9*t^12 - 135*q^8*t^13 - 4*q^7*t^14 - 2*q^6*t^15 - 51*q^18*t^2 + 48*q^17*t^3 + 168*q^16*t^4 - 226*q^15*t^5 + 119*q^14*t^6 + 188*q^13*t^7 - 736*q^12*t^8 + 208*q^11*t^9 + 837*q^10*t^10 - 346*q^9*t^11 - 328*q^8*t^12 + 130*q^7*t^13 + 42*q^6*t^14 + 13*q^5*t^15 - 33*q^18*t + 61*q^17*t^2 + 157*q^16*t^3 - 294*q^15*t^4 - 253*q^14*t^5 + 441*q^13*t^6 - 253*q^12*t^7 - 136*q^11*t^8 + 609*q^10*t^9 - 347*q^9*t^10 - 539*q^8*t^11 + 254*q^7*t^12 + 141*q^6*t^13 - 39*q^5*t^14 - 33*q^4*t^15 + 33*q^17*t + 39*q^16*t^2 - 141*q^15*t^3 - 254*q^14*t^4 + 539*q^13*t^5 + 347*q^12*t^6 - 609*q^11*t^7 + 136*q^10*t^8 + 253*q^9*t^9 - 441*q^8*t^10 + 253*q^7*t^11 + 294*q^6*t^12 - 157*q^5*t^13 - 61*q^4*t^14 + 33*q^3*t^15 - 13*q^16*t - 42*q^15*t^2 - 130*q^14*t^3 + 328*q^13*t^4 + 346*q^12*t^5 - 837*q^11*t^6 - 208*q^10*t^7 + 736*q^9*t^8 - 188*q^8*t^9 - 119*q^7*t^10 + 226*q^6*t^11 - 168*q^5*t^12 - 48*q^4*t^13 + 51*q^3*t^14 + 2*q^15*t + 4*q^14*t^2 + 135*q^13*t^3 + 52*q^12*t^4 - 517*q^11*t^5 - q^10*t^6 + 662*q^9*t^7 - 137*q^8*t^8 - 416*q^7*t^9 + 104*q^6*t^10 + 7*q^5*t^11 - 24*q^4*t^12 + 19*q^3*t^13 + 6*q^2*t^14 - 5*q*t^15 - t^16 + 2*q^13*t^2 - 29*q^12*t^3 - 102*q^11*t^4 + 89*q^10*t^5 + 238*q^9*t^6 - 77*q^8*t^7 - 208*q^7*t^8 + 108*q^6*t^9 + 133*q^5*t^10 - 16*q^4*t^11 - 14*q^3*t^12 + 11*q^2*t^13 - 3*q*t^14 + 19*q^10*t^4 + 31*q^9*t^5 - 37*q^8*t^6 - 86*q^7*t^7 + 6*q^6*t^8 + 59*q^5*t^9 - 37*q^4*t^10 - 26*q^3*t^11 + 3*q^2*t^12 - 6*q^8*t^5 - 8*q^7*t^6 + 12*q^6*t^7 + 28*q^5*t^8 - 11*q^4*t^9 - 3*q^3*t^10 + 4*q^2*t^11 + 2*q*t^12 + q^6*t^6 + q^5*t^7 - 4*q^4*t^8)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0647] 'FKWyw'

Zeta functions

ask[-]:

-(q^7*t - 2*q^6*t^2 - q^5*t^3 + q^7 + q^6*t - q^5*t^2 + 5*q^4*t^3 - 7*q^5*t + 6*q^4*t^2 - 3*q^3*t^3 - 3*q^4*t + 6*q^3*t^2 - 7*q^2*t^3 + 5*q^3*t - q^2*t^2 + q*t^3 + t^4 - q^2*t - 2*q*t^2 + t^3)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

(q^9*t^11 - 2*q^8*t^12 - 2*q^7*t^13 + q^6*t^14 - 3*q^10*t^9 + 10*q^9*t^10 + 5*q^8*t^11 - 13*q^7*t^12 + 19*q^6*t^13 - 4*q^5*t^14 - q^11*t^7 - 5*q^10*t^8 + 5*q^9*t^9 + q^8*t^10 - 89*q^7*t^11 + 101*q^6*t^12 - 52*q^5*t^13 + 2*q^4*t^14 + q^11*t^6 + 15*q^10*t^7 - 46*q^9*t^8 + 86*q^8*t^9 - 87*q^7*t^10 + 182*q^6*t^11 - 143*q^5*t^12 + 19*q^4*t^13 + 17*q^3*t^14 + 29*q^10*t^6 - 91*q^9*t^7 + 128*q^8*t^8 - 5*q^7*t^9 - 188*q^6*t^10 + 123*q^5*t^11 - 48*q^4*t^12 + 82*q^3*t^13 - 32*q^2*t^14 - 5*q^11*t^4 + 9*q^9*t^6 - 147*q^8*t^7 + 408*q^7*t^8 - 747*q^6*t^9 + 812*q^5*t^10 - 443*q^4*t^11 + 114*q^3*t^12 - 57*q^2*t^13 + 9*q*t^14 + t^15 + 3*q^11*t^3 - 35*q^10*t^4 + 183*q^9*t^5 - 469*q^8*t^6 + 817*q^7*t^7 - 920*q^6*t^8 + 767*q^5*t^9 - 411*q^4*t^10 + 56*q^3*t^11 + 58*q^2*t^12 - 9*q*t^13 + 2*t^14 + 5*q^11*t^2 - 55*q^10*t^3 + 170*q^9*t^4 - 321*q^8*t^5 + 392*q^7*t^6 - 203*q^6*t^7 - 203*q^5*t^8 + 392*q^4*t^9 - 321*q^3*t^10 + 170*q^2*t^11 - 55*q*t^12 + 5*t^13 + 2*q^11*t - 9*q^10*t^2 + 58*q^9*t^3 + 56*q^8*t^4 - 411*q^7*t^5 + 767*q^6*t^6 - 920*q^5*t^7 + 817*q^4*t^8 - 469*q^3*t^9 + 183*q^2*t^10 - 35*q*t^11 + 3*t^12 + q^11 + 9*q^10*t - 57*q^9*t^2 + 114*q^8*t^3 - 443*q^7*t^4 + 812*q^6*t^5 - 747*q^5*t^6 + 408*q^4*t^7 - 147*q^3*t^8 + 9*q^2*t^9 - 5*t^11 - 32*q^9*t + 82*q^8*t^2 - 48*q^7*t^3 + 123*q^6*t^4 - 188*q^5*t^5 - 5*q^4*t^6 + 128*q^3*t^7 - 91*q^2*t^8 + 29*q*t^9 + 17*q^8*t + 19*q^7*t^2 - 143*q^6*t^3 + 182*q^5*t^4 - 87*q^4*t^5 + 86*q^3*t^6 - 46*q^2*t^7 + 15*q*t^8 + t^9 + 2*q^7*t - 52*q^6*t^2 + 101*q^5*t^3 - 89*q^4*t^4 + q^3*t^5 + 5*q^2*t^6 - 5*q*t^7 - t^8 - 4*q^6*t + 19*q^5*t^2 - 13*q^4*t^3 + 5*q^3*t^4 + 10*q^2*t^5 - 3*q*t^6 + q^5*t - 2*q^4*t^2 - 2*q^3*t^3 + q^2*t^4)/((q*t^2 - 1)*(t^2 - q)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0648] 'FKW}w'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^7 - 2*q^6*t - 3*q^4*t^3 + 6*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 6*q^2*t^3 - 3*q^3*t - 2*q*t^3 - t^4 + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

-(q^21*t^14 - 2*q^20*t^15 - 3*q^19*t^16 - 2*q^18*t^17 - 2*q^23*t^11 - 4*q^22*t^12 + 22*q^21*t^13 + 4*q^20*t^14 - 15*q^19*t^15 + 27*q^18*t^16 + 45*q^17*t^17 + 6*q^16*t^18 + q^14*t^20 + q^25*t^8 + 9*q^24*t^9 - 13*q^23*t^10 - 57*q^22*t^11 + 102*q^21*t^12 + 5*q^20*t^13 - 249*q^19*t^14 - 13*q^18*t^15 + 64*q^17*t^16 - 203*q^16*t^17 - 145*q^15*t^18 - 30*q^14*t^19 - 4*q^13*t^20 - q^12*t^21 - 2*q^26*t^6 - 7*q^25*t^7 + 34*q^24*t^8 + 5*q^23*t^9 - 208*q^22*t^10 + 271*q^21*t^11 + 249*q^20*t^12 - 614*q^19*t^13 + 364*q^18*t^14 + 953*q^17*t^15 - 60*q^16*t^16 + 91*q^15*t^17 + 522*q^14*t^18 + 322*q^13*t^19 + 96*q^12*t^20 + 3*q^11*t^21 - 3*q^10*t^22 - 12*q^25*t^6 + 33*q^24*t^7 + 120*q^23*t^8 - 329*q^22*t^9 + 275*q^21*t^10 + 850*q^20*t^11 - 1371*q^19*t^12 - 282*q^18*t^13 + 1321*q^17*t^14 - 1559*q^16*t^15 - 1857*q^15*t^16 - 202*q^14*t^17 - 416*q^13*t^18 - 783*q^12*t^19 - 601*q^11*t^20 - 132*q^10*t^21 + 21*q^9*t^22 + 4*q^8*t^23 + 6*q^26*t^4 - 3*q^25*t^5 - 111*q^24*t^6 + 181*q^23*t^7 - 311*q^22*t^8 - 738*q^21*t^9 + 1189*q^20*t^10 - 1330*q^19*t^11 - 1689*q^18*t^12 + 3001*q^17*t^13 + 212*q^16*t^14 - 1255*q^15*t^15 + 2734*q^14*t^16 + 2866*q^13*t^17 + 844*q^12*t^18 + 308*q^11*t^19 + 1104*q^10*t^20 + 709*q^9*t^21 + 33*q^8*t^22 - 19*q^7*t^23 - 3*q^6*t^24 + 5*q^26*t^3 + 35*q^25*t^4 - 175*q^24*t^5 + 362*q^23*t^6 + 649*q^22*t^7 - 1296*q^21*t^8 + 1947*q^20*t^9 + 2330*q^19*t^10 - 2665*q^18*t^11 + 2821*q^17*t^12 + 2831*q^16*t^13 - 3975*q^15*t^14 - 1171*q^14*t^15 + 892*q^13*t^16 - 2854*q^12*t^17 - 3904*q^11*t^18 - 634*q^10*t^19 - 206*q^9*t^20 - 1164*q^8*t^21 - 402*q^7*t^22 + 7*q^6*t^23 + 15*q^5*t^24 - 3*q^26*t^2 + 39*q^25*t^3 - 152*q^24*t^4 + 4*q^23*t^5 + 791*q^22*t^6 - 2200*q^21*t^7 - 898*q^20*t^8 + 3335*q^19*t^9 - 5950*q^18*t^10 - 4469*q^17*t^11 + 4165*q^16*t^12 - 3750*q^15*t^13 - 4480*q^14*t^14 + 4039*q^13*t^15 + 2502*q^12*t^16 - 1293*q^11*t^17 + 2587*q^10*t^18 + 3495*q^9*t^19 - 102*q^8*t^20 + 253*q^7*t^21 + 736*q^6*t^22 + 131*q^5*t^23 - 28*q^4*t^24 - q^27 - 11*q^26*t + 4*q^25*t^2 - 8*q^24*t^3 - 282*q^23*t^4 + 658*q^22*t^5 - 609*q^21*t^6 - 1664*q^20*t^7 + 5479*q^19*t^8 + 31*q^18*t^9 - 4275*q^17*t^10 + 9772*q^16*t^11 + 6307*q^15*t^12 - 4079*q^14*t^13 + 2760*q^13*t^14 + 5846*q^12*t^15 - 2739*q^11*t^16 - 3123*q^10*t^17 + 1780*q^9*t^18 - 1863*q^8*t^19 - 1877*q^7*t^20 + 439*q^6*t^21 - 269*q^5*t^22 - 278*q^4*t^23 + 14*q^3*t^24 + 20*q^25*t + 142*q^24*t^2 - 180*q^23*t^3 + 404*q^22*t^4 + 1063*q^21*t^5 - 1598*q^20*t^6 + 2218*q^19*t^7 + 1987*q^18*t^8 - 7131*q^17*t^9 - 3*q^16*t^10 + 3472*q^15*t^11 - 8974*q^14*t^12 - 8974*q^13*t^13 + 3472*q^12*t^14 - 3*q^11*t^15 - 7131*q^10*t^16 + 1987*q^9*t^17 + 2218*q^8*t^18 - 1598*q^7*t^19 + 1063*q^6*t^20 + 404*q^5*t^21 - 180*q^4*t^22 + 142*q^3*t^23 + 20*q^2*t^24 + 14*q^24*t - 278*q^23*t^2 - 269*q^22*t^3 + 439*q^21*t^4 - 1877*q^20*t^5 - 1863*q^19*t^6 + 1780*q^18*t^7 - 3123*q^17*t^8 - 2739*q^16*t^9 + 5846*q^15*t^10 + 2760*q^14*t^11 - 4079*q^13*t^12 + 6307*q^12*t^13 + 9772*q^11*t^14 - 4275*q^10*t^15 + 31*q^9*t^16 + 5479*q^8*t^17 - 1664*q^7*t^18 - 609*q^6*t^19 + 658*q^5*t^20 - 282*q^4*t^21 - 8*q^3*t^22 + 4*q^2*t^23 - 11*q*t^24 - t^25 - 28*q^23*t + 131*q^22*t^2 + 736*q^21*t^3 + 253*q^20*t^4 - 102*q^19*t^5 + 3495*q^18*t^6 + 2587*q^17*t^7 - 1293*q^16*t^8 + 2502*q^15*t^9 + 4039*q^14*t^10 - 4480*q^13*t^11 - 3750*q^12*t^12 + 4165*q^11*t^13 - 4469*q^10*t^14 - 5950*q^9*t^15 + 3335*q^8*t^16 - 898*q^7*t^17 - 2200*q^6*t^18 + 791*q^5*t^19 + 4*q^4*t^20 - 152*q^3*t^21 + 39*q^2*t^22 - 3*q*t^23 + 15*q^22*t + 7*q^21*t^2 - 402*q^20*t^3 - 1164*q^19*t^4 - 206*q^18*t^5 - 634*q^17*t^6 - 3904*q^16*t^7 - 2854*q^15*t^8 + 892*q^14*t^9 - 1171*q^13*t^10 - 3975*q^12*t^11 + 2831*q^11*t^12 + 2821*q^10*t^13 - 2665*q^9*t^14 + 2330*q^8*t^15 + 1947*q^7*t^16 - 1296*q^6*t^17 + 649*q^5*t^18 + 362*q^4*t^19 - 175*q^3*t^20 + 35*q^2*t^21 + 5*q*t^22 - 3*q^21*t - 19*q^20*t^2 + 33*q^19*t^3 + 709*q^18*t^4 + 1104*q^17*t^5 + 308*q^16*t^6 + 844*q^15*t^7 + 2866*q^14*t^8 + 2734*q^13*t^9 - 1255*q^12*t^10 + 212*q^11*t^11 + 3001*q^10*t^12 - 1689*q^9*t^13 - 1330*q^8*t^14 + 1189*q^7*t^15 - 738*q^6*t^16 - 311*q^5*t^17 + 181*q^4*t^18 - 111*q^3*t^19 - 3*q^2*t^20 + 6*q*t^21 + 4*q^19*t^2 + 21*q^18*t^3 - 132*q^17*t^4 - 601*q^16*t^5 - 783*q^15*t^6 - 416*q^14*t^7 - 202*q^13*t^8 - 1857*q^12*t^9 - 1559*q^11*t^10 + 1321*q^10*t^11 - 282*q^9*t^12 - 1371*q^8*t^13 + 850*q^7*t^14 + 275*q^6*t^15 - 329*q^5*t^16 + 120*q^4*t^17 + 33*q^3*t^18 - 12*q^2*t^19 - 3*q^17*t^3 + 3*q^16*t^4 + 96*q^15*t^5 + 322*q^14*t^6 + 522*q^13*t^7 + 91*q^12*t^8 - 60*q^11*t^9 + 953*q^10*t^10 + 364*q^9*t^11 - 614*q^8*t^12 + 249*q^7*t^13 + 271*q^6*t^14 - 208*q^5*t^15 + 5*q^4*t^16 + 34*q^3*t^17 - 7*q^2*t^18 - 2*q*t^19 - q^15*t^4 - 4*q^14*t^5 - 30*q^13*t^6 - 145*q^12*t^7 - 203*q^11*t^8 + 64*q^10*t^9 - 13*q^9*t^10 - 249*q^8*t^11 + 5*q^7*t^12 + 102*q^6*t^13 - 57*q^5*t^14 - 13*q^4*t^15 + 9*q^3*t^16 + q^2*t^17 + q^13*t^5 + 6*q^11*t^7 + 45*q^10*t^8 + 27*q^9*t^9 - 15*q^8*t^10 + 4*q^7*t^11 + 22*q^6*t^12 - 4*q^5*t^13 - 2*q^4*t^14 - 2*q^9*t^8 - 3*q^8*t^9 - 2*q^7*t^10 + q^6*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0649] 'FKYZw'

Zeta functions

ask[-]:

-(q^5*t^3 - 3*q^5*t^2 + q^6 + 3*q^4*t^2 - q^3*t^3 - 4*q^4*t + 6*q^3*t^2 - 4*q^2*t^3 - q^3*t + 3*q^2*t^2 + t^4 - 3*q*t^2 + q*t)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(2*q^23*t^7 + 6*q^22*t^8 + 3*q^21*t^9 - 19*q^20*t^10 - 17*q^19*t^11 - 10*q^18*t^12 - 3*q^25*t^4 - 12*q^24*t^5 - q^23*t^6 + 39*q^22*t^7 + 16*q^21*t^8 - 92*q^20*t^9 + 75*q^19*t^10 + 197*q^18*t^11 + 160*q^17*t^12 + 31*q^16*t^13 + 7*q^15*t^14 + 3*q^14*t^15 - 3*q^25*t^3 - 19*q^24*t^4 + 35*q^23*t^5 + 167*q^22*t^6 - 98*q^21*t^7 - 579*q^20*t^8 + 62*q^19*t^9 + 205*q^18*t^10 - 504*q^17*t^11 - 946*q^16*t^12 - 466*q^15*t^13 - 95*q^14*t^14 - 26*q^13*t^15 - 8*q^12*t^16 + 4*q^25*t^2 + 7*q^24*t^3 + 60*q^23*t^4 + 145*q^22*t^5 - 412*q^21*t^6 - 624*q^20*t^7 + 1507*q^19*t^8 + 1770*q^18*t^9 - 101*q^17*t^10 - 177*q^16*t^11 + 1855*q^15*t^12 + 2109*q^14*t^13 + 872*q^13*t^14 + 238*q^12*t^15 + 30*q^11*t^16 - 4*q^10*t^17 + q^9*t^18 + q^26 + 9*q^25*t + 24*q^24*t^2 - 72*q^23*t^3 - 93*q^22*t^4 - 288*q^21*t^5 + 53*q^20*t^6 + 1542*q^19*t^7 - 228*q^18*t^8 - 4179*q^17*t^9 - 3578*q^16*t^10 + 121*q^15*t^11 - 474*q^14*t^12 - 3354*q^13*t^13 - 2919*q^12*t^14 - 1393*q^11*t^15 - 238*q^10*t^16 + 45*q^9*t^17 + 5*q^8*t^18 + q^7*t^19 - 3*q^24*t - 190*q^23*t^2 - 83*q^22*t^3 + 394*q^21*t^4 + 405*q^20*t^5 - 439*q^19*t^6 - 1210*q^18*t^7 - 1438*q^17*t^8 + 1999*q^16*t^9 + 6615*q^15*t^10 + 4921*q^14*t^11 - 4*q^13*t^12 + 1023*q^12*t^13 + 3361*q^11*t^14 + 3491*q^10*t^15 + 1273*q^9*t^16 - 37*q^8*t^17 - 46*q^7*t^18 - 12*q^6*t^19 - 53*q^23*t + 256*q^22*t^2 + 846*q^21*t^3 + 258*q^20*t^4 - 1499*q^19*t^5 + 740*q^18*t^6 + 2983*q^17*t^7 + 1721*q^16*t^8 + 415*q^15*t^9 - 2642*q^14*t^10 - 7141*q^13*t^11 - 4728*q^12*t^12 - 43*q^11*t^13 + 162*q^10*t^14 - 3193*q^9*t^15 - 2815*q^8*t^16 - 411*q^7*t^17 + 85*q^6*t^18 + 44*q^5*t^19 + 74*q^22*t - 41*q^21*t^2 - 1080*q^20*t^3 - 2424*q^19*t^4 + 342*q^18*t^5 + 1456*q^17*t^6 - 3502*q^16*t^7 - 5334*q^15*t^8 - 2214*q^14*t^9 + 2214*q^12*t^11 + 5334*q^11*t^12 + 3502*q^10*t^13 - 1456*q^9*t^14 - 342*q^8*t^15 + 2424*q^7*t^16 + 1080*q^6*t^17 + 41*q^5*t^18 - 74*q^4*t^19 - 44*q^21*t - 85*q^20*t^2 + 411*q^19*t^3 + 2815*q^18*t^4 + 3193*q^17*t^5 - 162*q^16*t^6 + 43*q^15*t^7 + 4728*q^14*t^8 + 7141*q^13*t^9 + 2642*q^12*t^10 - 415*q^11*t^11 - 1721*q^10*t^12 - 2983*q^9*t^13 - 740*q^8*t^14 + 1499*q^7*t^15 - 258*q^6*t^16 - 846*q^5*t^17 - 256*q^4*t^18 + 53*q^3*t^19 + 12*q^20*t + 46*q^19*t^2 + 37*q^18*t^3 - 1273*q^17*t^4 - 3491*q^16*t^5 - 3361*q^15*t^6 - 1023*q^14*t^7 + 4*q^13*t^8 - 4921*q^12*t^9 - 6615*q^11*t^10 - 1999*q^10*t^11 + 1438*q^9*t^12 + 1210*q^8*t^13 + 439*q^7*t^14 - 405*q^6*t^15 - 394*q^5*t^16 + 83*q^4*t^17 + 190*q^3*t^18 + 3*q^2*t^19 - q^19*t - 5*q^18*t^2 - 45*q^17*t^3 + 238*q^16*t^4 + 1393*q^15*t^5 + 2919*q^14*t^6 + 3354*q^13*t^7 + 474*q^12*t^8 - 121*q^11*t^9 + 3578*q^10*t^10 + 4179*q^9*t^11 + 228*q^8*t^12 - 1542*q^7*t^13 - 53*q^6*t^14 + 288*q^5*t^15 + 93*q^4*t^16 + 72*q^3*t^17 - 24*q^2*t^18 - 9*q*t^19 - t^20 - q^17*t^2 + 4*q^16*t^3 - 30*q^15*t^4 - 238*q^14*t^5 - 872*q^13*t^6 - 2109*q^12*t^7 - 1855*q^11*t^8 + 177*q^10*t^9 + 101*q^9*t^10 - 1770*q^8*t^11 - 1507*q^7*t^12 + 624*q^6*t^13 + 412*q^5*t^14 - 145*q^4*t^15 - 60*q^3*t^16 - 7*q^2*t^17 - 4*q*t^18 + 8*q^14*t^4 + 26*q^13*t^5 + 95*q^12*t^6 + 466*q^11*t^7 + 946*q^10*t^8 + 504*q^9*t^9 - 205*q^8*t^10 - 62*q^7*t^11 + 579*q^6*t^12 + 98*q^5*t^13 - 167*q^4*t^14 - 35*q^3*t^15 + 19*q^2*t^16 + 3*q*t^17 - 3*q^12*t^5 - 7*q^11*t^6 - 31*q^10*t^7 - 160*q^9*t^8 - 197*q^8*t^9 - 75*q^7*t^10 + 92*q^6*t^11 - 16*q^5*t^12 - 39*q^4*t^13 + q^3*t^14 + 12*q^2*t^15 + 3*q*t^16 + 10*q^8*t^8 + 17*q^7*t^9 + 19*q^6*t^10 - 3*q^5*t^11 - 6*q^4*t^12 - 2*q^3*t^13)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 5], [1, 2], [1, 4], [1, 6], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0650] 'FK\zw'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 + q^5*t - q^4*t^2 - 2*q^3*t^2 + 2*q^3*t + q^2*t - q*t^2 + t^3 - q*t)/((q*t - 1)^2*(q - t)*q^5*(t - 1))

ask[+]:

-(q^14*t^6 - 3*q^12*t^8 - q^10*t^10 - 5*q^15*t^4 - 5*q^14*t^5 + 8*q^13*t^6 + 17*q^12*t^7 + 5*q^11*t^8 - 25*q^10*t^9 + 7*q^9*t^10 + 7*q^8*t^11 - q^15*t^3 + 10*q^14*t^4 + 8*q^13*t^5 + 9*q^12*t^6 - 25*q^11*t^7 - 39*q^10*t^8 + 80*q^9*t^9 - q^8*t^10 - 23*q^7*t^11 + 3*q^6*t^12 + 2*q^16*t + 4*q^15*t^2 - 8*q^14*t^3 - 52*q^13*t^4 + 56*q^12*t^5 - 26*q^11*t^6 - 130*q^10*t^7 + 64*q^9*t^8 - 45*q^8*t^9 - 6*q^7*t^10 + 26*q^6*t^11 - 20*q^5*t^12 + q^16 - q^15*t + 7*q^14*t^2 - 17*q^13*t^3 + 148*q^12*t^4 - 59*q^11*t^5 - 118*q^10*t^6 + 255*q^9*t^7 + 101*q^8*t^8 - 32*q^7*t^9 - 61*q^6*t^10 - 38*q^5*t^11 + 48*q^4*t^12 + 15*q^14*t - 78*q^13*t^2 + 20*q^12*t^3 - 62*q^11*t^4 - 5*q^10*t^5 + 130*q^9*t^6 - 101*q^8*t^7 - 148*q^7*t^8 - 22*q^6*t^9 + 82*q^5*t^10 + 93*q^4*t^11 - 50*q^3*t^12 - 50*q^13*t + 93*q^12*t^2 + 82*q^11*t^3 - 22*q^10*t^4 - 148*q^9*t^5 - 101*q^8*t^6 + 130*q^7*t^7 - 5*q^6*t^8 - 62*q^5*t^9 + 20*q^4*t^10 - 78*q^3*t^11 + 15*q^2*t^12 + 48*q^12*t - 38*q^11*t^2 - 61*q^10*t^3 - 32*q^9*t^4 + 101*q^8*t^5 + 255*q^7*t^6 - 118*q^6*t^7 - 59*q^5*t^8 + 148*q^4*t^9 - 17*q^3*t^10 + 7*q^2*t^11 - q*t^12 + t^13 - 20*q^11*t + 26*q^10*t^2 - 6*q^9*t^3 - 45*q^8*t^4 + 64*q^7*t^5 - 130*q^6*t^6 - 26*q^5*t^7 + 56*q^4*t^8 - 52*q^3*t^9 - 8*q^2*t^10 + 4*q*t^11 + 2*t^12 + 3*q^10*t - 23*q^9*t^2 - q^8*t^3 + 80*q^7*t^4 - 39*q^6*t^5 - 25*q^5*t^6 + 9*q^4*t^7 + 8*q^3*t^8 + 10*q^2*t^9 - q*t^10 + 7*q^8*t^2 + 7*q^7*t^3 - 25*q^6*t^4 + 5*q^5*t^5 + 17*q^4*t^6 + 8*q^3*t^7 - 5*q^2*t^8 - 5*q*t^9 - q^6*t^3 - 3*q^4*t^5 + q^2*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^2*q^6*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0651] 'FK\~w'

Zeta functions

ask[-]:

-(q^6 + q^5*t - q^4*t - 2*q^3*t - q^2*t + q*t + t^2)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(5*q^29*t^4 + 5*q^27*t^6 + 2*q^30*t^2 + 3*q^29*t^3 - 10*q^28*t^4 + 14*q^27*t^5 - 54*q^26*t^6 + 4*q^25*t^7 - 8*q^24*t^8 - q^23*t^9 - q^31 - 2*q^30*t - 14*q^29*t^2 + 16*q^28*t^3 - 4*q^27*t^4 - 109*q^26*t^5 + 124*q^25*t^6 - 71*q^24*t^7 + 104*q^23*t^8 + 6*q^22*t^9 - 9*q^21*t^10 - 9*q^29*t + 39*q^28*t^2 - 72*q^27*t^3 + 70*q^26*t^4 + 192*q^25*t^5 - 182*q^24*t^6 + 358*q^23*t^7 - 281*q^22*t^8 + 73*q^21*t^9 + 30*q^20*t^10 - 21*q^19*t^11 + 4*q^18*t^12 - q^17*t^13 + 28*q^28*t - 21*q^27*t^2 + 202*q^26*t^3 - 323*q^25*t^4 - 75*q^24*t^5 + 449*q^23*t^6 - 613*q^22*t^7 + 478*q^21*t^8 - 481*q^20*t^9 - 129*q^19*t^10 + 106*q^18*t^11 - 34*q^17*t^12 + 13*q^16*t^13 - 11*q^27*t + 39*q^26*t^2 - 353*q^25*t^3 + 560*q^24*t^4 - 383*q^23*t^5 - 584*q^22*t^6 + 658*q^21*t^7 - 976*q^20*t^8 + 888*q^19*t^9 + 113*q^18*t^10 - 286*q^17*t^11 + 223*q^16*t^12 - 53*q^15*t^13 + 5*q^14*t^14 - 7*q^26*t - 102*q^25*t^2 + 256*q^24*t^3 - 774*q^23*t^4 + 1210*q^22*t^5 + 273*q^21*t^6 - 1006*q^20*t^7 + 1239*q^19*t^8 - 927*q^18*t^9 + 603*q^17*t^10 + 736*q^16*t^11 - 630*q^15*t^12 + 175*q^14*t^13 - 49*q^13*t^14 + 3*q^12*t^15 + 6*q^25*t + 84*q^24*t^2 - 173*q^23*t^3 + 899*q^22*t^4 - 1473*q^21*t^5 + 686*q^20*t^6 + 1082*q^19*t^7 - 1187*q^18*t^8 + 1296*q^17*t^9 - 1243*q^16*t^10 - 1016*q^15*t^11 + 1063*q^14*t^12 - 570*q^13*t^13 + 136*q^12*t^14 - 32*q^11*t^15 + 2*q^10*t^16 - q^24*t - 33*q^23*t^2 + 186*q^22*t^3 - 571*q^21*t^4 + 1386*q^20*t^5 - 1813*q^19*t^6 - 877*q^18*t^7 + 1357*q^17*t^8 - 1366*q^16*t^9 + 1207*q^15*t^10 + 72*q^14*t^11 - 1638*q^13*t^12 + 1142*q^12*t^13 - 260*q^11*t^14 + 118*q^10*t^15 - 9*q^9*t^16 + 9*q^22*t^2 - 118*q^21*t^3 + 260*q^20*t^4 - 1142*q^19*t^5 + 1638*q^18*t^6 - 72*q^17*t^7 - 1207*q^16*t^8 + 1366*q^15*t^9 - 1357*q^14*t^10 + 877*q^13*t^11 + 1813*q^12*t^12 - 1386*q^11*t^13 + 571*q^10*t^14 - 186*q^9*t^15 + 33*q^8*t^16 + q^7*t^17 - 2*q^21*t^2 + 32*q^20*t^3 - 136*q^19*t^4 + 570*q^18*t^5 - 1063*q^17*t^6 + 1016*q^16*t^7 + 1243*q^15*t^8 - 1296*q^14*t^9 + 1187*q^13*t^10 - 1082*q^12*t^11 - 686*q^11*t^12 + 1473*q^10*t^13 - 899*q^9*t^14 + 173*q^8*t^15 - 84*q^7*t^16 - 6*q^6*t^17 - 3*q^19*t^3 + 49*q^18*t^4 - 175*q^17*t^5 + 630*q^16*t^6 - 736*q^15*t^7 - 603*q^14*t^8 + 927*q^13*t^9 - 1239*q^12*t^10 + 1006*q^11*t^11 - 273*q^10*t^12 - 1210*q^9*t^13 + 774*q^8*t^14 - 256*q^7*t^15 + 102*q^6*t^16 + 7*q^5*t^17 - 5*q^17*t^4 + 53*q^16*t^5 - 223*q^15*t^6 + 286*q^14*t^7 - 113*q^13*t^8 - 888*q^12*t^9 + 976*q^11*t^10 - 658*q^10*t^11 + 584*q^9*t^12 + 383*q^8*t^13 - 560*q^7*t^14 + 353*q^6*t^15 - 39*q^5*t^16 + 11*q^4*t^17 - 13*q^15*t^5 + 34*q^14*t^6 - 106*q^13*t^7 + 129*q^12*t^8 + 481*q^11*t^9 - 478*q^10*t^10 + 613*q^9*t^11 - 449*q^8*t^12 + 75*q^7*t^13 + 323*q^6*t^14 - 202*q^5*t^15 + 21*q^4*t^16 - 28*q^3*t^17 + q^14*t^5 - 4*q^13*t^6 + 21*q^12*t^7 - 30*q^11*t^8 - 73*q^10*t^9 + 281*q^9*t^10 - 358*q^8*t^11 + 182*q^7*t^12 - 192*q^6*t^13 - 70*q^5*t^14 + 72*q^4*t^15 - 39*q^3*t^16 + 9*q^2*t^17 + 9*q^10*t^8 - 6*q^9*t^9 - 104*q^8*t^10 + 71*q^7*t^11 - 124*q^6*t^12 + 109*q^5*t^13 + 4*q^4*t^14 - 16*q^3*t^15 + 14*q^2*t^16 + 2*q*t^17 + t^18 + q^8*t^9 + 8*q^7*t^10 - 4*q^6*t^11 + 54*q^5*t^12 - 14*q^4*t^13 + 10*q^3*t^14 - 3*q^2*t^15 - 2*q*t^16 - 5*q^4*t^12 - 5*q^2*t^14)/((q^3 - t^2)*(q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0652] 'FK]~w'

Zeta functions

ask[-]:

(q^9 - q^7*t - 3*q^6*t^2 + q^5*t^3 - 4*q^6*t + 6*q^5*t^2 + 6*q^4*t^2 - 4*q^3*t^3 + q^4*t - 3*q^3*t^2 - q^2*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^34*t^2 - 3*q^32*t^4 - q^30*t^6 + q^35 + 3*q^33*t^2 + q^32*t^3 - 7*q^30*t^5 + 7*q^29*t^6 + 6*q^28*t^7 + 3*q^27*t^8 + 13*q^33*t - 19*q^32*t^2 - 37*q^31*t^3 + 2*q^30*t^4 + 60*q^29*t^5 + 30*q^28*t^6 - 21*q^27*t^7 - 21*q^26*t^8 - 5*q^25*t^9 - 34*q^32*t - 11*q^31*t^2 + 41*q^30*t^3 + 54*q^29*t^4 - 29*q^28*t^5 - 117*q^27*t^6 - 57*q^26*t^7 + 8*q^25*t^8 + 20*q^24*t^9 - q^23*t^10 - q^22*t^11 + 13*q^31*t + q^30*t^2 + 105*q^29*t^3 + 88*q^28*t^4 - 139*q^27*t^5 - 42*q^26*t^6 + 103*q^25*t^7 + 66*q^24*t^8 + 33*q^23*t^9 + 29*q^22*t^10 + 5*q^21*t^11 + 2*q^20*t^12 + 7*q^30*t + 104*q^29*t^2 - 71*q^28*t^3 - 234*q^27*t^4 - 18*q^26*t^5 + 42*q^25*t^6 + 136*q^24*t^7 + 147*q^23*t^8 - 71*q^22*t^9 - 75*q^21*t^10 - 12*q^20*t^11 - 14*q^19*t^12 - q^18*t^13 - 6*q^29*t - 104*q^28*t^2 - 117*q^26*t^4 - 100*q^25*t^5 + 400*q^24*t^6 - 5*q^23*t^7 - 349*q^22*t^8 - 30*q^21*t^9 - 67*q^20*t^10 - 76*q^19*t^11 + 27*q^18*t^12 + 7*q^17*t^13 + q^28*t + 42*q^27*t^2 - 92*q^26*t^3 + 198*q^25*t^4 + 304*q^24*t^5 - 224*q^23*t^6 + 134*q^22*t^7 - 18*q^21*t^8 - 323*q^20*t^9 + 216*q^19*t^10 + 213*q^18*t^11 - 4*q^17*t^12 + 3*q^16*t^13 - 2*q^15*t^14 - 10*q^26*t^2 + 97*q^25*t^3 - 80*q^24*t^4 + 60*q^23*t^5 + 241*q^22*t^6 - 571*q^21*t^7 - 40*q^20*t^8 + 454*q^19*t^9 - 151*q^18*t^10 + 24*q^17*t^11 + 64*q^16*t^12 - 43*q^15*t^13 + 14*q^14*t^14 - q^13*t^15 + 2*q^25*t^2 - 32*q^24*t^3 + 72*q^23*t^4 - 156*q^22*t^5 - 149*q^21*t^6 + 242*q^20*t^7 - 389*q^19*t^8 + 32*q^18*t^9 + 576*q^17*t^10 - 264*q^16*t^11 - 146*q^15*t^12 + 83*q^14*t^13 - 52*q^13*t^14 + 5*q^12*t^15 + 5*q^23*t^3 - 52*q^22*t^4 + 83*q^21*t^5 - 146*q^20*t^6 - 264*q^19*t^7 + 576*q^18*t^8 + 32*q^17*t^9 - 389*q^16*t^10 + 242*q^15*t^11 - 149*q^14*t^12 - 156*q^13*t^13 + 72*q^12*t^14 - 32*q^11*t^15 + 2*q^10*t^16 - q^22*t^3 + 14*q^21*t^4 - 43*q^20*t^5 + 64*q^19*t^6 + 24*q^18*t^7 - 151*q^17*t^8 + 454*q^16*t^9 - 40*q^15*t^10 - 571*q^14*t^11 + 241*q^13*t^12 + 60*q^12*t^13 - 80*q^11*t^14 + 97*q^10*t^15 - 10*q^9*t^16 - 2*q^20*t^4 + 3*q^19*t^5 - 4*q^18*t^6 + 213*q^17*t^7 + 216*q^16*t^8 - 323*q^15*t^9 - 18*q^14*t^10 + 134*q^13*t^11 - 224*q^12*t^12 + 304*q^11*t^13 + 198*q^10*t^14 - 92*q^9*t^15 + 42*q^8*t^16 + q^7*t^17 + 7*q^18*t^5 + 27*q^17*t^6 - 76*q^16*t^7 - 67*q^15*t^8 - 30*q^14*t^9 - 349*q^13*t^10 - 5*q^12*t^11 + 400*q^11*t^12 - 100*q^10*t^13 - 117*q^9*t^14 - 104*q^7*t^16 - 6*q^6*t^17 - q^17*t^5 - 14*q^16*t^6 - 12*q^15*t^7 - 75*q^14*t^8 - 71*q^13*t^9 + 147*q^12*t^10 + 136*q^11*t^11 + 42*q^10*t^12 - 18*q^9*t^13 - 234*q^8*t^14 - 71*q^7*t^15 + 104*q^6*t^16 + 7*q^5*t^17 + 2*q^15*t^6 + 5*q^14*t^7 + 29*q^13*t^8 + 33*q^12*t^9 + 66*q^11*t^10 + 103*q^10*t^11 - 42*q^9*t^12 - 139*q^8*t^13 + 88*q^7*t^14 + 105*q^6*t^15 + q^5*t^16 + 13*q^4*t^17 - q^13*t^7 - q^12*t^8 + 20*q^11*t^9 + 8*q^10*t^10 - 57*q^9*t^11 - 117*q^8*t^12 - 29*q^7*t^13 + 54*q^6*t^14 + 41*q^5*t^15 - 11*q^4*t^16 - 34*q^3*t^17 - 5*q^10*t^9 - 21*q^9*t^10 - 21*q^8*t^11 + 30*q^7*t^12 + 60*q^6*t^13 + 2*q^5*t^14 - 37*q^4*t^15 - 19*q^3*t^16 + 13*q^2*t^17 + 3*q^8*t^10 + 6*q^7*t^11 + 7*q^6*t^12 - 7*q^5*t^13 + q^3*t^15 + 3*q^2*t^16 + t^18 - q^5*t^12 - 3*q^3*t^14 + q*t^16)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0653] 'FK^~w'

Zeta functions

ask[-]:

(q^8 - q^5*t^2 - 3*q^5*t + q^4*t^2 - q^4*t + 3*q^3*t^2 + q^3*t - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(5*q^36*t^4 + q^34*t^6 - q^39 - 4*q^37*t^2 + 2*q^36*t^3 - 14*q^35*t^4 - 3*q^34*t^5 - 9*q^33*t^6 - 5*q^32*t^7 - 2*q^31*t^8 - 6*q^37*t + 19*q^36*t^2 + 17*q^35*t^3 + 9*q^34*t^4 - 21*q^33*t^5 - 7*q^32*t^6 + 31*q^31*t^7 + 15*q^30*t^8 + 3*q^29*t^9 + 11*q^36*t + 2*q^35*t^2 - 37*q^34*t^3 - 30*q^33*t^4 + 23*q^32*t^5 + 99*q^31*t^6 + 11*q^30*t^7 - 12*q^29*t^8 - 22*q^28*t^9 + q^27*t^10 + 2*q^26*t^11 + 17*q^35*t + 7*q^34*t^2 - 29*q^33*t^3 - 61*q^32*t^4 + 76*q^31*t^5 - 28*q^30*t^6 - 111*q^29*t^7 - 71*q^28*t^8 - 7*q^27*t^9 - 11*q^26*t^10 - 6*q^25*t^11 - 4*q^24*t^12 - 24*q^34*t - 82*q^33*t^2 - 33*q^32*t^3 + 120*q^31*t^4 + 50*q^30*t^5 - 31*q^29*t^6 - 11*q^28*t^7 - 32*q^27*t^8 + 55*q^26*t^9 + 38*q^25*t^10 + 15*q^24*t^11 + 17*q^23*t^12 + 2*q^22*t^13 + 10*q^33*t + 76*q^32*t^2 + 30*q^31*t^3 + 129*q^30*t^4 + 74*q^29*t^5 - 215*q^28*t^6 - 138*q^27*t^7 + 190*q^26*t^8 + 70*q^25*t^9 + 65*q^24*t^10 + 35*q^23*t^11 - 29*q^22*t^12 - 15*q^21*t^13 - q^32*t - 65*q^31*t^2 + 48*q^30*t^3 - 22*q^29*t^4 - 135*q^28*t^5 + 16*q^27*t^6 + 59*q^26*t^7 + 151*q^25*t^8 + 151*q^24*t^9 - 171*q^23*t^10 - 149*q^22*t^11 - 11*q^21*t^12 + 27*q^20*t^13 + 6*q^19*t^14 + 49*q^30*t^2 + 50*q^29*t^3 - 7*q^28*t^4 - 202*q^27*t^5 - 252*q^26*t^6 + 222*q^25*t^7 + 39*q^24*t^8 - 231*q^23*t^9 - q^22*t^10 + 10*q^21*t^11 + 18*q^20*t^12 - 17*q^19*t^13 - 26*q^18*t^14 - 19*q^29*t^2 - 92*q^28*t^3 - 79*q^27*t^4 + q^26*t^5 + 122*q^25*t^6 + 235*q^24*t^7 + 257*q^23*t^8 - 230*q^22*t^9 - 360*q^21*t^10 + 18*q^20*t^11 - 6*q^19*t^12 + 5*q^18*t^13 + 73*q^17*t^14 + 3*q^16*t^15 + 2*q^28*t^2 + 50*q^27*t^3 + 15*q^26*t^4 + 29*q^25*t^5 + 179*q^24*t^6 + 14*q^23*t^7 - 276*q^22*t^8 - 113*q^21*t^9 + 113*q^20*t^10 + 272*q^19*t^11 + 343*q^18*t^12 + 92*q^17*t^13 - 84*q^16*t^14 - 8*q^15*t^15 - 4*q^14*t^16 - 17*q^26*t^3 + 6*q^25*t^4 - 7*q^24*t^5 + 127*q^23*t^6 + 281*q^22*t^7 - 140*q^21*t^8 - 288*q^20*t^9 + 288*q^19*t^10 + 140*q^18*t^11 - 281*q^17*t^12 - 127*q^16*t^13 + 7*q^15*t^14 - 6*q^14*t^15 + 17*q^13*t^16 + 4*q^25*t^3 + 8*q^24*t^4 + 84*q^23*t^5 - 92*q^22*t^6 - 343*q^21*t^7 - 272*q^20*t^8 - 113*q^19*t^9 + 113*q^18*t^10 + 276*q^17*t^11 - 14*q^16*t^12 - 179*q^15*t^13 - 29*q^14*t^14 - 15*q^13*t^15 - 50*q^12*t^16 - 2*q^11*t^17 - 3*q^23*t^4 - 73*q^22*t^5 - 5*q^21*t^6 + 6*q^20*t^7 - 18*q^19*t^8 + 360*q^18*t^9 + 230*q^17*t^10 - 257*q^16*t^11 - 235*q^15*t^12 - 122*q^14*t^13 - q^13*t^14 + 79*q^12*t^15 + 92*q^11*t^16 + 19*q^10*t^17 + 26*q^21*t^5 + 17*q^20*t^6 - 18*q^19*t^7 - 10*q^18*t^8 + q^17*t^9 + 231*q^16*t^10 - 39*q^15*t^11 - 222*q^14*t^12 + 252*q^13*t^13 + 202*q^12*t^14 + 7*q^11*t^15 - 50*q^10*t^16 - 49*q^9*t^17 - 6*q^20*t^5 - 27*q^19*t^6 + 11*q^18*t^7 + 149*q^17*t^8 + 171*q^16*t^9 - 151*q^15*t^10 - 151*q^14*t^11 - 59*q^13*t^12 - 16*q^12*t^13 + 135*q^11*t^14 + 22*q^10*t^15 - 48*q^9*t^16 + 65*q^8*t^17 + q^7*t^18 + 15*q^18*t^6 + 29*q^17*t^7 - 35*q^16*t^8 - 65*q^15*t^9 - 70*q^14*t^10 - 190*q^13*t^11 + 138*q^12*t^12 + 215*q^11*t^13 - 74*q^10*t^14 - 129*q^9*t^15 - 30*q^8*t^16 - 76*q^7*t^17 - 10*q^6*t^18 - 2*q^17*t^6 - 17*q^16*t^7 - 15*q^15*t^8 - 38*q^14*t^9 - 55*q^13*t^10 + 32*q^12*t^11 + 11*q^11*t^12 + 31*q^10*t^13 - 50*q^9*t^14 - 120*q^8*t^15 + 33*q^7*t^16 + 82*q^6*t^17 + 24*q^5*t^18 + 4*q^15*t^7 + 6*q^14*t^8 + 11*q^13*t^9 + 7*q^12*t^10 + 71*q^11*t^11 + 111*q^10*t^12 + 28*q^9*t^13 - 76*q^8*t^14 + 61*q^7*t^15 + 29*q^6*t^16 - 7*q^5*t^17 - 17*q^4*t^18 - 2*q^13*t^8 - q^12*t^9 + 22*q^11*t^10 + 12*q^10*t^11 - 11*q^9*t^12 - 99*q^8*t^13 - 23*q^7*t^14 + 30*q^6*t^15 + 37*q^5*t^16 - 2*q^4*t^17 - 11*q^3*t^18 - 3*q^10*t^10 - 15*q^9*t^11 - 31*q^8*t^12 + 7*q^7*t^13 + 21*q^6*t^14 - 9*q^5*t^15 - 17*q^4*t^16 - 19*q^3*t^17 + 6*q^2*t^18 + 2*q^8*t^11 + 5*q^7*t^12 + 9*q^6*t^13 + 3*q^5*t^14 + 14*q^4*t^15 - 2*q^3*t^16 + 4*q^2*t^17 + t^19 - q^5*t^13 - 5*q^3*t^15)/((q^5 - t^2)*(q^4 - t)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 3], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0654] 'FK_qW'

Zeta functions

ask[-]:

(2*q^6*t^3 + 12*q^6*t^2 - 21*q^5*t^3 + 4*q^4*t^4 + 9*q^6*t - 60*q^5*t^2 + 63*q^4*t^3 - 15*q^3*t^4 + q^6 - 15*q^5*t + 63*q^4*t^2 - 39*q^3*t^3 + 10*q^2*t^4 - 10*q^4*t + 39*q^3*t^2 - 63*q^2*t^3 + 15*q*t^4 - t^5 + 15*q^3*t - 63*q^2*t^2 + 60*q*t^3 - 9*t^4 - 4*q^2*t + 21*q*t^2 - 12*t^3 - 2*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(2*q^7*t^6 + 20*q^7*t^5 - 20*q^6*t^6 + q^5*t^7 + 63*q^7*t^4 - 178*q^6*t^5 + 82*q^5*t^6 - 2*q^4*t^7 + 83*q^7*t^3 - 529*q^6*t^4 + 722*q^5*t^5 - 212*q^4*t^6 + 52*q^7*t^2 - 604*q^6*t^3 + 1891*q^5*t^4 - 1713*q^4*t^5 + 414*q^3*t^6 - 10*q^2*t^7 + 13*q^7*t - 277*q^6*t^2 + 1703*q^5*t^3 - 3504*q^4*t^4 + 2345*q^3*t^5 - 505*q^2*t^6 + 30*q*t^7 - t^8 + q^7 - 30*q^6*t + 505*q^5*t^2 - 2345*q^4*t^3 + 3504*q^3*t^4 - 1703*q^2*t^5 + 277*q*t^6 - 13*t^7 + 10*q^5*t - 414*q^4*t^2 + 1713*q^3*t^3 - 1891*q^2*t^4 + 604*q*t^5 - 52*t^6 + 212*q^3*t^2 - 722*q^2*t^3 + 529*q*t^4 - 83*t^5 + 2*q^3*t - 82*q^2*t^2 + 178*q*t^3 - 63*t^4 - q^2*t + 20*q*t^2 - 20*t^3 - 2*t^2)/(q^7*(t + 1)*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [0, 4], [1, 2], [1, 6], [2, 5], [3, 5], [4, 6], [5, 6]]

[0655] 'FK`_w'

Zeta functions

ask[-]:

(q^7*t^4 + 2*q^7*t^3 - 2*q^6*t^4 - q^6*t^3 - 4*q^5*t^4 - 6*q^6*t^2 + 6*q^4*t^4 + 4*q^5*t^2 + q^4*t^3 + 6*q^3*t^4 - q^2*t^5 + 2*q^5*t + 14*q^4*t^2 - 14*q^3*t^3 - 2*q^2*t^4 + q^5 - 6*q^4*t - q^3*t^2 - 4*q^2*t^3 - 6*q^3*t + 6*q*t^3 + 4*q^2*t + q*t^2 + 2*q*t - 2*t^2 - t)/((q*t - 1)^4*q^5*(t - 1)^2)

ask[+]:

-(q^10*t^15 + q^9*t^16 - 7*q^12*t^12 + 19*q^11*t^13 - 26*q^10*t^14 + 6*q^9*t^15 - 6*q^8*t^16 + 6*q^13*t^10 - 40*q^12*t^11 + 135*q^11*t^12 - 201*q^10*t^13 + 178*q^9*t^14 - 56*q^8*t^15 + 16*q^7*t^16 + 22*q^13*t^9 - 126*q^12*t^10 + 353*q^11*t^11 - 645*q^10*t^12 + 686*q^9*t^13 - 450*q^8*t^14 + 135*q^7*t^15 - 23*q^6*t^16 + 21*q^13*t^8 - 175*q^12*t^9 + 564*q^11*t^10 - 1014*q^10*t^11 + 1149*q^9*t^12 - 784*q^8*t^13 + 326*q^7*t^14 - 64*q^6*t^15 + 7*q^5*t^16 + 6*q^13*t^7 - 99*q^12*t^8 + 472*q^11*t^9 - 1055*q^10*t^10 + 1242*q^9*t^11 - 663*q^8*t^12 - 127*q^7*t^13 + 318*q^6*t^14 - 147*q^5*t^15 + 24*q^4*t^16 - q^3*t^17 - 69*q^12*t^7 + 410*q^11*t^8 - 1112*q^10*t^9 + 1702*q^9*t^10 - 1319*q^8*t^11 + 179*q^7*t^12 + 581*q^6*t^13 - 439*q^5*t^14 + 127*q^4*t^15 - 12*q^3*t^16 - 68*q^12*t^6 + 542*q^11*t^7 - 1638*q^10*t^8 + 2724*q^9*t^9 - 2726*q^8*t^10 + 1519*q^7*t^11 - 228*q^6*t^12 - 216*q^5*t^13 + 115*q^4*t^14 - 18*q^3*t^15 - 21*q^12*t^5 + 301*q^11*t^6 - 1333*q^10*t^7 + 2648*q^9*t^8 - 2758*q^8*t^9 + 1048*q^7*t^10 + 652*q^6*t^11 - 968*q^5*t^12 + 384*q^4*t^13 - 49*q^3*t^14 + 75*q^11*t^5 - 503*q^10*t^6 + 1331*q^9*t^7 - 1421*q^8*t^8 - 78*q^7*t^9 + 2132*q^6*t^10 - 2543*q^5*t^11 + 1420*q^4*t^12 - 354*q^3*t^13 + 27*q^2*t^14 + 72*q^11*t^4 - 510*q^10*t^5 + 1388*q^9*t^6 - 1846*q^8*t^7 + 874*q^7*t^8 + 874*q^6*t^9 - 1846*q^5*t^10 + 1388*q^4*t^11 - 510*q^3*t^12 + 72*q^2*t^13 + 27*q^11*t^3 - 354*q^10*t^4 + 1420*q^9*t^5 - 2543*q^8*t^6 + 2132*q^7*t^7 - 78*q^6*t^8 - 1421*q^5*t^9 + 1331*q^4*t^10 - 503*q^3*t^11 + 75*q^2*t^12 - 49*q^10*t^3 + 384*q^9*t^4 - 968*q^8*t^5 + 652*q^7*t^6 + 1048*q^6*t^7 - 2758*q^5*t^8 + 2648*q^4*t^9 - 1333*q^3*t^10 + 301*q^2*t^11 - 21*q*t^12 - 18*q^10*t^2 + 115*q^9*t^3 - 216*q^8*t^4 - 228*q^7*t^5 + 1519*q^6*t^6 - 2726*q^5*t^7 + 2724*q^4*t^8 - 1638*q^3*t^9 + 542*q^2*t^10 - 68*q*t^11 - 12*q^10*t + 127*q^9*t^2 - 439*q^8*t^3 + 581*q^7*t^4 + 179*q^6*t^5 - 1319*q^5*t^6 + 1702*q^4*t^7 - 1112*q^3*t^8 + 410*q^2*t^9 - 69*q*t^10 - q^10 + 24*q^9*t - 147*q^8*t^2 + 318*q^7*t^3 - 127*q^6*t^4 - 663*q^5*t^5 + 1242*q^4*t^6 - 1055*q^3*t^7 + 472*q^2*t^8 - 99*q*t^9 + 6*t^10 + 7*q^8*t - 64*q^7*t^2 + 326*q^6*t^3 - 784*q^5*t^4 + 1149*q^4*t^5 - 1014*q^3*t^6 + 564*q^2*t^7 - 175*q*t^8 + 21*t^9 - 23*q^7*t + 135*q^6*t^2 - 450*q^5*t^3 + 686*q^4*t^4 - 645*q^3*t^5 + 353*q^2*t^6 - 126*q*t^7 + 22*t^8 + 16*q^6*t - 56*q^5*t^2 + 178*q^4*t^3 - 201*q^3*t^4 + 135*q^2*t^5 - 40*q*t^6 + 6*t^7 - 6*q^5*t + 6*q^4*t^2 - 26*q^3*t^3 + 19*q^2*t^4 - 7*q*t^5 + q^4*t + q^3*t^2)/((q*t^2 - 1)^3*(q*t - 1)*(t^2 - q)*(q - t)^3*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [2, 5], [3, 6], [4, 6], [5, 6]]

[0656] 'FK`zo'

Zeta functions

ask[-]:

(q^5*t - 3*q^4*t^2 + q^5 + q^4*t + 2*q^3*t^2 - 6*q^3*t + 6*q^2*t^2 - 2*q^2*t - q*t^2 - t^3 + 3*q*t - t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

-(q^8*t^8 + 2*q^7*t^9 + q^6*t^10 - q^9*t^6 - 7*q^7*t^8 - 8*q^6*t^9 - 4*q^5*t^10 + q^10*t^4 - 5*q^9*t^5 + 11*q^8*t^6 - 23*q^7*t^7 + 37*q^6*t^8 + 7*q^4*t^10 + 2*q^10*t^3 - 16*q^9*t^4 + 59*q^8*t^5 - 59*q^7*t^6 + 73*q^6*t^7 - 44*q^5*t^8 + 4*q^4*t^9 + q^3*t^10 + 5*q^10*t^2 - 24*q^9*t^3 + 61*q^8*t^4 - 111*q^7*t^5 + 9*q^6*t^6 + 20*q^5*t^7 - 57*q^4*t^8 + 23*q^3*t^9 - 14*q^2*t^10 + 2*q^10*t - 22*q^9*t^2 + 22*q^8*t^3 + 11*q^7*t^4 - 71*q^6*t^5 + 182*q^5*t^6 - 149*q^4*t^7 + 75*q^3*t^8 + 3*q^2*t^9 + 2*q*t^10 + t^11 + q^10 + 2*q^9*t + 3*q^8*t^2 + 75*q^7*t^3 - 149*q^6*t^4 + 182*q^5*t^5 - 71*q^4*t^6 + 11*q^3*t^7 + 22*q^2*t^8 - 22*q*t^9 + 2*t^10 - 14*q^8*t + 23*q^7*t^2 - 57*q^6*t^3 + 20*q^5*t^4 + 9*q^4*t^5 - 111*q^3*t^6 + 61*q^2*t^7 - 24*q*t^8 + 5*t^9 + q^7*t + 4*q^6*t^2 - 44*q^5*t^3 + 73*q^4*t^4 - 59*q^3*t^5 + 59*q^2*t^6 - 16*q*t^7 + 2*t^8 + 7*q^6*t + 37*q^4*t^3 - 23*q^3*t^4 + 11*q^2*t^5 - 5*q*t^6 + t^7 - 4*q^5*t - 8*q^4*t^2 - 7*q^3*t^3 - q*t^5 + q^4*t + 2*q^3*t^2 + q^2*t^3)/((t^2 - q)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0657] 'FK`zw'

Zeta functions

ask[-]:

(q^5*t - 2*q^4*t^2 + q^5 + q^3*t^2 - 5*q^3*t + 5*q^2*t^2 - q^2*t - t^3 + 2*q*t - t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^13*t^11 + q^15*t^8 - 3*q^14*t^9 - q^13*t^10 - 3*q^12*t^11 - 4*q^11*t^12 - 10*q^10*t^13 + 2*q^9*t^14 + 2*q^8*t^15 + 3*q^16*t^6 - 6*q^15*t^7 - 16*q^13*t^9 + 12*q^12*t^10 + 36*q^11*t^11 + 8*q^10*t^12 + 22*q^9*t^13 - 11*q^8*t^14 + 2*q^6*t^16 - 2*q^17*t^4 + 4*q^16*t^5 - 36*q^15*t^6 + 88*q^14*t^7 + q^13*t^8 - 28*q^12*t^9 + 19*q^11*t^10 - 71*q^10*t^11 - 38*q^9*t^12 + 2*q^8*t^13 + 31*q^7*t^14 - 23*q^6*t^15 - 11*q^5*t^16 - q^17*t^3 + 28*q^16*t^4 - 48*q^15*t^5 + 81*q^14*t^6 - 97*q^13*t^7 - 154*q^12*t^8 + 118*q^11*t^9 + 20*q^10*t^10 - 25*q^9*t^11 + 34*q^8*t^12 - 32*q^7*t^13 - 3*q^6*t^14 + 35*q^5*t^15 + 22*q^4*t^16 - 5*q^17*t^2 + 14*q^16*t^3 - 72*q^15*t^4 - 42*q^14*t^5 + 139*q^13*t^6 - 64*q^12*t^7 + 117*q^11*t^8 + 149*q^10*t^9 - 49*q^9*t^10 - 36*q^8*t^11 + 26*q^7*t^12 + 122*q^6*t^13 - 94*q^5*t^14 - 17*q^4*t^15 - 12*q^3*t^16 - q^17*t + 17*q^16*t^2 + 25*q^15*t^3 - 37*q^14*t^4 + 307*q^13*t^5 - 212*q^12*t^6 - 230*q^11*t^7 + 141*q^10*t^8 - 95*q^9*t^9 - 155*q^8*t^10 + 81*q^7*t^11 + 97*q^6*t^12 - 191*q^5*t^13 + 36*q^4*t^14 + 32*q^3*t^15 - 13*q^2*t^16 - q^17 - 6*q^16*t + 13*q^15*t^2 - 97*q^14*t^3 + 36*q^13*t^4 - 82*q^12*t^5 - 91*q^11*t^6 + 199*q^10*t^7 + 129*q^9*t^8 - 129*q^8*t^9 - 199*q^7*t^10 + 91*q^6*t^11 + 82*q^5*t^12 - 36*q^4*t^13 + 97*q^3*t^14 - 13*q^2*t^15 + 6*q*t^16 + t^17 + 13*q^15*t - 32*q^14*t^2 - 36*q^13*t^3 + 191*q^12*t^4 - 97*q^11*t^5 - 81*q^10*t^6 + 155*q^9*t^7 + 95*q^8*t^8 - 141*q^7*t^9 + 230*q^6*t^10 + 212*q^5*t^11 - 307*q^4*t^12 + 37*q^3*t^13 - 25*q^2*t^14 - 17*q*t^15 + t^16 + 12*q^14*t + 17*q^13*t^2 + 94*q^12*t^3 - 122*q^11*t^4 - 26*q^10*t^5 + 36*q^9*t^6 + 49*q^8*t^7 - 149*q^7*t^8 - 117*q^6*t^9 + 64*q^5*t^10 - 139*q^4*t^11 + 42*q^3*t^12 + 72*q^2*t^13 - 14*q*t^14 + 5*t^15 - 22*q^13*t - 35*q^12*t^2 + 3*q^11*t^3 + 32*q^10*t^4 - 34*q^9*t^5 + 25*q^8*t^6 - 20*q^7*t^7 - 118*q^6*t^8 + 154*q^5*t^9 + 97*q^4*t^10 - 81*q^3*t^11 + 48*q^2*t^12 - 28*q*t^13 + t^14 + 11*q^12*t + 23*q^11*t^2 - 31*q^10*t^3 - 2*q^9*t^4 + 38*q^8*t^5 + 71*q^7*t^6 - 19*q^6*t^7 + 28*q^5*t^8 - q^4*t^9 - 88*q^3*t^10 + 36*q^2*t^11 - 4*q*t^12 + 2*t^13 - 2*q^11*t + 11*q^9*t^3 - 22*q^8*t^4 - 8*q^7*t^5 - 36*q^6*t^6 - 12*q^5*t^7 + 16*q^4*t^8 + 6*q^2*t^10 - 3*q*t^11 - 2*q^9*t^2 - 2*q^8*t^3 + 10*q^7*t^4 + 4*q^6*t^5 + 3*q^5*t^6 + q^4*t^7 + 3*q^3*t^8 - q^2*t^9 - 2*q^4*t^6)/((q^3 - t^2)*(q^2 - t)*(t^2 - q)*(q + t)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0658] 'FK`~o'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^5*t^3 - q^7 - q^6*t - q^4*t^3 + 4*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - q^3*t - q*t^3 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^21*t^12 + 2*q^20*t^13 + 2*q^19*t^14 - 4*q^22*t^10 - 8*q^21*t^11 - 13*q^20*t^12 - 9*q^19*t^13 - 22*q^18*t^14 - 15*q^17*t^15 - 2*q^16*t^16 + 2*q^15*t^17 - q^14*t^18 - q^24*t^7 + 2*q^23*t^8 + 16*q^22*t^9 + 13*q^21*t^10 + 15*q^20*t^11 + 63*q^19*t^12 + 72*q^18*t^13 + 83*q^17*t^14 + 67*q^16*t^15 + 27*q^15*t^16 + 14*q^14*t^17 + 10*q^13*t^18 - 3*q^12*t^19 + q^24*t^6 - 5*q^23*t^7 + 5*q^22*t^8 - 20*q^21*t^9 - 56*q^20*t^10 - 32*q^19*t^11 - 85*q^18*t^12 - 250*q^17*t^13 - 259*q^16*t^14 - 164*q^15*t^15 - 84*q^14*t^16 - 102*q^13*t^17 - 56*q^12*t^18 + 3*q^11*t^19 - 2*q^10*t^20 + 2*q^9*t^21 + 4*q^24*t^5 - 10*q^23*t^6 - 33*q^22*t^7 + 15*q^21*t^8 - 31*q^20*t^9 - 90*q^19*t^10 + 112*q^18*t^11 + 142*q^17*t^12 + 251*q^16*t^13 + 434*q^15*t^14 + 400*q^14*t^15 + 189*q^13*t^16 + 230*q^12*t^17 + 138*q^11*t^18 + 37*q^10*t^19 + 22*q^9*t^20 - 10*q^8*t^21 - 5*q^24*t^4 + 19*q^23*t^5 - 26*q^22*t^6 + 123*q^21*t^7 + 210*q^20*t^8 - 14*q^19*t^9 + 315*q^18*t^10 + 401*q^17*t^11 - 137*q^16*t^12 - 241*q^15*t^13 - 226*q^14*t^14 - 336*q^13*t^15 - 411*q^12*t^16 - 380*q^11*t^17 - 131*q^10*t^18 - 118*q^9*t^19 - 67*q^8*t^20 + 18*q^7*t^21 - 2*q^6*t^22 + q^25*t^2 - 7*q^24*t^3 + 50*q^23*t^4 - 37*q^22*t^5 - 93*q^21*t^6 + 69*q^20*t^7 - 379*q^19*t^8 - 647*q^18*t^9 - 357*q^17*t^10 - 656*q^16*t^11 - 749*q^15*t^12 - 307*q^14*t^13 + 235*q^13*t^14 - 185*q^12*t^15 + 106*q^11*t^16 + 415*q^10*t^17 + 153*q^9*t^18 + 155*q^8*t^19 + 48*q^7*t^20 - 8*q^6*t^21 + 9*q^5*t^22 - 10*q^24*t^2 - 10*q^23*t^3 - 7*q^22*t^4 - 162*q^21*t^5 + 52*q^20*t^6 + 178*q^19*t^7 - 158*q^18*t^8 + 633*q^17*t^9 + 1456*q^16*t^10 + 625*q^15*t^11 + 530*q^14*t^12 + 1418*q^13*t^13 + 564*q^12*t^14 + 311*q^11*t^15 + 349*q^10*t^16 + 133*q^9*t^17 - 134*q^8*t^18 - 190*q^7*t^19 + 40*q^6*t^20 + 16*q^5*t^21 - 18*q^4*t^22 + q^25 + 4*q^24*t - 6*q^23*t^2 + 108*q^22*t^3 + q^21*t^4 + 20*q^20*t^5 + 585*q^19*t^6 + 144*q^18*t^7 - 245*q^17*t^8 + 261*q^16*t^9 - 495*q^15*t^10 - 1332*q^14*t^11 - 785*q^13*t^12 - 137*q^12*t^13 - 1217*q^11*t^14 - 1259*q^10*t^15 - 242*q^9*t^16 - 366*q^8*t^17 - 219*q^7*t^18 + 95*q^6*t^19 - 30*q^5*t^20 - 46*q^4*t^21 + 12*q^3*t^22 - 10*q^23*t - 59*q^21*t^3 - 165*q^20*t^4 - 21*q^19*t^5 - 304*q^18*t^6 - 964*q^17*t^7 - 813*q^16*t^8 + 286*q^15*t^9 - 333*q^14*t^10 - 1067*q^13*t^11 + 1067*q^12*t^12 + 333*q^11*t^13 - 286*q^10*t^14 + 813*q^9*t^15 + 964*q^8*t^16 + 304*q^7*t^17 + 21*q^6*t^18 + 165*q^5*t^19 + 59*q^4*t^20 + 10*q^2*t^22 - 12*q^22*t + 46*q^21*t^2 + 30*q^20*t^3 - 95*q^19*t^4 + 219*q^18*t^5 + 366*q^17*t^6 + 242*q^16*t^7 + 1259*q^15*t^8 + 1217*q^14*t^9 + 137*q^13*t^10 + 785*q^12*t^11 + 1332*q^11*t^12 + 495*q^10*t^13 - 261*q^9*t^14 + 245*q^8*t^15 - 144*q^7*t^16 - 585*q^6*t^17 - 20*q^5*t^18 - q^4*t^19 - 108*q^3*t^20 + 6*q^2*t^21 - 4*q*t^22 - t^23 + 18*q^21*t - 16*q^20*t^2 - 40*q^19*t^3 + 190*q^18*t^4 + 134*q^17*t^5 - 133*q^16*t^6 - 349*q^15*t^7 - 311*q^14*t^8 - 564*q^13*t^9 - 1418*q^12*t^10 - 530*q^11*t^11 - 625*q^10*t^12 - 1456*q^9*t^13 - 633*q^8*t^14 + 158*q^7*t^15 - 178*q^6*t^16 - 52*q^5*t^17 + 162*q^4*t^18 + 7*q^3*t^19 + 10*q^2*t^20 + 10*q*t^21 - 9*q^20*t + 8*q^19*t^2 - 48*q^18*t^3 - 155*q^17*t^4 - 153*q^16*t^5 - 415*q^15*t^6 - 106*q^14*t^7 + 185*q^13*t^8 - 235*q^12*t^9 + 307*q^11*t^10 + 749*q^10*t^11 + 656*q^9*t^12 + 357*q^8*t^13 + 647*q^7*t^14 + 379*q^6*t^15 - 69*q^5*t^16 + 93*q^4*t^17 + 37*q^3*t^18 - 50*q^2*t^19 + 7*q*t^20 - t^21 + 2*q^19*t - 18*q^18*t^2 + 67*q^17*t^3 + 118*q^16*t^4 + 131*q^15*t^5 + 380*q^14*t^6 + 411*q^13*t^7 + 336*q^12*t^8 + 226*q^11*t^9 + 241*q^10*t^10 + 137*q^9*t^11 - 401*q^8*t^12 - 315*q^7*t^13 + 14*q^6*t^14 - 210*q^5*t^15 - 123*q^4*t^16 + 26*q^3*t^17 - 19*q^2*t^18 + 5*q*t^19 + 10*q^17*t^2 - 22*q^16*t^3 - 37*q^15*t^4 - 138*q^14*t^5 - 230*q^13*t^6 - 189*q^12*t^7 - 400*q^11*t^8 - 434*q^10*t^9 - 251*q^9*t^10 - 142*q^8*t^11 - 112*q^7*t^12 + 90*q^6*t^13 + 31*q^5*t^14 - 15*q^4*t^15 + 33*q^3*t^16 + 10*q^2*t^17 - 4*q*t^18 - 2*q^16*t^2 + 2*q^15*t^3 - 3*q^14*t^4 + 56*q^13*t^5 + 102*q^12*t^6 + 84*q^11*t^7 + 164*q^10*t^8 + 259*q^9*t^9 + 250*q^8*t^10 + 85*q^7*t^11 + 32*q^6*t^12 + 56*q^5*t^13 + 20*q^4*t^14 - 5*q^3*t^15 + 5*q^2*t^16 - q*t^17 + 3*q^13*t^4 - 10*q^12*t^5 - 14*q^11*t^6 - 27*q^10*t^7 - 67*q^9*t^8 - 83*q^8*t^9 - 72*q^7*t^10 - 63*q^6*t^11 - 15*q^5*t^12 - 13*q^4*t^13 - 16*q^3*t^14 - 2*q^2*t^15 + q*t^16 + q^11*t^5 - 2*q^10*t^6 + 2*q^9*t^7 + 15*q^8*t^8 + 22*q^7*t^9 + 9*q^6*t^10 + 13*q^5*t^11 + 8*q^4*t^12 + 4*q^3*t^13 - 2*q^6*t^9 - 2*q^5*t^10 - 2*q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0659] 'FK`~w'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^23*t^11 - q^26*t^7 - 2*q^25*t^8 + q^24*t^9 + q^23*t^10 - 11*q^22*t^11 - 3*q^21*t^12 - q^19*t^14 + q^26*t^6 + 8*q^24*t^8 + 6*q^23*t^9 - 6*q^22*t^10 + 15*q^21*t^11 + 24*q^20*t^12 + q^19*t^13 + q^18*t^14 + 4*q^26*t^5 + 4*q^25*t^6 - 11*q^24*t^7 - q^23*t^8 + 9*q^22*t^9 - 28*q^21*t^10 - 24*q^20*t^11 - 29*q^19*t^12 + 7*q^18*t^13 + 6*q^17*t^14 - 3*q^16*t^15 - 5*q^26*t^4 + 5*q^25*t^5 - 38*q^24*t^6 - 8*q^23*t^7 + 52*q^22*t^8 - 56*q^21*t^9 + 20*q^20*t^10 + 94*q^19*t^11 - 25*q^18*t^12 - 50*q^17*t^13 - 14*q^16*t^14 + 14*q^15*t^15 + 3*q^14*t^16 + q^27*t^2 - 7*q^26*t^3 + 20*q^25*t^4 - 4*q^24*t^5 - 26*q^23*t^6 + 90*q^22*t^7 - 3*q^21*t^8 - 33*q^20*t^9 + 72*q^19*t^10 - 69*q^18*t^11 + 82*q^17*t^12 + 87*q^16*t^13 - 39*q^15*t^14 - 27*q^14*t^15 - 3*q^13*t^16 + q^12*t^17 - 6*q^26*t^2 - q^25*t^3 + 50*q^24*t^4 - 20*q^23*t^5 + 25*q^22*t^6 + 52*q^21*t^7 - 194*q^20*t^8 - 93*q^19*t^9 + 25*q^18*t^10 - 24*q^17*t^11 - 93*q^16*t^12 - 44*q^15*t^13 + 127*q^14*t^14 + 32*q^13*t^15 - 17*q^12*t^16 - 2*q^11*t^17 - q^10*t^18 + q^27 + 4*q^26*t - 10*q^25*t^2 + 33*q^24*t^3 - 67*q^23*t^4 - 167*q^22*t^5 + 131*q^21*t^6 + 73*q^20*t^7 + 20*q^19*t^8 + 239*q^18*t^9 - 90*q^17*t^10 - 26*q^16*t^11 + 38*q^15*t^12 - 87*q^14*t^13 - 65*q^13*t^14 + 29*q^12*t^15 + 34*q^11*t^16 - 6*q^10*t^17 + 4*q^9*t^18 - 6*q^25*t + 13*q^23*t^3 - 18*q^22*t^4 + 117*q^21*t^5 + 10*q^20*t^6 - 222*q^19*t^7 + 8*q^18*t^8 + 37*q^17*t^9 + 220*q^16*t^10 + 108*q^15*t^11 - 198*q^14*t^12 + 120*q^13*t^13 - 33*q^12*t^14 - 141*q^11*t^15 + 8*q^10*t^16 + 19*q^9*t^17 - 13*q^8*t^18 - q^7*t^19 - 11*q^24*t + 33*q^23*t^2 + 41*q^22*t^3 - 74*q^21*t^4 + q^20*t^5 + 78*q^19*t^6 - 71*q^18*t^7 - 167*q^17*t^8 - 208*q^16*t^9 + 4*q^15*t^10 - 29*q^14*t^11 + 122*q^13*t^12 + 111*q^12*t^13 + 61*q^11*t^14 + 73*q^10*t^15 - 83*q^9*t^16 - 22*q^8*t^17 + 32*q^7*t^18 + 5*q^6*t^19 + 5*q^23*t - 25*q^22*t^2 - 83*q^21*t^3 + 80*q^20*t^4 + 102*q^19*t^5 - 48*q^18*t^6 + 188*q^17*t^7 + 52*q^16*t^8 + 83*q^15*t^9 + 42*q^14*t^10 - 415*q^13*t^11 + 37*q^12*t^12 + 113*q^11*t^13 - 82*q^10*t^14 + 53*q^9*t^15 + 113*q^8*t^16 - 16*q^7*t^17 - 37*q^6*t^18 - 6*q^5*t^19 + 6*q^22*t + 37*q^21*t^2 + 16*q^20*t^3 - 113*q^19*t^4 - 53*q^18*t^5 + 82*q^17*t^6 - 113*q^16*t^7 - 37*q^15*t^8 + 415*q^14*t^9 - 42*q^13*t^10 - 83*q^12*t^11 - 52*q^11*t^12 - 188*q^10*t^13 + 48*q^9*t^14 - 102*q^8*t^15 - 80*q^7*t^16 + 83*q^6*t^17 + 25*q^5*t^18 - 5*q^4*t^19 - 5*q^21*t - 32*q^20*t^2 + 22*q^19*t^3 + 83*q^18*t^4 - 73*q^17*t^5 - 61*q^16*t^6 - 111*q^15*t^7 - 122*q^14*t^8 + 29*q^13*t^9 - 4*q^12*t^10 + 208*q^11*t^11 + 167*q^10*t^12 + 71*q^9*t^13 - 78*q^8*t^14 - q^7*t^15 + 74*q^6*t^16 - 41*q^5*t^17 - 33*q^4*t^18 + 11*q^3*t^19 + q^20*t + 13*q^19*t^2 - 19*q^18*t^3 - 8*q^17*t^4 + 141*q^16*t^5 + 33*q^15*t^6 - 120*q^14*t^7 + 198*q^13*t^8 - 108*q^12*t^9 - 220*q^11*t^10 - 37*q^10*t^11 - 8*q^9*t^12 + 222*q^8*t^13 - 10*q^7*t^14 - 117*q^6*t^15 + 18*q^5*t^16 - 13*q^4*t^17 + 6*q^2*t^19 - 4*q^18*t^2 + 6*q^17*t^3 - 34*q^16*t^4 - 29*q^15*t^5 + 65*q^14*t^6 + 87*q^13*t^7 - 38*q^12*t^8 + 26*q^11*t^9 + 90*q^10*t^10 - 239*q^9*t^11 - 20*q^8*t^12 - 73*q^7*t^13 - 131*q^6*t^14 + 167*q^5*t^15 + 67*q^4*t^16 - 33*q^3*t^17 + 10*q^2*t^18 - 4*q*t^19 - t^20 + q^17*t^2 + 2*q^16*t^3 + 17*q^15*t^4 - 32*q^14*t^5 - 127*q^13*t^6 + 44*q^12*t^7 + 93*q^11*t^8 + 24*q^10*t^9 - 25*q^9*t^10 + 93*q^8*t^11 + 194*q^7*t^12 - 52*q^6*t^13 - 25*q^5*t^14 + 20*q^4*t^15 - 50*q^3*t^16 + q^2*t^17 + 6*q*t^18 - q^15*t^3 + 3*q^14*t^4 + 27*q^13*t^5 + 39*q^12*t^6 - 87*q^11*t^7 - 82*q^10*t^8 + 69*q^9*t^9 - 72*q^8*t^10 + 33*q^7*t^11 + 3*q^6*t^12 - 90*q^5*t^13 + 26*q^4*t^14 + 4*q^3*t^15 - 20*q^2*t^16 + 7*q*t^17 - t^18 - 3*q^13*t^4 - 14*q^12*t^5 + 14*q^11*t^6 + 50*q^10*t^7 + 25*q^9*t^8 - 94*q^8*t^9 - 20*q^7*t^10 + 56*q^6*t^11 - 52*q^5*t^12 + 8*q^4*t^13 + 38*q^3*t^14 - 5*q^2*t^15 + 5*q*t^16 + 3*q^11*t^5 - 6*q^10*t^6 - 7*q^9*t^7 + 29*q^8*t^8 + 24*q^7*t^9 + 28*q^6*t^10 - 9*q^5*t^11 + q^4*t^12 + 11*q^3*t^13 - 4*q^2*t^14 - 4*q*t^15 - q^9*t^6 - q^8*t^7 - 24*q^7*t^8 - 15*q^6*t^9 + 6*q^5*t^10 - 6*q^4*t^11 - 8*q^3*t^12 - q*t^14 + q^8*t^6 + 3*q^6*t^8 + 11*q^5*t^9 - q^4*t^10 - q^3*t^11 + 2*q^2*t^12 + q*t^13 - 2*q^4*t^9)/((q^5 - t^2)*(q^3 - t)*(q^2 + t)*(q^2 - t)^3*(t^2 - q)^2*(q + t)*(q - t)*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0660] 'FKdjg'

Zeta functions

ask[-]:

-(q^5*t^3 + q^6*t - 4*q^5*t^2 + q^6 - q^5*t + 3*q^4*t^2 - 5*q^4*t + 8*q^3*t^2 - 5*q^2*t^3 + 3*q^2*t^2 - q*t^3 + t^4 - 4*q*t^2 + t^3 + q*t)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

-(3*q^26*t^7 + 11*q^25*t^8 + q^24*t^9 - 32*q^23*t^10 - 33*q^22*t^11 - 17*q^21*t^12 - 3*q^20*t^13 - 4*q^28*t^4 - 18*q^27*t^5 - 6*q^26*t^6 + 71*q^25*t^7 + 29*q^24*t^8 - 121*q^23*t^9 + 114*q^22*t^10 + 379*q^21*t^11 + 307*q^20*t^12 + 103*q^19*t^13 + 44*q^18*t^14 + 14*q^17*t^15 - 2*q^16*t^16 - 3*q^28*t^3 - 30*q^27*t^4 + 34*q^26*t^5 + 253*q^25*t^6 - 142*q^24*t^7 - 890*q^23*t^8 - 196*q^22*t^9 + 183*q^21*t^10 - 870*q^20*t^11 - 1702*q^19*t^12 - 1245*q^18*t^13 - 588*q^17*t^14 - 165*q^16*t^15 - 18*q^15*t^16 - 9*q^14*t^17 - 2*q^13*t^18 + 6*q^28*t^2 + 3*q^27*t^3 + 95*q^26*t^4 + 251*q^25*t^5 - 492*q^24*t^6 - 860*q^23*t^7 + 1952*q^22*t^8 + 3379*q^21*t^9 + 1351*q^20*t^10 + 446*q^19*t^11 + 2897*q^18*t^12 + 4540*q^17*t^13 + 3595*q^16*t^14 + 1575*q^15*t^15 + 296*q^14*t^16 + 44*q^13*t^17 + 26*q^12*t^18 + 6*q^11*t^19 + q^29 + 13*q^28*t + 43*q^27*t^2 - 41*q^26*t^3 - 191*q^25*t^4 - 491*q^24*t^5 - 145*q^23*t^6 + 1748*q^22*t^7 + 170*q^21*t^8 - 6012*q^20*t^9 - 8821*q^19*t^10 - 4506*q^18*t^11 - 2055*q^17*t^12 - 5726*q^16*t^13 - 8857*q^15*t^14 - 6753*q^14*t^15 - 2416*q^13*t^16 - 446*q^12*t^17 - 84*q^11*t^18 - 18*q^10*t^19 - 3*q^9*t^20 - 10*q^27*t - 296*q^26*t^2 - 349*q^25*t^3 + 491*q^24*t^4 + 783*q^23*t^5 - 246*q^22*t^6 - 1366*q^21*t^7 - 2185*q^20*t^8 + 1571*q^19*t^9 + 11769*q^18*t^10 + 16160*q^17*t^11 + 8481*q^16*t^12 + 3351*q^15*t^13 + 8132*q^14*t^14 + 12431*q^13*t^15 + 8082*q^12*t^16 + 2772*q^11*t^17 + 513*q^10*t^18 - 8*q^9*t^19 - 3*q^8*t^20 - 3*q^7*t^21 - 60*q^26*t + 428*q^25*t^2 + 1598*q^24*t^3 + 992*q^23*t^4 - 1626*q^22*t^5 + 335*q^21*t^6 + 4057*q^20*t^7 + 4084*q^19*t^8 + 2742*q^18*t^9 - 3293*q^17*t^10 - 16287*q^16*t^11 - 20325*q^15*t^12 - 10023*q^14*t^13 - 2956*q^13*t^14 - 8684*q^12*t^15 - 11404*q^11*t^16 - 7221*q^10*t^17 - 2388*q^9*t^18 - 116*q^8*t^19 + 53*q^7*t^20 + 24*q^6*t^21 + 101*q^25*t - 151*q^24*t^2 - 2002*q^23*t^3 - 4534*q^22*t^4 - 1873*q^21*t^5 + 795*q^20*t^6 - 3963*q^19*t^7 - 10275*q^18*t^8 - 9682*q^17*t^9 - 3829*q^16*t^10 + 4347*q^15*t^11 + 15154*q^14*t^12 + 17853*q^13*t^13 + 7376*q^12*t^14 + 1858*q^11*t^15 + 5213*q^10*t^16 + 7786*q^9*t^17 + 5039*q^8*t^18 + 958*q^7*t^19 - 70*q^6*t^20 - 71*q^5*t^21 - 71*q^24*t - 70*q^23*t^2 + 958*q^22*t^3 + 5039*q^21*t^4 + 7786*q^20*t^5 + 5213*q^19*t^6 + 1858*q^18*t^7 + 7376*q^17*t^8 + 17853*q^16*t^9 + 15154*q^15*t^10 + 4347*q^14*t^11 - 3829*q^13*t^12 - 9682*q^12*t^13 - 10275*q^11*t^14 - 3963*q^10*t^15 + 795*q^9*t^16 - 1873*q^8*t^17 - 4534*q^7*t^18 - 2002*q^6*t^19 - 151*q^5*t^20 + 101*q^4*t^21 + 24*q^23*t + 53*q^22*t^2 - 116*q^21*t^3 - 2388*q^20*t^4 - 7221*q^19*t^5 - 11404*q^18*t^6 - 8684*q^17*t^7 - 2956*q^16*t^8 - 10023*q^15*t^9 - 20325*q^14*t^10 - 16287*q^13*t^11 - 3293*q^12*t^12 + 2742*q^11*t^13 + 4084*q^10*t^14 + 4057*q^9*t^15 + 335*q^8*t^16 - 1626*q^7*t^17 + 992*q^6*t^18 + 1598*q^5*t^19 + 428*q^4*t^20 - 60*q^3*t^21 - 3*q^22*t - 3*q^21*t^2 - 8*q^20*t^3 + 513*q^19*t^4 + 2772*q^18*t^5 + 8082*q^17*t^6 + 12431*q^16*t^7 + 8132*q^15*t^8 + 3351*q^14*t^9 + 8481*q^13*t^10 + 16160*q^12*t^11 + 11769*q^11*t^12 + 1571*q^10*t^13 - 2185*q^9*t^14 - 1366*q^8*t^15 - 246*q^7*t^16 + 783*q^6*t^17 + 491*q^5*t^18 - 349*q^4*t^19 - 296*q^3*t^20 - 10*q^2*t^21 - 3*q^20*t^2 - 18*q^19*t^3 - 84*q^18*t^4 - 446*q^17*t^5 - 2416*q^16*t^6 - 6753*q^15*t^7 - 8857*q^14*t^8 - 5726*q^13*t^9 - 2055*q^12*t^10 - 4506*q^11*t^11 - 8821*q^10*t^12 - 6012*q^9*t^13 + 170*q^8*t^14 + 1748*q^7*t^15 - 145*q^6*t^16 - 491*q^5*t^17 - 191*q^4*t^18 - 41*q^3*t^19 + 43*q^2*t^20 + 13*q*t^21 + t^22 + 6*q^18*t^3 + 26*q^17*t^4 + 44*q^16*t^5 + 296*q^15*t^6 + 1575*q^14*t^7 + 3595*q^13*t^8 + 4540*q^12*t^9 + 2897*q^11*t^10 + 446*q^10*t^11 + 1351*q^9*t^12 + 3379*q^8*t^13 + 1952*q^7*t^14 - 860*q^6*t^15 - 492*q^5*t^16 + 251*q^4*t^17 + 95*q^3*t^18 + 3*q^2*t^19 + 6*q*t^20 - 2*q^16*t^4 - 9*q^15*t^5 - 18*q^14*t^6 - 165*q^13*t^7 - 588*q^12*t^8 - 1245*q^11*t^9 - 1702*q^10*t^10 - 870*q^9*t^11 + 183*q^8*t^12 - 196*q^7*t^13 - 890*q^6*t^14 - 142*q^5*t^15 + 253*q^4*t^16 + 34*q^3*t^17 - 30*q^2*t^18 - 3*q*t^19 - 2*q^13*t^6 + 14*q^12*t^7 + 44*q^11*t^8 + 103*q^10*t^9 + 307*q^9*t^10 + 379*q^8*t^11 + 114*q^7*t^12 - 121*q^6*t^13 + 29*q^5*t^14 + 71*q^4*t^15 - 6*q^3*t^16 - 18*q^2*t^17 - 4*q*t^18 - 3*q^9*t^9 - 17*q^8*t^10 - 33*q^7*t^11 - 32*q^6*t^12 + q^5*t^13 + 11*q^4*t^14 + 3*q^3*t^15)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0661] 'FKdzw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^5*t + 3*q^4*t - 2*q^3*t^2 + 2*q^3*t - 3*q^2*t^2 + q*t^2 + t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

-(q^20*t^7 + 3*q^19*t^8 + 7*q^18*t^9 - q^17*t^10 - 2*q^15*t^12 - 2*q^22*t^4 - 8*q^21*t^5 - 4*q^20*t^6 + 8*q^19*t^7 + 5*q^18*t^8 - 67*q^17*t^9 - 25*q^16*t^10 - 11*q^15*t^11 + 24*q^14*t^12 + 6*q^13*t^13 + 2*q^12*t^14 - 3*q^22*t^3 - 12*q^21*t^4 + 19*q^20*t^5 + 103*q^19*t^6 + 55*q^18*t^7 - 187*q^17*t^8 + 83*q^16*t^9 + 203*q^15*t^10 + 188*q^14*t^11 - 89*q^13*t^12 - 70*q^12*t^13 - 18*q^11*t^14 + 2*q^22*t^2 + 12*q^21*t^3 + 37*q^20*t^4 + 83*q^19*t^5 - 200*q^18*t^6 - 508*q^17*t^7 + 242*q^16*t^8 + 331*q^15*t^9 - 89*q^14*t^10 - 639*q^13*t^11 - 86*q^12*t^12 + 162*q^11*t^13 + 95*q^10*t^14 + 31*q^9*t^15 - q^8*t^16 + q^23 + 6*q^22*t + 12*q^21*t^2 - 81*q^20*t^3 - 79*q^19*t^4 - 170*q^18*t^5 + 49*q^17*t^6 + 780*q^16*t^7 + 426*q^15*t^8 - 406*q^14*t^9 - 853*q^13*t^10 + 365*q^12*t^11 + 557*q^11*t^12 + 102*q^10*t^13 - 97*q^9*t^14 - 151*q^8*t^15 - 16*q^7*t^16 - 5*q^6*t^17 + 6*q^21*t - 77*q^20*t^2 + 71*q^19*t^3 + 246*q^18*t^4 + 360*q^17*t^5 - 221*q^16*t^6 - 457*q^15*t^7 - 390*q^14*t^8 - 260*q^13*t^9 + 804*q^12*t^10 + 738*q^11*t^11 - 112*q^10*t^12 - 434*q^9*t^13 - 325*q^8*t^14 + 213*q^7*t^15 + 75*q^6*t^16 + 27*q^5*t^17 - 51*q^20*t + 40*q^19*t^2 + 116*q^18*t^3 + 65*q^17*t^4 - 823*q^16*t^5 - 28*q^15*t^6 + 528*q^14*t^7 - 76*q^13*t^8 - 228*q^12*t^9 + 138*q^11*t^10 - 290*q^10*t^11 - 677*q^9*t^12 - 249*q^8*t^13 + 618*q^7*t^14 - 2*q^6*t^15 - 80*q^5*t^16 - 57*q^4*t^17 + 57*q^19*t + 80*q^18*t^2 + 2*q^17*t^3 - 618*q^16*t^4 + 249*q^15*t^5 + 677*q^14*t^6 + 290*q^13*t^7 - 138*q^12*t^8 + 228*q^11*t^9 + 76*q^10*t^10 - 528*q^9*t^11 + 28*q^8*t^12 + 823*q^7*t^13 - 65*q^6*t^14 - 116*q^5*t^15 - 40*q^4*t^16 + 51*q^3*t^17 - 27*q^18*t - 75*q^17*t^2 - 213*q^16*t^3 + 325*q^15*t^4 + 434*q^14*t^5 + 112*q^13*t^6 - 738*q^12*t^7 - 804*q^11*t^8 + 260*q^10*t^9 + 390*q^9*t^10 + 457*q^8*t^11 + 221*q^7*t^12 - 360*q^6*t^13 - 246*q^5*t^14 - 71*q^4*t^15 + 77*q^3*t^16 - 6*q^2*t^17 + 5*q^17*t + 16*q^16*t^2 + 151*q^15*t^3 + 97*q^14*t^4 - 102*q^13*t^5 - 557*q^12*t^6 - 365*q^11*t^7 + 853*q^10*t^8 + 406*q^9*t^9 - 426*q^8*t^10 - 780*q^7*t^11 - 49*q^6*t^12 + 170*q^5*t^13 + 79*q^4*t^14 + 81*q^3*t^15 - 12*q^2*t^16 - 6*q*t^17 - t^18 + q^15*t^2 - 31*q^14*t^3 - 95*q^13*t^4 - 162*q^12*t^5 + 86*q^11*t^6 + 639*q^10*t^7 + 89*q^9*t^8 - 331*q^8*t^9 - 242*q^7*t^10 + 508*q^6*t^11 + 200*q^5*t^12 - 83*q^4*t^13 - 37*q^3*t^14 - 12*q^2*t^15 - 2*q*t^16 + 18*q^12*t^4 + 70*q^11*t^5 + 89*q^10*t^6 - 188*q^9*t^7 - 203*q^8*t^8 - 83*q^7*t^9 + 187*q^6*t^10 - 55*q^5*t^11 - 103*q^4*t^12 - 19*q^3*t^13 + 12*q^2*t^14 + 3*q*t^15 - 2*q^11*t^4 - 6*q^10*t^5 - 24*q^9*t^6 + 11*q^8*t^7 + 25*q^7*t^8 + 67*q^6*t^9 - 5*q^5*t^10 - 8*q^4*t^11 + 4*q^3*t^12 + 8*q^2*t^13 + 2*q*t^14 + 2*q^8*t^6 + q^6*t^8 - 7*q^5*t^9 - 3*q^4*t^10 - q^3*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0662] 'FKlzw'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^21*t^8 + 4*q^19*t^10 + q^24*t^4 - 9*q^22*t^6 - 9*q^20*t^8 + 8*q^19*t^9 - 38*q^18*t^10 - 15*q^17*t^11 - 9*q^16*t^12 + q^14*t^14 + q^23*t^4 - q^22*t^5 - 3*q^20*t^7 + 97*q^19*t^8 - 42*q^18*t^9 + 28*q^17*t^10 + 73*q^16*t^11 + 124*q^15*t^12 + 41*q^14*t^13 - 12*q^13*t^14 - 5*q^12*t^15 + 2*q^24*t^2 + 9*q^23*t^3 + 10*q^22*t^4 - 72*q^21*t^5 + 15*q^20*t^6 + 235*q^19*t^7 - 146*q^18*t^8 - 172*q^17*t^9 - 32*q^16*t^10 + 38*q^15*t^11 - 275*q^14*t^12 - 296*q^13*t^13 - 45*q^12*t^14 + 20*q^11*t^15 + 9*q^10*t^16 - q^25 - 2*q^24*t - 11*q^23*t^2 + 20*q^22*t^3 - 68*q^21*t^4 + 76*q^20*t^5 + 111*q^19*t^6 - 437*q^18*t^7 - 464*q^17*t^8 + 218*q^16*t^9 + 555*q^15*t^10 + 23*q^14*t^11 + 4*q^13*t^12 + 496*q^12*t^13 + 271*q^11*t^14 + 72*q^10*t^15 - 12*q^9*t^16 - 4*q^8*t^17 - 14*q^23*t + 47*q^22*t^2 - 42*q^21*t^3 - 40*q^20*t^4 - 7*q^19*t^5 + 246*q^18*t^6 + 260*q^17*t^7 + 626*q^16*t^8 + 628*q^15*t^9 - 328*q^14*t^10 - 787*q^13*t^11 - 30*q^12*t^12 - 129*q^11*t^13 - 190*q^10*t^14 - 290*q^9*t^15 - 97*q^8*t^16 - 4*q^7*t^17 - 3*q^6*t^18 + 54*q^22*t + 7*q^21*t^2 - 39*q^20*t^3 - 17*q^19*t^4 + 373*q^18*t^5 - 375*q^17*t^6 - 931*q^16*t^7 - 300*q^15*t^8 - 206*q^14*t^9 - 759*q^13*t^10 + 80*q^12*t^11 + 505*q^11*t^12 + 241*q^10*t^13 - 253*q^9*t^14 + 131*q^8*t^15 + 248*q^7*t^16 + 66*q^6*t^17 + 20*q^5*t^18 - 50*q^21*t - 106*q^20*t^2 - 121*q^19*t^3 + 229*q^18*t^4 - 105*q^17*t^5 - 481*q^16*t^6 + 585*q^15*t^7 + 991*q^14*t^8 - 18*q^13*t^9 - 18*q^12*t^10 + 991*q^11*t^11 + 585*q^10*t^12 - 481*q^9*t^13 - 105*q^8*t^14 + 229*q^7*t^15 - 121*q^6*t^16 - 106*q^5*t^17 - 50*q^4*t^18 + 20*q^20*t + 66*q^19*t^2 + 248*q^18*t^3 + 131*q^17*t^4 - 253*q^16*t^5 + 241*q^15*t^6 + 505*q^14*t^7 + 80*q^13*t^8 - 759*q^12*t^9 - 206*q^11*t^10 - 300*q^10*t^11 - 931*q^9*t^12 - 375*q^8*t^13 + 373*q^7*t^14 - 17*q^6*t^15 - 39*q^5*t^16 + 7*q^4*t^17 + 54*q^3*t^18 - 3*q^19*t - 4*q^18*t^2 - 97*q^17*t^3 - 290*q^16*t^4 - 190*q^15*t^5 - 129*q^14*t^6 - 30*q^13*t^7 - 787*q^12*t^8 - 328*q^11*t^9 + 628*q^10*t^10 + 626*q^9*t^11 + 260*q^8*t^12 + 246*q^7*t^13 - 7*q^6*t^14 - 40*q^5*t^15 - 42*q^4*t^16 + 47*q^3*t^17 - 14*q^2*t^18 - 4*q^17*t^2 - 12*q^16*t^3 + 72*q^15*t^4 + 271*q^14*t^5 + 496*q^13*t^6 + 4*q^12*t^7 + 23*q^11*t^8 + 555*q^10*t^9 + 218*q^9*t^10 - 464*q^8*t^11 - 437*q^7*t^12 + 111*q^6*t^13 + 76*q^5*t^14 - 68*q^4*t^15 + 20*q^3*t^16 - 11*q^2*t^17 - 2*q*t^18 - t^19 + 9*q^15*t^3 + 20*q^14*t^4 - 45*q^13*t^5 - 296*q^12*t^6 - 275*q^11*t^7 + 38*q^10*t^8 - 32*q^9*t^9 - 172*q^8*t^10 - 146*q^7*t^11 + 235*q^6*t^12 + 15*q^5*t^13 - 72*q^4*t^14 + 10*q^3*t^15 + 9*q^2*t^16 + 2*q*t^17 - 5*q^13*t^4 - 12*q^12*t^5 + 41*q^11*t^6 + 124*q^10*t^7 + 73*q^9*t^8 + 28*q^8*t^9 - 42*q^7*t^10 + 97*q^6*t^11 - 3*q^5*t^12 - q^3*t^14 + q^2*t^15 + q^11*t^5 - 9*q^9*t^7 - 15*q^8*t^8 - 38*q^7*t^9 + 8*q^6*t^10 - 9*q^5*t^11 - 9*q^3*t^13 + q*t^15 + 4*q^6*t^9 + 3*q^4*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [1, 2], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0663] 'FKzPw'

Zeta functions

ask[-]:

(q^9 + 4*q^8*t + q^7*t^2 - 6*q^7*t - 12*q^6*t^2 - 7*q^6*t + 14*q^5*t^2 + 5*q^4*t^3 + 5*q^5*t + 14*q^4*t^2 - 7*q^3*t^3 - 12*q^3*t^2 - 6*q^2*t^3 + q^2*t^2 + 4*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^19*t^7 - 3*q^17*t^9 + q^16*t^10 + 2*q^15*t^11 + q^14*t^12 - 2*q^21*t^4 - 4*q^20*t^5 + 9*q^19*t^6 + 12*q^18*t^7 - 21*q^17*t^8 - 15*q^16*t^9 + 3*q^15*t^10 + 13*q^14*t^11 - 4*q^13*t^12 - 8*q^12*t^13 - q^11*t^14 - q^21*t^3 - 5*q^20*t^4 + 24*q^19*t^5 + 34*q^18*t^6 - 67*q^17*t^7 - 19*q^16*t^8 + 102*q^15*t^9 + 72*q^14*t^10 - 66*q^13*t^11 - 34*q^12*t^12 + 20*q^11*t^13 + 4*q^10*t^14 + 4*q^9*t^15 + 3*q^21*t^2 - 12*q^20*t^3 + 3*q^19*t^4 + 32*q^18*t^5 - 132*q^17*t^6 - 111*q^16*t^7 + 160*q^15*t^8 + 60*q^14*t^9 - 243*q^13*t^10 - 39*q^12*t^11 + 102*q^11*t^12 + 34*q^10*t^13 + 26*q^9*t^14 - 16*q^8*t^15 + q^7*t^16 + q^22 + 7*q^21*t - 3*q^20*t^2 - 13*q^19*t^3 + 56*q^18*t^4 - 7*q^17*t^5 - 87*q^16*t^6 + 342*q^15*t^7 + 226*q^14*t^8 - 355*q^13*t^9 - 86*q^12*t^10 + 180*q^11*t^11 + 75*q^10*t^12 - 80*q^9*t^13 - 143*q^8*t^14 + 6*q^7*t^15 - 9*q^6*t^16 - q^20*t - 47*q^19*t^2 + 20*q^18*t^3 + 128*q^17*t^4 - 172*q^16*t^5 + 61*q^15*t^6 + 61*q^14*t^7 - 438*q^13*t^8 - 208*q^12*t^9 + 355*q^11*t^10 + 343*q^10*t^11 - 163*q^9*t^12 - 138*q^8*t^13 + 170*q^7*t^14 + 65*q^6*t^15 + 30*q^5*t^16 - 41*q^19*t + 23*q^18*t^2 + 154*q^17*t^3 - 218*q^16*t^4 - 255*q^15*t^5 + 161*q^14*t^6 + 172*q^13*t^7 - 163*q^12*t^8 + 274*q^11*t^9 + 352*q^10*t^10 - 487*q^9*t^11 - 343*q^8*t^12 + 174*q^7*t^13 + 72*q^6*t^14 - 87*q^5*t^15 - 52*q^4*t^16 + 52*q^18*t + 87*q^17*t^2 - 72*q^16*t^3 - 174*q^15*t^4 + 343*q^14*t^5 + 487*q^13*t^6 - 352*q^12*t^7 - 274*q^11*t^8 + 163*q^10*t^9 - 172*q^9*t^10 - 161*q^8*t^11 + 255*q^7*t^12 + 218*q^6*t^13 - 154*q^5*t^14 - 23*q^4*t^15 + 41*q^3*t^16 - 30*q^17*t - 65*q^16*t^2 - 170*q^15*t^3 + 138*q^14*t^4 + 163*q^13*t^5 - 343*q^12*t^6 - 355*q^11*t^7 + 208*q^10*t^8 + 438*q^9*t^9 - 61*q^8*t^10 - 61*q^7*t^11 + 172*q^6*t^12 - 128*q^5*t^13 - 20*q^4*t^14 + 47*q^3*t^15 + q^2*t^16 + 9*q^16*t - 6*q^15*t^2 + 143*q^14*t^3 + 80*q^13*t^4 - 75*q^12*t^5 - 180*q^11*t^6 + 86*q^10*t^7 + 355*q^9*t^8 - 226*q^8*t^9 - 342*q^7*t^10 + 87*q^6*t^11 + 7*q^5*t^12 - 56*q^4*t^13 + 13*q^3*t^14 + 3*q^2*t^15 - 7*q*t^16 - t^17 - q^15*t + 16*q^14*t^2 - 26*q^13*t^3 - 34*q^12*t^4 - 102*q^11*t^5 + 39*q^10*t^6 + 243*q^9*t^7 - 60*q^8*t^8 - 160*q^7*t^9 + 111*q^6*t^10 + 132*q^5*t^11 - 32*q^4*t^12 - 3*q^3*t^13 + 12*q^2*t^14 - 3*q*t^15 - 4*q^13*t^2 - 4*q^12*t^3 - 20*q^11*t^4 + 34*q^10*t^5 + 66*q^9*t^6 - 72*q^8*t^7 - 102*q^7*t^8 + 19*q^6*t^9 + 67*q^5*t^10 - 34*q^4*t^11 - 24*q^3*t^12 + 5*q^2*t^13 + q*t^14 + q^11*t^3 + 8*q^10*t^4 + 4*q^9*t^5 - 13*q^8*t^6 - 3*q^7*t^7 + 15*q^6*t^8 + 21*q^5*t^9 - 12*q^4*t^10 - 9*q^3*t^11 + 4*q^2*t^12 + 2*q*t^13 - q^8*t^5 - 2*q^7*t^6 - q^6*t^7 + 3*q^5*t^8 - q^3*t^10)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 5], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0664] 'FK~rw'

Zeta functions

ask[-]:

(q^9 + q^7*t - q^6*t^2 - 3*q^6*t - 2*q^5*t + 2*q^4*t^2 + 3*q^3*t^2 + q^3*t - q^2*t^2 - t^3)*(q^2 - t)/((q^3 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(6*q^22*t^4 - q^21*t^5 + q^19*t^7 - q^25 - 5*q^23*t^2 + 5*q^22*t^3 - 16*q^21*t^4 - 2*q^20*t^5 - 14*q^19*t^6 - 9*q^18*t^7 - 10*q^23*t + 24*q^22*t^2 + 13*q^21*t^3 + 12*q^20*t^4 - 32*q^19*t^5 + 22*q^18*t^6 + 55*q^17*t^7 + 22*q^16*t^8 + 4*q^15*t^9 - 2*q^14*t^10 + 29*q^22*t - 44*q^20*t^3 - 69*q^19*t^4 + 64*q^18*t^5 + 101*q^17*t^6 - 41*q^16*t^7 - 71*q^15*t^8 - 51*q^14*t^9 - 3*q^13*t^10 + q^12*t^11 - 13*q^21*t - 16*q^20*t^2 - 46*q^19*t^3 + 17*q^18*t^4 + 92*q^17*t^5 - 118*q^16*t^6 - 155*q^15*t^7 - 45*q^14*t^8 + 85*q^13*t^9 + 41*q^12*t^10 + 7*q^11*t^11 + q^10*t^12 - 3*q^20*t - 46*q^19*t^2 + 11*q^18*t^3 + 195*q^17*t^4 + 22*q^16*t^5 - 69*q^15*t^6 + 17*q^14*t^7 + 193*q^13*t^8 + 108*q^12*t^9 - 21*q^11*t^10 - 23*q^10*t^11 - 6*q^9*t^12 + 4*q^19*t + 35*q^18*t^2 + 101*q^17*t^3 - 3*q^16*t^4 - 165*q^15*t^5 - 221*q^14*t^6 + 168*q^13*t^7 + 173*q^12*t^8 - 162*q^11*t^9 - 118*q^10*t^10 - 29*q^9*t^11 + 2*q^8*t^12 - q^7*t^13 - q^18*t + 2*q^17*t^2 - 29*q^16*t^3 - 118*q^15*t^4 - 162*q^14*t^5 + 173*q^13*t^6 + 168*q^12*t^7 - 221*q^11*t^8 - 165*q^10*t^9 - 3*q^9*t^10 + 101*q^8*t^11 + 35*q^7*t^12 + 4*q^6*t^13 - 6*q^16*t^2 - 23*q^15*t^3 - 21*q^14*t^4 + 108*q^13*t^5 + 193*q^12*t^6 + 17*q^11*t^7 - 69*q^10*t^8 + 22*q^9*t^9 + 195*q^8*t^10 + 11*q^7*t^11 - 46*q^6*t^12 - 3*q^5*t^13 + q^15*t^2 + 7*q^14*t^3 + 41*q^13*t^4 + 85*q^12*t^5 - 45*q^11*t^6 - 155*q^10*t^7 - 118*q^9*t^8 + 92*q^8*t^9 + 17*q^7*t^10 - 46*q^6*t^11 - 16*q^5*t^12 - 13*q^4*t^13 + q^13*t^3 - 3*q^12*t^4 - 51*q^11*t^5 - 71*q^10*t^6 - 41*q^9*t^7 + 101*q^8*t^8 + 64*q^7*t^9 - 69*q^6*t^10 - 44*q^5*t^11 + 29*q^3*t^13 - 2*q^11*t^4 + 4*q^10*t^5 + 22*q^9*t^6 + 55*q^8*t^7 + 22*q^7*t^8 - 32*q^6*t^9 + 12*q^5*t^10 + 13*q^4*t^11 + 24*q^3*t^12 - 10*q^2*t^13 - 9*q^7*t^7 - 14*q^6*t^8 - 2*q^5*t^9 - 16*q^4*t^10 + 5*q^3*t^11 - 5*q^2*t^12 - t^14 + q^6*t^7 - q^4*t^9 + 6*q^3*t^10)/((q^3 - t^2)*(q^3 - t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0665] 'FK~v_'

Zeta functions

ask[-]:

(q^7 + q^6*t + q^5*t - 3*q^4*t - 3*q^3*t + q^2*t + q*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^12*t^3 + 7*q^11*t^4 + 3*q^10*t^5 + q^9*t^6 + q^12*t^2 + q^11*t^3 - 24*q^10*t^4 - 16*q^9*t^5 - 9*q^8*t^6 - q^7*t^7 - q^13 - 4*q^12*t - 6*q^11*t^2 - 4*q^10*t^3 + 19*q^9*t^4 + 24*q^8*t^5 + 28*q^7*t^6 + 4*q^6*t^7 + 7*q^11*t + 31*q^10*t^2 + 3*q^9*t^3 - 8*q^8*t^4 - 5*q^7*t^5 - 31*q^6*t^6 - 9*q^5*t^7 - q^10*t - 35*q^9*t^2 - 23*q^8*t^3 + 11*q^7*t^4 + 12*q^6*t^5 + 16*q^5*t^6 + 8*q^4*t^7 + 8*q^9*t + 16*q^8*t^2 + 12*q^7*t^3 + 11*q^6*t^4 - 23*q^5*t^5 - 35*q^4*t^6 - q^3*t^7 - 9*q^8*t - 31*q^7*t^2 - 5*q^6*t^3 - 8*q^5*t^4 + 3*q^4*t^5 + 31*q^3*t^6 + 7*q^2*t^7 + 4*q^7*t + 28*q^6*t^2 + 24*q^5*t^3 + 19*q^4*t^4 - 4*q^3*t^5 - 6*q^2*t^6 - 4*q*t^7 - t^8 - q^6*t - 9*q^5*t^2 - 16*q^4*t^3 - 24*q^3*t^4 + q^2*t^5 + q*t^6 + q^4*t^2 + 3*q^3*t^3 + 7*q^2*t^4 + q*t^5)/((q^2 - t)*(q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6]]

[0666] 'FK~vw'

Zeta functions

ask[-]:

(q^10 + q^8*t - 2*q^7*t - q^6*t^2 - 3*q^6*t + 3*q^4*t^2 + q^4*t + 2*q^3*t^2 - q^2*t^2 - t^3)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^24 + 7*q^22*t^2 - q^21*t^3 + q^19*t^5 + 5*q^22*t - 25*q^21*t^2 + 2*q^20*t^3 - 10*q^19*t^4 - 7*q^18*t^5 + 3*q^17*t^6 - 7*q^21*t + 21*q^20*t^2 - 25*q^19*t^3 + 23*q^18*t^4 + 22*q^17*t^5 - 12*q^16*t^6 + 2*q^15*t^7 - 16*q^20*t - 28*q^19*t^2 + 65*q^18*t^3 + 19*q^17*t^4 - 3*q^16*t^5 + 31*q^15*t^6 - 14*q^14*t^7 + 2*q^13*t^8 + 20*q^19*t + 47*q^18*t^2 - 21*q^17*t^3 - 20*q^16*t^4 - 60*q^15*t^5 - 59*q^14*t^6 + 29*q^13*t^7 - 16*q^12*t^8 - 8*q^18*t - 7*q^17*t^2 + 17*q^16*t^3 - 43*q^15*t^4 + 14*q^14*t^5 + 12*q^13*t^6 - 48*q^12*t^7 + 38*q^11*t^8 + q^10*t^9 + q^17*t - 11*q^16*t^2 - 41*q^15*t^3 - 59*q^14*t^4 - 13*q^13*t^5 + 85*q^12*t^6 + 99*q^11*t^7 - 15*q^10*t^8 + 2*q^9*t^9 + 2*q^15*t^2 - 15*q^14*t^3 + 99*q^13*t^4 + 85*q^12*t^5 - 13*q^11*t^6 - 59*q^10*t^7 - 41*q^9*t^8 - 11*q^8*t^9 + q^7*t^10 + q^14*t^2 + 38*q^13*t^3 - 48*q^12*t^4 + 12*q^11*t^5 + 14*q^10*t^6 - 43*q^9*t^7 + 17*q^8*t^8 - 7*q^7*t^9 - 8*q^6*t^10 - 16*q^12*t^3 + 29*q^11*t^4 - 59*q^10*t^5 - 60*q^9*t^6 - 20*q^8*t^7 - 21*q^7*t^8 + 47*q^6*t^9 + 20*q^5*t^10 + 2*q^11*t^3 - 14*q^10*t^4 + 31*q^9*t^5 - 3*q^8*t^6 + 19*q^7*t^7 + 65*q^6*t^8 - 28*q^5*t^9 - 16*q^4*t^10 + 2*q^9*t^4 - 12*q^8*t^5 + 22*q^7*t^6 + 23*q^6*t^7 - 25*q^5*t^8 + 21*q^4*t^9 - 7*q^3*t^10 + 3*q^7*t^5 - 7*q^6*t^6 - 10*q^5*t^7 + 2*q^4*t^8 - 25*q^3*t^9 + 5*q^2*t^10 + q^5*t^6 - q^3*t^8 + 7*q^2*t^9 + t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0667] 'FK~~w'

Zeta functions

ask[-]:

(q^7 + q^5*t - 2*q^4*t - 2*q^3*t + q^2*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^26 + 6*q^24*t^2 + q^22*t^4 + 2*q^24*t - 20*q^23*t^2 - 4*q^21*t^4 - 2*q^20*t^5 + 7*q^23*t + 8*q^22*t^2 - 9*q^21*t^3 - 16*q^20*t^4 + 13*q^19*t^5 - 3*q^17*t^7 - 36*q^22*t + 7*q^21*t^2 - 10*q^20*t^3 + 90*q^19*t^4 - 16*q^18*t^5 + 7*q^17*t^6 + 6*q^16*t^7 + 31*q^21*t - 2*q^20*t^2 + 86*q^19*t^3 - 126*q^18*t^4 + 11*q^17*t^5 - 2*q^16*t^6 + 8*q^15*t^7 - 6*q^14*t^8 - 9*q^20*t - 24*q^19*t^2 - 17*q^18*t^3 + 140*q^17*t^4 - 39*q^16*t^5 - 84*q^15*t^6 - 39*q^14*t^7 + 24*q^13*t^8 + 87*q^18*t^2 - 101*q^17*t^3 - 175*q^16*t^4 - 33*q^15*t^5 + 161*q^14*t^6 + 33*q^13*t^7 - 25*q^12*t^8 - 3*q^11*t^9 - 82*q^17*t^2 + 87*q^16*t^3 + 32*q^15*t^4 + 100*q^14*t^5 - 102*q^13*t^6 + 31*q^12*t^7 - 24*q^11*t^8 + 30*q^10*t^9 + 30*q^16*t^2 - 24*q^15*t^3 + 31*q^14*t^4 - 102*q^13*t^5 + 100*q^12*t^6 + 32*q^11*t^7 + 87*q^10*t^8 - 82*q^9*t^9 - 3*q^15*t^2 - 25*q^14*t^3 + 33*q^13*t^4 + 161*q^12*t^5 - 33*q^11*t^6 - 175*q^10*t^7 - 101*q^9*t^8 + 87*q^8*t^9 + 24*q^13*t^3 - 39*q^12*t^4 - 84*q^11*t^5 - 39*q^10*t^6 + 140*q^9*t^7 - 17*q^8*t^8 - 24*q^7*t^9 - 9*q^6*t^10 - 6*q^12*t^3 + 8*q^11*t^4 - 2*q^10*t^5 + 11*q^9*t^6 - 126*q^8*t^7 + 86*q^7*t^8 - 2*q^6*t^9 + 31*q^5*t^10 + 6*q^10*t^4 + 7*q^9*t^5 - 16*q^8*t^6 + 90*q^7*t^7 - 10*q^6*t^8 + 7*q^5*t^9 - 36*q^4*t^10 - 3*q^9*t^4 + 13*q^7*t^6 - 16*q^6*t^7 - 9*q^5*t^8 + 8*q^4*t^9 + 7*q^3*t^10 - 2*q^6*t^6 - 4*q^5*t^7 - 20*q^3*t^9 + 2*q^2*t^10 + q^4*t^7 + 6*q^2*t^9 + t^11)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0668] 'FL]uW'

Zeta functions

ask[-]:

(q^13 - 10*q^10*t^2 + 6*q^9*t^3 - q^8*t^4 - 8*q^10*t + 16*q^9*t^2 + 3*q^8*t^3 - q^7*t^4 - q^6*t^5 - 2*q^9*t + 20*q^8*t^2 - 19*q^7*t^3 - 9*q^6*t^4 + 5*q^5*t^5 + 5*q^8*t - 9*q^7*t^2 - 19*q^6*t^3 + 20*q^5*t^4 - 2*q^4*t^5 - q^7*t - q^6*t^2 + 3*q^5*t^3 + 16*q^4*t^4 - 8*q^3*t^5 - q^5*t^2 + 6*q^4*t^3 - 10*q^3*t^4 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^24*t^2 - 8*q^22*t^4 + 5*q^21*t^5 - 2*q^20*t^6 + q^19*t^7 + q^25 + 8*q^23*t^2 - 6*q^22*t^3 + 15*q^21*t^4 - 63*q^20*t^5 + 48*q^19*t^6 + 26*q^18*t^7 + q^17*t^8 - 10*q^16*t^9 + 25*q^23*t - 37*q^22*t^2 - 11*q^21*t^3 - 65*q^20*t^4 + 305*q^19*t^5 - 76*q^18*t^6 - 106*q^17*t^7 - 83*q^16*t^8 + 3*q^15*t^9 + 8*q^14*t^10 - q^13*t^11 - 79*q^22*t + 7*q^21*t^2 - 70*q^20*t^3 + 318*q^19*t^4 - 492*q^18*t^5 - 40*q^17*t^6 - 61*q^16*t^7 + 181*q^15*t^8 + 109*q^14*t^9 + 2*q^13*t^10 + 62*q^12*t^11 + 3*q^11*t^12 + 83*q^21*t - 15*q^20*t^2 + 391*q^19*t^3 - 308*q^18*t^4 + 425*q^17*t^5 - 310*q^16*t^6 + 311*q^15*t^7 + 176*q^14*t^8 - 5*q^13*t^9 + 50*q^12*t^10 - 310*q^11*t^11 - 37*q^10*t^12 - 16*q^9*t^13 - 47*q^20*t + 159*q^19*t^2 - 390*q^18*t^3 - 39*q^17*t^4 - 980*q^16*t^5 + 692*q^15*t^6 + 339*q^14*t^7 - 267*q^13*t^8 - 519*q^12*t^9 - 643*q^11*t^10 + 529*q^10*t^11 + 94*q^9*t^12 + 90*q^8*t^13 - 2*q^7*t^14 + 15*q^19*t - 192*q^18*t^2 + 41*q^17*t^3 - 228*q^16*t^4 + 1382*q^15*t^5 + 175*q^14*t^6 - 563*q^13*t^7 - 563*q^12*t^8 + 175*q^11*t^9 + 1382*q^10*t^10 - 228*q^9*t^11 + 41*q^8*t^12 - 192*q^7*t^13 + 15*q^6*t^14 - 2*q^18*t + 90*q^17*t^2 + 94*q^16*t^3 + 529*q^15*t^4 - 643*q^14*t^5 - 519*q^13*t^6 - 267*q^12*t^7 + 339*q^11*t^8 + 692*q^10*t^9 - 980*q^9*t^10 - 39*q^8*t^11 - 390*q^7*t^12 + 159*q^6*t^13 - 47*q^5*t^14 - 16*q^16*t^2 - 37*q^15*t^3 - 310*q^14*t^4 + 50*q^13*t^5 - 5*q^12*t^6 + 176*q^11*t^7 + 311*q^10*t^8 - 310*q^9*t^9 + 425*q^8*t^10 - 308*q^7*t^11 + 391*q^6*t^12 - 15*q^5*t^13 + 83*q^4*t^14 + 3*q^14*t^3 + 62*q^13*t^4 + 2*q^12*t^5 + 109*q^11*t^6 + 181*q^10*t^7 - 61*q^9*t^8 - 40*q^8*t^9 - 492*q^7*t^10 + 318*q^6*t^11 - 70*q^5*t^12 + 7*q^4*t^13 - 79*q^3*t^14 - q^12*t^4 + 8*q^11*t^5 + 3*q^10*t^6 - 83*q^9*t^7 - 106*q^8*t^8 - 76*q^7*t^9 + 305*q^6*t^10 - 65*q^5*t^11 - 11*q^4*t^12 - 37*q^3*t^13 + 25*q^2*t^14 - 10*q^9*t^6 + q^8*t^7 + 26*q^7*t^8 + 48*q^6*t^9 - 63*q^5*t^10 + 15*q^4*t^11 - 6*q^3*t^12 + 8*q^2*t^13 + t^15 + q^6*t^8 - 2*q^5*t^9 + 5*q^4*t^10 - 8*q^3*t^11 + q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 3], [0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0669] 'FLh}w'

Zeta functions

ask[-]:

(q^8 + q^7*t - 2*q^5*t^2 - 5*q^5*t + q^4*t^2 - q^4*t + 5*q^3*t^2 + 2*q^3*t - q*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^22*t^8 + q^21*t^9 + q^20*t^10 + q^25*t^4 + 2*q^24*t^5 - 6*q^23*t^6 - 6*q^22*t^7 + 2*q^21*t^8 + 2*q^20*t^9 - 12*q^19*t^10 - 9*q^18*t^11 - 2*q^17*t^12 + q^16*t^13 + 2*q^24*t^4 - 14*q^23*t^5 - 2*q^22*t^6 + 32*q^21*t^7 + 24*q^20*t^8 - 20*q^19*t^9 + 6*q^18*t^10 + 39*q^17*t^11 + 27*q^16*t^12 + 4*q^15*t^13 + q^14*t^14 + 10*q^24*t^3 - 7*q^23*t^4 - 12*q^22*t^5 + 35*q^21*t^6 + 51*q^20*t^7 - 55*q^19*t^8 - 84*q^18*t^9 - 3*q^16*t^11 - 41*q^15*t^12 - 39*q^14*t^13 - 20*q^13*t^14 - 5*q^12*t^15 - q^11*t^16 - q^26 - 4*q^25*t + q^24*t^2 + q^23*t^3 - 29*q^22*t^4 - 12*q^21*t^5 + 68*q^20*t^6 - 94*q^19*t^7 - 220*q^18*t^8 + 83*q^17*t^9 + 197*q^16*t^10 + 57*q^15*t^11 - 63*q^14*t^12 - 15*q^13*t^13 + 45*q^12*t^14 + 36*q^11*t^15 + 12*q^10*t^16 + q^9*t^17 + q^24*t + 31*q^23*t^2 - 5*q^22*t^3 - 62*q^21*t^4 + 90*q^20*t^5 + 76*q^19*t^6 - 124*q^18*t^7 + 140*q^17*t^8 + 342*q^16*t^9 + 67*q^15*t^10 - 325*q^14*t^11 - 106*q^13*t^12 + 181*q^12*t^13 + 80*q^11*t^14 - 39*q^10*t^15 - 39*q^9*t^16 - 11*q^8*t^17 + 18*q^23*t - 22*q^22*t^2 - 77*q^21*t^3 + 51*q^20*t^4 + 172*q^19*t^5 - 84*q^18*t^6 - 236*q^17*t^7 + 98*q^16*t^8 + 67*q^15*t^9 - 474*q^14*t^10 - 193*q^13*t^11 + 293*q^12*t^12 + 48*q^11*t^13 - 161*q^10*t^14 - 107*q^9*t^15 + 13*q^8*t^16 + 33*q^7*t^17 - 12*q^22*t - 13*q^21*t^2 - 19*q^20*t^3 + 87*q^19*t^4 - 13*q^18*t^5 - 354*q^17*t^6 - 10*q^16*t^7 + 366*q^15*t^8 - 76*q^14*t^9 - 254*q^13*t^10 + 288*q^12*t^11 + 307*q^11*t^12 - 53*q^10*t^13 - 122*q^9*t^14 + 116*q^8*t^15 + 80*q^7*t^16 - 23*q^6*t^17 + 2*q^5*t^18 + 2*q^21*t - 23*q^20*t^2 + 80*q^19*t^3 + 116*q^18*t^4 - 122*q^17*t^5 - 53*q^16*t^6 + 307*q^15*t^7 + 288*q^14*t^8 - 254*q^13*t^9 - 76*q^12*t^10 + 366*q^11*t^11 - 10*q^10*t^12 - 354*q^9*t^13 - 13*q^8*t^14 + 87*q^7*t^15 - 19*q^6*t^16 - 13*q^5*t^17 - 12*q^4*t^18 + 33*q^19*t^2 + 13*q^18*t^3 - 107*q^17*t^4 - 161*q^16*t^5 + 48*q^15*t^6 + 293*q^14*t^7 - 193*q^13*t^8 - 474*q^12*t^9 + 67*q^11*t^10 + 98*q^10*t^11 - 236*q^9*t^12 - 84*q^8*t^13 + 172*q^7*t^14 + 51*q^6*t^15 - 77*q^5*t^16 - 22*q^4*t^17 + 18*q^3*t^18 - 11*q^18*t^2 - 39*q^17*t^3 - 39*q^16*t^4 + 80*q^15*t^5 + 181*q^14*t^6 - 106*q^13*t^7 - 325*q^12*t^8 + 67*q^11*t^9 + 342*q^10*t^10 + 140*q^9*t^11 - 124*q^8*t^12 + 76*q^7*t^13 + 90*q^6*t^14 - 62*q^5*t^15 - 5*q^4*t^16 + 31*q^3*t^17 + q^2*t^18 + q^17*t^2 + 12*q^16*t^3 + 36*q^15*t^4 + 45*q^14*t^5 - 15*q^13*t^6 - 63*q^12*t^7 + 57*q^11*t^8 + 197*q^10*t^9 + 83*q^9*t^10 - 220*q^8*t^11 - 94*q^7*t^12 + 68*q^6*t^13 - 12*q^5*t^14 - 29*q^4*t^15 + q^3*t^16 + q^2*t^17 - 4*q*t^18 - t^19 - q^15*t^3 - 5*q^14*t^4 - 20*q^13*t^5 - 39*q^12*t^6 - 41*q^11*t^7 - 3*q^10*t^8 - 84*q^8*t^10 - 55*q^7*t^11 + 51*q^6*t^12 + 35*q^5*t^13 - 12*q^4*t^14 - 7*q^3*t^15 + 10*q^2*t^16 + q^12*t^5 + 4*q^11*t^6 + 27*q^10*t^7 + 39*q^9*t^8 + 6*q^8*t^9 - 20*q^7*t^10 + 24*q^6*t^11 + 32*q^5*t^12 - 2*q^4*t^13 - 14*q^3*t^14 + 2*q^2*t^15 + q^10*t^6 - 2*q^9*t^7 - 9*q^8*t^8 - 12*q^7*t^9 + 2*q^6*t^10 + 2*q^5*t^11 - 6*q^4*t^12 - 6*q^3*t^13 + 2*q^2*t^14 + q*t^15 + q^6*t^9 + q^5*t^10 + q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0670] 'FLl}w'

Zeta functions

ask[-]:

(q^8 + q^6*t - 2*q^5*t^2 - 4*q^5*t + 2*q^4*t^2 - 2*q^4*t + 4*q^3*t^2 + 2*q^3*t - q^2*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^23*t^2 - 2*q^21*t^4 + q^24 + 2*q^22*t^2 + 6*q^21*t^3 - q^20*t^4 - 13*q^19*t^5 - 2*q^18*t^6 + 4*q^17*t^7 + 3*q^16*t^8 + 16*q^22*t - 9*q^21*t^2 - 50*q^20*t^3 - 19*q^19*t^4 + 55*q^18*t^5 + 55*q^17*t^6 + 6*q^16*t^7 - 15*q^15*t^8 - 3*q^14*t^9 - 41*q^21*t - 29*q^20*t^2 + 39*q^19*t^3 + 82*q^18*t^4 + 20*q^17*t^5 - 96*q^16*t^6 - 88*q^15*t^7 - 30*q^14*t^8 - 10*q^13*t^9 - 6*q^12*t^10 - q^11*t^11 + 27*q^20*t + 25*q^19*t^2 + 84*q^18*t^3 + 91*q^17*t^4 - 99*q^16*t^5 - 105*q^15*t^6 + 7*q^14*t^7 + 83*q^13*t^8 + 108*q^12*t^9 + 76*q^11*t^10 + 17*q^10*t^11 + q^9*t^12 - 6*q^19*t + 51*q^18*t^2 - 7*q^17*t^3 - 239*q^16*t^4 - 220*q^15*t^5 - 18*q^14*t^6 + 292*q^13*t^7 + 258*q^12*t^8 - 104*q^11*t^9 - 197*q^10*t^10 - 81*q^9*t^11 - 17*q^8*t^12 - 56*q^17*t^2 - 121*q^16*t^3 - 58*q^15*t^4 + 228*q^14*t^5 + 510*q^13*t^6 - 510*q^11*t^8 - 228*q^10*t^9 + 58*q^9*t^10 + 121*q^8*t^11 + 56*q^7*t^12 + 17*q^16*t^2 + 81*q^15*t^3 + 197*q^14*t^4 + 104*q^13*t^5 - 258*q^12*t^6 - 292*q^11*t^7 + 18*q^10*t^8 + 220*q^9*t^9 + 239*q^8*t^10 + 7*q^7*t^11 - 51*q^6*t^12 + 6*q^5*t^13 - q^15*t^2 - 17*q^14*t^3 - 76*q^13*t^4 - 108*q^12*t^5 - 83*q^11*t^6 - 7*q^10*t^7 + 105*q^9*t^8 + 99*q^8*t^9 - 91*q^7*t^10 - 84*q^6*t^11 - 25*q^5*t^12 - 27*q^4*t^13 + q^13*t^3 + 6*q^12*t^4 + 10*q^11*t^5 + 30*q^10*t^6 + 88*q^9*t^7 + 96*q^8*t^8 - 20*q^7*t^9 - 82*q^6*t^10 - 39*q^5*t^11 + 29*q^4*t^12 + 41*q^3*t^13 + 3*q^10*t^5 + 15*q^9*t^6 - 6*q^8*t^7 - 55*q^7*t^8 - 55*q^6*t^9 + 19*q^5*t^10 + 50*q^4*t^11 + 9*q^3*t^12 - 16*q^2*t^13 - 3*q^8*t^6 - 4*q^7*t^7 + 2*q^6*t^8 + 13*q^5*t^9 + q^4*t^10 - 6*q^3*t^11 - 2*q^2*t^12 - t^14 + 2*q^3*t^10 - q*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 6], [1, 2], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0671] 'FLpzw'

Zeta functions

ask[-]:

-(q^10 - 2*q^8*t^2 + q^8*t + q^7*t^2 - q^6*t^3 - 5*q^7*t + 5*q^6*t^2 + 5*q^5*t^3 - 4*q^6*t - 2*q^5*t^2 - 4*q^4*t^3 + 5*q^5*t + 5*q^4*t^2 - 5*q^3*t^3 - q^4*t + q^3*t^2 + q^2*t^3 - 2*q^2*t^2 + t^4)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(7*q^20*t^4 + 7*q^18*t^6 + 2*q^21*t^2 + 5*q^20*t^3 - 15*q^19*t^4 + 32*q^18*t^5 - 51*q^17*t^6 - 24*q^16*t^7 - 6*q^15*t^8 + q^14*t^9 - q^22 - 2*q^21*t - 18*q^20*t^2 + 12*q^19*t^3 + 20*q^18*t^4 - 202*q^17*t^5 + 16*q^16*t^6 + 47*q^15*t^7 + 31*q^14*t^8 + 34*q^13*t^9 + 8*q^12*t^10 - q^11*t^11 - 16*q^20*t + 42*q^19*t^2 - 91*q^18*t^3 - 74*q^17*t^4 + 390*q^16*t^5 + 277*q^15*t^6 + 223*q^14*t^7 + 154*q^13*t^8 - 123*q^12*t^9 - 42*q^11*t^10 - 5*q^10*t^11 - 7*q^9*t^12 + 55*q^19*t + 14*q^18*t^2 + 335*q^17*t^3 + 171*q^16*t^4 - 379*q^15*t^5 - 392*q^14*t^6 - 624*q^13*t^7 - 843*q^12*t^8 - 63*q^11*t^9 - 43*q^10*t^10 + 5*q^9*t^11 + 43*q^8*t^12 - q^7*t^13 - 52*q^18*t - 41*q^17*t^2 - 681*q^16*t^3 - 553*q^15*t^4 + 176*q^14*t^5 + 93*q^13*t^6 + 417*q^12*t^7 + 1167*q^11*t^8 + 551*q^10*t^9 + 518*q^9*t^10 + 170*q^8*t^11 - 92*q^7*t^12 + 7*q^6*t^13 + 25*q^17*t - 56*q^16*t^2 + 573*q^15*t^3 + 904*q^14*t^4 + 403*q^13*t^5 + 508*q^12*t^6 - 508*q^10*t^8 - 403*q^9*t^9 - 904*q^8*t^10 - 573*q^7*t^11 + 56*q^6*t^12 - 25*q^5*t^13 - 7*q^16*t + 92*q^15*t^2 - 170*q^14*t^3 - 518*q^13*t^4 - 551*q^12*t^5 - 1167*q^11*t^6 - 417*q^10*t^7 - 93*q^9*t^8 - 176*q^8*t^9 + 553*q^7*t^10 + 681*q^6*t^11 + 41*q^5*t^12 + 52*q^4*t^13 + q^15*t - 43*q^14*t^2 - 5*q^13*t^3 + 43*q^12*t^4 + 63*q^11*t^5 + 843*q^10*t^6 + 624*q^9*t^7 + 392*q^8*t^8 + 379*q^7*t^9 - 171*q^6*t^10 - 335*q^5*t^11 - 14*q^4*t^12 - 55*q^3*t^13 + 7*q^13*t^2 + 5*q^12*t^3 + 42*q^11*t^4 + 123*q^10*t^5 - 154*q^9*t^6 - 223*q^8*t^7 - 277*q^7*t^8 - 390*q^6*t^9 + 74*q^5*t^10 + 91*q^4*t^11 - 42*q^3*t^12 + 16*q^2*t^13 + q^11*t^3 - 8*q^10*t^4 - 34*q^9*t^5 - 31*q^8*t^6 - 47*q^7*t^7 - 16*q^6*t^8 + 202*q^5*t^9 - 20*q^4*t^10 - 12*q^3*t^11 + 18*q^2*t^12 + 2*q*t^13 + t^14 - q^8*t^5 + 6*q^7*t^6 + 24*q^6*t^7 + 51*q^5*t^8 - 32*q^4*t^9 + 15*q^3*t^10 - 5*q^2*t^11 - 2*q*t^12 - 7*q^4*t^8 - 7*q^2*t^10)/((q^3 - t^2)*(q^2 - t)^3*(q + t)^3*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0672] 'FLp~w'

Zeta functions

ask[-]:

(q^11 + 2*q^9*t - 2*q^8*t^2 - 6*q^8*t + q^7*t^2 - q^6*t^3 - 4*q^7*t + 4*q^6*t^2 + 5*q^5*t^3 + 5*q^6*t + 4*q^5*t^2 - 4*q^4*t^3 - q^5*t + q^4*t^2 - 6*q^3*t^3 - 2*q^3*t^2 + 2*q^2*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(7*q^34*t^4 + q^32*t^6 - q^37 - 6*q^35*t^2 + 3*q^34*t^3 - 19*q^33*t^4 + 31*q^32*t^5 - 7*q^31*t^6 - 10*q^30*t^7 - 7*q^29*t^8 - 15*q^35*t + 19*q^34*t^2 - 4*q^33*t^3 + 37*q^32*t^4 - 173*q^31*t^5 - 22*q^30*t^6 + 3*q^29*t^7 + 22*q^28*t^8 + 5*q^27*t^9 + 35*q^34*t - 13*q^33*t^2 + 82*q^32*t^3 - 80*q^31*t^4 + 314*q^30*t^5 - 35*q^29*t^6 + 93*q^28*t^7 + 39*q^27*t^8 + 21*q^26*t^9 + 33*q^25*t^10 - q^24*t^11 - 15*q^33*t + 110*q^32*t^2 - 172*q^31*t^3 + 65*q^30*t^4 - 444*q^29*t^5 + 509*q^28*t^6 + 12*q^27*t^7 - 4*q^26*t^8 - 92*q^25*t^9 - 177*q^24*t^10 + 15*q^23*t^11 - 7*q^22*t^12 - 2*q^32*t - 258*q^31*t^2 + 32*q^30*t^3 - 405*q^29*t^4 + 596*q^28*t^5 - 904*q^27*t^6 - 123*q^26*t^7 - 477*q^25*t^8 - 122*q^24*t^9 + 247*q^23*t^10 - 163*q^22*t^11 + 29*q^21*t^12 - 10*q^20*t^13 + 2*q^31*t + 224*q^30*t^2 - 111*q^29*t^3 + 846*q^28*t^4 - 351*q^27*t^5 + 1271*q^26*t^6 - 483*q^25*t^7 + 463*q^24*t^8 + 217*q^23*t^9 - 113*q^22*t^10 + 620*q^21*t^11 - 67*q^20*t^12 + 74*q^19*t^13 - 105*q^29*t^2 + 350*q^28*t^3 - 574*q^27*t^4 + 748*q^26*t^5 - 1552*q^25*t^6 + 782*q^24*t^7 - 179*q^23*t^8 + 545*q^22*t^9 + 559*q^21*t^10 - 851*q^20*t^11 + 343*q^19*t^12 - 222*q^18*t^13 + 20*q^17*t^14 + 31*q^28*t^2 - 298*q^27*t^3 + 400*q^26*t^4 - 1275*q^25*t^5 + 1018*q^24*t^6 - 1340*q^23*t^7 + 525*q^22*t^8 - 571*q^21*t^9 - 894*q^20*t^10 + 566*q^19*t^11 - 1063*q^18*t^12 + 392*q^17*t^13 - 129*q^16*t^14 + 14*q^15*t^15 - 5*q^27*t^2 + 111*q^26*t^3 - 448*q^25*t^4 + 871*q^24*t^5 - 1289*q^23*t^6 + 1642*q^22*t^7 - 340*q^21*t^8 + 510*q^20*t^9 + 329*q^19*t^10 - 943*q^18*t^11 + 1340*q^17*t^12 - 781*q^16*t^13 + 324*q^15*t^14 - 98*q^14*t^15 + q^13*t^16 - 19*q^25*t^3 + 299*q^24*t^4 - 496*q^23*t^5 + 1417*q^22*t^6 - 1123*q^21*t^7 + 925*q^20*t^8 - 651*q^19*t^9 - 651*q^18*t^10 + 925*q^17*t^11 - 1123*q^16*t^12 + 1417*q^15*t^13 - 496*q^14*t^14 + 299*q^13*t^15 - 19*q^12*t^16 + q^24*t^3 - 98*q^23*t^4 + 324*q^22*t^5 - 781*q^21*t^6 + 1340*q^20*t^7 - 943*q^19*t^8 + 329*q^18*t^9 + 510*q^17*t^10 - 340*q^16*t^11 + 1642*q^15*t^12 - 1289*q^14*t^13 + 871*q^13*t^14 - 448*q^12*t^15 + 111*q^11*t^16 - 5*q^10*t^17 + 14*q^22*t^4 - 129*q^21*t^5 + 392*q^20*t^6 - 1063*q^19*t^7 + 566*q^18*t^8 - 894*q^17*t^9 - 571*q^16*t^10 + 525*q^15*t^11 - 1340*q^14*t^12 + 1018*q^13*t^13 - 1275*q^12*t^14 + 400*q^11*t^15 - 298*q^10*t^16 + 31*q^9*t^17 + 20*q^20*t^5 - 222*q^19*t^6 + 343*q^18*t^7 - 851*q^17*t^8 + 559*q^16*t^9 + 545*q^15*t^10 - 179*q^14*t^11 + 782*q^13*t^12 - 1552*q^12*t^13 + 748*q^11*t^14 - 574*q^10*t^15 + 350*q^9*t^16 - 105*q^8*t^17 + 74*q^18*t^6 - 67*q^17*t^7 + 620*q^16*t^8 - 113*q^15*t^9 + 217*q^14*t^10 + 463*q^13*t^11 - 483*q^12*t^12 + 1271*q^11*t^13 - 351*q^10*t^14 + 846*q^9*t^15 - 111*q^8*t^16 + 224*q^7*t^17 + 2*q^6*t^18 - 10*q^17*t^6 + 29*q^16*t^7 - 163*q^15*t^8 + 247*q^14*t^9 - 122*q^13*t^10 - 477*q^12*t^11 - 123*q^11*t^12 - 904*q^10*t^13 + 596*q^9*t^14 - 405*q^8*t^15 + 32*q^7*t^16 - 258*q^6*t^17 - 2*q^5*t^18 - 7*q^15*t^7 + 15*q^14*t^8 - 177*q^13*t^9 - 92*q^12*t^10 - 4*q^11*t^11 + 12*q^10*t^12 + 509*q^9*t^13 - 444*q^8*t^14 + 65*q^7*t^15 - 172*q^6*t^16 + 110*q^5*t^17 - 15*q^4*t^18 - q^13*t^8 + 33*q^12*t^9 + 21*q^11*t^10 + 39*q^10*t^11 + 93*q^9*t^12 - 35*q^8*t^13 + 314*q^7*t^14 - 80*q^6*t^15 + 82*q^5*t^16 - 13*q^4*t^17 + 35*q^3*t^18 + 5*q^10*t^10 + 22*q^9*t^11 + 3*q^8*t^12 - 22*q^7*t^13 - 173*q^6*t^14 + 37*q^5*t^15 - 4*q^4*t^16 + 19*q^3*t^17 - 15*q^2*t^18 - 7*q^8*t^11 - 10*q^7*t^12 - 7*q^6*t^13 + 31*q^5*t^14 - 19*q^4*t^15 + 3*q^3*t^16 - 6*q^2*t^17 - t^19 + q^5*t^13 + 7*q^3*t^15)/((q^5 - t^2)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0673] 'FLqzw'

Zeta functions

ask[-]:

(q^12 + q^10*t - 5*q^9*t^2 + q^8*t^3 - 7*q^9*t + 5*q^8*t^2 + 2*q^7*t^3 + q^6*t^4 - 3*q^8*t + 13*q^7*t^2 - 5*q^5*t^4 + 5*q^7*t - 13*q^5*t^3 + 3*q^4*t^4 - q^6*t - 2*q^5*t^2 - 5*q^4*t^3 + 7*q^3*t^4 - q^4*t^2 + 5*q^3*t^3 - q^2*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^23*t^2 - 5*q^21*t^4 - q^19*t^6 + q^24 + 5*q^22*t^2 + 6*q^21*t^3 + 9*q^20*t^4 - 34*q^19*t^5 - 6*q^18*t^6 + 11*q^17*t^7 + 10*q^16*t^8 + 22*q^22*t - 12*q^21*t^2 - 43*q^20*t^3 - 40*q^19*t^4 + 154*q^18*t^5 + 117*q^17*t^6 + 9*q^16*t^7 - 38*q^15*t^8 - 6*q^14*t^9 + q^13*t^10 - 61*q^21*t - 40*q^20*t^2 - 15*q^19*t^3 + 92*q^18*t^4 - 178*q^17*t^5 - 270*q^16*t^6 - 169*q^15*t^7 - 31*q^14*t^8 - 31*q^13*t^9 - 38*q^12*t^10 - 5*q^11*t^11 + 54*q^20*t + 31*q^19*t^2 + 170*q^18*t^3 + 136*q^17*t^4 + 221*q^16*t^5 + 140*q^15*t^6 + 103*q^14*t^7 + 119*q^13*t^8 + 213*q^12*t^9 + 230*q^11*t^10 + 55*q^10*t^11 + 7*q^9*t^12 - 25*q^19*t + 86*q^18*t^2 + 7*q^17*t^3 - 227*q^16*t^4 - 633*q^15*t^5 - 323*q^14*t^6 + 296*q^13*t^7 + 361*q^12*t^8 - 163*q^11*t^9 - 493*q^10*t^10 - 197*q^9*t^11 - 46*q^8*t^12 + q^7*t^13 + 7*q^18*t - 109*q^17*t^2 - 256*q^16*t^3 - 284*q^15*t^4 + 463*q^14*t^5 + 809*q^13*t^6 - 809*q^11*t^8 - 463*q^10*t^9 + 284*q^9*t^10 + 256*q^8*t^11 + 109*q^7*t^12 - 7*q^6*t^13 - q^17*t + 46*q^16*t^2 + 197*q^15*t^3 + 493*q^14*t^4 + 163*q^13*t^5 - 361*q^12*t^6 - 296*q^11*t^7 + 323*q^10*t^8 + 633*q^9*t^9 + 227*q^8*t^10 - 7*q^7*t^11 - 86*q^6*t^12 + 25*q^5*t^13 - 7*q^15*t^2 - 55*q^14*t^3 - 230*q^13*t^4 - 213*q^12*t^5 - 119*q^11*t^6 - 103*q^10*t^7 - 140*q^9*t^8 - 221*q^8*t^9 - 136*q^7*t^10 - 170*q^6*t^11 - 31*q^5*t^12 - 54*q^4*t^13 + 5*q^13*t^3 + 38*q^12*t^4 + 31*q^11*t^5 + 31*q^10*t^6 + 169*q^9*t^7 + 270*q^8*t^8 + 178*q^7*t^9 - 92*q^6*t^10 + 15*q^5*t^11 + 40*q^4*t^12 + 61*q^3*t^13 - q^11*t^4 + 6*q^10*t^5 + 38*q^9*t^6 - 9*q^8*t^7 - 117*q^7*t^8 - 154*q^6*t^9 + 40*q^5*t^10 + 43*q^4*t^11 + 12*q^3*t^12 - 22*q^2*t^13 - 10*q^8*t^6 - 11*q^7*t^7 + 6*q^6*t^8 + 34*q^5*t^9 - 9*q^4*t^10 - 6*q^3*t^11 - 5*q^2*t^12 - t^14 + q^5*t^8 + 5*q^3*t^10 - q*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0674] 'FLr@w'

Zeta functions

ask[-]:

(3*q^8*t^2 - q^7*t^3 - q^6*t^4 - q^9 - 3*q^8*t + 2*q^7*t^2 - 4*q^6*t^3 + 2*q^5*t^4 + 6*q^7*t - 8*q^6*t^2 + 2*q^5*t^3 + 5*q^4*t^4 + 8*q^6*t - 10*q^5*t^2 + 10*q^4*t^3 - 8*q^3*t^4 - 5*q^5*t - 2*q^4*t^2 + 8*q^3*t^3 - 6*q^2*t^4 - 2*q^4*t + 4*q^3*t^2 - 2*q^2*t^3 + 3*q*t^4 + t^5 + q^3*t + q^2*t^2 - 3*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

-(2*q^10*t^6 - 2*q^11*t^4 - q^10*t^5 - 5*q^9*t^6 - 2*q^8*t^7 - q^7*t^8 + 2*q^12*t^2 - 5*q^11*t^3 + 12*q^10*t^4 - q^9*t^5 + q^8*t^6 + 8*q^7*t^7 + 4*q^6*t^8 + q^12*t - 7*q^11*t^2 + 3*q^10*t^3 + 21*q^9*t^4 - 38*q^8*t^5 + 31*q^7*t^6 - 14*q^6*t^7 - 7*q^5*t^8 + q^12 + 2*q^11*t - 20*q^10*t^2 + 52*q^9*t^3 - 86*q^8*t^4 + 40*q^7*t^5 - 3*q^6*t^6 - 12*q^5*t^7 + 10*q^4*t^8 - 12*q^10*t + 37*q^9*t^2 - 13*q^8*t^3 - 56*q^7*t^4 + 125*q^6*t^5 - 91*q^5*t^6 + 28*q^4*t^7 - 4*q^3*t^8 - 4*q^9*t + 28*q^8*t^2 - 91*q^7*t^3 + 125*q^6*t^4 - 56*q^5*t^5 - 13*q^4*t^6 + 37*q^3*t^7 - 12*q^2*t^8 + 10*q^8*t - 12*q^7*t^2 - 3*q^6*t^3 + 40*q^5*t^4 - 86*q^4*t^5 + 52*q^3*t^6 - 20*q^2*t^7 + 2*q*t^8 + t^9 - 7*q^7*t - 14*q^6*t^2 + 31*q^5*t^3 - 38*q^4*t^4 + 21*q^3*t^5 + 3*q^2*t^6 - 7*q*t^7 + t^8 + 4*q^6*t + 8*q^5*t^2 + q^4*t^3 - q^3*t^4 + 12*q^2*t^5 - 5*q*t^6 + 2*t^7 - q^5*t - 2*q^4*t^2 - 5*q^3*t^3 - q^2*t^4 - 2*q*t^5 + 2*q^2*t^3)/((q^2 - t)*(q - t)^3*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 5], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0675] 'FLr~o'

Zeta functions

ask[-]:

(q^13 + 3*q^11*t - 5*q^10*t + q^9*t^2 - 6*q^9*t - 10*q^8*t^2 + 4*q^8*t + 12*q^7*t^2 + 12*q^6*t^2 + 4*q^5*t^3 - 10*q^5*t^2 - 6*q^4*t^3 + q^4*t^2 - 5*q^3*t^3 + 3*q^2*t^3 + t^4)/((q^3 - t)*(q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^20 + 9*q^18*t^2 + 12*q^18*t - 26*q^17*t^2 + 18*q^16*t^3 - 4*q^15*t^4 - 10*q^14*t^5 - 30*q^17*t + 22*q^16*t^2 - 122*q^15*t^3 - 17*q^14*t^4 + 42*q^13*t^5 - 5*q^12*t^6 + 15*q^16*t - 74*q^15*t^2 + 242*q^14*t^3 + 86*q^13*t^4 - 47*q^12*t^5 + 48*q^11*t^6 - 2*q^15*t + 165*q^14*t^2 - 154*q^13*t^3 + 27*q^12*t^4 + 52*q^11*t^5 - 152*q^10*t^6 + 4*q^9*t^7 - 120*q^13*t^2 + 95*q^12*t^3 - 308*q^11*t^4 - 239*q^10*t^5 + 188*q^9*t^6 - 36*q^8*t^7 + 36*q^12*t^2 - 188*q^11*t^3 + 239*q^10*t^4 + 308*q^9*t^5 - 95*q^8*t^6 + 120*q^7*t^7 - 4*q^11*t^2 + 152*q^10*t^3 - 52*q^9*t^4 - 27*q^8*t^5 + 154*q^7*t^6 - 165*q^6*t^7 + 2*q^5*t^8 - 48*q^9*t^3 + 47*q^8*t^4 - 86*q^7*t^5 - 242*q^6*t^6 + 74*q^5*t^7 - 15*q^4*t^8 + 5*q^8*t^3 - 42*q^7*t^4 + 17*q^6*t^5 + 122*q^5*t^6 - 22*q^4*t^7 + 30*q^3*t^8 + 10*q^6*t^4 + 4*q^5*t^5 - 18*q^4*t^6 + 26*q^3*t^7 - 12*q^2*t^8 - 9*q^2*t^7 - t^9)/((q^3 - t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0676] 'FLr~w'

Zeta functions

ask[-]:

(q^10 + 3*q^8*t - 5*q^7*t + q^6*t^2 - 5*q^6*t - 5*q^5*t^2 + 5*q^5*t + 5*q^4*t^2 - q^4*t + 5*q^3*t^2 - 3*q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^29 + 8*q^27*t^2 + q^25*t^4 + 8*q^27*t - 25*q^26*t^2 + 19*q^25*t^3 - 5*q^24*t^4 - 7*q^23*t^5 - 12*q^26*t + 37*q^25*t^2 - 116*q^24*t^3 + 6*q^23*t^4 + 28*q^22*t^5 - 13*q^21*t^6 - 15*q^25*t - 125*q^24*t^2 + 208*q^23*t^3 - 90*q^22*t^4 - 41*q^21*t^5 + 85*q^20*t^6 - 12*q^19*t^7 + 19*q^24*t + 233*q^23*t^2 - 164*q^22*t^3 + 440*q^21*t^4 + 76*q^20*t^5 - 214*q^19*t^6 + 89*q^18*t^7 + q^17*t^8 - 6*q^23*t - 198*q^22*t^2 + 249*q^21*t^3 - 644*q^20*t^4 - 25*q^19*t^5 + 337*q^18*t^6 - 278*q^17*t^7 + 5*q^16*t^8 + 134*q^21*t^2 - 269*q^20*t^3 + 355*q^19*t^4 - 404*q^18*t^5 - 602*q^17*t^6 + 405*q^16*t^7 - 57*q^15*t^8 + 8*q^14*t^9 - 70*q^20*t^2 - 4*q^19*t^3 - 283*q^18*t^4 + 464*q^17*t^5 + 826*q^16*t^6 - 276*q^15*t^7 + 157*q^14*t^8 - 44*q^13*t^9 + 19*q^19*t^2 + 154*q^18*t^3 + 202*q^17*t^4 + 92*q^16*t^5 - 485*q^15*t^6 + 219*q^14*t^7 - 97*q^13*t^8 + 115*q^12*t^9 + q^11*t^10 - q^18*t^2 - 115*q^17*t^3 + 97*q^16*t^4 - 219*q^15*t^5 + 485*q^14*t^6 - 92*q^13*t^7 - 202*q^12*t^8 - 154*q^11*t^9 - 19*q^10*t^10 + 44*q^16*t^3 - 157*q^15*t^4 + 276*q^14*t^5 - 826*q^13*t^6 - 464*q^12*t^7 + 283*q^11*t^8 + 4*q^10*t^9 + 70*q^9*t^10 - 8*q^15*t^3 + 57*q^14*t^4 - 405*q^13*t^5 + 602*q^12*t^6 + 404*q^11*t^7 - 355*q^10*t^8 + 269*q^9*t^9 - 134*q^8*t^10 - 5*q^13*t^4 + 278*q^12*t^5 - 337*q^11*t^6 + 25*q^10*t^7 + 644*q^9*t^8 - 249*q^8*t^9 + 198*q^7*t^10 + 6*q^6*t^11 - q^12*t^4 - 89*q^11*t^5 + 214*q^10*t^6 - 76*q^9*t^7 - 440*q^8*t^8 + 164*q^7*t^9 - 233*q^6*t^10 - 19*q^5*t^11 + 12*q^10*t^5 - 85*q^9*t^6 + 41*q^8*t^7 + 90*q^7*t^8 - 208*q^6*t^9 + 125*q^5*t^10 + 15*q^4*t^11 + 13*q^8*t^6 - 28*q^7*t^7 - 6*q^6*t^8 + 116*q^5*t^9 - 37*q^4*t^10 + 12*q^3*t^11 + 7*q^6*t^7 + 5*q^5*t^8 - 19*q^4*t^9 + 25*q^3*t^10 - 8*q^2*t^11 - q^4*t^8 - 8*q^2*t^10 - t^12)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0677] 'FLvbw'

Zeta functions

ask[-]:

(q^11 + 3*q^9*t - 3*q^8*t^2 - 7*q^8*t + 2*q^7*t^2 - q^6*t^3 - 5*q^7*t + 4*q^6*t^2 + 6*q^5*t^3 + 6*q^6*t + 4*q^5*t^2 - 5*q^4*t^3 - q^5*t + 2*q^4*t^2 - 7*q^3*t^3 - 3*q^3*t^2 + 3*q^2*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(9*q^21*t^4 + q^19*t^6 - q^24 - 8*q^22*t^2 + 6*q^21*t^3 - 24*q^20*t^4 + 40*q^19*t^5 - 8*q^18*t^6 - 16*q^17*t^7 - 9*q^16*t^8 - 20*q^22*t + 22*q^21*t^2 - 19*q^20*t^3 + 46*q^19*t^4 - 222*q^18*t^5 - 67*q^17*t^6 + 2*q^16*t^7 + 39*q^15*t^8 + 19*q^14*t^9 + 55*q^21*t + 4*q^20*t^2 + 135*q^19*t^3 - 92*q^18*t^4 + 421*q^17*t^5 + 262*q^16*t^6 + 232*q^15*t^7 + 40*q^14*t^8 - 30*q^13*t^9 + 36*q^12*t^10 - 3*q^11*t^11 - 48*q^20*t + 43*q^19*t^2 - 294*q^18*t^3 - 23*q^17*t^4 - 582*q^16*t^5 - 241*q^15*t^6 - 385*q^14*t^7 - 272*q^13*t^8 - 120*q^12*t^9 - 245*q^11*t^10 - 11*q^10*t^11 - 12*q^9*t^12 + 23*q^19*t - 173*q^18*t^2 + 105*q^17*t^3 - 46*q^16*t^4 + 836*q^15*t^5 + 274*q^14*t^6 + 60*q^13*t^7 + 54*q^12*t^8 + 140*q^11*t^9 + 599*q^10*t^10 + 97*q^9*t^11 + 72*q^8*t^12 - q^7*t^13 - 7*q^18*t + 171*q^17*t^2 + 134*q^16*t^3 + 539*q^15*t^4 - 464*q^14*t^5 - 414*q^13*t^6 + 414*q^11*t^8 + 464*q^10*t^9 - 539*q^9*t^10 - 134*q^8*t^11 - 171*q^7*t^12 + 7*q^6*t^13 + q^17*t - 72*q^16*t^2 - 97*q^15*t^3 - 599*q^14*t^4 - 140*q^13*t^5 - 54*q^12*t^6 - 60*q^11*t^7 - 274*q^10*t^8 - 836*q^9*t^9 + 46*q^8*t^10 - 105*q^7*t^11 + 173*q^6*t^12 - 23*q^5*t^13 + 12*q^15*t^2 + 11*q^14*t^3 + 245*q^13*t^4 + 120*q^12*t^5 + 272*q^11*t^6 + 385*q^10*t^7 + 241*q^9*t^8 + 582*q^8*t^9 + 23*q^7*t^10 + 294*q^6*t^11 - 43*q^5*t^12 + 48*q^4*t^13 + 3*q^13*t^3 - 36*q^12*t^4 + 30*q^11*t^5 - 40*q^10*t^6 - 232*q^9*t^7 - 262*q^8*t^8 - 421*q^7*t^9 + 92*q^6*t^10 - 135*q^5*t^11 - 4*q^4*t^12 - 55*q^3*t^13 - 19*q^10*t^5 - 39*q^9*t^6 - 2*q^8*t^7 + 67*q^7*t^8 + 222*q^6*t^9 - 46*q^5*t^10 + 19*q^4*t^11 - 22*q^3*t^12 + 20*q^2*t^13 + 9*q^8*t^6 + 16*q^7*t^7 + 8*q^6*t^8 - 40*q^5*t^9 + 24*q^4*t^10 - 6*q^3*t^11 + 8*q^2*t^12 + t^14 - q^5*t^8 - 9*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0678] 'FLvfw'

Zeta functions

ask[-]:

(q^10 + 4*q^8*t - 6*q^7*t + q^6*t^2 - 6*q^6*t - 6*q^5*t^2 + 6*q^5*t + 6*q^4*t^2 - q^4*t + 6*q^3*t^2 - 4*q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^25 + 10*q^23*t^2 + q^21*t^4 + 13*q^23*t - 30*q^22*t^2 + 34*q^21*t^3 - 6*q^20*t^4 - 11*q^19*t^5 - 29*q^22*t + 49*q^21*t^2 - 194*q^20*t^3 + 10*q^19*t^4 + 43*q^18*t^5 - 23*q^17*t^6 + 9*q^21*t - 172*q^20*t^2 + 369*q^19*t^3 - 136*q^18*t^4 - 75*q^17*t^5 + 140*q^16*t^6 - 15*q^15*t^7 + 4*q^20*t + 329*q^19*t^2 - 375*q^18*t^3 + 644*q^17*t^4 + 156*q^16*t^5 - 337*q^15*t^6 + 131*q^14*t^7 - 2*q^19*t - 281*q^18*t^2 + 526*q^17*t^3 - 1078*q^16*t^4 - 110*q^15*t^5 + 509*q^14*t^6 - 450*q^13*t^7 + 22*q^12*t^8 + 137*q^17*t^2 - 691*q^16*t^3 + 905*q^15*t^4 - 550*q^14*t^5 - 835*q^13*t^6 + 767*q^12*t^7 - 159*q^11*t^8 + 6*q^10*t^9 - 41*q^16*t^2 + 473*q^15*t^3 - 795*q^14*t^4 + 1107*q^13*t^5 + 1107*q^12*t^6 - 795*q^11*t^7 + 473*q^10*t^8 - 41*q^9*t^9 + 6*q^15*t^2 - 159*q^14*t^3 + 767*q^13*t^4 - 835*q^12*t^5 - 550*q^11*t^6 + 905*q^10*t^7 - 691*q^9*t^8 + 137*q^8*t^9 + 22*q^13*t^3 - 450*q^12*t^4 + 509*q^11*t^5 - 110*q^10*t^6 - 1078*q^9*t^7 + 526*q^8*t^8 - 281*q^7*t^9 - 2*q^6*t^10 + 131*q^11*t^4 - 337*q^10*t^5 + 156*q^9*t^6 + 644*q^8*t^7 - 375*q^7*t^8 + 329*q^6*t^9 + 4*q^5*t^10 - 15*q^10*t^4 + 140*q^9*t^5 - 75*q^8*t^6 - 136*q^7*t^7 + 369*q^6*t^8 - 172*q^5*t^9 + 9*q^4*t^10 - 23*q^8*t^5 + 43*q^7*t^6 + 10*q^6*t^7 - 194*q^5*t^8 + 49*q^4*t^9 - 29*q^3*t^10 - 11*q^6*t^6 - 6*q^5*t^7 + 34*q^4*t^8 - 30*q^3*t^9 + 13*q^2*t^10 + q^4*t^7 + 10*q^2*t^9 + t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0679] 'FLvvO'

Zeta functions

ask[-]:

(q^10 + 5*q^8*t - 7*q^7*t + q^6*t^2 - 7*q^6*t - 7*q^5*t^2 + 7*q^5*t + 7*q^4*t^2 - q^4*t + 7*q^3*t^2 - 5*q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^17 + 12*q^15*t^2 + q^13*t^4 + 18*q^15*t - 35*q^14*t^2 + 41*q^13*t^3 - 7*q^12*t^4 - 17*q^11*t^5 - 49*q^14*t + 45*q^13*t^2 - 231*q^12*t^3 - 27*q^11*t^4 + 70*q^10*t^5 - 18*q^9*t^6 + 42*q^13*t - 140*q^12*t^2 + 440*q^11*t^3 + 147*q^10*t^4 - 103*q^9*t^5 + 105*q^8*t^6 - q^7*t^7 - 21*q^12*t + 287*q^11*t^2 - 336*q^10*t^3 - 119*q^9*t^4 + 140*q^8*t^5 - 252*q^7*t^6 + 7*q^6*t^7 + 7*q^11*t - 252*q^10*t^2 + 140*q^9*t^3 - 119*q^8*t^4 - 336*q^7*t^5 + 287*q^6*t^6 - 21*q^5*t^7 - q^10*t + 105*q^9*t^2 - 103*q^8*t^3 + 147*q^7*t^4 + 440*q^6*t^5 - 140*q^5*t^6 + 42*q^4*t^7 - 18*q^8*t^2 + 70*q^7*t^3 - 27*q^6*t^4 - 231*q^5*t^5 + 45*q^4*t^6 - 49*q^3*t^7 - 17*q^6*t^3 - 7*q^5*t^4 + 41*q^4*t^5 - 35*q^3*t^6 + 18*q^2*t^7 + q^4*t^4 + 12*q^2*t^6 + t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6]]

[0680] 'FLv~o'

Zeta functions

ask[-]:

(q^13 + q^11*t - 2*q^10*t - 5*q^9*t - 5*q^8*t^2 + q^8*t + 8*q^7*t^2 + q^6*t^3 + q^7*t + 8*q^6*t^2 + q^5*t^3 - 5*q^5*t^2 - 5*q^4*t^3 - 2*q^3*t^3 + q^2*t^3 + t^4)/((q^3 - t)*(q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^20 + 6*q^18*t^2 - q^16*t^4 + 7*q^18*t - 17*q^17*t^2 + 3*q^16*t^3 - q^15*t^4 - 4*q^14*t^5 - 15*q^17*t + 5*q^16*t^2 - 41*q^15*t^3 - 6*q^14*t^4 + 20*q^13*t^5 + q^12*t^6 - 2*q^16*t - 23*q^15*t^2 + 91*q^14*t^3 + 56*q^13*t^4 - 17*q^12*t^5 + 9*q^11*t^6 + 7*q^15*t + 67*q^14*t^2 - 22*q^13*t^3 - 19*q^12*t^4 - 11*q^11*t^5 - 54*q^10*t^6 - 4*q^9*t^7 - 2*q^14*t - 28*q^13*t^2 - 3*q^12*t^3 - 134*q^11*t^4 - 79*q^10*t^5 + 72*q^9*t^6 + 6*q^8*t^7 - 6*q^12*t^2 - 72*q^11*t^3 + 79*q^10*t^4 + 134*q^9*t^5 + 3*q^8*t^6 + 28*q^7*t^7 + 2*q^6*t^8 + 4*q^11*t^2 + 54*q^10*t^3 + 11*q^9*t^4 + 19*q^8*t^5 + 22*q^7*t^6 - 67*q^6*t^7 - 7*q^5*t^8 - 9*q^9*t^3 + 17*q^8*t^4 - 56*q^7*t^5 - 91*q^6*t^6 + 23*q^5*t^7 + 2*q^4*t^8 - q^8*t^3 - 20*q^7*t^4 + 6*q^6*t^5 + 41*q^5*t^6 - 5*q^4*t^7 + 15*q^3*t^8 + 4*q^6*t^4 + q^5*t^5 - 3*q^4*t^6 + 17*q^3*t^7 - 7*q^2*t^8 + q^4*t^5 - 6*q^2*t^7 - t^9)/((q^3 - t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0681] 'FL~vw'

Zeta functions

ask[-]:

(q^13 - q^10*t - 4*q^9*t - 3*q^8*t^2 + 6*q^7*t^2 + q^6*t^3 + q^7*t + 6*q^6*t^2 - 3*q^5*t^2 - 4*q^4*t^3 - q^3*t^3 + t^4)/((q^3 - t)*(q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^25 + 4*q^23*t^2 - q^21*t^4 + 4*q^23*t - 12*q^22*t^2 + 2*q^21*t^3 - 2*q^19*t^5 - 4*q^22*t + 6*q^21*t^2 - 26*q^20*t^3 - 3*q^19*t^4 + 10*q^18*t^5 + q^17*t^6 - 15*q^21*t - 29*q^20*t^2 + 45*q^19*t^3 + 20*q^18*t^4 - 5*q^17*t^5 + 9*q^16*t^6 - q^15*t^7 + 12*q^20*t + 51*q^19*t^2 + 12*q^18*t^3 + 47*q^17*t^4 + q^16*t^5 - 39*q^15*t^6 + 3*q^14*t^7 + q^13*t^8 - q^19*t - 3*q^18*t^2 + 14*q^17*t^3 - 116*q^16*t^4 - 47*q^15*t^5 + 37*q^14*t^6 - 26*q^13*t^7 - 10*q^12*t^8 - q^18*t - 12*q^17*t^2 - 56*q^16*t^3 + 10*q^15*t^4 - 55*q^14*t^5 - 56*q^13*t^6 + 66*q^12*t^7 + 26*q^11*t^8 + 2*q^10*t^9 - 3*q^15*t^3 - 21*q^14*t^4 + 160*q^13*t^5 + 160*q^12*t^6 - 21*q^11*t^7 - 3*q^10*t^8 + 2*q^15*t^2 + 26*q^14*t^3 + 66*q^13*t^4 - 56*q^12*t^5 - 55*q^11*t^6 + 10*q^10*t^7 - 56*q^9*t^8 - 12*q^8*t^9 - q^7*t^10 - 10*q^13*t^3 - 26*q^12*t^4 + 37*q^11*t^5 - 47*q^10*t^6 - 116*q^9*t^7 + 14*q^8*t^8 - 3*q^7*t^9 - q^6*t^10 + q^12*t^3 + 3*q^11*t^4 - 39*q^10*t^5 + q^9*t^6 + 47*q^8*t^7 + 12*q^7*t^8 + 51*q^6*t^9 + 12*q^5*t^10 - q^10*t^4 + 9*q^9*t^5 - 5*q^8*t^6 + 20*q^7*t^7 + 45*q^6*t^8 - 29*q^5*t^9 - 15*q^4*t^10 + q^8*t^5 + 10*q^7*t^6 - 3*q^6*t^7 - 26*q^5*t^8 + 6*q^4*t^9 - 4*q^3*t^10 - 2*q^6*t^6 + 2*q^4*t^8 - 12*q^3*t^9 + 4*q^2*t^10 - q^4*t^7 + 4*q^2*t^9 + t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0682] 'FL~~w'

Zeta functions

ask[-]:

(q^10 - q^7*t - 3*q^6*t - q^5*t^2 + q^5*t + 3*q^4*t^2 + q^3*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^29 + 3*q^27*t^2 + q^27*t - 11*q^26*t^2 - q^24*t^4 - q^23*t^5 + 5*q^26*t + 10*q^25*t^2 - 10*q^24*t^3 - 4*q^23*t^4 + 5*q^22*t^5 + 2*q^21*t^6 - 25*q^25*t - 35*q^24*t^2 + 6*q^23*t^3 + 13*q^22*t^4 + 9*q^21*t^5 + 2*q^20*t^6 - 6*q^19*t^7 + 13*q^24*t + 58*q^23*t^2 + 64*q^22*t^3 + 69*q^21*t^4 - 34*q^20*t^5 - 34*q^19*t^6 + 17*q^18*t^7 + 3*q^17*t^8 + 3*q^23*t - 31*q^22*t^2 - 34*q^21*t^3 - 132*q^20*t^4 + 16*q^19*t^5 + 63*q^18*t^6 - 29*q^17*t^7 - 12*q^16*t^8 - 3*q^22*t + 49*q^21*t^2 + 17*q^20*t^3 - 8*q^19*t^4 - 144*q^18*t^5 - 112*q^17*t^6 + 47*q^16*t^7 + 27*q^15*t^8 + 3*q^14*t^9 - 46*q^20*t^2 - 103*q^19*t^3 - 20*q^18*t^4 + 218*q^17*t^5 + 244*q^16*t^6 - 7*q^15*t^7 - 34*q^14*t^8 - 12*q^13*t^9 + 15*q^19*t^2 + 86*q^18*t^3 + 67*q^17*t^4 - 39*q^16*t^5 - 173*q^15*t^6 - 28*q^14*t^7 + 27*q^13*t^8 + 37*q^12*t^9 - 37*q^17*t^3 - 27*q^16*t^4 + 28*q^15*t^5 + 173*q^14*t^6 + 39*q^13*t^7 - 67*q^12*t^8 - 86*q^11*t^9 - 15*q^10*t^10 + 12*q^16*t^3 + 34*q^15*t^4 + 7*q^14*t^5 - 244*q^13*t^6 - 218*q^12*t^7 + 20*q^11*t^8 + 103*q^10*t^9 + 46*q^9*t^10 - 3*q^15*t^3 - 27*q^14*t^4 - 47*q^13*t^5 + 112*q^12*t^6 + 144*q^11*t^7 + 8*q^10*t^8 - 17*q^9*t^9 - 49*q^8*t^10 + 3*q^7*t^11 + 12*q^13*t^4 + 29*q^12*t^5 - 63*q^11*t^6 - 16*q^10*t^7 + 132*q^9*t^8 + 34*q^8*t^9 + 31*q^7*t^10 - 3*q^6*t^11 - 3*q^12*t^4 - 17*q^11*t^5 + 34*q^10*t^6 + 34*q^9*t^7 - 69*q^8*t^8 - 64*q^7*t^9 - 58*q^6*t^10 - 13*q^5*t^11 + 6*q^10*t^5 - 2*q^9*t^6 - 9*q^8*t^7 - 13*q^7*t^8 - 6*q^6*t^9 + 35*q^5*t^10 + 25*q^4*t^11 - 2*q^8*t^6 - 5*q^7*t^7 + 4*q^6*t^8 + 10*q^5*t^9 - 10*q^4*t^10 - 5*q^3*t^11 + q^6*t^7 + q^5*t^8 + 11*q^3*t^10 - q^2*t^11 - 3*q^2*t^10 - t^12)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
18 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0683] 'FM`hw'

Zeta functions

ask[-]:

(3*q^8*t^2 + 3*q^7*t^3 - q^9 - 5*q^8*t - q^7*t^2 - 15*q^6*t^3 - 2*q^5*t^4 + 11*q^7*t + 2*q^6*t^2 + 8*q^5*t^3 + 9*q^4*t^4 + 6*q^6*t - 18*q^5*t^2 + 18*q^4*t^3 - 6*q^3*t^4 - 9*q^5*t - 8*q^4*t^2 - 2*q^3*t^3 - 11*q^2*t^4 + 2*q^4*t + 15*q^3*t^2 + q^2*t^3 + 5*q*t^4 + t^5 - 3*q^2*t^2 - 3*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(2*q^14*t^12 + 2*q^13*t^13 + q^12*t^14 - 6*q^15*t^10 - 2*q^14*t^11 - q^13*t^12 - 12*q^12*t^13 - 18*q^11*t^14 - 6*q^10*t^15 + 6*q^16*t^8 - 15*q^15*t^9 - 9*q^14*t^10 + 37*q^13*t^11 + 17*q^12*t^12 + 10*q^11*t^13 + 64*q^10*t^14 + 47*q^9*t^15 + 7*q^8*t^16 + q^7*t^17 + q^18*t^5 - 4*q^17*t^6 + 29*q^16*t^7 + 38*q^15*t^8 - 25*q^14*t^9 + 76*q^13*t^10 + 25*q^12*t^11 - 149*q^11*t^12 - 51*q^10*t^13 - 52*q^9*t^14 - 122*q^8*t^15 - 44*q^7*t^16 - 7*q^6*t^17 + 4*q^18*t^4 - 28*q^17*t^5 - 46*q^16*t^6 + 48*q^15*t^7 - 212*q^14*t^8 - 145*q^13*t^9 + 150*q^12*t^10 - 181*q^11*t^11 + 6*q^10*t^12 + 282*q^9*t^13 + 35*q^8*t^14 + 73*q^7*t^15 + 98*q^6*t^16 + 21*q^5*t^17 - 2*q^19*t^2 + 4*q^18*t^3 + 8*q^17*t^4 - 48*q^16*t^5 + 246*q^15*t^6 + 11*q^14*t^7 - 222*q^13*t^8 + 686*q^12*t^9 + 109*q^11*t^10 - 373*q^10*t^11 + 394*q^9*t^12 - 66*q^8*t^13 - 235*q^7*t^14 + 66*q^6*t^15 - 51*q^5*t^16 - 32*q^4*t^17 + 8*q^18*t^2 + 56*q^17*t^3 - 91*q^16*t^4 + 93*q^15*t^5 + 170*q^14*t^6 - 615*q^13*t^7 + 417*q^12*t^8 + 250*q^11*t^9 - 1246*q^10*t^10 + 248*q^9*t^11 + 293*q^8*t^12 - 561*q^7*t^13 + 85*q^6*t^14 + 15*q^5*t^15 - 71*q^4*t^16 + 14*q^3*t^17 - q^19 - 11*q^18*t + 2*q^17*t^2 - 127*q^16*t^3 - 147*q^15*t^4 + 322*q^14*t^5 - 582*q^13*t^6 - 260*q^12*t^7 + 869*q^11*t^8 - 861*q^10*t^9 + 96*q^9*t^10 + 1177*q^8*t^11 - 462*q^7*t^12 + 32*q^6*t^13 + 406*q^5*t^14 - 22*q^4*t^15 + 44*q^3*t^16 + 20*q^2*t^17 + 20*q^17*t + 44*q^16*t^2 - 22*q^15*t^3 + 406*q^14*t^4 + 32*q^13*t^5 - 462*q^12*t^6 + 1177*q^11*t^7 + 96*q^10*t^8 - 861*q^9*t^9 + 869*q^8*t^10 - 260*q^7*t^11 - 582*q^6*t^12 + 322*q^5*t^13 - 147*q^4*t^14 - 127*q^3*t^15 + 2*q^2*t^16 - 11*q*t^17 - t^18 + 14*q^16*t - 71*q^15*t^2 + 15*q^14*t^3 + 85*q^13*t^4 - 561*q^12*t^5 + 293*q^11*t^6 + 248*q^10*t^7 - 1246*q^9*t^8 + 250*q^8*t^9 + 417*q^7*t^10 - 615*q^6*t^11 + 170*q^5*t^12 + 93*q^4*t^13 - 91*q^3*t^14 + 56*q^2*t^15 + 8*q*t^16 - 32*q^15*t - 51*q^14*t^2 + 66*q^13*t^3 - 235*q^12*t^4 - 66*q^11*t^5 + 394*q^10*t^6 - 373*q^9*t^7 + 109*q^8*t^8 + 686*q^7*t^9 - 222*q^6*t^10 + 11*q^5*t^11 + 246*q^4*t^12 - 48*q^3*t^13 + 8*q^2*t^14 + 4*q*t^15 - 2*t^16 + 21*q^14*t + 98*q^13*t^2 + 73*q^12*t^3 + 35*q^11*t^4 + 282*q^10*t^5 + 6*q^9*t^6 - 181*q^8*t^7 + 150*q^7*t^8 - 145*q^6*t^9 - 212*q^5*t^10 + 48*q^4*t^11 - 46*q^3*t^12 - 28*q^2*t^13 + 4*q*t^14 - 7*q^13*t - 44*q^12*t^2 - 122*q^11*t^3 - 52*q^10*t^4 - 51*q^9*t^5 - 149*q^8*t^6 + 25*q^7*t^7 + 76*q^6*t^8 - 25*q^5*t^9 + 38*q^4*t^10 + 29*q^3*t^11 - 4*q^2*t^12 + q*t^13 + q^12*t + 7*q^11*t^2 + 47*q^10*t^3 + 64*q^9*t^4 + 10*q^8*t^5 + 17*q^7*t^6 + 37*q^6*t^7 - 9*q^5*t^8 - 15*q^4*t^9 + 6*q^3*t^10 - 6*q^9*t^3 - 18*q^8*t^4 - 12*q^7*t^5 - q^6*t^6 - 2*q^5*t^7 - 6*q^4*t^8 + q^7*t^4 + 2*q^6*t^5 + 2*q^5*t^6)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 3], [0, 4], [1, 2], [1, 3], [1, 5], [2, 5], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0684] 'FMyzw'

Zeta functions

ask[-]:

(q^11 + q^9*t - q^8*t^2 - 4*q^8*t - 2*q^7*t^2 - 4*q^7*t + 6*q^6*t^2 + 3*q^5*t^3 + 3*q^6*t + 6*q^5*t^2 - 4*q^4*t^3 - 2*q^4*t^2 - 4*q^3*t^3 - q^3*t^2 + q^2*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(6*q^21*t^4 - q^24 - 5*q^22*t^2 + 3*q^21*t^3 - 14*q^20*t^4 + 18*q^19*t^5 - 6*q^18*t^6 - 9*q^17*t^7 - 4*q^16*t^8 - 14*q^22*t + 16*q^21*t^2 + 6*q^20*t^3 + 21*q^19*t^4 - 111*q^18*t^5 - 40*q^17*t^6 + 12*q^16*t^7 + 27*q^15*t^8 + 11*q^14*t^9 + 35*q^21*t + 9*q^20*t^2 + 29*q^19*t^3 - 50*q^18*t^4 + 184*q^17*t^5 + 174*q^16*t^6 + 103*q^15*t^7 + 9*q^14*t^8 - 25*q^13*t^9 + 8*q^12*t^10 - 2*q^11*t^11 - 21*q^20*t + 12*q^19*t^2 - 108*q^18*t^3 - 69*q^17*t^4 - 211*q^16*t^5 - 136*q^15*t^6 - 167*q^14*t^7 - 160*q^13*t^8 - 64*q^12*t^9 - 94*q^11*t^10 - 5*q^10*t^11 - 3*q^9*t^12 + 4*q^19*t - 90*q^18*t^2 - 21*q^17*t^3 + 90*q^16*t^4 + 398*q^15*t^5 + 165*q^14*t^6 - 64*q^13*t^7 - 3*q^12*t^8 + 118*q^11*t^9 + 279*q^10*t^10 + 69*q^9*t^11 + 27*q^8*t^12 + 81*q^17*t^2 + 137*q^16*t^3 + 228*q^15*t^4 - 218*q^14*t^5 - 333*q^13*t^6 + 333*q^11*t^8 + 218*q^10*t^9 - 228*q^9*t^10 - 137*q^8*t^11 - 81*q^7*t^12 - 27*q^16*t^2 - 69*q^15*t^3 - 279*q^14*t^4 - 118*q^13*t^5 + 3*q^12*t^6 + 64*q^11*t^7 - 165*q^10*t^8 - 398*q^9*t^9 - 90*q^8*t^10 + 21*q^7*t^11 + 90*q^6*t^12 - 4*q^5*t^13 + 3*q^15*t^2 + 5*q^14*t^3 + 94*q^13*t^4 + 64*q^12*t^5 + 160*q^11*t^6 + 167*q^10*t^7 + 136*q^9*t^8 + 211*q^8*t^9 + 69*q^7*t^10 + 108*q^6*t^11 - 12*q^5*t^12 + 21*q^4*t^13 + 2*q^13*t^3 - 8*q^12*t^4 + 25*q^11*t^5 - 9*q^10*t^6 - 103*q^9*t^7 - 174*q^8*t^8 - 184*q^7*t^9 + 50*q^6*t^10 - 29*q^5*t^11 - 9*q^4*t^12 - 35*q^3*t^13 - 11*q^10*t^5 - 27*q^9*t^6 - 12*q^8*t^7 + 40*q^7*t^8 + 111*q^6*t^9 - 21*q^5*t^10 - 6*q^4*t^11 - 16*q^3*t^12 + 14*q^2*t^13 + 4*q^8*t^6 + 9*q^7*t^7 + 6*q^6*t^8 - 18*q^5*t^9 + 14*q^4*t^10 - 3*q^3*t^11 + 5*q^2*t^12 + t^14 - 6*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 3], [0, 4], [0, 5], [1, 2], [1, 3], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0685] 'FNz~o'

Zeta functions

ask[-]:

(q^11 + q^8*t - 4*q^7*t - 2*q^6*t^2 - 2*q^6*t + 2*q^5*t^2 + 2*q^5*t + 4*q^4*t^2 - q^3*t^2 - t^3)/((q^3 - t)*(q^2 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^18 + 3*q^16*t^2 - 2*q^14*t^4 + 4*q^16*t - 8*q^15*t^2 - q^14*t^3 + 2*q^13*t^4 - q^12*t^5 - 5*q^15*t - 2*q^14*t^2 - 8*q^13*t^3 + 3*q^12*t^4 + 5*q^11*t^5 + q^10*t^6 - 9*q^14*t - 6*q^13*t^2 + 18*q^12*t^3 + 12*q^11*t^4 - q^10*t^5 + 2*q^9*t^6 + 6*q^13*t + 17*q^12*t^2 + 17*q^11*t^3 - 6*q^10*t^4 - 14*q^9*t^5 - 15*q^8*t^6 - q^7*t^7 + q^12*t + 12*q^11*t^2 - 11*q^10*t^3 - 28*q^9*t^4 - 11*q^8*t^5 + 12*q^7*t^6 + q^6*t^7 - q^11*t - 15*q^10*t^2 - 14*q^9*t^3 - 6*q^8*t^4 + 17*q^7*t^5 + 17*q^6*t^6 + 6*q^5*t^7 + 2*q^9*t^2 - q^8*t^3 + 12*q^7*t^4 + 18*q^6*t^5 - 6*q^5*t^6 - 9*q^4*t^7 + q^8*t^2 + 5*q^7*t^3 + 3*q^6*t^4 - 8*q^5*t^5 - 2*q^4*t^6 - 5*q^3*t^7 - q^6*t^3 + 2*q^5*t^4 - q^4*t^5 - 8*q^3*t^6 + 4*q^2*t^7 - 2*q^4*t^4 + 3*q^2*t^6 + t^8)/((q^3 - t)*(q^2 - t)^2*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0686] 'FNz~w'

Zeta functions

ask[-]:

(q^11 - 3*q^7*t - q^6*t^2 - q^6*t + q^5*t^2 + q^5*t + 3*q^4*t^2 - t^3)/((q^3 - t)*(q^2 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^27 + 2*q^25*t^2 - q^23*t^4 + 2*q^25*t - 7*q^24*t^2 + q^23*t^3 + q^22*t^4 - q^21*t^5 + 3*q^24*t + 4*q^23*t^2 - 13*q^22*t^3 - 2*q^21*t^4 + 4*q^20*t^5 + 2*q^19*t^6 - 19*q^23*t - 17*q^22*t^2 + 12*q^21*t^3 + 13*q^20*t^4 + 5*q^19*t^5 - 2*q^17*t^7 + 7*q^22*t + 13*q^21*t^2 + 30*q^20*t^3 + 13*q^19*t^4 - 16*q^18*t^5 - 10*q^17*t^6 + 7*q^16*t^7 + 5*q^21*t + 12*q^20*t^2 - 5*q^19*t^3 - 8*q^18*t^4 + 2*q^17*t^5 - 2*q^16*t^6 - 18*q^15*t^7 - 2*q^14*t^8 - 3*q^20*t + 14*q^19*t^2 + 11*q^18*t^3 - 53*q^17*t^4 - 53*q^16*t^5 - 3*q^15*t^6 + 21*q^14*t^7 + 4*q^13*t^8 - 18*q^18*t^2 - 40*q^17*t^3 - q^16*t^4 + 33*q^15*t^5 + 35*q^14*t^6 + 15*q^13*t^7 + 2*q^12*t^8 + 2*q^11*t^9 + 2*q^17*t^2 + 5*q^16*t^3 - 7*q^15*t^4 + 18*q^14*t^5 + 18*q^13*t^6 - 7*q^12*t^7 + 5*q^11*t^8 + 2*q^10*t^9 + 2*q^16*t^2 + 2*q^15*t^3 + 15*q^14*t^4 + 35*q^13*t^5 + 33*q^12*t^6 - q^11*t^7 - 40*q^10*t^8 - 18*q^9*t^9 + 4*q^14*t^3 + 21*q^13*t^4 - 3*q^12*t^5 - 53*q^11*t^6 - 53*q^10*t^7 + 11*q^9*t^8 + 14*q^8*t^9 - 3*q^7*t^10 - 2*q^13*t^3 - 18*q^12*t^4 - 2*q^11*t^5 + 2*q^10*t^6 - 8*q^9*t^7 - 5*q^8*t^8 + 12*q^7*t^9 + 5*q^6*t^10 + 7*q^11*t^4 - 10*q^10*t^5 - 16*q^9*t^6 + 13*q^8*t^7 + 30*q^7*t^8 + 13*q^6*t^9 + 7*q^5*t^10 - 2*q^10*t^4 + 5*q^8*t^6 + 13*q^7*t^7 + 12*q^6*t^8 - 17*q^5*t^9 - 19*q^4*t^10 + 2*q^8*t^5 + 4*q^7*t^6 - 2*q^6*t^7 - 13*q^5*t^8 + 4*q^4*t^9 + 3*q^3*t^10 - q^6*t^6 + q^5*t^7 + q^4*t^8 - 7*q^3*t^9 + 2*q^2*t^10 - q^4*t^7 + 2*q^2*t^9 + t^11)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
18 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0687] 'FN~~w'

Zeta functions

ask[-]:

(q^4 - t)^2/((q^2 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^25 + q^23*t^2 + q^23*t - 6*q^22*t^2 + q^21*t^3 + 7*q^22*t + 7*q^21*t^2 - 9*q^20*t^3 - 5*q^19*t^4 + 4*q^17*t^6 - 18*q^21*t - 9*q^20*t^2 - 7*q^19*t^3 + 11*q^18*t^4 + 9*q^17*t^5 - 8*q^16*t^6 - 2*q^20*t - 7*q^19*t^2 + 59*q^18*t^3 + 5*q^17*t^4 - 25*q^16*t^5 + 4*q^15*t^6 + 14*q^19*t - 6*q^18*t^2 - 45*q^17*t^3 + 49*q^16*t^4 + 31*q^15*t^5 - 21*q^14*t^6 - 2*q^13*t^7 - 6*q^18*t + 63*q^17*t^2 + 13*q^16*t^3 - 128*q^15*t^4 - 31*q^14*t^5 + 43*q^13*t^6 - 6*q^12*t^7 - 56*q^16*t^2 + 21*q^15*t^3 + 63*q^14*t^4 - 38*q^13*t^5 - 13*q^12*t^6 + 33*q^11*t^7 - 16*q^10*t^8 + 16*q^15*t^2 - 33*q^14*t^3 + 13*q^13*t^4 + 38*q^12*t^5 - 63*q^11*t^6 - 21*q^10*t^7 + 56*q^9*t^8 + 6*q^13*t^3 - 43*q^12*t^4 + 31*q^11*t^5 + 128*q^10*t^6 - 13*q^9*t^7 - 63*q^8*t^8 + 6*q^7*t^9 + 2*q^12*t^3 + 21*q^11*t^4 - 31*q^10*t^5 - 49*q^9*t^6 + 45*q^8*t^7 + 6*q^7*t^8 - 14*q^6*t^9 - 4*q^10*t^4 + 25*q^9*t^5 - 5*q^8*t^6 - 59*q^7*t^7 + 7*q^6*t^8 + 2*q^5*t^9 + 8*q^9*t^4 - 9*q^8*t^5 - 11*q^7*t^6 + 7*q^6*t^7 + 9*q^5*t^8 + 18*q^4*t^9 - 4*q^8*t^4 + 5*q^6*t^6 + 9*q^5*t^7 - 7*q^4*t^8 - 7*q^3*t^9 - q^4*t^7 + 6*q^3*t^8 - q^2*t^9 - q^2*t^8 - t^10)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
19 edges:	[[0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0688] 'FODZo'

Zeta functions

ask[-]:

(q^7*t^6 + q^9*t^3 - 3*q^8*t^4 + q^7*t^5 - 3*q^6*t^6 + q^8*t^3 - 3*q^7*t^4 + 6*q^6*t^5 - q^5*t^6 - 3*q^8*t^2 + 8*q^7*t^3 + 2*q^6*t^4 - 4*q^5*t^5 + 5*q^4*t^6 - 10*q^6*t^3 + 9*q^5*t^4 - 17*q^4*t^5 + 5*q^3*t^6 - q^2*t^7 + 10*q^6*t^2 - 30*q^5*t^3 + 30*q^4*t^4 - 10*q^3*t^5 + q^7 - 5*q^6*t + 17*q^5*t^2 - 9*q^4*t^3 + 10*q^3*t^4 - 5*q^5*t + 4*q^4*t^2 - 2*q^3*t^3 - 8*q^2*t^4 + 3*q*t^5 + q^4*t - 6*q^3*t^2 + 3*q^2*t^3 - q*t^4 + 3*q^3*t - q^2*t^2 + 3*q*t^3 - t^4 - q^2*t)/((q*t - 1)^4*(q - t)^2*q^5*(t - 1)^2)

ask[+]:

-(q^11*t^15 - 2*q^10*t^16 - q^12*t^13 + 2*q^11*t^14 - 4*q^10*t^15 + 10*q^9*t^16 - q^8*t^17 + 7*q^12*t^12 - 25*q^11*t^13 + 35*q^10*t^14 - 22*q^9*t^15 - 12*q^8*t^16 + 4*q^7*t^17 + 16*q^12*t^11 - 103*q^11*t^12 + 255*q^10*t^13 - 328*q^9*t^14 + 230*q^8*t^15 - 61*q^7*t^16 + 3*q^6*t^17 + 13*q^12*t^10 - 116*q^11*t^11 + 417*q^10*t^12 - 761*q^9*t^13 + 813*q^8*t^14 - 527*q^7*t^15 + 172*q^6*t^16 - 22*q^5*t^17 + q^4*t^18 + 4*q^12*t^9 - 82*q^11*t^10 + 350*q^10*t^11 - 719*q^9*t^12 + 860*q^8*t^13 - 655*q^7*t^14 + 362*q^6*t^15 - 106*q^5*t^16 + 10*q^4*t^17 - 74*q^11*t^9 + 505*q^10*t^10 - 1281*q^9*t^11 + 1553*q^8*t^12 - 905*q^7*t^13 + 185*q^6*t^14 - 14*q^5*t^15 + 7*q^4*t^16 - 55*q^11*t^8 + 521*q^10*t^9 - 1996*q^9*t^10 + 3786*q^8*t^11 - 3870*q^7*t^12 + 2029*q^6*t^13 - 440*q^5*t^14 + 12*q^4*t^15 + q^3*t^16 - 16*q^11*t^7 + 251*q^10*t^8 - 1174*q^9*t^9 + 3081*q^8*t^10 - 4726*q^7*t^11 + 4201*q^6*t^12 - 1981*q^5*t^13 + 407*q^4*t^14 - 22*q^3*t^15 + 128*q^10*t^7 - 812*q^9*t^8 + 1871*q^8*t^9 - 2426*q^7*t^10 + 2244*q^6*t^11 - 1517*q^5*t^12 + 593*q^4*t^13 - 79*q^3*t^14 + 94*q^10*t^6 - 946*q^9*t^7 + 3370*q^8*t^8 - 5430*q^7*t^9 + 4430*q^6*t^10 - 1867*q^5*t^11 + 440*q^4*t^12 - 64*q^3*t^13 + 24*q^10*t^5 - 387*q^9*t^6 + 2284*q^8*t^7 - 6345*q^7*t^8 + 8784*q^6*t^9 - 6345*q^5*t^10 + 2284*q^4*t^11 - 387*q^3*t^12 + 24*q^2*t^13 - 64*q^9*t^5 + 440*q^8*t^6 - 1867*q^7*t^7 + 4430*q^6*t^8 - 5430*q^5*t^9 + 3370*q^4*t^10 - 946*q^3*t^11 + 94*q^2*t^12 - 79*q^9*t^4 + 593*q^8*t^5 - 1517*q^7*t^6 + 2244*q^6*t^7 - 2426*q^5*t^8 + 1871*q^4*t^9 - 812*q^3*t^10 + 128*q^2*t^11 - 22*q^9*t^3 + 407*q^8*t^4 - 1981*q^7*t^5 + 4201*q^6*t^6 - 4726*q^5*t^7 + 3081*q^4*t^8 - 1174*q^3*t^9 + 251*q^2*t^10 - 16*q*t^11 + q^9*t^2 + 12*q^8*t^3 - 440*q^7*t^4 + 2029*q^6*t^5 - 3870*q^5*t^6 + 3786*q^4*t^7 - 1996*q^3*t^8 + 521*q^2*t^9 - 55*q*t^10 + 7*q^8*t^2 - 14*q^7*t^3 + 185*q^6*t^4 - 905*q^5*t^5 + 1553*q^4*t^6 - 1281*q^3*t^7 + 505*q^2*t^8 - 74*q*t^9 + 10*q^8*t - 106*q^7*t^2 + 362*q^6*t^3 - 655*q^5*t^4 + 860*q^4*t^5 - 719*q^3*t^6 + 350*q^2*t^7 - 82*q*t^8 + 4*t^9 + q^8 - 22*q^7*t + 172*q^6*t^2 - 527*q^5*t^3 + 813*q^4*t^4 - 761*q^3*t^5 + 417*q^2*t^6 - 116*q*t^7 + 13*t^8 + 3*q^6*t - 61*q^5*t^2 + 230*q^4*t^3 - 328*q^3*t^4 + 255*q^2*t^5 - 103*q*t^6 + 16*t^7 + 4*q^5*t - 12*q^4*t^2 - 22*q^3*t^3 + 35*q^2*t^4 - 25*q*t^5 + 7*t^6 - q^4*t + 10*q^3*t^2 - 4*q^2*t^3 + 2*q*t^4 - t^5 - 2*q^2*t^2 + q*t^3)/((q*t^2 - 1)^4*(q*t - 1)*(q - t)^2*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 2], [1, 5], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0689] 'FODZw'

Zeta functions

ask[-]:

(q^7*t^3 - 2*q^5*t^4 - 3*q^6*t^2 - q^5*t^3 + 2*q^4*t^4 + 3*q^5*t^2 - q^4*t^3 + 5*q^3*t^4 - q^2*t^5 + 9*q^4*t^2 - 9*q^3*t^3 + q^5 - 5*q^4*t + q^3*t^2 - 3*q^2*t^3 - 2*q^3*t + q^2*t^2 + 3*q*t^3 + 2*q^2*t - t^2)/((q*t - 1)^4*q^5*(t - 1)^2)

ask[+]:

(2*q^17*t^21 + 4*q^16*t^22 - 7*q^18*t^19 - 8*q^17*t^20 - 7*q^16*t^21 - 26*q^15*t^22 - 10*q^14*t^23 - 2*q^13*t^24 + 8*q^19*t^17 + 8*q^18*t^18 + 12*q^17*t^19 + 39*q^16*t^20 + 47*q^15*t^21 + 62*q^14*t^22 + 40*q^13*t^23 + 26*q^12*t^24 + 5*q^11*t^25 - q^10*t^26 + q^21*t^14 - 2*q^20*t^15 - 16*q^19*t^16 + 12*q^18*t^17 - 10*q^17*t^18 - 58*q^16*t^19 - 23*q^15*t^20 - 108*q^14*t^21 - 130*q^13*t^22 - 59*q^12*t^23 - 73*q^11*t^24 - 35*q^10*t^25 + 3*q^9*t^26 - 3*q^21*t^13 + 6*q^20*t^14 - 39*q^19*t^15 + 46*q^18*t^16 + 53*q^17*t^17 - 211*q^16*t^18 + 44*q^15*t^19 + 139*q^14*t^20 - 26*q^13*t^21 + 132*q^12*t^22 + 107*q^11*t^23 + 62*q^10*t^24 + 84*q^9*t^25 + 2*q^8*t^26 + q^22*t^11 - 5*q^21*t^12 + 40*q^20*t^13 + 3*q^19*t^14 - 72*q^18*t^15 + 105*q^17*t^16 - 106*q^16*t^17 + 200*q^15*t^18 + 452*q^14*t^19 - 291*q^13*t^20 - 25*q^12*t^21 + 198*q^11*t^22 - 95*q^10*t^23 - 47*q^9*t^24 - 71*q^8*t^25 - 17*q^7*t^26 - 10*q^21*t^11 - q^20*t^12 + q^19*t^13 - 83*q^18*t^14 + 126*q^17*t^15 + 245*q^16*t^16 - 268*q^15*t^17 - 239*q^14*t^18 - 270*q^13*t^19 - 161*q^12*t^20 + 296*q^11*t^21 - 239*q^10*t^22 - 252*q^9*t^23 + 103*q^8*t^24 + 7*q^7*t^25 + 19*q^6*t^26 + q^22*t^9 + 3*q^21*t^10 + 14*q^20*t^11 - 30*q^19*t^12 + 231*q^18*t^13 - 395*q^17*t^14 + 12*q^16*t^15 + 80*q^15*t^16 - 548*q^14*t^17 + 1042*q^13*t^18 + 142*q^12*t^19 - 424*q^11*t^20 + 100*q^10*t^21 - 114*q^9*t^22 + 278*q^8*t^23 + 66*q^7*t^24 - 45*q^6*t^25 + 8*q^5*t^26 - q^4*t^27 - 5*q^21*t^9 + 30*q^20*t^10 - 221*q^19*t^11 + 194*q^18*t^12 - 115*q^17*t^13 - 318*q^16*t^14 + 1310*q^15*t^15 - 1049*q^14*t^16 - 691*q^13*t^17 + 763*q^12*t^18 - 1448*q^11*t^19 + 596*q^10*t^20 + 722*q^9*t^21 - 389*q^8*t^22 + 163*q^7*t^23 - 138*q^6*t^24 + 33*q^5*t^25 - 7*q^4*t^26 - q^21*t^8 + 25*q^20*t^9 + 4*q^19*t^10 - 89*q^18*t^11 + 950*q^17*t^12 - 1284*q^16*t^13 + 79*q^15*t^14 + 988*q^14*t^15 - 1756*q^13*t^16 + 3003*q^12*t^17 + 581*q^11*t^18 - 1190*q^10*t^19 + 1256*q^9*t^20 - 767*q^8*t^21 - 212*q^7*t^22 + 172*q^6*t^23 - 101*q^5*t^24 + 16*q^4*t^25 - 4*q^21*t^7 - 22*q^20*t^8 + 169*q^19*t^9 - 349*q^18*t^10 + 308*q^17*t^11 - 153*q^16*t^12 - 1165*q^15*t^13 + 3581*q^14*t^14 - 960*q^13*t^15 - 2364*q^12*t^16 + 2024*q^11*t^17 - 3014*q^10*t^18 + 156*q^9*t^19 + 1120*q^8*t^20 - 1137*q^7*t^21 + 523*q^6*t^22 - 94*q^5*t^23 + 66*q^4*t^24 - 5*q^3*t^25 + 26*q^20*t^7 - 106*q^19*t^8 + 247*q^18*t^9 - 914*q^17*t^10 + 1728*q^16*t^11 - 940*q^15*t^12 - 1075*q^14*t^13 + 1612*q^13*t^14 - 5023*q^12*t^15 + 2355*q^11*t^16 + 2266*q^10*t^17 - 2630*q^9*t^18 + 1535*q^8*t^19 - 388*q^7*t^20 - 88*q^6*t^21 + 446*q^5*t^22 - 176*q^4*t^23 + 3*q^3*t^24 + 3*q^20*t^6 - 199*q^19*t^7 + 593*q^18*t^8 - 602*q^17*t^9 - 165*q^16*t^10 + 1692*q^15*t^11 - 4077*q^14*t^12 + 2736*q^13*t^13 + 2714*q^12*t^14 - 3605*q^11*t^15 + 4294*q^10*t^16 - 1610*q^9*t^17 - 1106*q^8*t^18 + 2386*q^7*t^19 - 964*q^6*t^20 + 136*q^5*t^21 - 244*q^4*t^22 + 58*q^3*t^23 + q^20*t^5 + 138*q^19*t^6 - 213*q^18*t^7 + 537*q^17*t^8 - 1997*q^16*t^9 + 2673*q^15*t^10 - 205*q^14*t^11 - 3427*q^13*t^12 + 6364*q^12*t^13 - 4530*q^11*t^14 - 1652*q^10*t^15 + 4389*q^9*t^16 - 3134*q^8*t^17 + 659*q^7*t^18 + 52*q^6*t^19 - 755*q^5*t^20 + 514*q^4*t^21 - 24*q^3*t^22 - 2*q^2*t^23 + 2*q^20*t^4 + 24*q^19*t^5 - 514*q^18*t^6 + 755*q^17*t^7 - 52*q^16*t^8 - 659*q^15*t^9 + 3134*q^14*t^10 - 4389*q^13*t^11 + 1652*q^12*t^12 + 4530*q^11*t^13 - 6364*q^10*t^14 + 3427*q^9*t^15 + 205*q^8*t^16 - 2673*q^7*t^17 + 1997*q^6*t^18 - 537*q^5*t^19 + 213*q^4*t^20 - 138*q^3*t^21 - q^2*t^22 - 58*q^19*t^4 + 244*q^18*t^5 - 136*q^17*t^6 + 964*q^16*t^7 - 2386*q^15*t^8 + 1106*q^14*t^9 + 1610*q^13*t^10 - 4294*q^12*t^11 + 3605*q^11*t^12 - 2714*q^10*t^13 - 2736*q^9*t^14 + 4077*q^8*t^15 - 1692*q^7*t^16 + 165*q^6*t^17 + 602*q^5*t^18 - 593*q^4*t^19 + 199*q^3*t^20 - 3*q^2*t^21 - 3*q^19*t^3 + 176*q^18*t^4 - 446*q^17*t^5 + 88*q^16*t^6 + 388*q^15*t^7 - 1535*q^14*t^8 + 2630*q^13*t^9 - 2266*q^12*t^10 - 2355*q^11*t^11 + 5023*q^10*t^12 - 1612*q^9*t^13 + 1075*q^8*t^14 + 940*q^7*t^15 - 1728*q^6*t^16 + 914*q^5*t^17 - 247*q^4*t^18 + 106*q^3*t^19 - 26*q^2*t^20 + 5*q^19*t^2 - 66*q^18*t^3 + 94*q^17*t^4 - 523*q^16*t^5 + 1137*q^15*t^6 - 1120*q^14*t^7 - 156*q^13*t^8 + 3014*q^12*t^9 - 2024*q^11*t^10 + 2364*q^10*t^11 + 960*q^9*t^12 - 3581*q^8*t^13 + 1165*q^7*t^14 + 153*q^6*t^15 - 308*q^5*t^16 + 349*q^4*t^17 - 169*q^3*t^18 + 22*q^2*t^19 + 4*q*t^20 - 16*q^18*t^2 + 101*q^17*t^3 - 172*q^16*t^4 + 212*q^15*t^5 + 767*q^14*t^6 - 1256*q^13*t^7 + 1190*q^12*t^8 - 581*q^11*t^9 - 3003*q^10*t^10 + 1756*q^9*t^11 - 988*q^8*t^12 - 79*q^7*t^13 + 1284*q^6*t^14 - 950*q^5*t^15 + 89*q^4*t^16 - 4*q^3*t^17 - 25*q^2*t^18 + q*t^19 + 7*q^18*t - 33*q^17*t^2 + 138*q^16*t^3 - 163*q^15*t^4 + 389*q^14*t^5 - 722*q^13*t^6 - 596*q^12*t^7 + 1448*q^11*t^8 - 763*q^10*t^9 + 691*q^9*t^10 + 1049*q^8*t^11 - 1310*q^7*t^12 + 318*q^6*t^13 + 115*q^5*t^14 - 194*q^4*t^15 + 221*q^3*t^16 - 30*q^2*t^17 + 5*q*t^18 + q^18 - 8*q^17*t + 45*q^16*t^2 - 66*q^15*t^3 - 278*q^14*t^4 + 114*q^13*t^5 - 100*q^12*t^6 + 424*q^11*t^7 - 142*q^10*t^8 - 1042*q^9*t^9 + 548*q^8*t^10 - 80*q^7*t^11 - 12*q^6*t^12 + 395*q^5*t^13 - 231*q^4*t^14 + 30*q^3*t^15 - 14*q^2*t^16 - 3*q*t^17 - t^18 - 19*q^16*t - 7*q^15*t^2 - 103*q^14*t^3 + 252*q^13*t^4 + 239*q^12*t^5 - 296*q^11*t^6 + 161*q^10*t^7 + 270*q^9*t^8 + 239*q^8*t^9 + 268*q^7*t^10 - 245*q^6*t^11 - 126*q^5*t^12 + 83*q^4*t^13 - q^3*t^14 + q^2*t^15 + 10*q*t^16 + 17*q^15*t + 71*q^14*t^2 + 47*q^13*t^3 + 95*q^12*t^4 - 198*q^11*t^5 + 25*q^10*t^6 + 291*q^9*t^7 - 452*q^8*t^8 - 200*q^7*t^9 + 106*q^6*t^10 - 105*q^5*t^11 + 72*q^4*t^12 - 3*q^3*t^13 - 40*q^2*t^14 + 5*q*t^15 - t^16 - 2*q^14*t - 84*q^13*t^2 - 62*q^12*t^3 - 107*q^11*t^4 - 132*q^10*t^5 + 26*q^9*t^6 - 139*q^8*t^7 - 44*q^7*t^8 + 211*q^6*t^9 - 53*q^5*t^10 - 46*q^4*t^11 + 39*q^3*t^12 - 6*q^2*t^13 + 3*q*t^14 - 3*q^13*t + 35*q^12*t^2 + 73*q^11*t^3 + 59*q^10*t^4 + 130*q^9*t^5 + 108*q^8*t^6 + 23*q^7*t^7 + 58*q^6*t^8 + 10*q^5*t^9 - 12*q^4*t^10 + 16*q^3*t^11 + 2*q^2*t^12 - q*t^13 + q^12*t - 5*q^11*t^2 - 26*q^10*t^3 - 40*q^9*t^4 - 62*q^8*t^5 - 47*q^7*t^6 - 39*q^6*t^7 - 12*q^5*t^8 - 8*q^4*t^9 - 8*q^3*t^10 + 2*q^9*t^3 + 10*q^8*t^4 + 26*q^7*t^5 + 7*q^6*t^6 + 8*q^5*t^7 + 7*q^4*t^8 - 4*q^6*t^5 - 2*q^5*t^6)/((q*t^2 - 1)^4*(q^2 - t)^2*(q*t - 1)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 2], [1, 5], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0690] 'FOLQw'

Zeta functions

ask[-]:

-(q^5*t^3 + 3*q^5*t^2 - 6*q^4*t^3 - 2*q^4*t^2 + 5*q^3*t^3 - 3*q^4*t - 4*q^3*t^2 + 7*q^2*t^3 - q*t^4 - q^4 + 7*q^3*t - 4*q^2*t^2 - 3*q*t^3 + 5*q^2*t - 2*q*t^2 - 6*q*t + 3*t^2 + t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(q^12*t^17 + 3*q^11*t^18 - 3*q^12*t^16 - 5*q^11*t^17 - 13*q^10*t^18 - 3*q^9*t^19 + 5*q^13*t^14 - 12*q^12*t^15 + 35*q^10*t^17 + 8*q^9*t^18 + 16*q^8*t^19 + 18*q^13*t^13 - 97*q^12*t^14 + 192*q^11*t^15 - 101*q^10*t^16 - 58*q^9*t^17 + 27*q^8*t^18 - 33*q^7*t^19 + 33*q^13*t^12 - 257*q^12*t^13 + 829*q^11*t^14 - 1313*q^10*t^15 + 1008*q^9*t^16 - 297*q^8*t^17 + 38*q^7*t^18 + 23*q^6*t^19 + 19*q^13*t^11 - 280*q^12*t^12 + 1183*q^11*t^13 - 2689*q^10*t^14 + 3541*q^9*t^15 - 2709*q^8*t^16 + 996*q^7*t^17 - 222*q^6*t^18 + 14*q^5*t^19 - q^4*t^20 + 6*q^13*t^10 - 127*q^12*t^11 + 802*q^11*t^12 - 2193*q^10*t^13 + 3354*q^9*t^14 - 3597*q^8*t^15 + 2598*q^7*t^16 - 870*q^6*t^17 + 182*q^5*t^18 - 11*q^4*t^19 - 144*q^12*t^10 + 979*q^11*t^11 - 2860*q^10*t^12 + 4177*q^9*t^13 - 2702*q^8*t^14 + 1023*q^7*t^15 - 549*q^6*t^16 + 113*q^5*t^17 - 29*q^4*t^18 - 100*q^12*t^9 + 1365*q^11*t^10 - 5436*q^10*t^11 + 11205*q^9*t^12 - 12751*q^8*t^13 + 7150*q^7*t^14 - 1529*q^6*t^15 + 53*q^5*t^16 + 57*q^4*t^17 - 2*q^3*t^18 - 34*q^12*t^8 + 495*q^11*t^9 - 3689*q^10*t^10 + 11453*q^9*t^11 - 19451*q^8*t^12 + 19705*q^7*t^13 - 11114*q^6*t^14 + 2871*q^5*t^15 - 346*q^4*t^16 + 6*q^3*t^17 + 192*q^11*t^8 - 1058*q^10*t^9 + 4121*q^9*t^10 - 9373*q^8*t^11 + 12133*q^7*t^12 - 10781*q^6*t^13 + 5763*q^5*t^14 - 1271*q^4*t^15 + 118*q^3*t^16 + 198*q^11*t^7 - 2227*q^10*t^8 + 6882*q^9*t^9 - 11325*q^8*t^10 + 10865*q^7*t^11 - 4948*q^6*t^12 + 1517*q^5*t^13 - 707*q^4*t^14 + 85*q^3*t^15 + 87*q^11*t^6 - 1296*q^10*t^7 + 8371*q^9*t^8 - 21722*q^8*t^9 + 30284*q^7*t^10 - 24247*q^6*t^11 + 9850*q^5*t^12 - 1548*q^4*t^13 + 119*q^3*t^14 + 2*q^2*t^15 - 2*q^11*t^5 - 119*q^10*t^6 + 1548*q^9*t^7 - 9850*q^8*t^8 + 24247*q^7*t^9 - 30284*q^6*t^10 + 21722*q^5*t^11 - 8371*q^4*t^12 + 1296*q^3*t^13 - 87*q^2*t^14 - 85*q^10*t^5 + 707*q^9*t^6 - 1517*q^8*t^7 + 4948*q^7*t^8 - 10865*q^6*t^9 + 11325*q^5*t^10 - 6882*q^4*t^11 + 2227*q^3*t^12 - 198*q^2*t^13 - 118*q^10*t^4 + 1271*q^9*t^5 - 5763*q^8*t^6 + 10781*q^7*t^7 - 12133*q^6*t^8 + 9373*q^5*t^9 - 4121*q^4*t^10 + 1058*q^3*t^11 - 192*q^2*t^12 - 6*q^10*t^3 + 346*q^9*t^4 - 2871*q^8*t^5 + 11114*q^7*t^6 - 19705*q^6*t^7 + 19451*q^5*t^8 - 11453*q^4*t^9 + 3689*q^3*t^10 - 495*q^2*t^11 + 34*q*t^12 + 2*q^10*t^2 - 57*q^9*t^3 - 53*q^8*t^4 + 1529*q^7*t^5 - 7150*q^6*t^6 + 12751*q^5*t^7 - 11205*q^4*t^8 + 5436*q^3*t^9 - 1365*q^2*t^10 + 100*q*t^11 + 29*q^9*t^2 - 113*q^8*t^3 + 549*q^7*t^4 - 1023*q^6*t^5 + 2702*q^5*t^6 - 4177*q^4*t^7 + 2860*q^3*t^8 - 979*q^2*t^9 + 144*q*t^10 + 11*q^9*t - 182*q^8*t^2 + 870*q^7*t^3 - 2598*q^6*t^4 + 3597*q^5*t^5 - 3354*q^4*t^6 + 2193*q^3*t^7 - 802*q^2*t^8 + 127*q*t^9 - 6*t^10 + q^9 - 14*q^8*t + 222*q^7*t^2 - 996*q^6*t^3 + 2709*q^5*t^4 - 3541*q^4*t^5 + 2689*q^3*t^6 - 1183*q^2*t^7 + 280*q*t^8 - 19*t^9 - 23*q^7*t - 38*q^6*t^2 + 297*q^5*t^3 - 1008*q^4*t^4 + 1313*q^3*t^5 - 829*q^2*t^6 + 257*q*t^7 - 33*t^8 + 33*q^6*t - 27*q^5*t^2 + 58*q^4*t^3 + 101*q^3*t^4 - 192*q^2*t^5 + 97*q*t^6 - 18*t^7 - 16*q^5*t - 8*q^4*t^2 - 35*q^3*t^3 + 12*q*t^5 - 5*t^6 + 3*q^4*t + 13*q^3*t^2 + 5*q^2*t^3 + 3*q*t^4 - 3*q^2*t^2 - q*t^3)/((q*t^2 - 1)^5*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 2], [1, 5], [1, 6], [2, 4], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0691] 'FOLYw'

Zeta functions

ask[-]:

(q^6*t^3 - 2*q^6*t^2 + 2*q^5*t^3 - 3*q^4*t^4 - 3*q^4*t^3 + 4*q^3*t^4 + q^5*t + 6*q^4*t^2 - 6*q^3*t^3 + 5*q^2*t^4 - q*t^5 + q^5 - 5*q^4*t + 6*q^3*t^2 - 6*q^2*t^3 - q*t^4 - 4*q^3*t + 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + 2*t^3 - t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(2*q^14*t^21 - 6*q^15*t^19 + 2*q^14*t^20 - 5*q^13*t^21 - 5*q^12*t^22 - 3*q^11*t^23 + q^10*t^24 + 2*q^17*t^16 + 8*q^16*t^17 - 9*q^15*t^18 - 4*q^14*t^19 + 26*q^13*t^20 + 14*q^12*t^21 - 3*q^11*t^22 + 20*q^10*t^23 - 2*q^9*t^24 - 4*q^17*t^15 - 11*q^16*t^16 + 22*q^15*t^17 - 46*q^14*t^18 + 88*q^13*t^19 - 34*q^12*t^20 - 126*q^11*t^21 + 60*q^10*t^22 - 32*q^9*t^23 - 7*q^8*t^24 - q^17*t^14 - 34*q^16*t^15 + 157*q^15*t^16 - 157*q^14*t^17 + q^13*t^18 + 32*q^12*t^19 - 122*q^11*t^20 + 252*q^10*t^21 - 11*q^9*t^22 - 35*q^8*t^23 + 28*q^7*t^24 - q^18*t^12 + 19*q^17*t^13 - 66*q^16*t^14 + 96*q^15*t^15 - 128*q^14*t^16 - 121*q^13*t^17 + 434*q^12*t^18 - 189*q^11*t^19 - 69*q^10*t^20 - 20*q^9*t^21 - 198*q^8*t^22 + 109*q^7*t^23 - 30*q^6*t^24 + 17*q^17*t^12 + q^16*t^13 - 68*q^15*t^14 + 236*q^14*t^15 - 232*q^13*t^16 + 99*q^12*t^17 - 113*q^11*t^18 - 164*q^10*t^19 + 408*q^9*t^20 - 19*q^8*t^21 + 97*q^7*t^22 - 8*q^6*t^23 - 3*q^5*t^24 + q^4*t^25 - q^18*t^10 - 19*q^17*t^11 + 71*q^16*t^12 - 93*q^15*t^13 - 175*q^14*t^14 + 444*q^13*t^15 - 494*q^12*t^16 + 651*q^11*t^17 + 125*q^10*t^18 - 651*q^9*t^19 + 206*q^8*t^20 - 337*q^7*t^21 + 114*q^6*t^22 - 63*q^5*t^23 + 8*q^4*t^24 - 34*q^16*t^11 + 248*q^15*t^12 - 792*q^14*t^13 + 1474*q^13*t^14 - 892*q^12*t^15 - 815*q^11*t^16 + 890*q^10*t^17 - 1191*q^9*t^18 + 1032*q^8*t^19 + 283*q^7*t^20 - 212*q^6*t^21 + 69*q^5*t^22 + 10*q^4*t^23 + 4*q^17*t^9 - 145*q^16*t^10 + 293*q^15*t^11 - 284*q^14*t^12 - 56*q^13*t^13 + 669*q^12*t^14 - 1834*q^11*t^15 + 2335*q^10*t^16 + 293*q^9*t^17 - 1404*q^8*t^18 + 789*q^7*t^19 - 1089*q^6*t^20 + 451*q^5*t^21 - 84*q^4*t^22 + 2*q^3*t^23 + 6*q^17*t^8 + 85*q^16*t^9 - 202*q^15*t^10 + 850*q^14*t^11 - 1782*q^13*t^12 + 1845*q^12*t^13 - 634*q^11*t^14 - 1061*q^10*t^15 + 1427*q^9*t^16 - 2225*q^8*t^17 + 1304*q^7*t^18 + 482*q^6*t^19 - 62*q^5*t^20 - 2*q^4*t^21 + q^3*t^22 + 42*q^16*t^8 - 379*q^15*t^9 + 467*q^14*t^10 + 28*q^13*t^11 - 1312*q^12*t^12 + 2777*q^11*t^13 - 2394*q^10*t^14 + 1109*q^9*t^15 + 1822*q^8*t^16 - 2098*q^7*t^17 + 1077*q^6*t^18 - 1141*q^5*t^19 + 324*q^4*t^20 - 48*q^3*t^21 - 27*q^16*t^7 + 389*q^15*t^8 - 755*q^14*t^9 + 1845*q^13*t^10 - 3193*q^12*t^11 + 2456*q^11*t^12 + 781*q^10*t^13 - 4066*q^9*t^14 + 2928*q^8*t^15 - 1875*q^7*t^16 + 222*q^6*t^17 + 999*q^5*t^18 - 176*q^4*t^19 + 4*q^3*t^20 - 19*q^16*t^6 + 48*q^15*t^7 - 731*q^14*t^8 + 233*q^13*t^9 + 1226*q^12*t^10 - 2167*q^11*t^11 + 3339*q^10*t^12 - 2990*q^9*t^13 + 299*q^8*t^14 + 3450*q^7*t^15 - 2895*q^6*t^16 + 1357*q^5*t^17 - 996*q^4*t^18 + 169*q^3*t^19 - 3*q^2*t^20 + 3*q^16*t^5 - 169*q^15*t^6 + 996*q^14*t^7 - 1357*q^13*t^8 + 2895*q^12*t^9 - 3450*q^11*t^10 - 299*q^10*t^11 + 2990*q^9*t^12 - 3339*q^8*t^13 + 2167*q^7*t^14 - 1226*q^6*t^15 - 233*q^5*t^16 + 731*q^4*t^17 - 48*q^3*t^18 + 19*q^2*t^19 - 4*q^15*t^5 + 176*q^14*t^6 - 999*q^13*t^7 - 222*q^12*t^8 + 1875*q^11*t^9 - 2928*q^10*t^10 + 4066*q^9*t^11 - 781*q^8*t^12 - 2456*q^7*t^13 + 3193*q^6*t^14 - 1845*q^5*t^15 + 755*q^4*t^16 - 389*q^3*t^17 + 27*q^2*t^18 + 48*q^15*t^4 - 324*q^14*t^5 + 1141*q^13*t^6 - 1077*q^12*t^7 + 2098*q^11*t^8 - 1822*q^10*t^9 - 1109*q^9*t^10 + 2394*q^8*t^11 - 2777*q^7*t^12 + 1312*q^6*t^13 - 28*q^5*t^14 - 467*q^4*t^15 + 379*q^3*t^16 - 42*q^2*t^17 - q^15*t^3 + 2*q^14*t^4 + 62*q^13*t^5 - 482*q^12*t^6 - 1304*q^11*t^7 + 2225*q^10*t^8 - 1427*q^9*t^9 + 1061*q^8*t^10 + 634*q^7*t^11 - 1845*q^6*t^12 + 1782*q^5*t^13 - 850*q^4*t^14 + 202*q^3*t^15 - 85*q^2*t^16 - 6*q*t^17 - 2*q^15*t^2 + 84*q^14*t^3 - 451*q^13*t^4 + 1089*q^12*t^5 - 789*q^11*t^6 + 1404*q^10*t^7 - 293*q^9*t^8 - 2335*q^8*t^9 + 1834*q^7*t^10 - 669*q^6*t^11 + 56*q^5*t^12 + 284*q^4*t^13 - 293*q^3*t^14 + 145*q^2*t^15 - 4*q*t^16 - 10*q^14*t^2 - 69*q^13*t^3 + 212*q^12*t^4 - 283*q^11*t^5 - 1032*q^10*t^6 + 1191*q^9*t^7 - 890*q^8*t^8 + 815*q^7*t^9 + 892*q^6*t^10 - 1474*q^5*t^11 + 792*q^4*t^12 - 248*q^3*t^13 + 34*q^2*t^14 - 8*q^14*t + 63*q^13*t^2 - 114*q^12*t^3 + 337*q^11*t^4 - 206*q^10*t^5 + 651*q^9*t^6 - 125*q^8*t^7 - 651*q^7*t^8 + 494*q^6*t^9 - 444*q^5*t^10 + 175*q^4*t^11 + 93*q^3*t^12 - 71*q^2*t^13 + 19*q*t^14 + t^15 - q^14 + 3*q^13*t + 8*q^12*t^2 - 97*q^11*t^3 + 19*q^10*t^4 - 408*q^9*t^5 + 164*q^8*t^6 + 113*q^7*t^7 - 99*q^6*t^8 + 232*q^5*t^9 - 236*q^4*t^10 + 68*q^3*t^11 - q^2*t^12 - 17*q*t^13 + 30*q^12*t - 109*q^11*t^2 + 198*q^10*t^3 + 20*q^9*t^4 + 69*q^8*t^5 + 189*q^7*t^6 - 434*q^6*t^7 + 121*q^5*t^8 + 128*q^4*t^9 - 96*q^3*t^10 + 66*q^2*t^11 - 19*q*t^12 + t^13 - 28*q^11*t + 35*q^10*t^2 + 11*q^9*t^3 - 252*q^8*t^4 + 122*q^7*t^5 - 32*q^6*t^6 - q^5*t^7 + 157*q^4*t^8 - 157*q^3*t^9 + 34*q^2*t^10 + q*t^11 + 7*q^10*t + 32*q^9*t^2 - 60*q^8*t^3 + 126*q^7*t^4 + 34*q^6*t^5 - 88*q^5*t^6 + 46*q^4*t^7 - 22*q^3*t^8 + 11*q^2*t^9 + 4*q*t^10 + 2*q^9*t - 20*q^8*t^2 + 3*q^7*t^3 - 14*q^6*t^4 - 26*q^5*t^5 + 4*q^4*t^6 + 9*q^3*t^7 - 8*q^2*t^8 - 2*q*t^9 - q^8*t + 3*q^7*t^2 + 5*q^6*t^3 + 5*q^5*t^4 - 2*q^4*t^5 + 6*q^3*t^6 - 2*q^4*t^4)/((q*t^2 - 1)^5*(q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 2], [1, 5], [1, 6], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0692] 'FOTPw'

Zeta functions

ask[-]:

-(q^6*t^5 - q^7*t^3 - 2*q^5*t^5 + 2*q^7*t^2 - 6*q^6*t^3 + 8*q^5*t^4 - 4*q^4*t^5 + 3*q^6*t^2 + 3*q^5*t^3 - 5*q^4*t^4 + 7*q^3*t^5 - 2*q^6*t - 6*q^5*t^2 + 14*q^4*t^3 - 17*q^3*t^4 + 6*q^2*t^5 - q*t^6 - q^6 + 6*q^5*t - 17*q^4*t^2 + 14*q^3*t^3 - 6*q^2*t^4 - 2*q*t^5 + 7*q^4*t - 5*q^3*t^2 + 3*q^2*t^3 + 3*q*t^4 - 4*q^3*t + 8*q^2*t^2 - 6*q*t^3 + 2*t^4 - 2*q^2*t - t^3 + q*t)/((q*t - 1)^3*(q - t)*q^5*(t - 1)^3)

ask[+]:

-(q^9*t^11 - 2*q^10*t^9 + 6*q^9*t^10 - 11*q^8*t^11 + 3*q^7*t^12 - q^10*t^8 + 12*q^9*t^9 - 33*q^8*t^10 + 38*q^7*t^11 - 12*q^6*t^12 - q^10*t^7 - 7*q^9*t^8 + 17*q^8*t^9 + 6*q^7*t^10 - 23*q^6*t^11 + 9*q^5*t^12 + 8*q^9*t^7 + 24*q^8*t^8 - 96*q^7*t^9 + 106*q^6*t^10 - 52*q^5*t^11 + 13*q^4*t^12 - q^3*t^13 + 11*q^9*t^6 - 97*q^8*t^7 + 138*q^7*t^8 - 44*q^6*t^9 - 44*q^5*t^10 + 36*q^4*t^11 - 8*q^3*t^12 + q^9*t^5 - 5*q^8*t^6 + 149*q^7*t^7 - 296*q^6*t^8 + 226*q^5*t^9 - 88*q^4*t^10 + 8*q^3*t^11 + 32*q^8*t^5 - 180*q^7*t^6 + 225*q^6*t^7 - 103*q^5*t^8 + 14*q^4*t^9 + 29*q^3*t^10 - 3*q^2*t^11 - 30*q^8*t^4 + 34*q^7*t^5 + 154*q^6*t^6 - 340*q^5*t^7 + 303*q^4*t^8 - 128*q^3*t^9 + 8*q^2*t^10 - 8*q^8*t^3 + 128*q^7*t^4 - 303*q^6*t^5 + 340*q^5*t^6 - 154*q^4*t^7 - 34*q^3*t^8 + 30*q^2*t^9 + 3*q^8*t^2 - 29*q^7*t^3 - 14*q^6*t^4 + 103*q^5*t^5 - 225*q^4*t^6 + 180*q^3*t^7 - 32*q^2*t^8 - 8*q^7*t^2 + 88*q^6*t^3 - 226*q^5*t^4 + 296*q^4*t^5 - 149*q^3*t^6 + 5*q^2*t^7 - q*t^8 + 8*q^7*t - 36*q^6*t^2 + 44*q^5*t^3 + 44*q^4*t^4 - 138*q^3*t^5 + 97*q^2*t^6 - 11*q*t^7 + q^7 - 13*q^6*t + 52*q^5*t^2 - 106*q^4*t^3 + 96*q^3*t^4 - 24*q^2*t^5 - 8*q*t^6 - 9*q^5*t + 23*q^4*t^2 - 6*q^3*t^3 - 17*q^2*t^4 + 7*q*t^5 + t^6 + 12*q^4*t - 38*q^3*t^2 + 33*q^2*t^3 - 12*q*t^4 + t^5 - 3*q^3*t + 11*q^2*t^2 - 6*q*t^3 + 2*t^4 - q*t^2)/((q*t^2 - 1)^3*(q*t - 1)*(q - t)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 2], [1, 4], [1, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0693] 'FPFIw'

Zeta functions

ask[-]:

(q^5*t^4 + q^5*t^3 - 3*q^4*t^4 + 2*q^6*t - 12*q^5*t^2 + 9*q^4*t^3 - 3*q^3*t^4 + q^6 - 2*q^5*t + 19*q^4*t^2 - 13*q^3*t^3 + 10*q^2*t^4 - 10*q^4*t + 13*q^3*t^2 - 19*q^2*t^3 + 2*q*t^4 - t^5 + 3*q^3*t - 9*q^2*t^2 + 12*q*t^3 - 2*t^4 + 3*q^2*t - q*t^2 - q*t)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^19*t^14 + 5*q^18*t^15 + 15*q^17*t^16 + 12*q^16*t^17 + 8*q^15*t^18 - q^20*t^12 - 8*q^19*t^13 - 27*q^18*t^14 - 59*q^17*t^15 - 129*q^16*t^16 - 136*q^15*t^17 - 103*q^14*t^18 - 29*q^13*t^19 + 3*q^20*t^11 + 14*q^19*t^12 + 26*q^18*t^13 + 85*q^17*t^14 + 327*q^16*t^15 + 569*q^15*t^16 + 639*q^14*t^17 + 560*q^13*t^18 + 285*q^12*t^19 + 35*q^11*t^20 - 2*q^10*t^21 + q^9*t^22 + 3*q^21*t^9 - 8*q^20*t^10 + 31*q^19*t^11 + 86*q^18*t^12 + 31*q^17*t^13 + 82*q^16*t^14 - 598*q^15*t^15 - 1538*q^14*t^16 - 1933*q^13*t^17 - 1730*q^12*t^18 - 1142*q^11*t^19 - 314*q^10*t^20 - 17*q^9*t^21 - 6*q^8*t^22 + q^7*t^23 - 2*q^22*t^7 + 14*q^21*t^8 - 53*q^20*t^9 - 63*q^19*t^10 - 24*q^18*t^11 - 716*q^17*t^12 - 1324*q^16*t^13 - 1129*q^15*t^14 - 279*q^14*t^15 + 1712*q^13*t^16 + 3819*q^12*t^17 + 3871*q^11*t^18 + 2595*q^10*t^19 + 1077*q^9*t^20 + 199*q^8*t^21 + 26*q^7*t^22 - 6*q^6*t^23 - 9*q^22*t^6 + 45*q^21*t^7 - 88*q^20*t^8 - 21*q^19*t^9 + 410*q^18*t^10 + 40*q^17*t^11 + 1099*q^16*t^12 + 5351*q^15*t^13 + 5953*q^14*t^14 + 3487*q^13*t^15 + 1043*q^12*t^16 - 3246*q^11*t^17 - 6351*q^10*t^18 - 4413*q^9*t^19 - 1906*q^8*t^20 - 648*q^7*t^21 - 103*q^6*t^22 + 13*q^5*t^23 - 14*q^22*t^5 + 140*q^21*t^6 - 292*q^20*t^7 + 324*q^19*t^8 + 746*q^18*t^9 - 331*q^17*t^10 + 1332*q^16*t^11 + 4*q^15*t^12 - 9320*q^14*t^13 - 15043*q^13*t^14 - 12102*q^12*t^15 - 6674*q^11*t^16 - 1314*q^10*t^17 + 5621*q^9*t^18 + 6064*q^8*t^19 + 2458*q^7*t^20 + 930*q^6*t^21 + 253*q^5*t^22 - 6*q^4*t^23 - 30*q^22*t^4 + 198*q^21*t^5 - 889*q^20*t^6 + 1229*q^19*t^7 + 365*q^18*t^8 - 5237*q^17*t^9 - 47*q^16*t^10 - 6017*q^15*t^11 - 10343*q^14*t^12 + 10802*q^13*t^13 + 22254*q^12*t^14 + 20587*q^11*t^15 + 16744*q^10*t^16 + 6516*q^9*t^17 - 1778*q^8*t^18 - 5002*q^7*t^19 - 2964*q^6*t^20 - 811*q^5*t^21 - 288*q^4*t^22 - 25*q^3*t^23 - 14*q^22*t^3 + 308*q^21*t^4 - 1063*q^20*t^5 + 1892*q^19*t^6 - 262*q^18*t^7 - 8142*q^17*t^8 + 12471*q^16*t^9 + 11767*q^15*t^10 + 2584*q^14*t^11 + 32542*q^13*t^12 + 7618*q^12*t^13 - 31298*q^11*t^14 - 19546*q^10*t^15 - 20135*q^9*t^16 - 14300*q^8*t^17 - 156*q^7*t^18 + 2315*q^6*t^19 + 2157*q^5*t^20 + 858*q^4*t^21 + 105*q^3*t^22 + 45*q^2*t^23 - 15*q^22*t^2 + 109*q^21*t^3 - 963*q^20*t^4 + 1438*q^19*t^5 + 1584*q^18*t^6 - 5071*q^17*t^7 + 16085*q^16*t^8 + 3040*q^15*t^9 - 40532*q^14*t^10 - 8071*q^13*t^11 - 25387*q^12*t^12 - 51785*q^11*t^13 + 19647*q^10*t^14 + 29144*q^9*t^15 + 6303*q^8*t^16 + 15265*q^7*t^17 + 4574*q^6*t^18 - 2463*q^5*t^19 - 621*q^4*t^20 - 586*q^3*t^21 - 58*q^2*t^22 - 12*q*t^23 - t^24 - 2*q^22*t + 65*q^21*t^2 - 26*q^20*t^3 + 889*q^19*t^4 + 1063*q^18*t^5 - 7430*q^17*t^6 - 289*q^16*t^7 - 6707*q^15*t^8 - 32987*q^14*t^9 + 29519*q^13*t^10 + 49291*q^12*t^11 + 3584*q^11*t^12 + 49291*q^10*t^13 + 29519*q^9*t^14 - 32987*q^8*t^15 - 6707*q^7*t^16 - 289*q^6*t^17 - 7430*q^5*t^18 + 1063*q^4*t^19 + 889*q^3*t^20 - 26*q^2*t^21 + 65*q*t^22 - 2*t^23 - q^22 - 12*q^21*t - 58*q^20*t^2 - 586*q^19*t^3 - 621*q^18*t^4 - 2463*q^17*t^5 + 4574*q^16*t^6 + 15265*q^15*t^7 + 6303*q^14*t^8 + 29144*q^13*t^9 + 19647*q^12*t^10 - 51785*q^11*t^11 - 25387*q^10*t^12 - 8071*q^9*t^13 - 40532*q^8*t^14 + 3040*q^7*t^15 + 16085*q^6*t^16 - 5071*q^5*t^17 + 1584*q^4*t^18 + 1438*q^3*t^19 - 963*q^2*t^20 + 109*q*t^21 - 15*t^22 + 45*q^20*t + 105*q^19*t^2 + 858*q^18*t^3 + 2157*q^17*t^4 + 2315*q^16*t^5 - 156*q^15*t^6 - 14300*q^14*t^7 - 20135*q^13*t^8 - 19546*q^12*t^9 - 31298*q^11*t^10 + 7618*q^10*t^11 + 32542*q^9*t^12 + 2584*q^8*t^13 + 11767*q^7*t^14 + 12471*q^6*t^15 - 8142*q^5*t^16 - 262*q^4*t^17 + 1892*q^3*t^18 - 1063*q^2*t^19 + 308*q*t^20 - 14*t^21 - 25*q^19*t - 288*q^18*t^2 - 811*q^17*t^3 - 2964*q^16*t^4 - 5002*q^15*t^5 - 1778*q^14*t^6 + 6516*q^13*t^7 + 16744*q^12*t^8 + 20587*q^11*t^9 + 22254*q^10*t^10 + 10802*q^9*t^11 - 10343*q^8*t^12 - 6017*q^7*t^13 - 47*q^6*t^14 - 5237*q^5*t^15 + 365*q^4*t^16 + 1229*q^3*t^17 - 889*q^2*t^18 + 198*q*t^19 - 30*t^20 - 6*q^18*t + 253*q^17*t^2 + 930*q^16*t^3 + 2458*q^15*t^4 + 6064*q^14*t^5 + 5621*q^13*t^6 - 1314*q^12*t^7 - 6674*q^11*t^8 - 12102*q^10*t^9 - 15043*q^9*t^10 - 9320*q^8*t^11 + 4*q^7*t^12 + 1332*q^6*t^13 - 331*q^5*t^14 + 746*q^4*t^15 + 324*q^3*t^16 - 292*q^2*t^17 + 140*q*t^18 - 14*t^19 + 13*q^17*t - 103*q^16*t^2 - 648*q^15*t^3 - 1906*q^14*t^4 - 4413*q^13*t^5 - 6351*q^12*t^6 - 3246*q^11*t^7 + 1043*q^10*t^8 + 3487*q^9*t^9 + 5953*q^8*t^10 + 5351*q^7*t^11 + 1099*q^6*t^12 + 40*q^5*t^13 + 410*q^4*t^14 - 21*q^3*t^15 - 88*q^2*t^16 + 45*q*t^17 - 9*t^18 - 6*q^16*t + 26*q^15*t^2 + 199*q^14*t^3 + 1077*q^13*t^4 + 2595*q^12*t^5 + 3871*q^11*t^6 + 3819*q^10*t^7 + 1712*q^9*t^8 - 279*q^8*t^9 - 1129*q^7*t^10 - 1324*q^6*t^11 - 716*q^5*t^12 - 24*q^4*t^13 - 63*q^3*t^14 - 53*q^2*t^15 + 14*q*t^16 - 2*t^17 + q^15*t - 6*q^14*t^2 - 17*q^13*t^3 - 314*q^12*t^4 - 1142*q^11*t^5 - 1730*q^10*t^6 - 1933*q^9*t^7 - 1538*q^8*t^8 - 598*q^7*t^9 + 82*q^6*t^10 + 31*q^5*t^11 + 86*q^4*t^12 + 31*q^3*t^13 - 8*q^2*t^14 + 3*q*t^15 + q^13*t^2 - 2*q^12*t^3 + 35*q^11*t^4 + 285*q^10*t^5 + 560*q^9*t^6 + 639*q^8*t^7 + 569*q^7*t^8 + 327*q^6*t^9 + 85*q^5*t^10 + 26*q^4*t^11 + 14*q^3*t^12 + 3*q^2*t^13 - 29*q^9*t^5 - 103*q^8*t^6 - 136*q^7*t^7 - 129*q^6*t^8 - 59*q^5*t^9 - 27*q^4*t^10 - 8*q^3*t^11 - q^2*t^12 + 8*q^7*t^6 + 12*q^6*t^7 + 15*q^5*t^8 + 5*q^4*t^9 + q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 2], [0, 5], [1, 5], [1, 6], [2, 3], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0694] 'FPLYw'

Zeta functions

ask[-]:

(2*q^5*t - q^4*t^2 + q^5 - 2*q^4*t - q^3*t^2 - 5*q^3*t + 5*q^2*t^2 + q^2*t + 2*q*t^2 - t^3 + q*t - 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(2*q^11*t^17 + 2*q^14*t^13 - 4*q^13*t^14 - 14*q^12*t^15 + 16*q^11*t^16 - q^10*t^17 - 15*q^9*t^18 - 3*q^8*t^19 + q^7*t^20 + 2*q^15*t^11 + 10*q^14*t^12 - 3*q^13*t^13 - 43*q^12*t^14 + 69*q^11*t^15 + 6*q^10*t^16 - 47*q^9*t^17 + 45*q^8*t^18 + 31*q^7*t^19 - 2*q^6*t^20 - 6*q^15*t^10 - 23*q^14*t^11 + 35*q^13*t^12 + 4*q^12*t^13 + 70*q^11*t^14 - 16*q^10*t^15 - 158*q^9*t^16 + 43*q^8*t^17 + 15*q^7*t^18 - 92*q^6*t^19 - 8*q^5*t^20 - 7*q^15*t^9 - 35*q^14*t^10 + 93*q^13*t^11 + 42*q^12*t^12 - 367*q^11*t^13 + 70*q^10*t^14 + 75*q^9*t^15 + 82*q^8*t^16 + 189*q^7*t^17 - 110*q^6*t^18 + 79*q^5*t^19 + 35*q^4*t^20 + q^16*t^7 + 23*q^15*t^8 + 54*q^14*t^9 - 85*q^13*t^10 + 160*q^12*t^11 - 441*q^11*t^12 + 535*q^10*t^13 + 541*q^9*t^14 - 659*q^8*t^15 - 16*q^7*t^16 - 142*q^6*t^17 - 37*q^5*t^18 + 43*q^4*t^19 - 47*q^3*t^20 - 2*q^15*t^7 + 66*q^14*t^8 - 398*q^13*t^9 + 352*q^12*t^10 + 122*q^11*t^11 - 338*q^10*t^12 + 346*q^9*t^13 - 994*q^8*t^14 + 175*q^7*t^15 + 789*q^6*t^16 - 202*q^5*t^17 + 119*q^4*t^18 - 48*q^3*t^19 + 14*q^2*t^20 + q*t^21 - q^16*t^5 - 42*q^15*t^6 + 53*q^14*t^7 - 99*q^13*t^8 + 109*q^12*t^9 + 759*q^11*t^10 - 1336*q^10*t^11 + 500*q^9*t^12 + 699*q^8*t^13 - 491*q^7*t^14 + 657*q^6*t^15 - 696*q^5*t^16 - 148*q^4*t^17 + 73*q^3*t^18 - 13*q^2*t^19 + 2*q*t^20 + 2*q^16*t^4 + 2*q^15*t^5 + 3*q^14*t^6 + 305*q^13*t^7 - 671*q^12*t^8 + 616*q^11*t^9 - 590*q^10*t^10 - 508*q^9*t^11 + 1569*q^8*t^12 - 1352*q^7*t^13 - 119*q^6*t^14 + 521*q^5*t^15 - 161*q^4*t^16 + 301*q^3*t^17 - 53*q^2*t^18 + 5*q*t^19 + 11*q^15*t^4 - 127*q^14*t^5 + 206*q^13*t^6 - 352*q^12*t^7 - 50*q^11*t^8 + 1134*q^10*t^9 - 1297*q^9*t^10 + 952*q^8*t^11 + 313*q^7*t^12 - 945*q^6*t^13 + 983*q^5*t^14 - 457*q^4*t^15 - 49*q^3*t^16 - 29*q^2*t^17 - 7*q*t^18 + 7*q^15*t^3 + 29*q^14*t^4 + 49*q^13*t^5 + 457*q^12*t^6 - 983*q^11*t^7 + 945*q^10*t^8 - 313*q^9*t^9 - 952*q^8*t^10 + 1297*q^7*t^11 - 1134*q^6*t^12 + 50*q^5*t^13 + 352*q^4*t^14 - 206*q^3*t^15 + 127*q^2*t^16 - 11*q*t^17 - 5*q^15*t^2 + 53*q^14*t^3 - 301*q^13*t^4 + 161*q^12*t^5 - 521*q^11*t^6 + 119*q^10*t^7 + 1352*q^9*t^8 - 1569*q^8*t^9 + 508*q^7*t^10 + 590*q^6*t^11 - 616*q^5*t^12 + 671*q^4*t^13 - 305*q^3*t^14 - 3*q^2*t^15 - 2*q*t^16 - 2*t^17 - 2*q^15*t + 13*q^14*t^2 - 73*q^13*t^3 + 148*q^12*t^4 + 696*q^11*t^5 - 657*q^10*t^6 + 491*q^9*t^7 - 699*q^8*t^8 - 500*q^7*t^9 + 1336*q^6*t^10 - 759*q^5*t^11 - 109*q^4*t^12 + 99*q^3*t^13 - 53*q^2*t^14 + 42*q*t^15 + t^16 - q^15 - 14*q^14*t + 48*q^13*t^2 - 119*q^12*t^3 + 202*q^11*t^4 - 789*q^10*t^5 - 175*q^9*t^6 + 994*q^8*t^7 - 346*q^7*t^8 + 338*q^6*t^9 - 122*q^5*t^10 - 352*q^4*t^11 + 398*q^3*t^12 - 66*q^2*t^13 + 2*q*t^14 + 47*q^13*t - 43*q^12*t^2 + 37*q^11*t^3 + 142*q^10*t^4 + 16*q^9*t^5 + 659*q^8*t^6 - 541*q^7*t^7 - 535*q^6*t^8 + 441*q^5*t^9 - 160*q^4*t^10 + 85*q^3*t^11 - 54*q^2*t^12 - 23*q*t^13 - t^14 - 35*q^12*t - 79*q^11*t^2 + 110*q^10*t^3 - 189*q^9*t^4 - 82*q^8*t^5 - 75*q^7*t^6 - 70*q^6*t^7 + 367*q^5*t^8 - 42*q^4*t^9 - 93*q^3*t^10 + 35*q^2*t^11 + 7*q*t^12 + 8*q^11*t + 92*q^10*t^2 - 15*q^9*t^3 - 43*q^8*t^4 + 158*q^7*t^5 + 16*q^6*t^6 - 70*q^5*t^7 - 4*q^4*t^8 - 35*q^3*t^9 + 23*q^2*t^10 + 6*q*t^11 + 2*q^10*t - 31*q^9*t^2 - 45*q^8*t^3 + 47*q^7*t^4 - 6*q^6*t^5 - 69*q^5*t^6 + 43*q^4*t^7 + 3*q^3*t^8 - 10*q^2*t^9 - 2*q*t^10 - q^9*t + 3*q^8*t^2 + 15*q^7*t^3 + q^6*t^4 - 16*q^5*t^5 + 14*q^4*t^6 + 4*q^3*t^7 - 2*q^2*t^8 - 2*q^5*t^4)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)^3*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 2], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0695] 'FPTZw'

Zeta functions

ask[-]:

-(q^5*t - 2*q^4*t^2 + q^5 - q^4*t + 2*q^3*t^2 - 3*q^3*t + 3*q^2*t^2 - 2*q^2*t + q*t^2 - t^3 + 2*q*t - t^2)*(q^2 - t)/((q*t - 1)^2*(q - t)^2*q^5*(t - 1))

ask[+]:

-(2*q^17*t^11 + 5*q^16*t^12 + 2*q^15*t^13 - 2*q^14*t^14 - q^19*t^8 - 10*q^18*t^9 - 11*q^17*t^10 + 7*q^16*t^11 - 15*q^15*t^12 - 38*q^14*t^13 - 3*q^13*t^14 + 6*q^12*t^15 + 2*q^11*t^16 - q^10*t^17 + q^20*t^6 + 8*q^19*t^7 - 5*q^18*t^8 - 7*q^17*t^9 + 98*q^16*t^10 + 63*q^15*t^11 - 47*q^14*t^12 + 50*q^13*t^13 + 72*q^12*t^14 + 26*q^11*t^15 - 7*q^10*t^16 - 4*q^9*t^17 + 12*q^19*t^6 + 10*q^18*t^7 - 55*q^17*t^8 + 55*q^16*t^9 - 52*q^15*t^10 - 323*q^14*t^11 - 73*q^13*t^12 + 118*q^12*t^13 - 25*q^11*t^14 - 137*q^10*t^15 - 56*q^9*t^16 + 6*q^8*t^17 + 5*q^7*t^18 + 3*q^6*t^19 - 3*q^20*t^4 - 14*q^19*t^5 + 15*q^18*t^6 - 96*q^17*t^7 - 57*q^16*t^8 + 108*q^15*t^9 - 13*q^14*t^10 + 174*q^13*t^11 + 457*q^12*t^12 + 33*q^11*t^13 - 255*q^10*t^14 - 11*q^9*t^15 + 149*q^8*t^16 + 77*q^7*t^17 - q^6*t^18 - 15*q^5*t^19 - 23*q^19*t^4 + 48*q^18*t^5 + 54*q^17*t^6 - 99*q^16*t^7 + 336*q^15*t^8 + 301*q^14*t^9 - 399*q^13*t^10 - 121*q^12*t^11 - 162*q^11*t^12 - 349*q^10*t^13 + 35*q^9*t^14 + 347*q^8*t^15 + 101*q^7*t^16 - 157*q^6*t^17 - 66*q^5*t^18 + 26*q^4*t^19 + 2*q^20*t^2 - 12*q^19*t^3 + 6*q^18*t^4 + 167*q^17*t^5 - 244*q^16*t^6 - 67*q^15*t^7 + 230*q^14*t^8 - 783*q^13*t^9 - 378*q^12*t^10 + 619*q^11*t^11 + 320*q^10*t^12 - 51*q^9*t^13 + 159*q^8*t^14 - 85*q^7*t^15 - 401*q^6*t^16 - 42*q^5*t^17 + 130*q^4*t^18 - 10*q^3*t^19 + 2*q^20*t + 12*q^19*t^2 - 26*q^18*t^3 + 169*q^17*t^4 - 205*q^16*t^5 - 388*q^15*t^6 + 525*q^14*t^7 + 160*q^13*t^8 - 245*q^12*t^9 + 802*q^11*t^10 + 520*q^10*t^11 - 630*q^9*t^12 - 487*q^8*t^13 + 187*q^7*t^14 + 37*q^6*t^15 + 119*q^5*t^16 + 206*q^4*t^17 - 35*q^3*t^18 - 19*q^2*t^19 + q^20 + 9*q^19*t - 49*q^18*t^2 - 19*q^17*t^3 - 75*q^16*t^4 - 259*q^15*t^5 + 486*q^14*t^6 + 553*q^13*t^7 - 701*q^12*t^8 - 416*q^11*t^9 + 214*q^10*t^10 - 416*q^9*t^11 - 701*q^8*t^12 + 553*q^7*t^13 + 486*q^6*t^14 - 259*q^5*t^15 - 75*q^4*t^16 - 19*q^3*t^17 - 49*q^2*t^18 + 9*q*t^19 + t^20 - 19*q^18*t - 35*q^17*t^2 + 206*q^16*t^3 + 119*q^15*t^4 + 37*q^14*t^5 + 187*q^13*t^6 - 487*q^12*t^7 - 630*q^11*t^8 + 520*q^10*t^9 + 802*q^9*t^10 - 245*q^8*t^11 + 160*q^7*t^12 + 525*q^6*t^13 - 388*q^5*t^14 - 205*q^4*t^15 + 169*q^3*t^16 - 26*q^2*t^17 + 12*q*t^18 + 2*t^19 - 10*q^17*t + 130*q^16*t^2 - 42*q^15*t^3 - 401*q^14*t^4 - 85*q^13*t^5 + 159*q^12*t^6 - 51*q^11*t^7 + 320*q^10*t^8 + 619*q^9*t^9 - 378*q^8*t^10 - 783*q^7*t^11 + 230*q^6*t^12 - 67*q^5*t^13 - 244*q^4*t^14 + 167*q^3*t^15 + 6*q^2*t^16 - 12*q*t^17 + 2*t^18 + 26*q^16*t - 66*q^15*t^2 - 157*q^14*t^3 + 101*q^13*t^4 + 347*q^12*t^5 + 35*q^11*t^6 - 349*q^10*t^7 - 162*q^9*t^8 - 121*q^8*t^9 - 399*q^7*t^10 + 301*q^6*t^11 + 336*q^5*t^12 - 99*q^4*t^13 + 54*q^3*t^14 + 48*q^2*t^15 - 23*q*t^16 - 15*q^15*t - q^14*t^2 + 77*q^13*t^3 + 149*q^12*t^4 - 11*q^11*t^5 - 255*q^10*t^6 + 33*q^9*t^7 + 457*q^8*t^8 + 174*q^7*t^9 - 13*q^6*t^10 + 108*q^5*t^11 - 57*q^4*t^12 - 96*q^3*t^13 + 15*q^2*t^14 - 14*q*t^15 - 3*t^16 + 3*q^14*t + 5*q^13*t^2 + 6*q^12*t^3 - 56*q^11*t^4 - 137*q^10*t^5 - 25*q^9*t^6 + 118*q^8*t^7 - 73*q^7*t^8 - 323*q^6*t^9 - 52*q^5*t^10 + 55*q^4*t^11 - 55*q^3*t^12 + 10*q^2*t^13 + 12*q*t^14 - 4*q^11*t^3 - 7*q^10*t^4 + 26*q^9*t^5 + 72*q^8*t^6 + 50*q^7*t^7 - 47*q^6*t^8 + 63*q^5*t^9 + 98*q^4*t^10 - 7*q^3*t^11 - 5*q^2*t^12 + 8*q*t^13 + t^14 - q^10*t^3 + 2*q^9*t^4 + 6*q^8*t^5 - 3*q^7*t^6 - 38*q^6*t^7 - 15*q^5*t^8 + 7*q^4*t^9 - 11*q^3*t^10 - 10*q^2*t^11 - q*t^12 - 2*q^6*t^6 + 2*q^5*t^7 + 5*q^4*t^8 + 2*q^3*t^9)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [1, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0696] 'FPT^w'

Zeta functions

ask[-]:

-(2*q^4*t^2 - q^5 - q^4*t - 2*q^3*t^2 + 4*q^3*t - 4*q^2*t^2 + 2*q^2*t + q*t^2 + t^3 - 2*q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^33*t^14 + 2*q^32*t^15 + 4*q^31*t^16 + q^35*t^11 - 5*q^34*t^12 - 7*q^33*t^13 - 22*q^32*t^14 - 5*q^31*t^15 - 29*q^30*t^16 - 23*q^29*t^17 + 2*q^28*t^18 - 6*q^36*t^9 + 11*q^35*t^10 + 14*q^34*t^11 - 29*q^33*t^12 - 2*q^32*t^13 + 188*q^31*t^14 + 65*q^30*t^15 + 11*q^29*t^16 + 133*q^28*t^17 + 7*q^27*t^18 - q^26*t^19 + 2*q^25*t^20 - q^24*t^21 + q^38*t^6 + 5*q^37*t^7 - 22*q^36*t^8 + 28*q^35*t^9 + 156*q^34*t^10 - 98*q^33*t^11 - 119*q^32*t^12 + 266*q^31*t^13 - 357*q^30*t^14 - 600*q^29*t^15 + 143*q^28*t^16 - 180*q^27*t^17 - 56*q^26*t^18 + 37*q^25*t^19 - 6*q^24*t^20 + 2*q^23*t^21 + 5*q^37*t^6 - 42*q^36*t^7 - 130*q^35*t^8 + 92*q^34*t^9 - 428*q^33*t^10 - 507*q^32*t^11 + 624*q^31*t^12 + 130*q^30*t^13 - 240*q^29*t^14 + 1149*q^28*t^15 - 82*q^27*t^16 - 164*q^26*t^17 + 64*q^25*t^18 - 228*q^24*t^19 - 44*q^23*t^20 + 10*q^22*t^21 - q^21*t^22 - 3*q^38*t^4 + 9*q^37*t^5 + 110*q^36*t^6 - 75*q^35*t^7 + 423*q^34*t^8 + 613*q^33*t^9 - 81*q^32*t^10 + 718*q^31*t^11 + 402*q^30*t^12 - 1234*q^29*t^13 + 33*q^28*t^14 - 366*q^27*t^15 + 242*q^26*t^16 + 1106*q^25*t^17 + 29*q^24*t^18 + 378*q^23*t^19 + 244*q^22*t^20 - 34*q^21*t^21 - 7*q^20*t^22 + 5*q^19*t^23 - 5*q^38*t^3 - 24*q^37*t^4 + 120*q^36*t^5 - 332*q^35*t^6 - 380*q^34*t^7 + 629*q^33*t^8 - 1361*q^32*t^9 - 1309*q^31*t^10 + 1405*q^30*t^11 + 67*q^29*t^12 - 282*q^28*t^13 + 670*q^27*t^14 - 577*q^26*t^15 - 762*q^25*t^16 - 2081*q^24*t^17 - 586*q^23*t^18 - 32*q^22*t^19 - 189*q^21*t^20 + 92*q^20*t^21 + 49*q^19*t^22 - 27*q^18*t^23 + 3*q^17*t^24 - 32*q^37*t^3 + 75*q^36*t^4 - 84*q^35*t^5 - 556*q^34*t^6 + 1173*q^33*t^7 - 399*q^32*t^8 - 1353*q^31*t^9 + 1884*q^30*t^10 - 198*q^29*t^11 - 3176*q^28*t^12 + 401*q^27*t^13 + 293*q^26*t^14 + 1611*q^25*t^15 + 1616*q^24*t^16 + 825*q^23*t^17 + 267*q^22*t^18 - 294*q^21*t^19 - 311*q^20*t^20 - 256*q^19*t^21 - 144*q^18*t^22 + 44*q^17*t^23 - 9*q^16*t^24 - q^15*t^25 + q^39 + 10*q^38*t + 30*q^36*t^3 + 343*q^35*t^4 - 207*q^34*t^5 + 833*q^33*t^6 + 851*q^32*t^7 - 582*q^31*t^8 + 687*q^30*t^9 + 1396*q^29*t^10 + 878*q^28*t^11 + 2091*q^27*t^12 - 651*q^26*t^13 - 701*q^25*t^14 + 543*q^24*t^15 - 2288*q^23*t^16 - 48*q^22*t^17 + 2390*q^21*t^18 + 874*q^20*t^19 + 379*q^19*t^20 + 263*q^18*t^21 + 69*q^17*t^22 - 22*q^16*t^23 + 20*q^15*t^24 + 2*q^14*t^25 - q^13*t^26 - 22*q^37*t - 95*q^36*t^2 + 97*q^35*t^3 - 513*q^34*t^4 - 797*q^33*t^5 + 249*q^32*t^6 - 517*q^31*t^7 - 1388*q^30*t^8 + 62*q^29*t^9 + 1149*q^28*t^10 - 1881*q^27*t^11 - 2602*q^26*t^12 + 112*q^25*t^13 + 3836*q^24*t^14 - 1363*q^23*t^15 - 2938*q^22*t^16 + 142*q^21*t^17 - 1967*q^20*t^18 - 1172*q^19*t^19 + 278*q^18*t^20 - 146*q^17*t^21 + 174*q^16*t^22 + 72*q^15*t^23 - 31*q^14*t^24 + 3*q^13*t^25 + 2*q^12*t^26 + 7*q^36*t + 141*q^35*t^2 + 97*q^34*t^3 - 87*q^33*t^4 + 792*q^32*t^5 + 144*q^31*t^6 - 1223*q^30*t^7 - 1117*q^29*t^8 + 377*q^28*t^9 - 1062*q^27*t^10 + 791*q^26*t^11 - 1407*q^25*t^12 + q^24*t^13 + 2187*q^23*t^14 - 1788*q^22*t^15 + 1340*q^21*t^16 + 2277*q^20*t^17 - 54*q^19*t^18 - 439*q^18*t^19 - 1314*q^17*t^20 + 79*q^16*t^21 + 83*q^15*t^22 - q^14*t^23 + 49*q^13*t^24 - 9*q^12*t^25 - q^11*t^26 + q^10*t^27 - 11*q^35*t - 9*q^34*t^2 - 130*q^33*t^3 + 148*q^32*t^4 + 229*q^31*t^5 + 1040*q^30*t^6 + 1306*q^29*t^7 + 1450*q^28*t^8 + 1155*q^27*t^9 + 2508*q^26*t^10 - 2322*q^25*t^11 - 3328*q^24*t^12 + 6078*q^23*t^13 - 630*q^22*t^14 - 4409*q^21*t^15 + 2288*q^20*t^16 + 1189*q^19*t^17 + 1579*q^18*t^18 + 661*q^17*t^19 - 94*q^16*t^20 - 271*q^15*t^21 - 330*q^14*t^22 - 351*q^13*t^23 - 120*q^12*t^24 - 9*q^11*t^25 + 2*q^10*t^26 - 3*q^9*t^27 + 17*q^34*t - 44*q^33*t^2 - 103*q^32*t^3 - 257*q^31*t^4 - 275*q^30*t^5 - 1282*q^29*t^6 - 1795*q^28*t^7 - 705*q^27*t^8 + 1177*q^26*t^9 + 1559*q^25*t^10 - 2040*q^24*t^11 + 2515*q^23*t^12 + 2072*q^22*t^13 - 3761*q^21*t^14 - 111*q^20*t^15 - 1964*q^19*t^16 - 602*q^18*t^17 + 219*q^17*t^18 - 1828*q^16*t^19 + 1906*q^15*t^20 + 2425*q^14*t^21 - q^13*t^22 + 164*q^12*t^23 + 79*q^11*t^24 - 62*q^10*t^25 - 26*q^9*t^26 + q^8*t^27 + 2*q^7*t^28 - 10*q^33*t + 18*q^32*t^2 + 112*q^31*t^3 + 253*q^30*t^4 + 201*q^29*t^5 + 516*q^28*t^6 + 265*q^27*t^7 - 1609*q^26*t^8 - q^25*t^9 - 2661*q^24*t^10 - 3561*q^23*t^11 + 3548*q^22*t^12 + 1706*q^21*t^13 - 137*q^20*t^14 - 137*q^19*t^15 + 1706*q^18*t^16 + 3548*q^17*t^17 - 3561*q^16*t^18 - 2661*q^15*t^19 - q^14*t^20 - 1609*q^13*t^21 + 265*q^12*t^22 + 516*q^11*t^23 + 201*q^10*t^24 + 253*q^9*t^25 + 112*q^8*t^26 + 18*q^7*t^27 - 10*q^6*t^28 + 2*q^32*t + q^31*t^2 - 26*q^30*t^3 - 62*q^29*t^4 + 79*q^28*t^5 + 164*q^27*t^6 - q^26*t^7 + 2425*q^25*t^8 + 1906*q^24*t^9 - 1828*q^23*t^10 + 219*q^22*t^11 - 602*q^21*t^12 - 1964*q^20*t^13 - 111*q^19*t^14 - 3761*q^18*t^15 + 2072*q^17*t^16 + 2515*q^16*t^17 - 2040*q^15*t^18 + 1559*q^14*t^19 + 1177*q^13*t^20 - 705*q^12*t^21 - 1795*q^11*t^22 - 1282*q^10*t^23 - 275*q^9*t^24 - 257*q^8*t^25 - 103*q^7*t^26 - 44*q^6*t^27 + 17*q^5*t^28 - 3*q^30*t^2 + 2*q^29*t^3 - 9*q^28*t^4 - 120*q^27*t^5 - 351*q^26*t^6 - 330*q^25*t^7 - 271*q^24*t^8 - 94*q^23*t^9 + 661*q^22*t^10 + 1579*q^21*t^11 + 1189*q^20*t^12 + 2288*q^19*t^13 - 4409*q^18*t^14 - 630*q^17*t^15 + 6078*q^16*t^16 - 3328*q^15*t^17 - 2322*q^14*t^18 + 2508*q^13*t^19 + 1155*q^12*t^20 + 1450*q^11*t^21 + 1306*q^10*t^22 + 1040*q^9*t^23 + 229*q^8*t^24 + 148*q^7*t^25 - 130*q^6*t^26 - 9*q^5*t^27 - 11*q^4*t^28 + q^29*t^2 - q^28*t^3 - 9*q^27*t^4 + 49*q^26*t^5 - q^25*t^6 + 83*q^24*t^7 + 79*q^23*t^8 - 1314*q^22*t^9 - 439*q^21*t^10 - 54*q^20*t^11 + 2277*q^19*t^12 + 1340*q^18*t^13 - 1788*q^17*t^14 + 2187*q^16*t^15 + q^15*t^16 - 1407*q^14*t^17 + 791*q^13*t^18 - 1062*q^12*t^19 + 377*q^11*t^20 - 1117*q^10*t^21 - 1223*q^9*t^22 + 144*q^8*t^23 + 792*q^7*t^24 - 87*q^6*t^25 + 97*q^5*t^26 + 141*q^4*t^27 + 7*q^3*t^28 + 2*q^27*t^3 + 3*q^26*t^4 - 31*q^25*t^5 + 72*q^24*t^6 + 174*q^23*t^7 - 146*q^22*t^8 + 278*q^21*t^9 - 1172*q^20*t^10 - 1967*q^19*t^11 + 142*q^18*t^12 - 2938*q^17*t^13 - 1363*q^16*t^14 + 3836*q^15*t^15 + 112*q^14*t^16 - 2602*q^13*t^17 - 1881*q^12*t^18 + 1149*q^11*t^19 + 62*q^10*t^20 - 1388*q^9*t^21 - 517*q^8*t^22 + 249*q^7*t^23 - 797*q^6*t^24 - 513*q^5*t^25 + 97*q^4*t^26 - 95*q^3*t^27 - 22*q^2*t^28 - q^26*t^3 + 2*q^25*t^4 + 20*q^24*t^5 - 22*q^23*t^6 + 69*q^22*t^7 + 263*q^21*t^8 + 379*q^20*t^9 + 874*q^19*t^10 + 2390*q^18*t^11 - 48*q^17*t^12 - 2288*q^16*t^13 + 543*q^15*t^14 - 701*q^14*t^15 - 651*q^13*t^16 + 2091*q^12*t^17 + 878*q^11*t^18 + 1396*q^10*t^19 + 687*q^9*t^20 - 582*q^8*t^21 + 851*q^7*t^22 + 833*q^6*t^23 - 207*q^5*t^24 + 343*q^4*t^25 + 30*q^3*t^26 + 10*q*t^28 + t^29 - q^24*t^4 - 9*q^23*t^5 + 44*q^22*t^6 - 144*q^21*t^7 - 256*q^20*t^8 - 311*q^19*t^9 - 294*q^18*t^10 + 267*q^17*t^11 + 825*q^16*t^12 + 1616*q^15*t^13 + 1611*q^14*t^14 + 293*q^13*t^15 + 401*q^12*t^16 - 3176*q^11*t^17 - 198*q^10*t^18 + 1884*q^9*t^19 - 1353*q^8*t^20 - 399*q^7*t^21 + 1173*q^6*t^22 - 556*q^5*t^23 - 84*q^4*t^24 + 75*q^3*t^25 - 32*q^2*t^26 + 3*q^22*t^5 - 27*q^21*t^6 + 49*q^20*t^7 + 92*q^19*t^8 - 189*q^18*t^9 - 32*q^17*t^10 - 586*q^16*t^11 - 2081*q^15*t^12 - 762*q^14*t^13 - 577*q^13*t^14 + 670*q^12*t^15 - 282*q^11*t^16 + 67*q^10*t^17 + 1405*q^9*t^18 - 1309*q^8*t^19 - 1361*q^7*t^20 + 629*q^6*t^21 - 380*q^5*t^22 - 332*q^4*t^23 + 120*q^3*t^24 - 24*q^2*t^25 - 5*q*t^26 + 5*q^20*t^6 - 7*q^19*t^7 - 34*q^18*t^8 + 244*q^17*t^9 + 378*q^16*t^10 + 29*q^15*t^11 + 1106*q^14*t^12 + 242*q^13*t^13 - 366*q^12*t^14 + 33*q^11*t^15 - 1234*q^10*t^16 + 402*q^9*t^17 + 718*q^8*t^18 - 81*q^7*t^19 + 613*q^6*t^20 + 423*q^5*t^21 - 75*q^4*t^22 + 110*q^3*t^23 + 9*q^2*t^24 - 3*q*t^25 - q^18*t^7 + 10*q^17*t^8 - 44*q^16*t^9 - 228*q^15*t^10 + 64*q^14*t^11 - 164*q^13*t^12 - 82*q^12*t^13 + 1149*q^11*t^14 - 240*q^10*t^15 + 130*q^9*t^16 + 624*q^8*t^17 - 507*q^7*t^18 - 428*q^6*t^19 + 92*q^5*t^20 - 130*q^4*t^21 - 42*q^3*t^22 + 5*q^2*t^23 + 2*q^16*t^8 - 6*q^15*t^9 + 37*q^14*t^10 - 56*q^13*t^11 - 180*q^12*t^12 + 143*q^11*t^13 - 600*q^10*t^14 - 357*q^9*t^15 + 266*q^8*t^16 - 119*q^7*t^17 - 98*q^6*t^18 + 156*q^5*t^19 + 28*q^4*t^20 - 22*q^3*t^21 + 5*q^2*t^22 + q*t^23 - q^15*t^8 + 2*q^14*t^9 - q^13*t^10 + 7*q^12*t^11 + 133*q^11*t^12 + 11*q^10*t^13 + 65*q^9*t^14 + 188*q^8*t^15 - 2*q^7*t^16 - 29*q^6*t^17 + 14*q^5*t^18 + 11*q^4*t^19 - 6*q^3*t^20 + 2*q^11*t^11 - 23*q^10*t^12 - 29*q^9*t^13 - 5*q^8*t^14 - 22*q^7*t^15 - 7*q^6*t^16 - 5*q^5*t^17 + q^4*t^18 + 4*q^8*t^13 + 2*q^7*t^14 + 2*q^6*t^15)/((q^5 - t^2)*(q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^3*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0697] 'FPtZg'

Zeta functions

ask[-]:

(q^12*t^2 - q^13 - q^12*t + 3*q^11*t^2 - 8*q^10*t^3 + q^9*t^4 + 5*q^11*t + q^10*t^2 - 5*q^9*t^3 + 13*q^8*t^4 + q^7*t^5 - q^6*t^6 + 7*q^10*t - 28*q^9*t^2 + 24*q^8*t^3 - 4*q^7*t^4 - 16*q^6*t^5 + 3*q^5*t^6 - 2*q^9*t - 13*q^8*t^2 + 34*q^7*t^3 - 34*q^6*t^4 + 13*q^5*t^5 + 2*q^4*t^6 - 3*q^8*t + 16*q^7*t^2 + 4*q^6*t^3 - 24*q^5*t^4 + 28*q^4*t^5 - 7*q^3*t^6 + q^7*t - q^6*t^2 - 13*q^5*t^3 + 5*q^4*t^4 - q^3*t^5 - 5*q^2*t^6 - q^4*t^3 + 8*q^3*t^4 - 3*q^2*t^5 + q*t^6 + t^7 - q*t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(3*q^25*t^12 + 7*q^23*t^14 - 6*q^22*t^15 + q^21*t^16 - 8*q^26*t^10 - q^25*t^11 - 27*q^24*t^12 + 38*q^23*t^13 - 86*q^22*t^14 - 9*q^21*t^15 + 8*q^20*t^16 + 25*q^19*t^17 - 9*q^18*t^18 - 3*q^17*t^19 + 2*q^16*t^20 - q^29*t^6 - 2*q^28*t^7 + 17*q^27*t^8 + 10*q^26*t^9 - 16*q^25*t^10 - 80*q^24*t^11 + 302*q^23*t^12 - 85*q^22*t^13 + 156*q^21*t^14 + 74*q^20*t^15 + 142*q^19*t^16 - 36*q^18*t^17 - 22*q^17*t^18 - 8*q^16*t^19 - 8*q^15*t^20 + q^14*t^21 + q^13*t^22 - 6*q^28*t^6 + 18*q^27*t^7 + 47*q^26*t^8 - 68*q^25*t^9 - 206*q^24*t^10 + 559*q^23*t^11 - 432*q^22*t^12 - 436*q^21*t^13 - 652*q^20*t^14 + 95*q^19*t^15 - 305*q^18*t^16 - 376*q^17*t^17 - 56*q^16*t^18 + 20*q^15*t^19 + 104*q^14*t^20 + 32*q^13*t^21 - 14*q^12*t^22 - 4*q^11*t^23 + 3*q^29*t^4 - 5*q^28*t^5 - 57*q^27*t^6 + 55*q^26*t^7 - 96*q^25*t^8 - 405*q^24*t^9 + 372*q^23*t^10 - 36*q^22*t^11 - 300*q^21*t^12 - 106*q^20*t^13 + 2244*q^19*t^14 + 1234*q^18*t^15 - 109*q^17*t^16 + 699*q^16*t^17 + 543*q^15*t^18 + 524*q^14*t^19 - 258*q^13*t^20 - 225*q^12*t^21 + 8*q^11*t^22 + 9*q^10*t^23 + 6*q^9*t^24 + 2*q^29*t^3 + 22*q^28*t^4 - 95*q^27*t^5 + 132*q^26*t^6 + 301*q^25*t^7 + 48*q^24*t^8 - 68*q^23*t^9 + 1745*q^22*t^10 + 155*q^21*t^11 - 1277*q^20*t^12 + 1161*q^19*t^13 - 297*q^18*t^14 - 3861*q^17*t^15 - 1997*q^16*t^16 - 1110*q^15*t^17 + 86*q^14*t^18 - 1580*q^13*t^19 - 324*q^12*t^20 + 386*q^11*t^21 + 100*q^10*t^22 + 59*q^9*t^23 - 30*q^8*t^24 + 2*q^7*t^25 + 42*q^28*t^3 - 70*q^27*t^4 - 13*q^26*t^5 + 323*q^25*t^6 + 8*q^24*t^7 - 2354*q^23*t^8 + 1007*q^22*t^9 - 976*q^21*t^10 - 3755*q^20*t^11 - 1039*q^19*t^12 + 1861*q^18*t^13 - 737*q^17*t^14 + 689*q^16*t^15 + 3401*q^15*t^16 + 5172*q^14*t^17 - 93*q^13*t^18 + 963*q^12*t^19 + 1110*q^11*t^20 + 132*q^10*t^21 + 21*q^9*t^22 - 269*q^8*t^23 + 50*q^7*t^24 - 13*q^6*t^25 - q^30 - 8*q^29*t - 6*q^28*t^2 - 32*q^27*t^3 - 209*q^26*t^4 + 109*q^25*t^5 + 315*q^24*t^6 - 2100*q^23*t^7 + 1929*q^22*t^8 + 3231*q^21*t^9 + 1125*q^20*t^10 + 331*q^19*t^11 + 5520*q^18*t^12 + 4524*q^17*t^13 - 2632*q^16*t^14 - 1021*q^15*t^15 + 1271*q^14*t^16 - 5064*q^13*t^17 - 3853*q^12*t^18 - 1308*q^11*t^19 - 407*q^10*t^20 - 253*q^9*t^21 - 739*q^8*t^22 + 306*q^7*t^23 - 25*q^6*t^24 + 37*q^5*t^25 + 4*q^28*t + 111*q^27*t^2 - 64*q^26*t^3 + 184*q^25*t^4 + 765*q^24*t^5 - 150*q^23*t^6 + 495*q^22*t^7 + 1914*q^21*t^8 - 507*q^20*t^9 - 7357*q^19*t^10 - 3669*q^18*t^11 + 2412*q^17*t^12 - 8352*q^16*t^13 - 6312*q^15*t^14 + 997*q^14*t^15 + 2190*q^13*t^16 - 129*q^12*t^17 + 2291*q^11*t^18 + 3769*q^10*t^19 + 1233*q^9*t^20 - 741*q^8*t^21 + 861*q^7*t^22 + 54*q^6*t^23 + 49*q^5*t^24 - 58*q^4*t^25 + 42*q^27*t - 160*q^26*t^2 - 143*q^25*t^3 - 78*q^24*t^4 - 17*q^23*t^5 - 2414*q^22*t^6 - 1032*q^21*t^7 + 533*q^20*t^8 - 3251*q^19*t^9 - 424*q^18*t^10 + 10272*q^17*t^11 + 3687*q^16*t^12 + 270*q^15*t^13 + 3687*q^14*t^14 + 10272*q^13*t^15 - 424*q^12*t^16 - 3251*q^11*t^17 + 533*q^10*t^18 - 1032*q^9*t^19 - 2414*q^8*t^20 - 17*q^7*t^21 - 78*q^6*t^22 - 143*q^5*t^23 - 160*q^4*t^24 + 42*q^3*t^25 - 58*q^26*t + 49*q^25*t^2 + 54*q^24*t^3 + 861*q^23*t^4 - 741*q^22*t^5 + 1233*q^21*t^6 + 3769*q^20*t^7 + 2291*q^19*t^8 - 129*q^18*t^9 + 2190*q^17*t^10 + 997*q^16*t^11 - 6312*q^15*t^12 - 8352*q^14*t^13 + 2412*q^13*t^14 - 3669*q^12*t^15 - 7357*q^11*t^16 - 507*q^10*t^17 + 1914*q^9*t^18 + 495*q^8*t^19 - 150*q^7*t^20 + 765*q^6*t^21 + 184*q^5*t^22 - 64*q^4*t^23 + 111*q^3*t^24 + 4*q^2*t^25 + 37*q^25*t - 25*q^24*t^2 + 306*q^23*t^3 - 739*q^22*t^4 - 253*q^21*t^5 - 407*q^20*t^6 - 1308*q^19*t^7 - 3853*q^18*t^8 - 5064*q^17*t^9 + 1271*q^16*t^10 - 1021*q^15*t^11 - 2632*q^14*t^12 + 4524*q^13*t^13 + 5520*q^12*t^14 + 331*q^11*t^15 + 1125*q^10*t^16 + 3231*q^9*t^17 + 1929*q^8*t^18 - 2100*q^7*t^19 + 315*q^6*t^20 + 109*q^5*t^21 - 209*q^4*t^22 - 32*q^3*t^23 - 6*q^2*t^24 - 8*q*t^25 - t^26 - 13*q^24*t + 50*q^23*t^2 - 269*q^22*t^3 + 21*q^21*t^4 + 132*q^20*t^5 + 1110*q^19*t^6 + 963*q^18*t^7 - 93*q^17*t^8 + 5172*q^16*t^9 + 3401*q^15*t^10 + 689*q^14*t^11 - 737*q^13*t^12 + 1861*q^12*t^13 - 1039*q^11*t^14 - 3755*q^10*t^15 - 976*q^9*t^16 + 1007*q^8*t^17 - 2354*q^7*t^18 + 8*q^6*t^19 + 323*q^5*t^20 - 13*q^4*t^21 - 70*q^3*t^22 + 42*q^2*t^23 + 2*q^23*t - 30*q^22*t^2 + 59*q^21*t^3 + 100*q^20*t^4 + 386*q^19*t^5 - 324*q^18*t^6 - 1580*q^17*t^7 + 86*q^16*t^8 - 1110*q^15*t^9 - 1997*q^14*t^10 - 3861*q^13*t^11 - 297*q^12*t^12 + 1161*q^11*t^13 - 1277*q^10*t^14 + 155*q^9*t^15 + 1745*q^8*t^16 - 68*q^7*t^17 + 48*q^6*t^18 + 301*q^5*t^19 + 132*q^4*t^20 - 95*q^3*t^21 + 22*q^2*t^22 + 2*q*t^23 + 6*q^21*t^2 + 9*q^20*t^3 + 8*q^19*t^4 - 225*q^18*t^5 - 258*q^17*t^6 + 524*q^16*t^7 + 543*q^15*t^8 + 699*q^14*t^9 - 109*q^13*t^10 + 1234*q^12*t^11 + 2244*q^11*t^12 - 106*q^10*t^13 - 300*q^9*t^14 - 36*q^8*t^15 + 372*q^7*t^16 - 405*q^6*t^17 - 96*q^5*t^18 + 55*q^4*t^19 - 57*q^3*t^20 - 5*q^2*t^21 + 3*q*t^22 - 4*q^19*t^3 - 14*q^18*t^4 + 32*q^17*t^5 + 104*q^16*t^6 + 20*q^15*t^7 - 56*q^14*t^8 - 376*q^13*t^9 - 305*q^12*t^10 + 95*q^11*t^11 - 652*q^10*t^12 - 436*q^9*t^13 - 432*q^8*t^14 + 559*q^7*t^15 - 206*q^6*t^16 - 68*q^5*t^17 + 47*q^4*t^18 + 18*q^3*t^19 - 6*q^2*t^20 + q^17*t^4 + q^16*t^5 - 8*q^15*t^6 - 8*q^14*t^7 - 22*q^13*t^8 - 36*q^12*t^9 + 142*q^11*t^10 + 74*q^10*t^11 + 156*q^9*t^12 - 85*q^8*t^13 + 302*q^7*t^14 - 80*q^6*t^15 - 16*q^5*t^16 + 10*q^4*t^17 + 17*q^3*t^18 - 2*q^2*t^19 - q*t^20 + 2*q^14*t^6 - 3*q^13*t^7 - 9*q^12*t^8 + 25*q^11*t^9 + 8*q^10*t^10 - 9*q^9*t^11 - 86*q^8*t^12 + 38*q^7*t^13 - 27*q^6*t^14 - q^5*t^15 - 8*q^4*t^16 + q^9*t^10 - 6*q^8*t^11 + 7*q^7*t^12 + 3*q^5*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0698] 'FPvZw'

Zeta functions

ask[-]:

(q^7 + q^6*t - q^5*t^2 - q^5*t - q^4*t^2 - 5*q^4*t + 5*q^3*t^2 + q^3*t + q^2*t^2 + q^2*t - q*t^2 - t^3)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^16*t^8 - q^19*t^4 - 2*q^18*t^5 + 2*q^17*t^6 + 4*q^16*t^7 - 9*q^15*t^8 - 5*q^14*t^9 - 2*q^18*t^4 + 11*q^17*t^5 + 16*q^16*t^6 - 17*q^15*t^7 + q^14*t^8 + 27*q^13*t^9 + 15*q^12*t^10 + 3*q^11*t^11 + q^19*t^2 - 8*q^18*t^3 + 5*q^17*t^4 + 21*q^16*t^5 - 45*q^15*t^6 - 79*q^14*t^7 + 11*q^13*t^8 + 38*q^12*t^9 - 34*q^11*t^10 - 58*q^10*t^11 - 10*q^9*t^12 + 4*q^8*t^13 + q^20 + 4*q^19*t - 3*q^18*t^2 - 11*q^17*t^3 + 22*q^16*t^4 + q^15*t^5 - 85*q^14*t^6 + 153*q^13*t^7 + 239*q^12*t^8 - 126*q^11*t^9 - 127*q^10*t^10 + 140*q^9*t^11 + 76*q^8*t^12 - 9*q^7*t^13 + q^18*t - 27*q^17*t^2 + 18*q^16*t^3 + 93*q^15*t^4 - 115*q^14*t^5 - 4*q^13*t^6 + 173*q^12*t^7 - 312*q^11*t^8 - 221*q^10*t^9 + 243*q^9*t^10 + 10*q^8*t^11 - 133*q^7*t^12 - 19*q^6*t^13 - 4*q^5*t^14 - 24*q^17*t + 9*q^16*t^2 + 92*q^15*t^3 - 113*q^14*t^4 - 167*q^13*t^5 + 206*q^12*t^6 - 30*q^11*t^7 - 180*q^10*t^8 + 262*q^9*t^9 + 153*q^8*t^10 - 134*q^7*t^11 - 9*q^6*t^12 + 49*q^5*t^13 + 18*q^4*t^14 + 18*q^16*t + 49*q^15*t^2 - 9*q^14*t^3 - 134*q^13*t^4 + 153*q^12*t^5 + 262*q^11*t^6 - 180*q^10*t^7 - 30*q^9*t^8 + 206*q^8*t^9 - 167*q^7*t^10 - 113*q^6*t^11 + 92*q^5*t^12 + 9*q^4*t^13 - 24*q^3*t^14 - 4*q^15*t - 19*q^14*t^2 - 133*q^13*t^3 + 10*q^12*t^4 + 243*q^11*t^5 - 221*q^10*t^6 - 312*q^9*t^7 + 173*q^8*t^8 - 4*q^7*t^9 - 115*q^6*t^10 + 93*q^5*t^11 + 18*q^4*t^12 - 27*q^3*t^13 + q^2*t^14 - 9*q^13*t^2 + 76*q^12*t^3 + 140*q^11*t^4 - 127*q^10*t^5 - 126*q^9*t^6 + 239*q^8*t^7 + 153*q^7*t^8 - 85*q^6*t^9 + q^5*t^10 + 22*q^4*t^11 - 11*q^3*t^12 - 3*q^2*t^13 + 4*q*t^14 + t^15 + 4*q^12*t^2 - 10*q^11*t^3 - 58*q^10*t^4 - 34*q^9*t^5 + 38*q^8*t^6 + 11*q^7*t^7 - 79*q^6*t^8 - 45*q^5*t^9 + 21*q^4*t^10 + 5*q^3*t^11 - 8*q^2*t^12 + q*t^13 + 3*q^9*t^4 + 15*q^8*t^5 + 27*q^7*t^6 + q^6*t^7 - 17*q^5*t^8 + 16*q^4*t^9 + 11*q^3*t^10 - 2*q^2*t^11 - 5*q^6*t^6 - 9*q^5*t^7 + 4*q^4*t^8 + 2*q^3*t^9 - 2*q^2*t^10 - q*t^11 + q^4*t^7)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 2], [0, 4], [0, 5], [1, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0699] 'FQNZw'

Zeta functions

ask[-]:

(q^6*t^2 - q^7 - q^6*t + 2*q^5*t^2 - 3*q^4*t^3 + 4*q^5*t - 6*q^4*t^2 + 4*q^3*t^3 + 4*q^4*t - 6*q^3*t^2 + 4*q^2*t^3 - 3*q^3*t + 2*q^2*t^2 - q*t^3 - t^4 + q*t^2)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(q^21*t^13 + 3*q^20*t^14 + q^18*t^16 + q^23*t^10 - 3*q^22*t^11 - 10*q^21*t^12 - 21*q^19*t^14 - 15*q^18*t^15 - 15*q^17*t^16 - q^16*t^17 - q^15*t^18 - q^26*t^6 - 2*q^25*t^7 + 8*q^24*t^8 + 13*q^23*t^9 - 37*q^22*t^10 - 22*q^21*t^11 + 132*q^20*t^12 + 43*q^19*t^13 + 2*q^18*t^14 + 70*q^17*t^15 + 133*q^16*t^16 + 39*q^15*t^17 + q^13*t^19 + q^12*t^20 - 3*q^25*t^6 + 14*q^24*t^7 + 44*q^23*t^8 - 97*q^22*t^9 - 77*q^21*t^10 + 323*q^20*t^11 - 85*q^19*t^12 - 569*q^18*t^13 - 211*q^17*t^14 + 96*q^16*t^15 - 324*q^15*t^16 - 345*q^14*t^17 - 69*q^13*t^18 + 2*q^12*t^19 + 3*q^11*t^20 - 2*q^10*t^21 + 3*q^26*t^4 - 3*q^25*t^5 - 38*q^24*t^6 + 48*q^23*t^7 - 65*q^22*t^8 - 256*q^21*t^9 + 300*q^20*t^10 + 89*q^19*t^11 - 774*q^18*t^12 + 406*q^17*t^13 + 1475*q^16*t^14 + 353*q^15*t^15 + 44*q^14*t^16 + 631*q^13*t^17 + 460*q^12*t^18 + 161*q^11*t^19 - 24*q^10*t^20 - 11*q^9*t^21 + q^8*t^22 + 2*q^26*t^3 + 13*q^25*t^4 - 77*q^24*t^5 + 70*q^23*t^6 + 308*q^22*t^7 - 209*q^21*t^8 + 98*q^20*t^9 + 1138*q^19*t^10 - 411*q^18*t^11 - 283*q^17*t^12 + 1150*q^16*t^13 - 827*q^15*t^14 - 2323*q^14*t^15 - 854*q^13*t^16 - 181*q^12*t^17 - 502*q^11*t^18 - 679*q^10*t^19 - 139*q^9*t^20 + 57*q^8*t^21 + 7*q^7*t^22 + 2*q^6*t^23 + 31*q^25*t^3 - 61*q^24*t^4 - 51*q^23*t^5 + 433*q^22*t^6 - 376*q^21*t^7 - 1384*q^20*t^8 + 832*q^19*t^9 - 381*q^18*t^10 - 2821*q^17*t^11 - 3*q^16*t^12 + 995*q^15*t^13 - 1173*q^14*t^14 + 791*q^13*t^15 + 2858*q^12*t^16 + 1274*q^11*t^17 - 239*q^10*t^18 + 523*q^9*t^19 + 580*q^8*t^20 + 37*q^7*t^21 - 32*q^6*t^22 - 13*q^5*t^23 - q^27 - 7*q^26*t + q^25*t^2 - 14*q^24*t^3 - 156*q^23*t^4 + 258*q^22*t^5 + 45*q^21*t^6 - 1388*q^20*t^7 + 1451*q^19*t^8 + 3056*q^18*t^9 - 1322*q^17*t^10 + 475*q^16*t^11 + 4806*q^15*t^12 + 776*q^14*t^13 - 1707*q^13*t^14 + 821*q^12*t^15 - 443*q^11*t^16 - 2657*q^10*t^17 - 832*q^9*t^18 + 390*q^8*t^19 - 407*q^7*t^20 - 311*q^6*t^21 - 5*q^5*t^22 + 31*q^4*t^23 + 6*q^25*t + 81*q^24*t^2 - 66*q^23*t^3 + 62*q^22*t^4 + 594*q^21*t^5 - 413*q^20*t^6 + 149*q^19*t^7 + 2178*q^18*t^8 - 2536*q^17*t^9 - 4546*q^16*t^10 + 977*q^15*t^11 - 81*q^14*t^12 - 5455*q^13*t^13 - 1925*q^12*t^14 + 2025*q^11*t^15 + 20*q^10*t^16 - 169*q^9*t^17 + 1598*q^8*t^18 + 281*q^7*t^19 - 237*q^6*t^20 + 217*q^5*t^21 + 117*q^4*t^22 - 27*q^3*t^23 + 27*q^24*t - 117*q^23*t^2 - 217*q^22*t^3 + 237*q^21*t^4 - 281*q^20*t^5 - 1598*q^19*t^6 + 169*q^18*t^7 - 20*q^17*t^8 - 2025*q^16*t^9 + 1925*q^15*t^10 + 5455*q^14*t^11 + 81*q^13*t^12 - 977*q^12*t^13 + 4546*q^11*t^14 + 2536*q^10*t^15 - 2178*q^9*t^16 - 149*q^8*t^17 + 413*q^7*t^18 - 594*q^6*t^19 - 62*q^5*t^20 + 66*q^4*t^21 - 81*q^3*t^22 - 6*q^2*t^23 - 31*q^23*t + 5*q^22*t^2 + 311*q^21*t^3 + 407*q^20*t^4 - 390*q^19*t^5 + 832*q^18*t^6 + 2657*q^17*t^7 + 443*q^16*t^8 - 821*q^15*t^9 + 1707*q^14*t^10 - 776*q^13*t^11 - 4806*q^12*t^12 - 475*q^11*t^13 + 1322*q^10*t^14 - 3056*q^9*t^15 - 1451*q^8*t^16 + 1388*q^7*t^17 - 45*q^6*t^18 - 258*q^5*t^19 + 156*q^4*t^20 + 14*q^3*t^21 - q^2*t^22 + 7*q*t^23 + t^24 + 13*q^22*t + 32*q^21*t^2 - 37*q^20*t^3 - 580*q^19*t^4 - 523*q^18*t^5 + 239*q^17*t^6 - 1274*q^16*t^7 - 2858*q^15*t^8 - 791*q^14*t^9 + 1173*q^13*t^10 - 995*q^12*t^11 + 3*q^11*t^12 + 2821*q^10*t^13 + 381*q^9*t^14 - 832*q^8*t^15 + 1384*q^7*t^16 + 376*q^6*t^17 - 433*q^5*t^18 + 51*q^4*t^19 + 61*q^3*t^20 - 31*q^2*t^21 - 2*q^21*t - 7*q^20*t^2 - 57*q^19*t^3 + 139*q^18*t^4 + 679*q^17*t^5 + 502*q^16*t^6 + 181*q^15*t^7 + 854*q^14*t^8 + 2323*q^13*t^9 + 827*q^12*t^10 - 1150*q^11*t^11 + 283*q^10*t^12 + 411*q^9*t^13 - 1138*q^8*t^14 - 98*q^7*t^15 + 209*q^6*t^16 - 308*q^5*t^17 - 70*q^4*t^18 + 77*q^3*t^19 - 13*q^2*t^20 - 2*q*t^21 - q^19*t^2 + 11*q^18*t^3 + 24*q^17*t^4 - 161*q^16*t^5 - 460*q^15*t^6 - 631*q^14*t^7 - 44*q^13*t^8 - 353*q^12*t^9 - 1475*q^11*t^10 - 406*q^10*t^11 + 774*q^9*t^12 - 89*q^8*t^13 - 300*q^7*t^14 + 256*q^6*t^15 + 65*q^5*t^16 - 48*q^4*t^17 + 38*q^3*t^18 + 3*q^2*t^19 - 3*q*t^20 + 2*q^17*t^3 - 3*q^16*t^4 - 2*q^15*t^5 + 69*q^14*t^6 + 345*q^13*t^7 + 324*q^12*t^8 - 96*q^11*t^9 + 211*q^10*t^10 + 569*q^9*t^11 + 85*q^8*t^12 - 323*q^7*t^13 + 77*q^6*t^14 + 97*q^5*t^15 - 44*q^4*t^16 - 14*q^3*t^17 + 3*q^2*t^18 - q^15*t^4 - q^14*t^5 - 39*q^12*t^7 - 133*q^11*t^8 - 70*q^10*t^9 - 2*q^9*t^10 - 43*q^8*t^11 - 132*q^7*t^12 + 22*q^6*t^13 + 37*q^5*t^14 - 13*q^4*t^15 - 8*q^3*t^16 + 2*q^2*t^17 + q*t^18 + q^12*t^6 + q^11*t^7 + 15*q^10*t^8 + 15*q^9*t^9 + 21*q^8*t^10 + 10*q^6*t^12 + 3*q^5*t^13 - q^4*t^14 - q^9*t^8 - 3*q^7*t^10 - q^6*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 5], [1, 3], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0700] 'FQUzw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^5*t + 3*q^4*t - 2*q^3*t^2 + 2*q^3*t - 3*q^2*t^2 + q*t^2 + t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(6*q^20*t^10 + 2*q^19*t^11 + 2*q^18*t^12 + 2*q^25*t^4 + 3*q^24*t^5 - 4*q^23*t^6 - 8*q^22*t^7 - q^21*t^8 + 22*q^20*t^9 - 46*q^19*t^10 - 54*q^18*t^11 - 33*q^17*t^12 + 3*q^16*t^13 - 2*q^15*t^14 - 2*q^14*t^15 + 4*q^24*t^4 - 22*q^23*t^5 - 88*q^22*t^6 + 12*q^21*t^7 + 214*q^20*t^8 - 55*q^19*t^9 - 53*q^18*t^10 + 237*q^17*t^11 + 329*q^16*t^12 + 67*q^15*t^13 - 13*q^14*t^14 + 11*q^13*t^15 + 7*q^12*t^16 + 16*q^24*t^3 + 10*q^23*t^4 - 36*q^22*t^5 + 328*q^21*t^6 + 511*q^20*t^7 - 565*q^19*t^8 - 726*q^18*t^9 + 140*q^17*t^10 + 22*q^16*t^11 - 910*q^15*t^12 - 708*q^14*t^13 - 124*q^13*t^14 - 17*q^12*t^15 - 15*q^11*t^16 - 6*q^10*t^17 - q^26 - 5*q^25*t - 20*q^24*t^2 - 6*q^23*t^3 - 126*q^22*t^4 - 89*q^21*t^5 - 338*q^20*t^6 - 1313*q^19*t^7 - 543*q^18*t^8 + 1789*q^17*t^9 + 1617*q^16*t^10 - 123*q^15*t^11 + 515*q^14*t^12 + 1586*q^13*t^13 + 997*q^12*t^14 + 344*q^11*t^15 + 13*q^10*t^16 - 5*q^9*t^17 - 2*q^8*t^18 - 5*q^24*t + 130*q^23*t^2 + 91*q^22*t^3 + 29*q^21*t^4 + 500*q^20*t^5 + 1110*q^19*t^6 + 1272*q^18*t^7 + 1764*q^17*t^8 - 23*q^16*t^9 - 3108*q^15*t^10 - 2712*q^14*t^11 - 546*q^13*t^12 - 852*q^12*t^13 - 1664*q^11*t^14 - 1452*q^10*t^15 - 335*q^9*t^16 + 52*q^8*t^17 + 24*q^7*t^18 + 5*q^6*t^19 + 51*q^23*t - 155*q^22*t^2 - 514*q^21*t^3 - 276*q^20*t^4 - 7*q^19*t^5 - 1981*q^18*t^6 - 2869*q^17*t^7 - 1579*q^16*t^8 - 1037*q^15*t^9 + 512*q^14*t^10 + 3959*q^13*t^11 + 3748*q^12*t^12 + 949*q^11*t^13 + 453*q^10*t^14 + 1827*q^9*t^15 + 1189*q^8*t^16 + 110*q^7*t^17 - 63*q^6*t^18 - 27*q^5*t^19 - 57*q^22*t - 4*q^21*t^2 + 542*q^20*t^3 + 1285*q^19*t^4 + 354*q^18*t^5 + 444*q^17*t^6 + 3608*q^16*t^7 + 3997*q^15*t^8 + 997*q^14*t^9 - 997*q^12*t^11 - 3997*q^11*t^12 - 3608*q^10*t^13 - 444*q^9*t^14 - 354*q^8*t^15 - 1285*q^7*t^16 - 542*q^6*t^17 + 4*q^5*t^18 + 57*q^4*t^19 + 27*q^21*t + 63*q^20*t^2 - 110*q^19*t^3 - 1189*q^18*t^4 - 1827*q^17*t^5 - 453*q^16*t^6 - 949*q^15*t^7 - 3748*q^14*t^8 - 3959*q^13*t^9 - 512*q^12*t^10 + 1037*q^11*t^11 + 1579*q^10*t^12 + 2869*q^9*t^13 + 1981*q^8*t^14 + 7*q^7*t^15 + 276*q^6*t^16 + 514*q^5*t^17 + 155*q^4*t^18 - 51*q^3*t^19 - 5*q^20*t - 24*q^19*t^2 - 52*q^18*t^3 + 335*q^17*t^4 + 1452*q^16*t^5 + 1664*q^15*t^6 + 852*q^14*t^7 + 546*q^13*t^8 + 2712*q^12*t^9 + 3108*q^11*t^10 + 23*q^10*t^11 - 1764*q^9*t^12 - 1272*q^8*t^13 - 1110*q^7*t^14 - 500*q^6*t^15 - 29*q^5*t^16 - 91*q^4*t^17 - 130*q^3*t^18 + 5*q^2*t^19 + 2*q^18*t^2 + 5*q^17*t^3 - 13*q^16*t^4 - 344*q^15*t^5 - 997*q^14*t^6 - 1586*q^13*t^7 - 515*q^12*t^8 + 123*q^11*t^9 - 1617*q^10*t^10 - 1789*q^9*t^11 + 543*q^8*t^12 + 1313*q^7*t^13 + 338*q^6*t^14 + 89*q^5*t^15 + 126*q^4*t^16 + 6*q^3*t^17 + 20*q^2*t^18 + 5*q*t^19 + t^20 + 6*q^16*t^3 + 15*q^15*t^4 + 17*q^14*t^5 + 124*q^13*t^6 + 708*q^12*t^7 + 910*q^11*t^8 - 22*q^10*t^9 - 140*q^9*t^10 + 726*q^8*t^11 + 565*q^7*t^12 - 511*q^6*t^13 - 328*q^5*t^14 + 36*q^4*t^15 - 10*q^3*t^16 - 16*q^2*t^17 - 7*q^14*t^4 - 11*q^13*t^5 + 13*q^12*t^6 - 67*q^11*t^7 - 329*q^10*t^8 - 237*q^9*t^9 + 53*q^8*t^10 + 55*q^7*t^11 - 214*q^6*t^12 - 12*q^5*t^13 + 88*q^4*t^14 + 22*q^3*t^15 - 4*q^2*t^16 + 2*q^12*t^5 + 2*q^11*t^6 - 3*q^10*t^7 + 33*q^9*t^8 + 54*q^8*t^9 + 46*q^7*t^10 - 22*q^6*t^11 + q^5*t^12 + 8*q^4*t^13 + 4*q^3*t^14 - 3*q^2*t^15 - 2*q*t^16 - 2*q^8*t^8 - 2*q^7*t^9 - 6*q^6*t^10)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 5], [1, 3], [1, 4], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0701] 'FQdzw'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^7 - q^6*t - q^5*t^2 - 3*q^4*t^3 + 4*q^5*t - 4*q^4*t^2 + 4*q^3*t^3 + 4*q^4*t - 4*q^3*t^2 + 4*q^2*t^3 - 3*q^3*t - q^2*t^2 - q*t^3 - t^4 + 2*q*t^2)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(q^19*t^8 + 2*q^18*t^9 + 5*q^17*t^10 + 2*q^16*t^11 + q^15*t^12 - q^20*t^6 - q^19*t^7 - q^18*t^8 - 3*q^17*t^9 - 37*q^16*t^10 - 24*q^15*t^11 - 16*q^14*t^12 - 4*q^13*t^13 - q^12*t^14 - 2*q^20*t^5 - 16*q^19*t^6 - q^18*t^7 + 29*q^17*t^8 - 18*q^16*t^9 + 44*q^15*t^10 + 73*q^14*t^11 + 112*q^13*t^12 + 48*q^12*t^13 + 6*q^11*t^14 - q^22*t^2 + 17*q^20*t^4 - 6*q^19*t^5 + 13*q^18*t^6 + 78*q^17*t^7 + 56*q^16*t^8 + 13*q^15*t^9 - 46*q^14*t^10 - 22*q^13*t^11 - 208*q^12*t^12 - 175*q^11*t^13 - 56*q^10*t^14 - 16*q^9*t^15 + q^8*t^16 + 2*q^21*t^2 + 23*q^20*t^3 - 10*q^19*t^4 - 58*q^18*t^5 - 32*q^17*t^6 + q^16*t^7 - 338*q^15*t^8 - 288*q^14*t^9 + 95*q^13*t^10 + 24*q^12*t^11 + 66*q^11*t^12 + 152*q^10*t^13 + 128*q^9*t^14 + 100*q^8*t^15 + 12*q^7*t^16 + 2*q^6*t^17 - q^22 - 8*q^21*t - 4*q^20*t^2 + 2*q^19*t^3 - 118*q^18*t^4 - 68*q^17*t^5 + 321*q^16*t^6 - 20*q^15*t^7 + 77*q^14*t^8 + 536*q^13*t^9 + 393*q^12*t^10 + 3*q^11*t^11 - 10*q^10*t^12 + 102*q^9*t^13 + 25*q^8*t^14 - 182*q^7*t^15 - 67*q^6*t^16 - 13*q^5*t^17 + 5*q^20*t + 39*q^19*t^2 - 54*q^18*t^3 + 59*q^17*t^4 + 450*q^16*t^5 + 30*q^15*t^6 - 347*q^14*t^7 - 94*q^13*t^8 + 154*q^12*t^9 - 444*q^11*t^10 - 622*q^10*t^11 - 159*q^9*t^12 - 90*q^8*t^13 - 215*q^7*t^14 + 77*q^6*t^15 + 91*q^5*t^16 + 31*q^4*t^17 + 27*q^19*t + 2*q^18*t^2 - 16*q^17*t^3 - 41*q^16*t^4 - 227*q^15*t^5 - 613*q^14*t^6 - 332*q^13*t^7 + 434*q^12*t^8 - 434*q^10*t^10 + 332*q^9*t^11 + 613*q^8*t^12 + 227*q^7*t^13 + 41*q^6*t^14 + 16*q^5*t^15 - 2*q^4*t^16 - 27*q^3*t^17 - 31*q^18*t - 91*q^17*t^2 - 77*q^16*t^3 + 215*q^15*t^4 + 90*q^14*t^5 + 159*q^13*t^6 + 622*q^12*t^7 + 444*q^11*t^8 - 154*q^10*t^9 + 94*q^9*t^10 + 347*q^8*t^11 - 30*q^7*t^12 - 450*q^6*t^13 - 59*q^5*t^14 + 54*q^4*t^15 - 39*q^3*t^16 - 5*q^2*t^17 + 13*q^17*t + 67*q^16*t^2 + 182*q^15*t^3 - 25*q^14*t^4 - 102*q^13*t^5 + 10*q^12*t^6 - 3*q^11*t^7 - 393*q^10*t^8 - 536*q^9*t^9 - 77*q^8*t^10 + 20*q^7*t^11 - 321*q^6*t^12 + 68*q^5*t^13 + 118*q^4*t^14 - 2*q^3*t^15 + 4*q^2*t^16 + 8*q*t^17 + t^18 - 2*q^16*t - 12*q^15*t^2 - 100*q^14*t^3 - 128*q^13*t^4 - 152*q^12*t^5 - 66*q^11*t^6 - 24*q^10*t^7 - 95*q^9*t^8 + 288*q^8*t^9 + 338*q^7*t^10 - q^6*t^11 + 32*q^5*t^12 + 58*q^4*t^13 + 10*q^3*t^14 - 23*q^2*t^15 - 2*q*t^16 - q^14*t^2 + 16*q^13*t^3 + 56*q^12*t^4 + 175*q^11*t^5 + 208*q^10*t^6 + 22*q^9*t^7 + 46*q^8*t^8 - 13*q^7*t^9 - 56*q^6*t^10 - 78*q^5*t^11 - 13*q^4*t^12 + 6*q^3*t^13 - 17*q^2*t^14 + t^16 - 6*q^11*t^4 - 48*q^10*t^5 - 112*q^9*t^6 - 73*q^8*t^7 - 44*q^7*t^8 + 18*q^6*t^9 - 29*q^5*t^10 + q^4*t^11 + 16*q^3*t^12 + 2*q^2*t^13 + q^10*t^4 + 4*q^9*t^5 + 16*q^8*t^6 + 24*q^7*t^7 + 37*q^6*t^8 + 3*q^5*t^9 + q^4*t^10 + q^3*t^11 + q^2*t^12 - q^7*t^6 - 2*q^6*t^7 - 5*q^5*t^8 - 2*q^4*t^9 - q^3*t^10)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 4], [1, 3], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0702] 'FR^^w'

Zeta functions

ask[-]:

(q^11 - q^8*t^2 - 3*q^8*t - 3*q^7*t + 4*q^6*t^2 + 2*q^5*t^3 + 2*q^6*t + 4*q^5*t^2 - 3*q^4*t^3 - 3*q^3*t^3 - q^3*t^2 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(4*q^34*t^4 - q^37 - 3*q^35*t^2 + q^34*t^3 - 9*q^33*t^4 + 12*q^32*t^5 - 4*q^31*t^6 - 5*q^30*t^7 - 3*q^29*t^8 - 10*q^35*t + 13*q^34*t^2 + 13*q^33*t^3 + 10*q^32*t^4 - 76*q^31*t^5 - 16*q^30*t^6 + 11*q^29*t^7 + 17*q^28*t^8 + 2*q^27*t^9 + 20*q^34*t - 4*q^33*t^2 + 6*q^32*t^3 - 19*q^31*t^4 + 101*q^30*t^5 + 17*q^29*t^6 + 29*q^28*t^7 + 11*q^27*t^8 + 8*q^26*t^9 + 7*q^25*t^10 + 2*q^33*t + 58*q^32*t^2 - 50*q^31*t^3 - 89*q^30*t^4 - 81*q^29*t^5 + 198*q^28*t^6 + 53*q^27*t^7 - 28*q^26*t^8 - 70*q^25*t^9 - 63*q^24*t^10 + 2*q^23*t^11 - 11*q^32*t - 131*q^31*t^2 - 55*q^30*t^3 + 2*q^29*t^4 + 112*q^28*t^5 - 204*q^27*t^6 - 182*q^26*t^7 - 229*q^25*t^8 + 8*q^24*t^9 + 89*q^23*t^10 - 33*q^22*t^11 + q^21*t^12 - 3*q^20*t^13 + 4*q^31*t + 83*q^30*t^2 + 239*q^28*t^4 + 201*q^27*t^5 + 142*q^26*t^6 - 101*q^25*t^7 + 168*q^24*t^8 + 22*q^23*t^9 + 67*q^22*t^10 + 194*q^21*t^11 + 16*q^20*t^12 + 20*q^19*t^13 + q^18*t^14 - 23*q^29*t^2 + 135*q^28*t^3 - 85*q^27*t^4 - 59*q^26*t^5 - 242*q^25*t^6 - 107*q^24*t^7 + 92*q^23*t^8 + 488*q^22*t^9 + 40*q^21*t^10 - 238*q^20*t^11 + 19*q^19*t^12 - 67*q^18*t^13 - 5*q^17*t^14 + 6*q^28*t^2 - 94*q^27*t^3 + 57*q^26*t^4 - 289*q^25*t^5 - 131*q^24*t^6 + 87*q^23*t^7 + 30*q^22*t^8 - 359*q^21*t^9 - 78*q^20*t^10 - 116*q^19*t^11 - 276*q^18*t^12 + 83*q^17*t^13 - 12*q^16*t^14 + 4*q^15*t^15 - 2*q^27*t^2 + 20*q^26*t^3 - 125*q^25*t^4 + 151*q^24*t^5 - 147*q^23*t^6 + 96*q^22*t^7 + 478*q^21*t^8 + 163*q^20*t^9 - 385*q^19*t^10 + 64*q^18*t^11 + 285*q^17*t^12 - 126*q^16*t^13 + 72*q^15*t^14 - 20*q^14*t^15 - q^25*t^3 + 75*q^24*t^4 - 92*q^23*t^5 + 340*q^22*t^6 + 102*q^21*t^7 - 199*q^20*t^8 - 93*q^19*t^9 - 93*q^18*t^10 - 199*q^17*t^11 + 102*q^16*t^12 + 340*q^15*t^13 - 92*q^14*t^14 + 75*q^13*t^15 - q^12*t^16 - 20*q^23*t^4 + 72*q^22*t^5 - 126*q^21*t^6 + 285*q^20*t^7 + 64*q^19*t^8 - 385*q^18*t^9 + 163*q^17*t^10 + 478*q^16*t^11 + 96*q^15*t^12 - 147*q^14*t^13 + 151*q^13*t^14 - 125*q^12*t^15 + 20*q^11*t^16 - 2*q^10*t^17 + 4*q^22*t^4 - 12*q^21*t^5 + 83*q^20*t^6 - 276*q^19*t^7 - 116*q^18*t^8 - 78*q^17*t^9 - 359*q^16*t^10 + 30*q^15*t^11 + 87*q^14*t^12 - 131*q^13*t^13 - 289*q^12*t^14 + 57*q^11*t^15 - 94*q^10*t^16 + 6*q^9*t^17 - 5*q^20*t^5 - 67*q^19*t^6 + 19*q^18*t^7 - 238*q^17*t^8 + 40*q^16*t^9 + 488*q^15*t^10 + 92*q^14*t^11 - 107*q^13*t^12 - 242*q^12*t^13 - 59*q^11*t^14 - 85*q^10*t^15 + 135*q^9*t^16 - 23*q^8*t^17 + q^19*t^5 + 20*q^18*t^6 + 16*q^17*t^7 + 194*q^16*t^8 + 67*q^15*t^9 + 22*q^14*t^10 + 168*q^13*t^11 - 101*q^12*t^12 + 142*q^11*t^13 + 201*q^10*t^14 + 239*q^9*t^15 + 83*q^7*t^17 + 4*q^6*t^18 - 3*q^17*t^6 + q^16*t^7 - 33*q^15*t^8 + 89*q^14*t^9 + 8*q^13*t^10 - 229*q^12*t^11 - 182*q^11*t^12 - 204*q^10*t^13 + 112*q^9*t^14 + 2*q^8*t^15 - 55*q^7*t^16 - 131*q^6*t^17 - 11*q^5*t^18 + 2*q^14*t^8 - 63*q^13*t^9 - 70*q^12*t^10 - 28*q^11*t^11 + 53*q^10*t^12 + 198*q^9*t^13 - 81*q^8*t^14 - 89*q^7*t^15 - 50*q^6*t^16 + 58*q^5*t^17 + 2*q^4*t^18 + 7*q^12*t^9 + 8*q^11*t^10 + 11*q^10*t^11 + 29*q^9*t^12 + 17*q^8*t^13 + 101*q^7*t^14 - 19*q^6*t^15 + 6*q^5*t^16 - 4*q^4*t^17 + 20*q^3*t^18 + 2*q^10*t^10 + 17*q^9*t^11 + 11*q^8*t^12 - 16*q^7*t^13 - 76*q^6*t^14 + 10*q^5*t^15 + 13*q^4*t^16 + 13*q^3*t^17 - 10*q^2*t^18 - 3*q^8*t^11 - 5*q^7*t^12 - 4*q^6*t^13 + 12*q^5*t^14 - 9*q^4*t^15 + q^3*t^16 - 3*q^2*t^17 - t^19 + 4*q^3*t^15)/((q^5 - t^2)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 2], [0, 5], [0, 6], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0703] 'FSOzw'

Zeta functions

ask[-]:

ask[+]:

(q^9*t^12 - q^12*t^8 + 3*q^11*t^9 - 3*q^10*t^10 - 4*q^9*t^11 + 2*q^8*t^12 - 4*q^7*t^13 - q^6*t^14 + q^13*t^6 - 4*q^12*t^7 + 14*q^11*t^8 - 19*q^10*t^9 - 6*q^9*t^10 + 33*q^8*t^11 - 11*q^7*t^12 + 11*q^6*t^13 + 6*q^5*t^14 + 2*q^13*t^5 - 25*q^12*t^6 + 62*q^11*t^7 - 88*q^10*t^8 + 130*q^9*t^9 - 74*q^8*t^10 + 14*q^7*t^11 - 44*q^6*t^12 + 2*q^5*t^13 - 11*q^4*t^14 + 10*q^13*t^4 - 50*q^12*t^5 + 208*q^11*t^6 - 454*q^10*t^7 + 516*q^9*t^8 - 511*q^8*t^9 + 281*q^7*t^10 - 73*q^6*t^11 + 59*q^5*t^12 + 4*q^4*t^13 - q^3*t^14 + 7*q^13*t^3 - 106*q^12*t^4 + 362*q^11*t^5 - 810*q^10*t^6 + 1133*q^9*t^7 - 716*q^8*t^8 + 147*q^7*t^9 + 284*q^6*t^10 - 337*q^5*t^11 + 156*q^4*t^12 - 51*q^3*t^13 + 19*q^2*t^14 + 10*q^13*t^2 - 70*q^12*t^3 + 370*q^11*t^4 - 727*q^10*t^5 + 763*q^9*t^6 - 113*q^8*t^7 - 1054*q^7*t^8 + 1500*q^6*t^9 - 1096*q^5*t^10 + 445*q^4*t^11 - 110*q^3*t^12 - 13*q^2*t^13 - 3*q*t^14 - t^15 + 2*q^13*t - 44*q^12*t^2 + 109*q^11*t^3 - 239*q^10*t^4 - 124*q^9*t^5 + 1102*q^8*t^6 - 2052*q^7*t^7 + 2052*q^6*t^8 - 1102*q^5*t^9 + 124*q^4*t^10 + 239*q^3*t^11 - 109*q^2*t^12 + 44*q*t^13 - 2*t^14 + q^13 + 3*q^12*t + 13*q^11*t^2 + 110*q^10*t^3 - 445*q^9*t^4 + 1096*q^8*t^5 - 1500*q^7*t^6 + 1054*q^6*t^7 + 113*q^5*t^8 - 763*q^4*t^9 + 727*q^3*t^10 - 370*q^2*t^11 + 70*q*t^12 - 10*t^13 - 19*q^11*t + 51*q^10*t^2 - 156*q^9*t^3 + 337*q^8*t^4 - 284*q^7*t^5 - 147*q^6*t^6 + 716*q^5*t^7 - 1133*q^4*t^8 + 810*q^3*t^9 - 362*q^2*t^10 + 106*q*t^11 - 7*t^12 + q^10*t - 4*q^9*t^2 - 59*q^8*t^3 + 73*q^7*t^4 - 281*q^6*t^5 + 511*q^5*t^6 - 516*q^4*t^7 + 454*q^3*t^8 - 208*q^2*t^9 + 50*q*t^10 - 10*t^11 + 11*q^9*t - 2*q^8*t^2 + 44*q^7*t^3 - 14*q^6*t^4 + 74*q^5*t^5 - 130*q^4*t^6 + 88*q^3*t^7 - 62*q^2*t^8 + 25*q*t^9 - 2*t^10 - 6*q^8*t - 11*q^7*t^2 + 11*q^6*t^3 - 33*q^5*t^4 + 6*q^4*t^5 + 19*q^3*t^6 - 14*q^2*t^7 + 4*q*t^8 - t^9 + q^7*t + 4*q^6*t^2 - 2*q^5*t^3 + 4*q^4*t^4 + 3*q^3*t^5 - 3*q^2*t^6 + q*t^7 - q^4*t^3)/((q^2 - t)*(t^2 - q)*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 2], [0, 3], [1, 4], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0704] 'FSTjw'

Zeta functions

ask[-]:

(3*q^8*t^2 + 2*q^7*t^3 - q^9 - 3*q^8*t - 3*q^7*t^2 - 12*q^6*t^3 - q^5*t^4 + 8*q^7*t + 2*q^6*t^2 + 9*q^5*t^3 + 6*q^4*t^4 + 5*q^6*t - 13*q^5*t^2 + 13*q^4*t^3 - 5*q^3*t^4 - 6*q^5*t - 9*q^4*t^2 - 2*q^3*t^3 - 8*q^2*t^4 + q^4*t + 12*q^3*t^2 + 3*q^2*t^3 + 3*q*t^4 + t^5 - 2*q^2*t^2 - 3*q*t^3)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(2*q^21*t^8 + 4*q^20*t^9 + 10*q^19*t^10 + 4*q^18*t^11 + 2*q^17*t^12 - 2*q^22*t^6 - 4*q^21*t^7 - 6*q^20*t^8 + 2*q^19*t^9 - 66*q^18*t^10 - 64*q^17*t^11 - 44*q^16*t^12 - 12*q^15*t^13 - 2*q^14*t^14 - 2*q^22*t^5 - 26*q^21*t^6 - 15*q^20*t^7 + 52*q^19*t^8 - 35*q^18*t^9 + 76*q^17*t^10 + 195*q^16*t^11 + 268*q^15*t^12 + 163*q^14*t^13 + 44*q^13*t^14 + 6*q^12*t^15 - q^24*t^2 + 28*q^22*t^4 + 7*q^21*t^5 + 38*q^20*t^6 + 170*q^19*t^7 + 127*q^18*t^8 + 33*q^17*t^9 - 50*q^16*t^10 - 96*q^15*t^11 - 467*q^14*t^12 - 623*q^13*t^13 - 311*q^12*t^14 - 98*q^11*t^15 - 12*q^10*t^16 + q^9*t^17 + 28*q^22*t^3 - 13*q^21*t^4 - 118*q^20*t^5 - 120*q^19*t^6 - 48*q^18*t^7 - 660*q^17*t^8 - 736*q^16*t^9 - 57*q^15*t^10 + q^14*t^11 + 67*q^13*t^12 + 775*q^12*t^13 + 758*q^11*t^14 + 455*q^10*t^15 + 126*q^9*t^16 + 3*q^8*t^17 + q^7*t^18 - q^24 - 10*q^23*t - 10*q^22*t^2 - 4*q^21*t^3 - 194*q^20*t^4 - 169*q^19*t^5 + 557*q^18*t^6 + 57*q^17*t^7 + 182*q^16*t^8 + 1574*q^15*t^9 + 1474*q^14*t^10 + 378*q^13*t^11 + 255*q^12*t^12 - 139*q^11*t^13 - 498*q^10*t^14 - 775*q^9*t^15 - 436*q^8*t^16 - 54*q^7*t^17 - 9*q^6*t^18 + 6*q^22*t + 79*q^21*t^2 - 21*q^20*t^3 + 122*q^19*t^4 + 958*q^18*t^5 + 324*q^17*t^6 - 676*q^16*t^7 - 59*q^15*t^8 - 295*q^14*t^9 - 1951*q^13*t^10 - 2297*q^12*t^11 - 944*q^11*t^12 - 166*q^10*t^13 - 282*q^9*t^14 + 300*q^8*t^15 + 589*q^7*t^16 + 167*q^6*t^17 + 32*q^5*t^18 + 41*q^21*t - 20*q^20*t^2 - 97*q^19*t^3 - 65*q^18*t^4 - 632*q^17*t^5 - 1803*q^16*t^6 - 1106*q^15*t^7 + 514*q^14*t^8 + 239*q^13*t^9 - 376*q^12*t^10 + 1937*q^11*t^11 + 2513*q^10*t^12 + 894*q^9*t^13 + 283*q^8*t^14 + 278*q^7*t^15 - 198*q^6*t^16 - 168*q^5*t^17 - 56*q^4*t^18 - 56*q^20*t - 168*q^19*t^2 - 198*q^18*t^3 + 278*q^17*t^4 + 283*q^16*t^5 + 894*q^15*t^6 + 2513*q^14*t^7 + 1937*q^13*t^8 - 376*q^12*t^9 + 239*q^11*t^10 + 514*q^10*t^11 - 1106*q^9*t^12 - 1803*q^8*t^13 - 632*q^7*t^14 - 65*q^6*t^15 - 97*q^5*t^16 - 20*q^4*t^17 + 41*q^3*t^18 + 32*q^19*t + 167*q^18*t^2 + 589*q^17*t^3 + 300*q^16*t^4 - 282*q^15*t^5 - 166*q^14*t^6 - 944*q^13*t^7 - 2297*q^12*t^8 - 1951*q^11*t^9 - 295*q^10*t^10 - 59*q^9*t^11 - 676*q^8*t^12 + 324*q^7*t^13 + 958*q^6*t^14 + 122*q^5*t^15 - 21*q^4*t^16 + 79*q^3*t^17 + 6*q^2*t^18 - 9*q^18*t - 54*q^17*t^2 - 436*q^16*t^3 - 775*q^15*t^4 - 498*q^14*t^5 - 139*q^13*t^6 + 255*q^12*t^7 + 378*q^11*t^8 + 1474*q^10*t^9 + 1574*q^9*t^10 + 182*q^8*t^11 + 57*q^7*t^12 + 557*q^6*t^13 - 169*q^5*t^14 - 194*q^4*t^15 - 4*q^3*t^16 - 10*q^2*t^17 - 10*q*t^18 - t^19 + q^17*t + 3*q^16*t^2 + 126*q^15*t^3 + 455*q^14*t^4 + 758*q^13*t^5 + 775*q^12*t^6 + 67*q^11*t^7 + q^10*t^8 - 57*q^9*t^9 - 736*q^8*t^10 - 660*q^7*t^11 - 48*q^6*t^12 - 120*q^5*t^13 - 118*q^4*t^14 - 13*q^3*t^15 + 28*q^2*t^16 + q^15*t^2 - 12*q^14*t^3 - 98*q^13*t^4 - 311*q^12*t^5 - 623*q^11*t^6 - 467*q^10*t^7 - 96*q^9*t^8 - 50*q^8*t^9 + 33*q^7*t^10 + 127*q^6*t^11 + 170*q^5*t^12 + 38*q^4*t^13 + 7*q^3*t^14 + 28*q^2*t^15 - t^17 + 6*q^12*t^4 + 44*q^11*t^5 + 163*q^10*t^6 + 268*q^9*t^7 + 195*q^8*t^8 + 76*q^7*t^9 - 35*q^6*t^10 + 52*q^5*t^11 - 15*q^4*t^12 - 26*q^3*t^13 - 2*q^2*t^14 - 2*q^10*t^5 - 12*q^9*t^6 - 44*q^8*t^7 - 64*q^7*t^8 - 66*q^6*t^9 + 2*q^5*t^10 - 6*q^4*t^11 - 4*q^3*t^12 - 2*q^2*t^13 + 2*q^7*t^7 + 4*q^6*t^8 + 10*q^5*t^9 + 4*q^4*t^10 + 2*q^3*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 3], [1, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0705] 'FSTzo'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^7 - 2*q^6*t + q^5*t^2 - 4*q^4*t^3 + 5*q^5*t - 6*q^4*t^2 + 5*q^3*t^3 + 5*q^4*t - 6*q^3*t^2 + 5*q^2*t^3 - 4*q^3*t + q^2*t^2 - 2*q*t^3 - t^4 + 2*q*t^2)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^2)

ask[+]:

(q^9*t^9 + q^8*t^10 - 2*q^10*t^7 - q^8*t^9 - 8*q^7*t^10 - q^6*t^11 - q^11*t^5 + 2*q^10*t^6 - 8*q^9*t^7 + 19*q^8*t^8 - 14*q^7*t^9 + 21*q^6*t^10 + 5*q^5*t^11 - q^11*t^4 + 27*q^10*t^5 - 35*q^9*t^6 + 36*q^8*t^7 - 7*q^7*t^8 - 12*q^6*t^9 - q^5*t^10 - 11*q^4*t^11 + 2*q^12*t^2 - 8*q^11*t^3 + 10*q^10*t^4 - 39*q^9*t^5 - 25*q^8*t^6 + 89*q^7*t^7 - 140*q^6*t^8 + 83*q^5*t^9 - 30*q^4*t^10 + 4*q^3*t^11 - 11*q^11*t^2 - 4*q^10*t^3 + 73*q^9*t^4 - 144*q^8*t^5 + 217*q^7*t^6 - 169*q^6*t^7 + 95*q^5*t^8 + 10*q^4*t^9 - 10*q^3*t^10 + 15*q^2*t^11 + q^12 + 6*q^11*t - 6*q^10*t^2 + 77*q^9*t^3 - 142*q^8*t^4 + 139*q^7*t^5 - 139*q^5*t^7 + 142*q^4*t^8 - 77*q^3*t^9 + 6*q^2*t^10 - 6*q*t^11 - t^12 - 15*q^10*t + 10*q^9*t^2 - 10*q^8*t^3 - 95*q^7*t^4 + 169*q^6*t^5 - 217*q^5*t^6 + 144*q^4*t^7 - 73*q^3*t^8 + 4*q^2*t^9 + 11*q*t^10 - 4*q^9*t + 30*q^8*t^2 - 83*q^7*t^3 + 140*q^6*t^4 - 89*q^5*t^5 + 25*q^4*t^6 + 39*q^3*t^7 - 10*q^2*t^8 + 8*q*t^9 - 2*t^10 + 11*q^8*t + q^7*t^2 + 12*q^6*t^3 + 7*q^5*t^4 - 36*q^4*t^5 + 35*q^3*t^6 - 27*q^2*t^7 + q*t^8 - 5*q^7*t - 21*q^6*t^2 + 14*q^5*t^3 - 19*q^4*t^4 + 8*q^3*t^5 - 2*q^2*t^6 + q*t^7 + q^6*t + 8*q^5*t^2 + q^4*t^3 + 2*q^2*t^5 - q^4*t^2 - q^3*t^3)/((t^2 - q)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 3], [1, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0706] 'FS\zw'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 + q^4*t - 3*q^3*t^2 + 3*q^3*t - q^2*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(q^13*t^7 + 4*q^12*t^8 - q^14*t^5 - 7*q^13*t^6 + 6*q^12*t^7 - 3*q^11*t^8 - 4*q^10*t^9 - 13*q^9*t^10 - 3*q^8*t^11 - q^16*t^2 + 5*q^14*t^4 - 20*q^13*t^5 - 4*q^12*t^6 - 10*q^11*t^7 + 8*q^10*t^8 + 13*q^9*t^9 + 38*q^8*t^10 + 6*q^7*t^11 + 4*q^15*t^2 + 18*q^14*t^3 + 2*q^13*t^4 + 27*q^12*t^5 + 49*q^11*t^6 + 20*q^10*t^7 - 54*q^9*t^8 - 41*q^8*t^9 - 24*q^7*t^10 + 20*q^6*t^11 + 4*q^5*t^12 - q^16 - 6*q^15*t - q^14*t^2 - 3*q^13*t^3 - 59*q^12*t^4 - 18*q^11*t^5 + 8*q^10*t^6 - 8*q^9*t^7 + 22*q^8*t^8 + 48*q^7*t^9 - 17*q^6*t^10 - 59*q^5*t^11 - 16*q^4*t^12 + 3*q^14*t + 3*q^13*t^2 - 63*q^12*t^3 + 17*q^11*t^4 + 45*q^10*t^5 - 5*q^9*t^6 - 70*q^8*t^7 + 15*q^7*t^8 + 24*q^6*t^9 + 50*q^5*t^10 + 33*q^4*t^11 + 18*q^3*t^12 + 18*q^13*t + 33*q^12*t^2 + 50*q^11*t^3 + 24*q^10*t^4 + 15*q^9*t^5 - 70*q^8*t^6 - 5*q^7*t^7 + 45*q^6*t^8 + 17*q^5*t^9 - 63*q^4*t^10 + 3*q^3*t^11 + 3*q^2*t^12 - 16*q^12*t - 59*q^11*t^2 - 17*q^10*t^3 + 48*q^9*t^4 + 22*q^8*t^5 - 8*q^7*t^6 + 8*q^6*t^7 - 18*q^5*t^8 - 59*q^4*t^9 - 3*q^3*t^10 - q^2*t^11 - 6*q*t^12 - t^13 + 4*q^11*t + 20*q^10*t^2 - 24*q^9*t^3 - 41*q^8*t^4 - 54*q^7*t^5 + 20*q^6*t^6 + 49*q^5*t^7 + 27*q^4*t^8 + 2*q^3*t^9 + 18*q^2*t^10 + 4*q*t^11 + 6*q^9*t^2 + 38*q^8*t^3 + 13*q^7*t^4 + 8*q^6*t^5 - 10*q^5*t^6 - 4*q^4*t^7 - 20*q^3*t^8 + 5*q^2*t^9 - t^11 - 3*q^8*t^2 - 13*q^7*t^3 - 4*q^6*t^4 - 3*q^5*t^5 + 6*q^4*t^6 - 7*q^3*t^7 - q^2*t^8 + 4*q^4*t^5 + q^3*t^6)/((q^3 - t^2)*(q^2 - t)*(t^2 - q)*(q + t)*(q - t)^2*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 2], [0, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0707] 'FTTZW'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^5*t^3 - q^7 - q^6*t - q^4*t^3 + 4*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - q^3*t - q*t^3 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(3*q^25*t^8 - 3*q^24*t^9 + 10*q^23*t^10 - 2*q^22*t^11 + 2*q^21*t^12 + 2*q^28*t^4 + 4*q^27*t^5 - 11*q^26*t^6 - 6*q^25*t^7 - 11*q^24*t^8 + 66*q^23*t^9 - 119*q^22*t^10 - 57*q^21*t^11 - 2*q^20*t^12 + 25*q^19*t^13 - 17*q^18*t^14 - 7*q^17*t^15 + 3*q^16*t^16 + 7*q^27*t^4 - 34*q^26*t^5 - 75*q^25*t^6 - 14*q^24*t^7 + 334*q^23*t^8 - 228*q^22*t^9 + 118*q^21*t^10 + 278*q^20*t^11 + 338*q^19*t^12 + 34*q^18*t^13 - 14*q^17*t^14 + 16*q^16*t^15 + 6*q^15*t^16 + 3*q^14*t^17 + q^13*t^18 + 22*q^27*t^3 + 18*q^26*t^4 - 21*q^25*t^5 + 263*q^24*t^6 + 705*q^23*t^7 - 782*q^22*t^8 - 504*q^21*t^9 - 336*q^20*t^10 + 33*q^19*t^11 - 853*q^18*t^12 - 968*q^17*t^13 - 286*q^16*t^14 - 76*q^15*t^15 + 73*q^14*t^16 + 18*q^13*t^17 - 32*q^12*t^18 - 4*q^11*t^19 - q^29 - 6*q^28*t - 27*q^27*t^2 - 10*q^26*t^3 - 184*q^25*t^4 - 122*q^24*t^5 - 197*q^23*t^6 - 1556*q^22*t^7 - 648*q^21*t^8 + 933*q^20*t^9 + 2808*q^19*t^10 + 862*q^18*t^11 - 11*q^17*t^12 + 1866*q^16*t^13 + 1702*q^15*t^14 + 1223*q^14*t^15 - 134*q^13*t^16 - 228*q^12*t^17 + 78*q^11*t^18 + 13*q^10*t^19 + 9*q^9*t^20 - 9*q^27*t + 159*q^26*t^2 + 77*q^25*t^3 + 187*q^24*t^4 + 389*q^23*t^5 + 1281*q^22*t^6 + 1610*q^21*t^7 + 1848*q^20*t^8 + 2071*q^19*t^9 - 3014*q^18*t^10 - 5575*q^17*t^11 - 1673*q^16*t^12 - 1236*q^15*t^13 - 1587*q^14*t^14 - 3672*q^13*t^15 - 1147*q^12*t^16 + 280*q^11*t^17 - 28*q^10*t^18 + 68*q^9*t^19 - 41*q^8*t^20 + 2*q^7*t^21 + 74*q^26*t - 196*q^25*t^2 - 417*q^24*t^3 - 748*q^23*t^4 + 401*q^22*t^5 - 2269*q^21*t^6 - 3895*q^20*t^7 - 2368*q^19*t^8 - 3123*q^18*t^9 - 1453*q^17*t^10 + 5012*q^16*t^11 + 6835*q^15*t^12 + 4953*q^14*t^13 - 119*q^13*t^14 + 3288*q^12*t^15 + 3066*q^11*t^16 + 922*q^10*t^17 + 329*q^9*t^18 - 322*q^8*t^19 + 58*q^7*t^20 - 18*q^6*t^21 - 96*q^25*t + 45*q^24*t^2 + 228*q^23*t^3 + 1963*q^22*t^4 + 208*q^21*t^5 + 836*q^20*t^6 + 4196*q^19*t^7 + 5952*q^18*t^8 + 4964*q^17*t^9 + 1447*q^16*t^10 - 187*q^15*t^11 - 4279*q^14*t^12 - 9382*q^13*t^13 - 3649*q^12*t^14 - 1636*q^11*t^15 - 1940*q^10*t^16 - 1806*q^9*t^17 - 1516*q^8*t^18 + 317*q^7*t^19 - 14*q^6*t^20 + 59*q^5*t^21 + 59*q^24*t - 14*q^23*t^2 + 317*q^22*t^3 - 1516*q^21*t^4 - 1806*q^20*t^5 - 1940*q^19*t^6 - 1636*q^18*t^7 - 3649*q^17*t^8 - 9382*q^16*t^9 - 4279*q^15*t^10 - 187*q^14*t^11 + 1447*q^13*t^12 + 4964*q^12*t^13 + 5952*q^11*t^14 + 4196*q^10*t^15 + 836*q^9*t^16 + 208*q^8*t^17 + 1963*q^7*t^18 + 228*q^6*t^19 + 45*q^5*t^20 - 96*q^4*t^21 - 18*q^23*t + 58*q^22*t^2 - 322*q^21*t^3 + 329*q^20*t^4 + 922*q^19*t^5 + 3066*q^18*t^6 + 3288*q^17*t^7 - 119*q^16*t^8 + 4953*q^15*t^9 + 6835*q^14*t^10 + 5012*q^13*t^11 - 1453*q^12*t^12 - 3123*q^11*t^13 - 2368*q^10*t^14 - 3895*q^9*t^15 - 2269*q^8*t^16 + 401*q^7*t^17 - 748*q^6*t^18 - 417*q^5*t^19 - 196*q^4*t^20 + 74*q^3*t^21 + 2*q^22*t - 41*q^21*t^2 + 68*q^20*t^3 - 28*q^19*t^4 + 280*q^18*t^5 - 1147*q^17*t^6 - 3672*q^16*t^7 - 1587*q^15*t^8 - 1236*q^14*t^9 - 1673*q^13*t^10 - 5575*q^12*t^11 - 3014*q^11*t^12 + 2071*q^10*t^13 + 1848*q^9*t^14 + 1610*q^8*t^15 + 1281*q^7*t^16 + 389*q^6*t^17 + 187*q^5*t^18 + 77*q^4*t^19 + 159*q^3*t^20 - 9*q^2*t^21 + 9*q^20*t^2 + 13*q^19*t^3 + 78*q^18*t^4 - 228*q^17*t^5 - 134*q^16*t^6 + 1223*q^15*t^7 + 1702*q^14*t^8 + 1866*q^13*t^9 - 11*q^12*t^10 + 862*q^11*t^11 + 2808*q^10*t^12 + 933*q^9*t^13 - 648*q^8*t^14 - 1556*q^7*t^15 - 197*q^6*t^16 - 122*q^5*t^17 - 184*q^4*t^18 - 10*q^3*t^19 - 27*q^2*t^20 - 6*q*t^21 - t^22 - 4*q^18*t^3 - 32*q^17*t^4 + 18*q^16*t^5 + 73*q^15*t^6 - 76*q^14*t^7 - 286*q^13*t^8 - 968*q^12*t^9 - 853*q^11*t^10 + 33*q^10*t^11 - 336*q^9*t^12 - 504*q^8*t^13 - 782*q^7*t^14 + 705*q^6*t^15 + 263*q^5*t^16 - 21*q^4*t^17 + 18*q^3*t^18 + 22*q^2*t^19 + q^16*t^4 + 3*q^15*t^5 + 6*q^14*t^6 + 16*q^13*t^7 - 14*q^12*t^8 + 34*q^11*t^9 + 338*q^10*t^10 + 278*q^9*t^11 + 118*q^8*t^12 - 228*q^7*t^13 + 334*q^6*t^14 - 14*q^5*t^15 - 75*q^4*t^16 - 34*q^3*t^17 + 7*q^2*t^18 + 3*q^13*t^6 - 7*q^12*t^7 - 17*q^11*t^8 + 25*q^10*t^9 - 2*q^9*t^10 - 57*q^8*t^11 - 119*q^7*t^12 + 66*q^6*t^13 - 11*q^5*t^14 - 6*q^4*t^15 - 11*q^3*t^16 + 4*q^2*t^17 + 2*q*t^18 + 2*q^8*t^10 - 2*q^7*t^11 + 10*q^6*t^12 - 3*q^5*t^13 + 3*q^4*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0708] 'FTX}w'

Zeta functions

ask[-]:

(q^9 - 5*q^6*t^2 + 2*q^5*t^3 - 5*q^6*t + 8*q^5*t^2 - q^4*t^3 - q^5*t + 8*q^4*t^2 - 5*q^3*t^3 + 2*q^4*t - 5*q^3*t^2 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^24*t^2 - 5*q^22*t^4 + 2*q^21*t^5 - q^20*t^6 + q^25 + 5*q^23*t^2 - 2*q^22*t^3 + 4*q^21*t^4 - 24*q^20*t^5 + 23*q^19*t^6 + 14*q^18*t^7 + 2*q^17*t^8 - 3*q^16*t^9 + 18*q^23*t - 27*q^22*t^2 - 34*q^21*t^3 - 18*q^20*t^4 + 138*q^19*t^5 + 2*q^18*t^6 - 58*q^17*t^7 - 52*q^16*t^8 - 9*q^15*t^9 + 2*q^14*t^10 - 54*q^22*t - 13*q^21*t^2 + 31*q^20*t^3 + 172*q^19*t^4 - 152*q^18*t^5 - 172*q^17*t^6 - 87*q^16*t^7 + 70*q^15*t^8 + 96*q^14*t^9 + 28*q^13*t^10 + 21*q^12*t^11 + 46*q^21*t + 46*q^20*t^2 + 180*q^19*t^3 - 94*q^18*t^4 - 90*q^17*t^5 - 37*q^16*t^6 + 316*q^15*t^7 + 284*q^14*t^8 - 6*q^13*t^9 - 61*q^12*t^10 - 127*q^11*t^11 - 18*q^10*t^12 - 4*q^9*t^13 - 18*q^20*t + 35*q^19*t^2 - 199*q^18*t^3 - 267*q^17*t^4 - 248*q^16*t^5 + 331*q^15*t^6 + 190*q^14*t^7 - 370*q^13*t^8 - 483*q^12*t^9 - 244*q^11*t^10 + 195*q^10*t^11 + 65*q^9*t^12 + 29*q^8*t^13 + 3*q^19*t - 67*q^18*t^2 - 8*q^17*t^3 + 84*q^16*t^4 + 648*q^15*t^5 + 324*q^14*t^6 - 354*q^13*t^7 - 354*q^12*t^8 + 324*q^11*t^9 + 648*q^10*t^10 + 84*q^9*t^11 - 8*q^8*t^12 - 67*q^7*t^13 + 3*q^6*t^14 + 29*q^17*t^2 + 65*q^16*t^3 + 195*q^15*t^4 - 244*q^14*t^5 - 483*q^13*t^6 - 370*q^12*t^7 + 190*q^11*t^8 + 331*q^10*t^9 - 248*q^9*t^10 - 267*q^8*t^11 - 199*q^7*t^12 + 35*q^6*t^13 - 18*q^5*t^14 - 4*q^16*t^2 - 18*q^15*t^3 - 127*q^14*t^4 - 61*q^13*t^5 - 6*q^12*t^6 + 284*q^11*t^7 + 316*q^10*t^8 - 37*q^9*t^9 - 90*q^8*t^10 - 94*q^7*t^11 + 180*q^6*t^12 + 46*q^5*t^13 + 46*q^4*t^14 + 21*q^13*t^4 + 28*q^12*t^5 + 96*q^11*t^6 + 70*q^10*t^7 - 87*q^9*t^8 - 172*q^8*t^9 - 152*q^7*t^10 + 172*q^6*t^11 + 31*q^5*t^12 - 13*q^4*t^13 - 54*q^3*t^14 + 2*q^11*t^5 - 9*q^10*t^6 - 52*q^9*t^7 - 58*q^8*t^8 + 2*q^7*t^9 + 138*q^6*t^10 - 18*q^5*t^11 - 34*q^4*t^12 - 27*q^3*t^13 + 18*q^2*t^14 - 3*q^9*t^6 + 2*q^8*t^7 + 14*q^7*t^8 + 23*q^6*t^9 - 24*q^5*t^10 + 4*q^4*t^11 - 2*q^3*t^12 + 5*q^2*t^13 + t^15 - q^5*t^9 + 2*q^4*t^10 - 5*q^3*t^11 + q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 2], [0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0709] 'FT\uW'

Zeta functions

ask[-]:

(q^6 + 2*q^5*t - 6*q^3*t + 2*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(4*q^17*t^8 + 8*q^16*t^9 + 4*q^15*t^10 + q^14*t^11 + q^20*t^4 + q^19*t^5 - 12*q^18*t^6 - 18*q^17*t^7 - 12*q^16*t^8 - 24*q^15*t^9 - 24*q^14*t^10 - 21*q^13*t^11 - 9*q^12*t^12 - q^11*t^13 + q^20*t^3 + 5*q^19*t^4 - 8*q^18*t^5 + 10*q^17*t^6 + 72*q^16*t^7 + 58*q^15*t^8 + 22*q^14*t^9 + 18*q^13*t^10 + 62*q^12*t^11 + 49*q^11*t^12 + 13*q^10*t^13 + 4*q^9*t^14 + 12*q^19*t^3 - 19*q^17*t^5 + 24*q^16*t^6 + 8*q^15*t^7 - 84*q^14*t^8 - 78*q^13*t^9 + 38*q^12*t^10 - 13*q^11*t^11 - 68*q^10*t^12 - 36*q^9*t^13 - 22*q^8*t^14 - q^21 - 6*q^20*t - 4*q^19*t^2 - 11*q^18*t^3 - 60*q^17*t^4 - 45*q^16*t^5 + 42*q^15*t^6 - 110*q^14*t^7 - 179*q^13*t^8 + 16*q^12*t^9 + 4*q^11*t^10 - 67*q^10*t^11 - 44*q^9*t^12 + 42*q^7*t^14 - 2*q^6*t^15 + 3*q^19*t + 35*q^18*t^2 + 23*q^17*t^3 - 9*q^16*t^4 + 152*q^15*t^5 + 72*q^14*t^6 - 9*q^13*t^7 + 198*q^12*t^8 + 301*q^11*t^9 + 139*q^10*t^10 - 5*q^9*t^11 + 79*q^8*t^12 + 93*q^7*t^13 - 10*q^6*t^14 + 9*q^5*t^15 + 21*q^18*t - 7*q^17*t^2 - 82*q^16*t^3 + 32*q^15*t^4 + 92*q^14*t^5 - 44*q^13*t^6 - 141*q^12*t^7 + 60*q^11*t^8 - 67*q^10*t^9 - 335*q^9*t^10 - 94*q^8*t^11 + 44*q^7*t^12 - 32*q^6*t^13 - 38*q^5*t^14 - 21*q^4*t^15 - 21*q^17*t - 38*q^16*t^2 - 32*q^15*t^3 + 44*q^14*t^4 - 94*q^13*t^5 - 335*q^12*t^6 - 67*q^11*t^7 + 60*q^10*t^8 - 141*q^9*t^9 - 44*q^8*t^10 + 92*q^7*t^11 + 32*q^6*t^12 - 82*q^5*t^13 - 7*q^4*t^14 + 21*q^3*t^15 + 9*q^16*t - 10*q^15*t^2 + 93*q^14*t^3 + 79*q^13*t^4 - 5*q^12*t^5 + 139*q^11*t^6 + 301*q^10*t^7 + 198*q^9*t^8 - 9*q^8*t^9 + 72*q^7*t^10 + 152*q^6*t^11 - 9*q^5*t^12 + 23*q^4*t^13 + 35*q^3*t^14 + 3*q^2*t^15 - 2*q^15*t + 42*q^14*t^2 - 44*q^12*t^4 - 67*q^11*t^5 + 4*q^10*t^6 + 16*q^9*t^7 - 179*q^8*t^8 - 110*q^7*t^9 + 42*q^6*t^10 - 45*q^5*t^11 - 60*q^4*t^12 - 11*q^3*t^13 - 4*q^2*t^14 - 6*q*t^15 - t^16 - 22*q^13*t^2 - 36*q^12*t^3 - 68*q^11*t^4 - 13*q^10*t^5 + 38*q^9*t^6 - 78*q^8*t^7 - 84*q^7*t^8 + 8*q^6*t^9 + 24*q^5*t^10 - 19*q^4*t^11 + 12*q^2*t^13 + 4*q^12*t^2 + 13*q^11*t^3 + 49*q^10*t^4 + 62*q^9*t^5 + 18*q^8*t^6 + 22*q^7*t^7 + 58*q^6*t^8 + 72*q^5*t^9 + 10*q^4*t^10 - 8*q^3*t^11 + 5*q^2*t^12 + q*t^13 - q^10*t^3 - 9*q^9*t^4 - 21*q^8*t^5 - 24*q^7*t^6 - 24*q^6*t^7 - 12*q^5*t^8 - 18*q^4*t^9 - 12*q^3*t^10 + q^2*t^11 + q*t^12 + q^7*t^5 + 4*q^6*t^6 + 8*q^5*t^7 + 4*q^4*t^8)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0710] 'FTpzw'

Zeta functions

ask[-]:

(q^8 + q^7*t - 2*q^5*t^2 - 5*q^5*t + q^4*t^2 - q^4*t + 5*q^3*t^2 + 2*q^3*t - q*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^24*t^2 - q^23*t^3 - 5*q^22*t^4 - q^20*t^6 + q^25 + 5*q^23*t^2 + 4*q^22*t^3 + 2*q^21*t^4 - 9*q^20*t^5 + 24*q^19*t^6 + 22*q^18*t^7 + 4*q^17*t^8 - 5*q^16*t^9 + 18*q^23*t - 29*q^22*t^2 - 54*q^21*t^3 + q^20*t^4 + 93*q^19*t^5 - 4*q^18*t^6 - 112*q^17*t^7 - 68*q^16*t^8 + 2*q^15*t^9 - 2*q^14*t^10 - q^13*t^11 - 54*q^22*t - 5*q^21*t^2 + 84*q^20*t^3 + 119*q^19*t^4 - 75*q^18*t^5 - 187*q^17*t^6 + 59*q^16*t^7 + 142*q^15*t^8 + 74*q^14*t^9 + 50*q^13*t^10 + 28*q^12*t^11 + 5*q^11*t^12 + 46*q^21*t + 34*q^20*t^2 + 72*q^19*t^3 - 36*q^18*t^4 - 197*q^17*t^5 + 70*q^16*t^6 + 114*q^15*t^7 + 118*q^14*t^8 + 19*q^13*t^9 - 128*q^12*t^10 - 149*q^11*t^11 - 49*q^10*t^12 - 4*q^9*t^13 - 18*q^20*t + 43*q^19*t^2 - 46*q^18*t^3 - 276*q^17*t^4 - 97*q^16*t^5 + 140*q^15*t^6 + 366*q^14*t^7 - 166*q^13*t^8 - 542*q^12*t^9 - 109*q^11*t^10 + 236*q^10*t^11 + 152*q^9*t^12 + 29*q^8*t^13 + 3*q^19*t - 69*q^18*t^2 - 152*q^17*t^3 + 46*q^16*t^4 + 473*q^15*t^5 + 475*q^14*t^6 - 524*q^13*t^7 - 524*q^12*t^8 + 475*q^11*t^9 + 473*q^10*t^10 + 46*q^9*t^11 - 152*q^8*t^12 - 69*q^7*t^13 + 3*q^6*t^14 + 29*q^17*t^2 + 152*q^16*t^3 + 236*q^15*t^4 - 109*q^14*t^5 - 542*q^13*t^6 - 166*q^12*t^7 + 366*q^11*t^8 + 140*q^10*t^9 - 97*q^9*t^10 - 276*q^8*t^11 - 46*q^7*t^12 + 43*q^6*t^13 - 18*q^5*t^14 - 4*q^16*t^2 - 49*q^15*t^3 - 149*q^14*t^4 - 128*q^13*t^5 + 19*q^12*t^6 + 118*q^11*t^7 + 114*q^10*t^8 + 70*q^9*t^9 - 197*q^8*t^10 - 36*q^7*t^11 + 72*q^6*t^12 + 34*q^5*t^13 + 46*q^4*t^14 + 5*q^14*t^3 + 28*q^13*t^4 + 50*q^12*t^5 + 74*q^11*t^6 + 142*q^10*t^7 + 59*q^9*t^8 - 187*q^8*t^9 - 75*q^7*t^10 + 119*q^6*t^11 + 84*q^5*t^12 - 5*q^4*t^13 - 54*q^3*t^14 - q^12*t^4 - 2*q^11*t^5 + 2*q^10*t^6 - 68*q^9*t^7 - 112*q^8*t^8 - 4*q^7*t^9 + 93*q^6*t^10 + q^5*t^11 - 54*q^4*t^12 - 29*q^3*t^13 + 18*q^2*t^14 - 5*q^9*t^6 + 4*q^8*t^7 + 22*q^7*t^8 + 24*q^6*t^9 - 9*q^5*t^10 + 2*q^4*t^11 + 4*q^3*t^12 + 5*q^2*t^13 + t^15 - q^5*t^9 - 5*q^3*t^11 - q^2*t^12 + q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 2], [0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0711] 'FU\zw'

Zeta functions

ask[-]:

-(q^10 - q^8*t^2 - q^8*t - 2*q^7*t + 4*q^6*t^2 + 2*q^5*t^3 - 3*q^6*t - 3*q^4*t^3 + 2*q^5*t + 4*q^4*t^2 - 2*q^3*t^3 - q^2*t^3 - q^2*t^2 + t^4)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

(4*q^20*t^4 + 3*q^18*t^6 + 2*q^21*t^2 + 3*q^20*t^3 - 8*q^19*t^4 + 11*q^18*t^5 - 29*q^17*t^6 - 7*q^16*t^7 - q^22 - 2*q^21*t - 12*q^20*t^2 + 15*q^19*t^3 + 15*q^18*t^4 - 92*q^17*t^5 + 4*q^16*t^6 + 4*q^15*t^7 + 21*q^14*t^8 + 19*q^13*t^9 + q^12*t^10 - 10*q^20*t + 23*q^19*t^2 - 67*q^18*t^3 - 67*q^17*t^4 + 169*q^16*t^5 + 206*q^15*t^6 + 187*q^14*t^7 + 39*q^13*t^8 - 84*q^12*t^9 - 25*q^11*t^10 - 6*q^10*t^11 - q^9*t^12 + 35*q^19*t + 40*q^18*t^2 + 193*q^17*t^3 + 93*q^16*t^4 - 149*q^15*t^5 - 304*q^14*t^6 - 452*q^13*t^7 - 383*q^12*t^8 + 16*q^11*t^9 + 18*q^10*t^10 + 21*q^9*t^11 + 11*q^8*t^12 - 25*q^18*t - 83*q^17*t^2 - 388*q^16*t^3 - 263*q^15*t^4 + 133*q^14*t^5 + 204*q^13*t^6 + 268*q^12*t^7 + 490*q^11*t^8 + 252*q^10*t^9 + 221*q^9*t^10 + 54*q^8*t^11 - 23*q^7*t^12 + 6*q^17*t + 16*q^16*t^2 + 297*q^15*t^3 + 460*q^14*t^4 + 151*q^13*t^5 + 38*q^12*t^6 - 38*q^10*t^8 - 151*q^9*t^9 - 460*q^8*t^10 - 297*q^7*t^11 - 16*q^6*t^12 - 6*q^5*t^13 + 23*q^15*t^2 - 54*q^14*t^3 - 221*q^13*t^4 - 252*q^12*t^5 - 490*q^11*t^6 - 268*q^10*t^7 - 204*q^9*t^8 - 133*q^8*t^9 + 263*q^7*t^10 + 388*q^6*t^11 + 83*q^5*t^12 + 25*q^4*t^13 - 11*q^14*t^2 - 21*q^13*t^3 - 18*q^12*t^4 - 16*q^11*t^5 + 383*q^10*t^6 + 452*q^9*t^7 + 304*q^8*t^8 + 149*q^7*t^9 - 93*q^6*t^10 - 193*q^5*t^11 - 40*q^4*t^12 - 35*q^3*t^13 + q^13*t^2 + 6*q^12*t^3 + 25*q^11*t^4 + 84*q^10*t^5 - 39*q^9*t^6 - 187*q^8*t^7 - 206*q^7*t^8 - 169*q^6*t^9 + 67*q^5*t^10 + 67*q^4*t^11 - 23*q^3*t^12 + 10*q^2*t^13 - q^10*t^4 - 19*q^9*t^5 - 21*q^8*t^6 - 4*q^7*t^7 - 4*q^6*t^8 + 92*q^5*t^9 - 15*q^4*t^10 - 15*q^3*t^11 + 12*q^2*t^12 + 2*q*t^13 + t^14 + 7*q^6*t^7 + 29*q^5*t^8 - 11*q^4*t^9 + 8*q^3*t^10 - 3*q^2*t^11 - 2*q*t^12 - 3*q^4*t^8 - 4*q^2*t^10)/((q^3 - t^2)*(q^2 - t)^3*(q + t)^3*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 2], [0, 3], [1, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0712] 'FWCYw'

Zeta functions

ask[-]:

-(q^5*t^3 - 3*q^5*t^2 + q^5*t + 3*q^4*t^2 - q^3*t^3 - q^4*t + 3*q^3*t^2 - 4*q^2*t^3 + q*t^4 + q^4 - 4*q^3*t + 3*q^2*t^2 - q*t^3 - q^2*t + 3*q*t^2 + t^3 - 3*t^2 + t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(3*q^9*t^20 + 3*q^12*t^16 - 4*q^11*t^17 - 16*q^10*t^18 + 3*q^9*t^19 - 8*q^8*t^20 - 5*q^7*t^21 + q^13*t^14 + 5*q^11*t^16 + 17*q^10*t^17 + 61*q^9*t^18 + 4*q^8*t^19 - 9*q^7*t^20 + 23*q^6*t^21 - 4*q^13*t^13 - 39*q^12*t^14 + 85*q^11*t^15 - 176*q^10*t^16 + 179*q^9*t^17 - 326*q^8*t^18 + 81*q^7*t^19 + 34*q^6*t^20 - 41*q^5*t^21 + 15*q^13*t^12 - 117*q^12*t^13 + 659*q^11*t^14 - 1535*q^10*t^15 + 2233*q^9*t^16 - 2217*q^8*t^17 + 1837*q^7*t^18 - 736*q^6*t^19 + 82*q^5*t^20 + 25*q^4*t^21 - 4*q^14*t^10 + 128*q^13*t^11 - 695*q^12*t^12 + 2460*q^11*t^13 - 5967*q^10*t^14 + 9567*q^9*t^15 - 10450*q^8*t^16 + 8125*q^7*t^17 - 4895*q^6*t^18 + 1812*q^5*t^19 - 303*q^4*t^20 + 16*q^3*t^21 - q^2*t^22 - 36*q^14*t^9 + 355*q^13*t^10 - 2053*q^12*t^11 + 6413*q^11*t^12 - 13959*q^10*t^13 + 22445*q^9*t^14 - 26086*q^8*t^15 + 21711*q^7*t^16 - 12968*q^6*t^17 + 5927*q^5*t^18 - 1774*q^4*t^19 + 244*q^3*t^20 - 12*q^2*t^21 - 64*q^14*t^8 + 654*q^13*t^9 - 3135*q^12*t^10 + 10163*q^11*t^11 - 21929*q^10*t^12 + 34034*q^9*t^13 - 39968*q^8*t^14 + 34840*q^7*t^15 - 21730*q^6*t^16 + 9316*q^5*t^17 - 2942*q^4*t^18 + 629*q^3*t^19 - 48*q^2*t^20 - 48*q^14*t^7 + 576*q^13*t^8 - 3111*q^12*t^9 + 9869*q^11*t^10 - 22905*q^10*t^11 + 38001*q^9*t^12 - 45638*q^8*t^13 + 40877*q^7*t^14 - 27192*q^6*t^15 + 12407*q^5*t^16 - 3384*q^4*t^17 + 510*q^3*t^18 - 50*q^2*t^19 - 2*q*t^20 - 13*q^14*t^6 + 253*q^13*t^7 - 1862*q^12*t^8 + 7866*q^11*t^9 - 19974*q^10*t^10 + 37702*q^9*t^11 - 52627*q^8*t^12 + 53268*q^7*t^13 - 39235*q^6*t^14 + 21604*q^5*t^15 - 8107*q^4*t^16 + 1682*q^3*t^17 - 134*q^2*t^18 + 3*q*t^19 + 140*q^13*t^6 - 1361*q^12*t^7 + 6916*q^11*t^8 - 22015*q^10*t^9 + 44967*q^9*t^10 - 67734*q^8*t^11 + 77352*q^7*t^12 - 64956*q^6*t^13 + 39006*q^5*t^14 - 17234*q^4*t^15 + 5264*q^3*t^16 - 868*q^2*t^17 + 55*q*t^18 + 136*q^13*t^5 - 1532*q^12*t^6 + 7283*q^11*t^7 - 22987*q^10*t^8 + 51022*q^9*t^9 - 78790*q^8*t^10 + 90126*q^7*t^11 - 78790*q^6*t^12 + 51022*q^5*t^13 - 22987*q^4*t^14 + 7283*q^3*t^15 - 1532*q^2*t^16 + 136*q*t^17 + 55*q^13*t^4 - 868*q^12*t^5 + 5264*q^11*t^6 - 17234*q^10*t^7 + 39006*q^9*t^8 - 64956*q^8*t^9 + 77352*q^7*t^10 - 67734*q^6*t^11 + 44967*q^5*t^12 - 22015*q^4*t^13 + 6916*q^3*t^14 - 1361*q^2*t^15 + 140*q*t^16 + 3*q^13*t^3 - 134*q^12*t^4 + 1682*q^11*t^5 - 8107*q^10*t^6 + 21604*q^9*t^7 - 39235*q^8*t^8 + 53268*q^7*t^9 - 52627*q^6*t^10 + 37702*q^5*t^11 - 19974*q^4*t^12 + 7866*q^3*t^13 - 1862*q^2*t^14 + 253*q*t^15 - 13*t^16 - 2*q^13*t^2 - 50*q^12*t^3 + 510*q^11*t^4 - 3384*q^10*t^5 + 12407*q^9*t^6 - 27192*q^8*t^7 + 40877*q^7*t^8 - 45638*q^6*t^9 + 38001*q^5*t^10 - 22905*q^4*t^11 + 9869*q^3*t^12 - 3111*q^2*t^13 + 576*q*t^14 - 48*t^15 - 48*q^12*t^2 + 629*q^11*t^3 - 2942*q^10*t^4 + 9316*q^9*t^5 - 21730*q^8*t^6 + 34840*q^7*t^7 - 39968*q^6*t^8 + 34034*q^5*t^9 - 21929*q^4*t^10 + 10163*q^3*t^11 - 3135*q^2*t^12 + 654*q*t^13 - 64*t^14 - 12*q^12*t + 244*q^11*t^2 - 1774*q^10*t^3 + 5927*q^9*t^4 - 12968*q^8*t^5 + 21711*q^7*t^6 - 26086*q^6*t^7 + 22445*q^5*t^8 - 13959*q^4*t^9 + 6413*q^3*t^10 - 2053*q^2*t^11 + 355*q*t^12 - 36*t^13 - q^12 + 16*q^11*t - 303*q^10*t^2 + 1812*q^9*t^3 - 4895*q^8*t^4 + 8125*q^7*t^5 - 10450*q^6*t^6 + 9567*q^5*t^7 - 5967*q^4*t^8 + 2460*q^3*t^9 - 695*q^2*t^10 + 128*q*t^11 - 4*t^12 + 25*q^10*t + 82*q^9*t^2 - 736*q^8*t^3 + 1837*q^7*t^4 - 2217*q^6*t^5 + 2233*q^5*t^6 - 1535*q^4*t^7 + 659*q^3*t^8 - 117*q^2*t^9 + 15*q*t^10 - 41*q^9*t + 34*q^8*t^2 + 81*q^7*t^3 - 326*q^6*t^4 + 179*q^5*t^5 - 176*q^4*t^6 + 85*q^3*t^7 - 39*q^2*t^8 - 4*q*t^9 + 23*q^8*t - 9*q^7*t^2 + 4*q^6*t^3 + 61*q^5*t^4 + 17*q^4*t^5 + 5*q^3*t^6 + q*t^8 - 5*q^7*t - 8*q^6*t^2 + 3*q^5*t^3 - 16*q^4*t^4 - 4*q^3*t^5 + 3*q^2*t^6 + 3*q^5*t^2)/((q*t^2 - 1)^3*(t^2 - q)^3*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 2], [1, 2], [1, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0713] 'FWN]w'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 - q^5*t + q^4*t^2 + 2*q^4*t - 4*q^3*t^2 + 4*q^3*t - 2*q^2*t^2 - q^2*t + q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

-(q^16*t^13 + q^15*t^14 + q^14*t^15 + q^19*t^9 - q^18*t^10 - 6*q^17*t^11 - 2*q^16*t^12 - 3*q^15*t^13 - 5*q^14*t^14 - 8*q^13*t^15 - 3*q^12*t^16 + q^20*t^7 + 4*q^19*t^8 - 3*q^18*t^9 - 6*q^17*t^10 + 25*q^16*t^11 + 29*q^15*t^12 + 5*q^14*t^13 + q^13*t^14 + 19*q^12*t^15 + 18*q^11*t^16 + 3*q^10*t^17 - q^20*t^6 - 7*q^19*t^7 - 9*q^18*t^8 - 5*q^17*t^9 + 23*q^16*t^10 + 23*q^15*t^11 - 98*q^14*t^12 - 77*q^13*t^13 + 58*q^12*t^14 + 21*q^11*t^15 - 58*q^10*t^16 - 17*q^9*t^17 + 3*q^8*t^18 - 3*q^20*t^5 - 13*q^19*t^6 + 40*q^18*t^7 + 31*q^17*t^8 - 91*q^16*t^9 + 14*q^15*t^10 - 48*q^14*t^11 - 69*q^13*t^12 + 165*q^12*t^13 + 3*q^11*t^14 - 149*q^10*t^15 + 49*q^9*t^16 + 48*q^8*t^17 - 13*q^7*t^18 + 6*q^20*t^4 + 57*q^18*t^6 + 40*q^17*t^7 - 232*q^16*t^8 + 61*q^15*t^9 + 356*q^14*t^10 - 68*q^13*t^11 + 98*q^12*t^12 + 205*q^11*t^13 - 135*q^10*t^14 + 79*q^8*t^16 - 11*q^7*t^17 + 13*q^6*t^18 - q^5*t^19 - q^21*t^2 + 6*q^20*t^3 - 17*q^19*t^4 - 65*q^18*t^5 + 36*q^17*t^6 - 94*q^16*t^7 - 57*q^15*t^8 + 563*q^14*t^9 - 273*q^13*t^10 - 768*q^12*t^11 + 214*q^11*t^12 - 35*q^10*t^13 - 279*q^9*t^14 + 251*q^8*t^15 + 35*q^7*t^16 - 126*q^6*t^17 - 20*q^5*t^18 + 6*q^4*t^19 + 7*q^20*t^2 + 12*q^19*t^3 - 76*q^18*t^4 + 78*q^17*t^5 + 204*q^16*t^6 - 391*q^15*t^7 + 179*q^14*t^8 + 154*q^13*t^9 - 1023*q^12*t^10 + 511*q^11*t^11 + 898*q^10*t^12 - 560*q^9*t^13 - 3*q^8*t^14 + 114*q^7*t^15 - 226*q^6*t^16 + 65*q^5*t^17 + 62*q^4*t^18 - 5*q^3*t^19 - q^21 - 6*q^20*t + 4*q^19*t^2 - 35*q^18*t^3 + 37*q^17*t^4 + 319*q^16*t^5 - 296*q^15*t^6 - 322*q^14*t^7 + 816*q^13*t^8 - 237*q^12*t^9 - 38*q^11*t^10 + 1138*q^10*t^11 - 520*q^9*t^12 - 602*q^8*t^13 + 522*q^7*t^14 + 88*q^6*t^15 - 13*q^5*t^16 + 43*q^4*t^17 - 27*q^3*t^18 - 12*q^2*t^19 + 12*q^19*t + 27*q^18*t^2 - 43*q^17*t^3 + 13*q^16*t^4 - 88*q^15*t^5 - 522*q^14*t^6 + 602*q^13*t^7 + 520*q^12*t^8 - 1138*q^11*t^9 + 38*q^10*t^10 + 237*q^9*t^11 - 816*q^8*t^12 + 322*q^7*t^13 + 296*q^6*t^14 - 319*q^5*t^15 - 37*q^4*t^16 + 35*q^3*t^17 - 4*q^2*t^18 + 6*q*t^19 + t^20 + 5*q^18*t - 62*q^17*t^2 - 65*q^16*t^3 + 226*q^15*t^4 - 114*q^14*t^5 + 3*q^13*t^6 + 560*q^12*t^7 - 898*q^11*t^8 - 511*q^10*t^9 + 1023*q^9*t^10 - 154*q^8*t^11 - 179*q^7*t^12 + 391*q^6*t^13 - 204*q^5*t^14 - 78*q^4*t^15 + 76*q^3*t^16 - 12*q^2*t^17 - 7*q*t^18 - 6*q^17*t + 20*q^16*t^2 + 126*q^15*t^3 - 35*q^14*t^4 - 251*q^13*t^5 + 279*q^12*t^6 + 35*q^11*t^7 - 214*q^10*t^8 + 768*q^9*t^9 + 273*q^8*t^10 - 563*q^7*t^11 + 57*q^6*t^12 + 94*q^5*t^13 - 36*q^4*t^14 + 65*q^3*t^15 + 17*q^2*t^16 - 6*q*t^17 + t^18 + q^16*t - 13*q^15*t^2 + 11*q^14*t^3 - 79*q^13*t^4 + 135*q^11*t^6 - 205*q^10*t^7 - 98*q^9*t^8 + 68*q^8*t^9 - 356*q^7*t^10 - 61*q^6*t^11 + 232*q^5*t^12 - 40*q^4*t^13 - 57*q^3*t^14 - 6*q*t^16 + 13*q^14*t^2 - 48*q^13*t^3 - 49*q^12*t^4 + 149*q^11*t^5 - 3*q^10*t^6 - 165*q^9*t^7 + 69*q^8*t^8 + 48*q^7*t^9 - 14*q^6*t^10 + 91*q^5*t^11 - 31*q^4*t^12 - 40*q^3*t^13 + 13*q^2*t^14 + 3*q*t^15 - 3*q^13*t^2 + 17*q^12*t^3 + 58*q^11*t^4 - 21*q^10*t^5 - 58*q^9*t^6 + 77*q^8*t^7 + 98*q^7*t^8 - 23*q^6*t^9 - 23*q^5*t^10 + 5*q^4*t^11 + 9*q^3*t^12 + 7*q^2*t^13 + q*t^14 - 3*q^11*t^3 - 18*q^10*t^4 - 19*q^9*t^5 - q^8*t^6 - 5*q^7*t^7 - 29*q^6*t^8 - 25*q^5*t^9 + 6*q^4*t^10 + 3*q^3*t^11 - 4*q^2*t^12 - q*t^13 + 3*q^9*t^4 + 8*q^8*t^5 + 5*q^7*t^6 + 3*q^6*t^7 + 2*q^5*t^8 + 6*q^4*t^9 + q^3*t^10 - q^2*t^11 - q^7*t^5 - q^6*t^6 - q^5*t^7)/((q^2 - t)^3*(t^2 - q)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 2], [0, 5], [0, 6], [1, 2], [1, 5], [1, 6], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0714] 'FYC[W'

Zeta functions

ask[-]:

(q^7*t^5 + q^6*t^6 - 2*q^9*t^2 + 7*q^8*t^3 - 15*q^7*t^4 + 3*q^6*t^5 - 5*q^5*t^6 - 4*q^9*t + 24*q^8*t^2 - 41*q^7*t^3 + 59*q^6*t^4 - 17*q^5*t^5 + 7*q^4*t^6 - q^9 + 4*q^8*t - 17*q^7*t^2 - 5*q^6*t^3 - 2*q^5*t^4 - 13*q^4*t^5 + 6*q^3*t^6 + 16*q^7*t - 52*q^6*t^2 + 116*q^5*t^3 - 116*q^4*t^4 + 52*q^3*t^5 - 16*q^2*t^6 - 6*q^6*t + 13*q^5*t^2 + 2*q^4*t^3 + 5*q^3*t^4 + 17*q^2*t^5 - 4*q*t^6 + t^7 - 7*q^5*t + 17*q^4*t^2 - 59*q^3*t^3 + 41*q^2*t^4 - 24*q*t^5 + 4*t^6 + 5*q^4*t - 3*q^3*t^2 + 15*q^2*t^3 - 7*q*t^4 + 2*t^5 - q^3*t - q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

(q^9*t^12 - 15*q^8*t^13 - 16*q^7*t^14 + 4*q^10*t^10 + 33*q^9*t^11 + 34*q^8*t^12 + 62*q^7*t^13 + 102*q^6*t^14 + 5*q^5*t^15 + 6*q^11*t^8 - 46*q^10*t^9 - 52*q^9*t^10 - 88*q^8*t^11 - 137*q^7*t^12 - 168*q^6*t^13 - 236*q^5*t^14 - 29*q^4*t^15 - 3*q^12*t^6 + 15*q^11*t^7 - 76*q^10*t^8 + 236*q^9*t^9 - 148*q^8*t^10 + 344*q^7*t^11 - 216*q^6*t^12 + 536*q^5*t^13 + 203*q^4*t^14 + 69*q^3*t^15 - 3*q^12*t^5 + 62*q^11*t^6 - 149*q^10*t^7 + 840*q^9*t^8 - 1401*q^8*t^9 + 2100*q^7*t^10 - 1476*q^6*t^11 + 1433*q^5*t^12 - 985*q^4*t^13 - 18*q^3*t^14 - 73*q^2*t^15 - 16*q^12*t^4 + 90*q^11*t^5 - 597*q^10*t^6 + 1344*q^9*t^7 - 3615*q^8*t^8 + 4109*q^7*t^9 - 4984*q^6*t^10 + 2050*q^5*t^11 - 1744*q^4*t^12 + 695*q^3*t^13 + 7*q^2*t^14 + 20*q*t^15 + t^16 - 7*q^12*t^3 + 168*q^11*t^4 - 773*q^10*t^5 + 1952*q^9*t^6 - 3374*q^8*t^7 + 5182*q^7*t^8 - 3832*q^6*t^9 + 3388*q^5*t^10 + 36*q^4*t^11 + 319*q^3*t^12 - 47*q^2*t^13 - 44*q*t^14 + 2*t^15 - 12*q^12*t^2 + 75*q^11*t^3 - 412*q^10*t^4 + 1551*q^9*t^5 - 1172*q^8*t^6 + 1340*q^7*t^7 - 1340*q^5*t^9 + 1172*q^4*t^10 - 1551*q^3*t^11 + 412*q^2*t^12 - 75*q*t^13 + 12*t^14 - 2*q^12*t + 44*q^11*t^2 + 47*q^10*t^3 - 319*q^9*t^4 - 36*q^8*t^5 - 3388*q^7*t^6 + 3832*q^6*t^7 - 5182*q^5*t^8 + 3374*q^4*t^9 - 1952*q^3*t^10 + 773*q^2*t^11 - 168*q*t^12 + 7*t^13 - q^12 - 20*q^11*t - 7*q^10*t^2 - 695*q^9*t^3 + 1744*q^8*t^4 - 2050*q^7*t^5 + 4984*q^6*t^6 - 4109*q^5*t^7 + 3615*q^4*t^8 - 1344*q^3*t^9 + 597*q^2*t^10 - 90*q*t^11 + 16*t^12 + 73*q^10*t + 18*q^9*t^2 + 985*q^8*t^3 - 1433*q^7*t^4 + 1476*q^6*t^5 - 2100*q^5*t^6 + 1401*q^4*t^7 - 840*q^3*t^8 + 149*q^2*t^9 - 62*q*t^10 + 3*t^11 - 69*q^9*t - 203*q^8*t^2 - 536*q^7*t^3 + 216*q^6*t^4 - 344*q^5*t^5 + 148*q^4*t^6 - 236*q^3*t^7 + 76*q^2*t^8 - 15*q*t^9 + 3*t^10 + 29*q^8*t + 236*q^7*t^2 + 168*q^6*t^3 + 137*q^5*t^4 + 88*q^4*t^5 + 52*q^3*t^6 + 46*q^2*t^7 - 6*q*t^8 - 5*q^7*t - 102*q^6*t^2 - 62*q^5*t^3 - 34*q^4*t^4 - 33*q^3*t^5 - 4*q^2*t^6 + 16*q^5*t^2 + 15*q^4*t^3 - q^3*t^4)/((t^2 - q)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 2], [0, 6], [1, 2], [1, 3], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0715] 'FY_}w'

Zeta functions

ask[-]:

(q^9 + 5*q^8*t + 2*q^7*t^2 - 8*q^7*t - 15*q^6*t^2 - q^5*t^3 - 7*q^6*t + 16*q^5*t^2 + 7*q^4*t^3 + 7*q^5*t + 16*q^4*t^2 - 7*q^3*t^3 - q^4*t - 15*q^3*t^2 - 8*q^2*t^3 + 2*q^2*t^2 + 5*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^10*t^5 - q^12*t^2 + q^11*t^3 - 2*q^10*t^4 - 11*q^9*t^5 + 2*q^7*t^7 + q^6*t^8 + 9*q^10*t^3 + 4*q^9*t^4 + 7*q^8*t^5 + 11*q^7*t^6 - 8*q^6*t^7 - 7*q^5*t^8 - q^12 - 5*q^11*t + 20*q^10*t^2 - 17*q^9*t^3 - 43*q^8*t^4 + 38*q^7*t^5 - 3*q^6*t^6 - 8*q^5*t^7 + 19*q^4*t^8 + 7*q^10*t - 12*q^9*t^2 - 46*q^8*t^3 + 81*q^7*t^4 - 10*q^6*t^5 - 61*q^5*t^6 + 29*q^4*t^7 - 16*q^3*t^8 + 16*q^9*t - 29*q^8*t^2 + 61*q^7*t^3 + 10*q^6*t^4 - 81*q^5*t^5 + 46*q^4*t^6 + 12*q^3*t^7 - 7*q^2*t^8 - 19*q^8*t + 8*q^7*t^2 + 3*q^6*t^3 - 38*q^5*t^4 + 43*q^4*t^5 + 17*q^3*t^6 - 20*q^2*t^7 + 5*q*t^8 + t^9 + 7*q^7*t + 8*q^6*t^2 - 11*q^5*t^3 - 7*q^4*t^4 - 4*q^3*t^5 - 9*q^2*t^6 - q^6*t - 2*q^5*t^2 + 11*q^3*t^4 + 2*q^2*t^5 - q*t^6 + t^7 - 2*q^2*t^4)/((q + t)*(q - t)^4*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 4], [0, 6], [1, 2], [1, 3], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0716] 'F[LYw'

Zeta functions

ask[-]:

(q^9*t^2 - q^10 - 2*q^9*t + 3*q^8*t^2 - 2*q^7*t^3 - q^6*t^4 + 4*q^8*t - 3*q^7*t^2 - 3*q^6*t^3 + 3*q^5*t^4 + 7*q^7*t - 10*q^6*t^2 + 6*q^5*t^3 + 2*q^4*t^4 - 2*q^6*t - 6*q^5*t^2 + 10*q^4*t^3 - 7*q^3*t^4 - 3*q^5*t + 3*q^4*t^2 + 3*q^3*t^3 - 4*q^2*t^4 + q^4*t + 2*q^3*t^2 - 3*q^2*t^3 + 2*q*t^4 + t^5 - q*t^3)/((q^2 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(3*q^24*t^12 + 5*q^23*t^13 + 10*q^22*t^14 + 4*q^21*t^15 + q^26*t^9 - 8*q^25*t^10 - 17*q^24*t^11 - 37*q^23*t^12 - 7*q^22*t^13 - 61*q^21*t^14 - 80*q^20*t^15 - 46*q^19*t^16 - 9*q^18*t^17 - q^28*t^6 - 3*q^27*t^7 + 16*q^26*t^8 + 22*q^25*t^9 + 2*q^24*t^10 - 31*q^23*t^11 + 215*q^22*t^12 + 157*q^21*t^13 + 174*q^20*t^14 + 260*q^19*t^15 + 295*q^18*t^16 + 197*q^17*t^17 + 75*q^16*t^18 + 10*q^15*t^19 - q^14*t^20 - q^13*t^21 - 6*q^27*t^6 + 14*q^26*t^7 + 48*q^25*t^8 - 21*q^24*t^9 - 179*q^23*t^10 + 280*q^22*t^11 - 29*q^21*t^12 - 554*q^20*t^13 - 837*q^19*t^14 - 619*q^18*t^15 - 607*q^17*t^16 - 750*q^16*t^17 - 526*q^15*t^18 - 221*q^14*t^19 - 50*q^13*t^20 + 7*q^12*t^21 + 2*q^11*t^22 + 3*q^28*t^4 - 6*q^27*t^5 - 64*q^26*t^6 - 9*q^25*t^7 - 57*q^24*t^8 - 472*q^23*t^9 - 114*q^22*t^10 - 34*q^21*t^11 - 501*q^20*t^12 - 435*q^19*t^13 + 1305*q^18*t^14 + 2019*q^17*t^15 + 1206*q^16*t^16 + 1167*q^15*t^17 + 1179*q^14*t^18 + 945*q^13*t^19 + 411*q^12*t^20 + 56*q^11*t^21 + 4*q^10*t^22 - 3*q^9*t^23 + 3*q^28*t^3 + 24*q^27*t^4 - 56*q^26*t^5 + 95*q^25*t^6 + 407*q^24*t^7 + 182*q^23*t^8 + 162*q^22*t^9 + 1656*q^21*t^10 + 1610*q^20*t^11 + 335*q^19*t^12 + 1363*q^18*t^13 + 1254*q^17*t^14 - 1742*q^16*t^15 - 2688*q^15*t^16 - 2130*q^14*t^17 - 1154*q^13*t^18 - 1417*q^12*t^19 - 1113*q^11*t^20 - 393*q^10*t^21 - 101*q^9*t^22 + 9*q^8*t^23 - 2*q^7*t^24 + 39*q^27*t^3 - 34*q^26*t^4 - 72*q^25*t^5 + 224*q^24*t^6 + 115*q^23*t^7 - 1483*q^22*t^8 - 264*q^21*t^9 - 490*q^20*t^10 - 3815*q^19*t^11 - 4202*q^18*t^12 - 1991*q^17*t^13 - 2289*q^16*t^14 - 2204*q^15*t^15 + 365*q^14*t^16 + 3229*q^13*t^17 + 1701*q^12*t^18 + 937*q^11*t^19 + 1091*q^10*t^20 + 736*q^9*t^21 + 372*q^8*t^22 + 14*q^7*t^23 + 13*q^6*t^24 - q^29 - 9*q^28*t - 12*q^27*t^2 - 44*q^26*t^3 - 231*q^25*t^4 - 80*q^24*t^5 + 263*q^23*t^6 - 1588*q^22*t^7 - 634*q^21*t^8 + 1722*q^20*t^9 + 1192*q^19*t^10 + 440*q^18*t^11 + 4791*q^17*t^12 + 7944*q^16*t^13 + 4053*q^15*t^14 + 2468*q^14*t^15 + 3877*q^13*t^16 + 512*q^12*t^17 - 1657*q^11*t^18 - 1141*q^10*t^19 - 403*q^9*t^20 - 255*q^8*t^21 - 489*q^7*t^22 - 89*q^6*t^23 - 37*q^5*t^24 + 4*q^27*t + 98*q^26*t^2 + 39*q^25*t^3 + 148*q^24*t^4 + 849*q^23*t^5 + 431*q^22*t^6 + 602*q^21*t^7 + 3119*q^20*t^8 + 3800*q^19*t^9 - 1196*q^18*t^10 - 2285*q^17*t^11 + 1354*q^16*t^12 - 4605*q^15*t^13 - 9007*q^14*t^14 - 5527*q^13*t^15 - 2638*q^12*t^16 - 3093*q^11*t^17 - 1889*q^10*t^18 + 479*q^9*t^19 + 571*q^8*t^20 - 355*q^7*t^21 + 85*q^6*t^22 + 82*q^5*t^23 + 58*q^4*t^24 + 42*q^26*t - 73*q^25*t^2 - 204*q^24*t^3 - 65*q^23*t^4 - 3*q^22*t^5 - 1630*q^21*t^6 - 1969*q^20*t^7 - 1303*q^19*t^8 - 5291*q^18*t^9 - 7532*q^17*t^10 - 826*q^16*t^11 + 1208*q^15*t^12 - 1208*q^14*t^13 + 826*q^13*t^14 + 7532*q^12*t^15 + 5291*q^11*t^16 + 1303*q^10*t^17 + 1969*q^9*t^18 + 1630*q^8*t^19 + 3*q^7*t^20 + 65*q^6*t^21 + 204*q^5*t^22 + 73*q^4*t^23 - 42*q^3*t^24 - 58*q^25*t - 82*q^24*t^2 - 85*q^23*t^3 + 355*q^22*t^4 - 571*q^21*t^5 - 479*q^20*t^6 + 1889*q^19*t^7 + 3093*q^18*t^8 + 2638*q^17*t^9 + 5527*q^16*t^10 + 9007*q^15*t^11 + 4605*q^14*t^12 - 1354*q^13*t^13 + 2285*q^12*t^14 + 1196*q^11*t^15 - 3800*q^10*t^16 - 3119*q^9*t^17 - 602*q^8*t^18 - 431*q^7*t^19 - 849*q^6*t^20 - 148*q^5*t^21 - 39*q^4*t^22 - 98*q^3*t^23 - 4*q^2*t^24 + 37*q^24*t + 89*q^23*t^2 + 489*q^22*t^3 + 255*q^21*t^4 + 403*q^20*t^5 + 1141*q^19*t^6 + 1657*q^18*t^7 - 512*q^17*t^8 - 3877*q^16*t^9 - 2468*q^15*t^10 - 4053*q^14*t^11 - 7944*q^13*t^12 - 4791*q^12*t^13 - 440*q^11*t^14 - 1192*q^10*t^15 - 1722*q^9*t^16 + 634*q^8*t^17 + 1588*q^7*t^18 - 263*q^6*t^19 + 80*q^5*t^20 + 231*q^4*t^21 + 44*q^3*t^22 + 12*q^2*t^23 + 9*q*t^24 + t^25 - 13*q^23*t - 14*q^22*t^2 - 372*q^21*t^3 - 736*q^20*t^4 - 1091*q^19*t^5 - 937*q^18*t^6 - 1701*q^17*t^7 - 3229*q^16*t^8 - 365*q^15*t^9 + 2204*q^14*t^10 + 2289*q^13*t^11 + 1991*q^12*t^12 + 4202*q^11*t^13 + 3815*q^10*t^14 + 490*q^9*t^15 + 264*q^8*t^16 + 1483*q^7*t^17 - 115*q^6*t^18 - 224*q^5*t^19 + 72*q^4*t^20 + 34*q^3*t^21 - 39*q^2*t^22 + 2*q^22*t - 9*q^21*t^2 + 101*q^20*t^3 + 393*q^19*t^4 + 1113*q^18*t^5 + 1417*q^17*t^6 + 1154*q^16*t^7 + 2130*q^15*t^8 + 2688*q^14*t^9 + 1742*q^13*t^10 - 1254*q^12*t^11 - 1363*q^11*t^12 - 335*q^10*t^13 - 1610*q^9*t^14 - 1656*q^8*t^15 - 162*q^7*t^16 - 182*q^6*t^17 - 407*q^5*t^18 - 95*q^4*t^19 + 56*q^3*t^20 - 24*q^2*t^21 - 3*q*t^22 + 3*q^20*t^2 - 4*q^19*t^3 - 56*q^18*t^4 - 411*q^17*t^5 - 945*q^16*t^6 - 1179*q^15*t^7 - 1167*q^14*t^8 - 1206*q^13*t^9 - 2019*q^12*t^10 - 1305*q^11*t^11 + 435*q^10*t^12 + 501*q^9*t^13 + 34*q^8*t^14 + 114*q^7*t^15 + 472*q^6*t^16 + 57*q^5*t^17 + 9*q^4*t^18 + 64*q^3*t^19 + 6*q^2*t^20 - 3*q*t^21 - 2*q^18*t^3 - 7*q^17*t^4 + 50*q^16*t^5 + 221*q^15*t^6 + 526*q^14*t^7 + 750*q^13*t^8 + 607*q^12*t^9 + 619*q^11*t^10 + 837*q^10*t^11 + 554*q^9*t^12 + 29*q^8*t^13 - 280*q^7*t^14 + 179*q^6*t^15 + 21*q^5*t^16 - 48*q^4*t^17 - 14*q^3*t^18 + 6*q^2*t^19 + q^16*t^4 + q^15*t^5 - 10*q^14*t^6 - 75*q^13*t^7 - 197*q^12*t^8 - 295*q^11*t^9 - 260*q^10*t^10 - 174*q^9*t^11 - 157*q^8*t^12 - 215*q^7*t^13 + 31*q^6*t^14 - 2*q^5*t^15 - 22*q^4*t^16 - 16*q^3*t^17 + 3*q^2*t^18 + q*t^19 + 9*q^11*t^8 + 46*q^10*t^9 + 80*q^9*t^10 + 61*q^8*t^11 + 7*q^7*t^12 + 37*q^6*t^13 + 17*q^5*t^14 + 8*q^4*t^15 - q^3*t^16 - 4*q^8*t^10 - 10*q^7*t^11 - 5*q^6*t^12 - 3*q^5*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 2], [0, 3], [1, 2], [1, 5], [1, 6], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0717] 'F[tzw'

Zeta functions

ask[-]:

(q^11 + q^9*t - 2*q^8*t^2 - 4*q^8*t + q^7*t^2 - 4*q^7*t + 4*q^6*t^2 + 3*q^5*t^3 + 3*q^6*t + 4*q^5*t^2 - 4*q^4*t^3 + q^4*t^2 - 4*q^3*t^3 - 2*q^3*t^2 + q^2*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(6*q^21*t^4 - q^24 - 5*q^22*t^2 + 3*q^21*t^3 - 14*q^20*t^4 + 18*q^19*t^5 - 5*q^18*t^6 - 9*q^17*t^7 - 5*q^16*t^8 - 14*q^22*t + 16*q^21*t^2 + 6*q^20*t^3 + 18*q^19*t^4 - 111*q^18*t^5 - 41*q^17*t^6 + 13*q^16*t^7 + 31*q^15*t^8 + 10*q^14*t^9 + 35*q^21*t + 11*q^20*t^2 + 30*q^19*t^3 - 41*q^18*t^4 + 179*q^17*t^5 + 174*q^16*t^6 + 103*q^15*t^7 - 5*q^14*t^8 - 22*q^13*t^9 + 11*q^12*t^10 - q^11*t^11 - 21*q^20*t + 4*q^19*t^2 - 112*q^18*t^3 - 76*q^17*t^4 - 188*q^16*t^5 - 145*q^15*t^6 - 177*q^14*t^7 - 125*q^13*t^8 - 69*q^12*t^9 - 105*q^11*t^10 - 9*q^10*t^11 - 3*q^9*t^12 + 4*q^19*t - 78*q^18*t^2 - 16*q^17*t^3 + 85*q^16*t^4 + 357*q^15*t^5 + 194*q^14*t^6 - 48*q^13*t^7 - 54*q^12*t^8 + 133*q^11*t^9 + 296*q^10*t^10 + 74*q^9*t^11 + 25*q^8*t^12 + 73*q^17*t^2 + 137*q^16*t^3 + 243*q^15*t^4 - 183*q^14*t^5 - 380*q^13*t^6 + 380*q^11*t^8 + 183*q^10*t^9 - 243*q^9*t^10 - 137*q^8*t^11 - 73*q^7*t^12 - 25*q^16*t^2 - 74*q^15*t^3 - 296*q^14*t^4 - 133*q^13*t^5 + 54*q^12*t^6 + 48*q^11*t^7 - 194*q^10*t^8 - 357*q^9*t^9 - 85*q^8*t^10 + 16*q^7*t^11 + 78*q^6*t^12 - 4*q^5*t^13 + 3*q^15*t^2 + 9*q^14*t^3 + 105*q^13*t^4 + 69*q^12*t^5 + 125*q^11*t^6 + 177*q^10*t^7 + 145*q^9*t^8 + 188*q^8*t^9 + 76*q^7*t^10 + 112*q^6*t^11 - 4*q^5*t^12 + 21*q^4*t^13 + q^13*t^3 - 11*q^12*t^4 + 22*q^11*t^5 + 5*q^10*t^6 - 103*q^9*t^7 - 174*q^8*t^8 - 179*q^7*t^9 + 41*q^6*t^10 - 30*q^5*t^11 - 11*q^4*t^12 - 35*q^3*t^13 - 10*q^10*t^5 - 31*q^9*t^6 - 13*q^8*t^7 + 41*q^7*t^8 + 111*q^6*t^9 - 18*q^5*t^10 - 6*q^4*t^11 - 16*q^3*t^12 + 14*q^2*t^13 + 5*q^8*t^6 + 9*q^7*t^7 + 5*q^6*t^8 - 18*q^5*t^9 + 14*q^4*t^10 - 3*q^3*t^11 + 5*q^2*t^12 + t^14 - 6*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 2], [0, 3], [0, 4], [1, 2], [1, 4], [1, 5], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0718] 'F]p|w'

Zeta functions

ask[-]:

(q^11 - 2*q^8*t^2 - 2*q^8*t + q^7*t^2 + q^6*t^3 - 4*q^7*t + 4*q^6*t^2 + q^5*t^3 + q^6*t + 4*q^5*t^2 - 4*q^4*t^3 + q^5*t + q^4*t^2 - 2*q^3*t^3 - 2*q^3*t^2 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(5*q^16*t^4 + 2*q^15*t^5 + q^14*t^6 + q^17*t^2 + 3*q^16*t^3 - 16*q^15*t^4 - 15*q^14*t^5 - 18*q^13*t^6 - 4*q^12*t^7 + q^11*t^8 - q^18 - 3*q^17*t - 5*q^16*t^2 - 3*q^15*t^3 + 6*q^14*t^4 + 18*q^13*t^5 + 64*q^12*t^6 + 36*q^11*t^7 + 5*q^16*t + 30*q^15*t^2 + 6*q^14*t^3 - 2*q^13*t^4 + 18*q^12*t^5 - 60*q^11*t^6 - 91*q^10*t^7 - 22*q^9*t^8 - 4*q^8*t^9 + q^15*t - 30*q^14*t^2 - 46*q^13*t^3 - 26*q^12*t^4 - 4*q^11*t^5 + 25*q^10*t^6 + 62*q^9*t^7 + 42*q^8*t^8 + 23*q^7*t^9 + q^6*t^10 + 7*q^14*t + 10*q^13*t^2 + 16*q^12*t^3 + 88*q^11*t^4 + 45*q^10*t^5 - 90*q^9*t^6 - 36*q^8*t^7 - 2*q^7*t^8 - 32*q^6*t^9 - 6*q^5*t^10 - 6*q^13*t - 32*q^12*t^2 - 2*q^11*t^3 - 36*q^10*t^4 - 90*q^9*t^5 + 45*q^8*t^6 + 88*q^7*t^7 + 16*q^6*t^8 + 10*q^5*t^9 + 7*q^4*t^10 + q^12*t + 23*q^11*t^2 + 42*q^10*t^3 + 62*q^9*t^4 + 25*q^8*t^5 - 4*q^7*t^6 - 26*q^6*t^7 - 46*q^5*t^8 - 30*q^4*t^9 + q^3*t^10 - 4*q^10*t^2 - 22*q^9*t^3 - 91*q^8*t^4 - 60*q^7*t^5 + 18*q^6*t^6 - 2*q^5*t^7 + 6*q^4*t^8 + 30*q^3*t^9 + 5*q^2*t^10 + 36*q^7*t^4 + 64*q^6*t^5 + 18*q^5*t^6 + 6*q^4*t^7 - 3*q^3*t^8 - 5*q^2*t^9 - 3*q*t^10 - t^11 + q^7*t^3 - 4*q^6*t^4 - 18*q^5*t^5 - 15*q^4*t^6 - 16*q^3*t^7 + 3*q^2*t^8 + q*t^9 + q^4*t^5 + 2*q^3*t^6 + 5*q^2*t^7)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 2], [0, 3], [0, 4], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0719] 'F]t|w'

Zeta functions

ask[-]:

(q^10 + q^8*t - q^7*t - q^6*t^2 - 5*q^6*t - q^5*t^2 + q^5*t + 5*q^4*t^2 + q^4*t + q^3*t^2 - q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^17 + 6*q^15*t^2 - q^13*t^4 + 7*q^15*t - 17*q^14*t^2 + 3*q^13*t^3 - q^12*t^4 - 4*q^11*t^5 - 14*q^14*t + 5*q^13*t^2 - 35*q^12*t^3 - 5*q^11*t^4 + 19*q^10*t^5 - 2*q^13*t - 18*q^12*t^2 + 75*q^11*t^3 + 57*q^10*t^4 - 19*q^9*t^5 + 9*q^8*t^6 + 7*q^12*t + 61*q^11*t^2 - 21*q^10*t^3 - 55*q^9*t^4 - 14*q^8*t^5 - 42*q^7*t^6 - 2*q^6*t^7 - 2*q^11*t - 42*q^10*t^2 - 14*q^9*t^3 - 55*q^8*t^4 - 21*q^7*t^5 + 61*q^6*t^6 + 7*q^5*t^7 + 9*q^9*t^2 - 19*q^8*t^3 + 57*q^7*t^4 + 75*q^6*t^5 - 18*q^5*t^6 - 2*q^4*t^7 + 19*q^7*t^3 - 5*q^6*t^4 - 35*q^5*t^5 + 5*q^4*t^6 - 14*q^3*t^7 - 4*q^6*t^3 - q^5*t^4 + 3*q^4*t^5 - 17*q^3*t^6 + 7*q^2*t^7 - q^4*t^4 + 6*q^2*t^6 + t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 2], [0, 3], [0, 4], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0720] 'F]~vw'

Zeta functions

ask[-]:

(q^9 + 2*q^6*t - 3*q^5*t - 3*q^4*t + 2*q^3*t + t^2)/((q^3 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^16 + 2*q^14*t^2 + 3*q^14*t - 3*q^13*t^2 + 3*q^12*t^3 + 2*q^13*t - 5*q^11*t^3 - 12*q^12*t - 5*q^11*t^2 - 6*q^10*t^3 - q^9*t^4 + q^11*t - 2*q^10*t^2 + 5*q^9*t^3 - q^8*t^4 - 3*q^7*t^5 + 7*q^10*t + 9*q^9*t^2 + 10*q^8*t^3 + 9*q^7*t^4 + 7*q^6*t^5 - 3*q^9*t - q^8*t^2 + 5*q^7*t^3 - 2*q^6*t^4 + q^5*t^5 - q^7*t^2 - 6*q^6*t^3 - 5*q^5*t^4 - 12*q^4*t^5 - 5*q^5*t^3 + 2*q^3*t^5 + 3*q^4*t^3 - 3*q^3*t^4 + 3*q^2*t^5 + 2*q^2*t^4 + t^6)/((q^3 - t)*(q^2 + t)*(q^2 - t)*(q + t)*(q - t)*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
18 edges:	[[0, 2], [0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0721] 'F]~~w'

Zeta functions

ask[-]:

(q^9 + q^6*t - 2*q^5*t - 2*q^4*t + q^3*t + t^2)/((q^3 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^20 + q^18*t^2 + q^18*t - 2*q^17*t^2 + q^16*t^3 + 6*q^17*t + q^16*t^2 - 2*q^15*t^3 - 3*q^14*t^4 - 12*q^16*t - 6*q^15*t^2 - 6*q^14*t^3 + 6*q^13*t^4 - 8*q^15*t + q^14*t^2 + 9*q^13*t^3 - 3*q^12*t^4 - 3*q^11*t^5 + 16*q^14*t - 7*q^13*t^2 + 7*q^12*t^3 + 7*q^11*t^4 + 7*q^10*t^5 - 6*q^13*t + 21*q^12*t^2 - 2*q^11*t^3 - 5*q^10*t^4 + 4*q^9*t^5 - 4*q^11*t^2 + 5*q^10*t^3 + 2*q^9*t^4 - 21*q^8*t^5 + 6*q^7*t^6 - 7*q^10*t^2 - 7*q^9*t^3 - 7*q^8*t^4 + 7*q^7*t^5 - 16*q^6*t^6 + 3*q^9*t^2 + 3*q^8*t^3 - 9*q^7*t^4 - q^6*t^5 + 8*q^5*t^6 - 6*q^7*t^3 + 6*q^6*t^4 + 6*q^5*t^5 + 12*q^4*t^6 + 3*q^6*t^3 + 2*q^5*t^4 - q^4*t^5 - 6*q^3*t^6 - q^4*t^4 + 2*q^3*t^5 - q^2*t^6 - q^2*t^5 - t^7)/((q^4 - t)*(q^3 - t)*(q^2 + t)*(q^2 - t)*(q + t)*(q - t)*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
19 edges:	[[0, 2], [0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0722] 'F^~~w'

Zeta functions

ask[-]:

(q^5 - t)*(q^4 - t)/((q^3 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^20 - q^17*t^2 + 5*q^17*t + 3*q^16*t^2 - 5*q^14*t^4 - q^16*t - 9*q^15*t^2 - 10*q^14*t^3 + 11*q^13*t^4 - 27*q^15*t + 5*q^14*t^2 + 23*q^13*t^3 - 4*q^12*t^4 + 30*q^14*t - 16*q^13*t^2 - 3*q^12*t^3 + 9*q^11*t^4 - 5*q^10*t^5 - 10*q^13*t + 36*q^12*t^2 - 19*q^11*t^3 - 25*q^10*t^4 + 22*q^9*t^5 - 22*q^11*t^2 + 25*q^10*t^3 + 19*q^9*t^4 - 36*q^8*t^5 + 10*q^7*t^6 + 5*q^10*t^2 - 9*q^9*t^3 + 3*q^8*t^4 + 16*q^7*t^5 - 30*q^6*t^6 + 4*q^8*t^3 - 23*q^7*t^4 - 5*q^6*t^5 + 27*q^5*t^6 - 11*q^7*t^3 + 10*q^6*t^4 + 9*q^5*t^5 + q^4*t^6 + 5*q^6*t^3 - 3*q^4*t^5 - 5*q^3*t^6 + q^3*t^5 - t^7)/((q^4 - t)*(q^3 - t)*(q^2 + t)*(q^2 - t)*(q + t)*(q - t)*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
20 edges:	[[0, 2], [0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0723] 'F_?~o'

Zeta functions

ask[-]:

-(q^5*t + q^4 - 2*q^3*t - 2*q^2*t + q*t^2 + t)/((q^2*t - 1)*(q*t - 1)^2*q^4)

ask[+]:

(q^13*t^7 + q^12*t^8 + q^11*t^9 + 2*q^13*t^6 - 10*q^12*t^7 - 5*q^11*t^8 - 4*q^10*t^9 + q^9*t^10 - 3*q^14*t^4 + 5*q^13*t^5 - 4*q^12*t^6 + 15*q^11*t^7 + 22*q^10*t^8 + 5*q^9*t^9 - 5*q^8*t^10 - q^14*t^3 + 9*q^13*t^4 - 20*q^11*t^6 - 3*q^10*t^7 - 30*q^9*t^8 - 11*q^8*t^9 + 11*q^7*t^10 - q^13*t^3 - 4*q^12*t^4 - 15*q^11*t^5 + 30*q^10*t^6 + 32*q^9*t^7 + 2*q^8*t^8 + 16*q^7*t^9 - 11*q^6*t^10 + q^12*t^3 + 11*q^11*t^4 - 9*q^10*t^5 - 10*q^9*t^6 - 36*q^8*t^7 - 22*q^7*t^8 + 8*q^6*t^9 + 4*q^5*t^10 - q^12*t^2 + 2*q^11*t^3 - 12*q^10*t^4 - 7*q^9*t^5 + 48*q^8*t^6 - 6*q^7*t^7 + 22*q^6*t^8 + 4*q^5*t^9 - 9*q^4*t^10 + q^3*t^11 + q^12*t - q^11*t^2 + 3*q^10*t^3 + 6*q^9*t^4 + 17*q^8*t^5 - 23*q^7*t^6 - 22*q^6*t^7 + 11*q^5*t^8 - 10*q^4*t^9 + 3*q^3*t^10 + 3*q^11*t - 10*q^10*t^2 + 11*q^9*t^3 - 22*q^8*t^4 - 23*q^7*t^5 + 17*q^6*t^6 + 6*q^5*t^7 + 3*q^4*t^8 - q^3*t^9 + q^2*t^10 + q^11 - 9*q^10*t + 4*q^9*t^2 + 22*q^8*t^3 - 6*q^7*t^4 + 48*q^6*t^5 - 7*q^5*t^6 - 12*q^4*t^7 + 2*q^3*t^8 - q^2*t^9 + 4*q^9*t + 8*q^8*t^2 - 22*q^7*t^3 - 36*q^6*t^4 - 10*q^5*t^5 - 9*q^4*t^6 + 11*q^3*t^7 + q^2*t^8 - 11*q^8*t + 16*q^7*t^2 + 2*q^6*t^3 + 32*q^5*t^4 + 30*q^4*t^5 - 15*q^3*t^6 - 4*q^2*t^7 - q*t^8 + 11*q^7*t - 11*q^6*t^2 - 30*q^5*t^3 - 3*q^4*t^4 - 20*q^3*t^5 + 9*q*t^7 - t^8 - 5*q^6*t + 5*q^5*t^2 + 22*q^4*t^3 + 15*q^3*t^4 - 4*q^2*t^5 + 5*q*t^6 - 3*t^7 + q^5*t - 4*q^4*t^2 - 5*q^3*t^3 - 10*q^2*t^4 + 2*q*t^5 + q^3*t^2 + q^2*t^3 + q*t^4)/((q^2*t - 1)*(q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*(t^2 - q)*q^4*(t - 1))

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0724] 'F_?~w'

Zeta functions

ask[-]:

(q^4*t - q^3*t + q^3 - 2*q^2*t + q*t^2 - q*t + t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

(q^16*t^8 + q^15*t^9 + q^17*t^6 - q^16*t^7 - 2*q^15*t^8 - 3*q^14*t^9 - q^13*t^10 + 3*q^17*t^5 - 9*q^16*t^6 + 2*q^15*t^7 + q^14*t^8 + 2*q^13*t^9 + 2*q^12*t^10 - q^11*t^11 - 7*q^16*t^5 + 16*q^15*t^6 - 4*q^14*t^7 + 8*q^13*t^8 - 5*q^12*t^9 - q^11*t^10 + 5*q^10*t^11 + q^16*t^4 + q^15*t^5 - 12*q^14*t^6 + 19*q^13*t^7 - 24*q^12*t^8 + 19*q^11*t^9 + 3*q^10*t^10 - 9*q^9*t^11 - q^16*t^3 - q^14*t^5 + 21*q^13*t^6 - 19*q^12*t^7 + 17*q^11*t^8 - 29*q^10*t^9 - 2*q^9*t^10 + 8*q^8*t^11 - 3*q^15*t^3 + 21*q^14*t^4 - 10*q^13*t^5 - 13*q^12*t^6 - 14*q^11*t^7 - 24*q^10*t^8 + 54*q^9*t^9 - 20*q^8*t^10 - 5*q^7*t^11 + q^15*t^2 + 10*q^14*t^3 - 46*q^13*t^4 + 14*q^12*t^5 + 10*q^11*t^6 + 16*q^10*t^7 + 15*q^9*t^8 - 40*q^8*t^9 + 20*q^7*t^10 + 6*q^6*t^11 - 9*q^14*t^2 + 5*q^13*t^3 + 37*q^12*t^4 - 51*q^11*t^5 + 34*q^10*t^6 - 32*q^9*t^7 + 19*q^8*t^8 + 39*q^7*t^9 - 26*q^6*t^10 + 3*q^5*t^11 - q^4*t^12 + q^14*t + 9*q^13*t^2 - 7*q^12*t^3 - 51*q^11*t^4 + 83*q^10*t^5 - 26*q^9*t^6 + 29*q^8*t^7 - 22*q^7*t^8 - 32*q^6*t^9 + 14*q^5*t^10 - 14*q^12*t^2 + 32*q^11*t^3 + 22*q^10*t^4 - 29*q^9*t^5 + 26*q^8*t^6 - 83*q^7*t^7 + 51*q^6*t^8 + 7*q^5*t^9 - 9*q^4*t^10 - q^3*t^11 + q^13 - 3*q^12*t + 26*q^11*t^2 - 39*q^10*t^3 - 19*q^9*t^4 + 32*q^8*t^5 - 34*q^7*t^6 + 51*q^6*t^7 - 37*q^5*t^8 - 5*q^4*t^9 + 9*q^3*t^10 - 6*q^11*t - 20*q^10*t^2 + 40*q^9*t^3 - 15*q^8*t^4 - 16*q^7*t^5 - 10*q^6*t^6 - 14*q^5*t^7 + 46*q^4*t^8 - 10*q^3*t^9 - q^2*t^10 + 5*q^10*t + 20*q^9*t^2 - 54*q^8*t^3 + 24*q^7*t^4 + 14*q^6*t^5 + 13*q^5*t^6 + 10*q^4*t^7 - 21*q^3*t^8 + 3*q^2*t^9 - 8*q^9*t + 2*q^8*t^2 + 29*q^7*t^3 - 17*q^6*t^4 + 19*q^5*t^5 - 21*q^4*t^6 + q^3*t^7 + q*t^9 + 9*q^8*t - 3*q^7*t^2 - 19*q^6*t^3 + 24*q^5*t^4 - 19*q^4*t^5 + 12*q^3*t^6 - q^2*t^7 - q*t^8 - 5*q^7*t + q^6*t^2 + 5*q^5*t^3 - 8*q^4*t^4 + 4*q^3*t^5 - 16*q^2*t^6 + 7*q*t^7 + q^6*t - 2*q^5*t^2 - 2*q^4*t^3 - q^3*t^4 - 2*q^2*t^5 + 9*q*t^6 - 3*t^7 + q^4*t^2 + 3*q^3*t^3 + 2*q^2*t^4 + q*t^5 - t^6 - q^2*t^3 - q*t^4)/((q^3 - t)^2*(q^2*t - 1)*(q*t + 1)^2*(q*t - 1)^3*(q + t)*(q - t)^2*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0725] 'F_@|o'

Zeta functions

ask[-]:

-(2*q^8*t^2 + q^7*t^3 - 2*q^7*t^2 - 3*q^6*t^3 - q^7*t - q^6*t^2 + q^5*t^3 - q^7 + 2*q^6*t - q^5*t^2 + q^4*t^3 + 3*q^5*t - 2*q^4*t^2 + 3*q^3*t^3 + q^4*t - q^3*t^2 + 2*q^2*t^3 - q*t^4 + q^3*t - q^2*t^2 - q*t^3 - 3*q^2*t - 2*q*t^2 + q*t + 2*t^2)*(q - t)/((q^2*t - 1)*(q^2 - t)^2*(q*t - 1)^2*q^4*(t - 1))

ask[+]:

-(q^14*t^6 + 4*q^14*t^5 - 3*q^13*t^6 - 6*q^12*t^7 - q^11*t^8 + q^10*t^9 + 3*q^14*t^4 - 26*q^13*t^5 + q^12*t^6 + 25*q^11*t^7 + 8*q^10*t^8 - 4*q^9*t^9 - 9*q^13*t^4 + 42*q^12*t^5 + 44*q^11*t^6 - 55*q^10*t^7 - 23*q^9*t^8 + 7*q^8*t^9 - 2*q^13*t^3 + 23*q^12*t^4 - 38*q^11*t^5 - 94*q^10*t^6 + 44*q^9*t^7 + 47*q^8*t^8 - 10*q^7*t^9 + 4*q^12*t^3 - 47*q^11*t^4 + 46*q^10*t^5 + 86*q^9*t^6 - 5*q^8*t^7 - 55*q^7*t^8 + 11*q^6*t^9 - 8*q^12*t^2 + 26*q^11*t^3 + 33*q^10*t^4 - 3*q^9*t^5 - 143*q^8*t^6 + 43*q^7*t^7 + 30*q^6*t^8 - 7*q^5*t^9 + 19*q^11*t^2 - 27*q^10*t^3 - 116*q^9*t^4 + 64*q^8*t^5 + 107*q^7*t^6 + 11*q^6*t^7 - 57*q^5*t^8 + 13*q^4*t^9 - q^3*t^10 + 3*q^11*t - 35*q^10*t^2 + 8*q^9*t^3 + 154*q^8*t^4 - 154*q^6*t^6 - 8*q^5*t^7 + 35*q^4*t^8 - 3*q^3*t^9 + q^11 - 13*q^10*t + 57*q^9*t^2 - 11*q^8*t^3 - 107*q^7*t^4 - 64*q^6*t^5 + 116*q^5*t^6 + 27*q^4*t^7 - 19*q^3*t^8 + 7*q^9*t - 30*q^8*t^2 - 43*q^7*t^3 + 143*q^6*t^4 + 3*q^5*t^5 - 33*q^4*t^6 - 26*q^3*t^7 + 8*q^2*t^8 - 11*q^8*t + 55*q^7*t^2 + 5*q^6*t^3 - 86*q^5*t^4 - 46*q^4*t^5 + 47*q^3*t^6 - 4*q^2*t^7 + 10*q^7*t - 47*q^6*t^2 - 44*q^5*t^3 + 94*q^4*t^4 + 38*q^3*t^5 - 23*q^2*t^6 + 2*q*t^7 - 7*q^6*t + 23*q^5*t^2 + 55*q^4*t^3 - 44*q^3*t^4 - 42*q^2*t^5 + 9*q*t^6 + 4*q^5*t - 8*q^4*t^2 - 25*q^3*t^3 - q^2*t^4 + 26*q*t^5 - 3*t^6 - q^4*t + q^3*t^2 + 6*q^2*t^3 + 3*q*t^4 - 4*t^5 - t^4)/((q^2*t - 1)*(q^2 - t)^3*(q*t + 1)*(q*t - 1)^2*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0726] 'F_@|w'

Zeta functions

ask[-]:

(2*q^4*t^2 - 3*q^3*t^2 - 2*q^2*t^2 + q*t^3 - q^3 + 2*q^2*t + 3*q*t - 2*t)*(q - t)/((q^2*t - 1)*(q*t - 1)^2*q^4*(t - 1)^2)

ask[+]:

(2*q^9*t^6 - q^8*t^7 + 6*q^9*t^5 - 12*q^8*t^6 + 3*q^7*t^7 - 18*q^8*t^5 + 20*q^7*t^6 - q^6*t^7 + 22*q^7*t^5 - 15*q^6*t^6 - 2*q^5*t^7 - 3*q^8*t^3 + 11*q^7*t^4 - 35*q^6*t^5 + 27*q^5*t^6 - 6*q^4*t^7 + q^3*t^8 + 2*q^8*t^2 - 6*q^7*t^3 - 4*q^6*t^4 + 28*q^5*t^5 - 23*q^4*t^6 + 2*q^3*t^7 - 11*q^7*t^2 + 30*q^6*t^3 - 12*q^5*t^4 - 20*q^4*t^5 + 14*q^3*t^6 + q^2*t^7 + q^7*t + 14*q^6*t^2 - 20*q^5*t^3 - 12*q^4*t^4 + 30*q^3*t^5 - 11*q^2*t^6 + 2*q^6*t - 23*q^5*t^2 + 28*q^4*t^3 - 4*q^3*t^4 - 6*q^2*t^5 + 2*q*t^6 + q^6 - 6*q^5*t + 27*q^4*t^2 - 35*q^3*t^3 + 11*q^2*t^4 - 3*q*t^5 - 2*q^4*t - 15*q^3*t^2 + 22*q^2*t^3 - q^3*t + 20*q^2*t^2 - 18*q*t^3 + 3*q^2*t - 12*q*t^2 + 6*t^3 - q*t + 2*t^2)/((q^2*t - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^2*q^4*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 5], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0727] 'F_Cnw'

Zeta functions

ask[-]:

(q^6*t^5 - q^7*t^3 + 2*q^6*t^4 - 4*q^5*t^5 - 2*q^6*t^3 + 2*q^4*t^5 + 4*q^6*t^2 + q^5*t^3 - 3*q^4*t^4 + 7*q^3*t^5 - q^2*t^6 - 5*q^5*t^2 + 12*q^4*t^3 - 13*q^3*t^4 - 13*q^4*t^2 + 12*q^3*t^3 - 5*q^2*t^4 - q^5 + 7*q^4*t - 3*q^3*t^2 + q^2*t^3 + 4*q*t^4 + 2*q^3*t - 2*q*t^3 - 4*q^2*t + 2*q*t^2 - t^3 + q*t)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

(q^13*t^12 - q^16*t^8 - q^15*t^9 + q^14*t^10 - q^13*t^11 - 2*q^12*t^12 + 2*q^11*t^13 - 2*q^16*t^7 + 8*q^15*t^8 + 12*q^14*t^9 - 4*q^13*t^10 - 4*q^12*t^11 - q^11*t^12 - 11*q^10*t^13 - 5*q^16*t^6 + 21*q^15*t^7 - 21*q^14*t^8 - 38*q^13*t^9 - 24*q^12*t^10 + 5*q^11*t^11 + 7*q^10*t^12 + 18*q^9*t^13 - 2*q^8*t^14 - 5*q^16*t^5 + 24*q^15*t^6 - 87*q^14*t^7 - 77*q^13*t^8 + 97*q^12*t^9 + 85*q^11*t^10 + 87*q^10*t^11 + 4*q^9*t^12 - 7*q^8*t^13 + 11*q^7*t^14 - 2*q^16*t^4 + 53*q^15*t^5 + 43*q^14*t^6 + 176*q^13*t^7 + 571*q^12*t^8 + 126*q^11*t^9 - 120*q^10*t^10 - 176*q^9*t^11 - 52*q^8*t^12 + 2*q^7*t^13 - 21*q^6*t^14 - q^16*t^3 + 4*q^15*t^4 - 220*q^14*t^5 - 413*q^13*t^6 - 537*q^12*t^7 - 1336*q^11*t^8 - 1464*q^10*t^9 - 227*q^9*t^10 + 5*q^8*t^11 + 4*q^7*t^12 - 30*q^6*t^13 + 15*q^5*t^14 + 15*q^15*t^3 - 48*q^14*t^4 + 466*q^13*t^5 + 1113*q^12*t^6 + 1351*q^11*t^7 + 2089*q^10*t^8 + 3179*q^9*t^9 + 1738*q^8*t^10 + 223*q^7*t^11 + 259*q^6*t^12 + 67*q^5*t^13 + 4*q^15*t^2 - 39*q^14*t^3 + 192*q^13*t^4 - 141*q^12*t^5 - 1732*q^11*t^6 - 1684*q^10*t^7 - 2207*q^9*t^8 - 3551*q^8*t^9 - 2988*q^7*t^10 - 722*q^6*t^11 - 232*q^5*t^12 - 141*q^4*t^13 + 8*q^3*t^14 - q^2*t^15 - 22*q^14*t^2 - 11*q^13*t^3 - 461*q^12*t^4 - 1147*q^11*t^5 + 584*q^10*t^6 + 1352*q^9*t^7 + 285*q^8*t^8 + 2213*q^7*t^9 + 2434*q^6*t^10 + 877*q^5*t^11 + 105*q^4*t^12 + 85*q^3*t^13 - 2*q^2*t^14 - 2*q^14*t + 85*q^13*t^2 + 105*q^12*t^3 + 877*q^11*t^4 + 2434*q^10*t^5 + 2213*q^9*t^6 + 285*q^8*t^7 + 1352*q^7*t^8 + 584*q^6*t^9 - 1147*q^5*t^10 - 461*q^4*t^11 - 11*q^3*t^12 - 22*q^2*t^13 - q^14 + 8*q^13*t - 141*q^12*t^2 - 232*q^11*t^3 - 722*q^10*t^4 - 2988*q^9*t^5 - 3551*q^8*t^6 - 2207*q^7*t^7 - 1684*q^6*t^8 - 1732*q^5*t^9 - 141*q^4*t^10 + 192*q^3*t^11 - 39*q^2*t^12 + 4*q*t^13 + 67*q^11*t^2 + 259*q^10*t^3 + 223*q^9*t^4 + 1738*q^8*t^5 + 3179*q^7*t^6 + 2089*q^6*t^7 + 1351*q^5*t^8 + 1113*q^4*t^9 + 466*q^3*t^10 - 48*q^2*t^11 + 15*q*t^12 + 15*q^11*t - 30*q^10*t^2 + 4*q^9*t^3 + 5*q^8*t^4 - 227*q^7*t^5 - 1464*q^6*t^6 - 1336*q^5*t^7 - 537*q^4*t^8 - 413*q^3*t^9 - 220*q^2*t^10 + 4*q*t^11 - t^12 - 21*q^10*t + 2*q^9*t^2 - 52*q^8*t^3 - 176*q^7*t^4 - 120*q^6*t^5 + 126*q^5*t^6 + 571*q^4*t^7 + 176*q^3*t^8 + 43*q^2*t^9 + 53*q*t^10 - 2*t^11 + 11*q^9*t - 7*q^8*t^2 + 4*q^7*t^3 + 87*q^6*t^4 + 85*q^5*t^5 + 97*q^4*t^6 - 77*q^3*t^7 - 87*q^2*t^8 + 24*q*t^9 - 5*t^10 - 2*q^8*t + 18*q^7*t^2 + 7*q^6*t^3 + 5*q^5*t^4 - 24*q^4*t^5 - 38*q^3*t^6 - 21*q^2*t^7 + 21*q*t^8 - 5*t^9 - 11*q^6*t^2 - q^5*t^3 - 4*q^4*t^4 - 4*q^3*t^5 + 12*q^2*t^6 + 8*q*t^7 - 2*t^8 + 2*q^5*t^2 - 2*q^4*t^3 - q^3*t^4 + q^2*t^5 - q*t^6 - t^7 + q^3*t^3)/((q^2 - t)^4*(q*t - 1)^3*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0728] 'F_C~W'

Zeta functions

ask[-]:

-(q^5*t^2 - 3*q^4*t^3 + 2*q^4*t^2 + 4*q^3*t^3 - q^4*t - 6*q^3*t^2 + 4*q^2*t^3 - q*t^4 - q^4 + 4*q^3*t - 6*q^2*t^2 - q*t^3 + 4*q^2*t + 2*q*t^2 - 3*q*t + t^2)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

(q^14*t^13 + 5*q^13*t^14 + q^16*t^10 - 3*q^15*t^11 + q^14*t^12 - 2*q^13*t^13 - 36*q^12*t^14 - 12*q^11*t^15 - 3*q^10*t^16 - 4*q^17*t^8 + 7*q^16*t^9 + 8*q^15*t^10 - 17*q^14*t^11 - 41*q^13*t^12 + 26*q^12*t^13 + 120*q^11*t^14 + 62*q^10*t^15 + 31*q^9*t^16 + 7*q^8*t^17 - q^7*t^18 - 4*q^17*t^7 + 35*q^16*t^8 - 35*q^15*t^9 - 99*q^14*t^10 + 139*q^13*t^11 + 301*q^12*t^12 - 72*q^11*t^13 - 312*q^10*t^14 - 163*q^9*t^15 - 94*q^8*t^16 - 47*q^7*t^17 + 3*q^6*t^18 - 27*q^17*t^6 + 86*q^16*t^7 - 159*q^15*t^8 + 81*q^14*t^9 + 478*q^13*t^10 - 500*q^12*t^11 - 949*q^11*t^12 - 43*q^10*t^13 + 584*q^9*t^14 + 380*q^8*t^15 + 125*q^7*t^16 + 122*q^6*t^17 + 2*q^5*t^18 - 14*q^17*t^5 + 254*q^16*t^6 - 491*q^15*t^7 + 116*q^14*t^8 + 432*q^13*t^9 - 1521*q^12*t^10 + 685*q^11*t^11 + 2386*q^10*t^12 + 269*q^9*t^13 - 817*q^8*t^14 - 565*q^7*t^15 - 177*q^6*t^16 - 142*q^5*t^17 - 19*q^4*t^18 - 16*q^17*t^4 + 99*q^16*t^5 - 786*q^15*t^6 + 740*q^14*t^7 + 1500*q^13*t^8 - 1863*q^12*t^9 + 1462*q^11*t^10 + 1320*q^10*t^11 - 4340*q^9*t^12 - 1162*q^8*t^13 + 1499*q^7*t^14 + 377*q^6*t^15 + 270*q^5*t^16 + 95*q^4*t^17 + 25*q^3*t^18 - 2*q^17*t^3 + 85*q^16*t^4 - 146*q^15*t^5 + 905*q^14*t^6 + 330*q^13*t^7 - 4085*q^12*t^8 + 1005*q^11*t^9 + 2392*q^10*t^10 - 3716*q^9*t^11 + 3008*q^8*t^12 + 3462*q^7*t^13 - 2089*q^6*t^14 - 557*q^5*t^15 + 8*q^4*t^16 - 133*q^3*t^17 + 2*q^2*t^18 - q*t^19 + 10*q^16*t^3 - 302*q^15*t^4 + 166*q^14*t^5 - 356*q^13*t^6 - 1518*q^12*t^7 + 4209*q^11*t^8 + 2528*q^10*t^9 - 5185*q^9*t^10 + 987*q^8*t^11 + 1218*q^7*t^12 - 3543*q^6*t^13 + 721*q^5*t^14 + 1251*q^4*t^15 - 284*q^3*t^16 + 103*q^2*t^17 - 5*q*t^18 + 20*q^16*t^2 - 125*q^15*t^3 + 930*q^14*t^4 - 346*q^13*t^5 - 962*q^12*t^6 + 2181*q^11*t^7 - 2639*q^10*t^8 - 4333*q^9*t^9 + 4333*q^8*t^10 + 2639*q^7*t^11 - 2181*q^6*t^12 + 962*q^5*t^13 + 346*q^4*t^14 - 930*q^3*t^15 + 125*q^2*t^16 - 20*q*t^17 + 5*q^16*t - 103*q^15*t^2 + 284*q^14*t^3 - 1251*q^13*t^4 - 721*q^12*t^5 + 3543*q^11*t^6 - 1218*q^10*t^7 - 987*q^9*t^8 + 5185*q^8*t^9 - 2528*q^7*t^10 - 4209*q^6*t^11 + 1518*q^5*t^12 + 356*q^4*t^13 - 166*q^3*t^14 + 302*q^2*t^15 - 10*q*t^16 + q^16 - 2*q^15*t + 133*q^14*t^2 - 8*q^13*t^3 + 557*q^12*t^4 + 2089*q^11*t^5 - 3462*q^10*t^6 - 3008*q^9*t^7 + 3716*q^8*t^8 - 2392*q^7*t^9 - 1005*q^6*t^10 + 4085*q^5*t^11 - 330*q^4*t^12 - 905*q^3*t^13 + 146*q^2*t^14 - 85*q*t^15 + 2*t^16 - 25*q^14*t - 95*q^13*t^2 - 270*q^12*t^3 - 377*q^11*t^4 - 1499*q^10*t^5 + 1162*q^9*t^6 + 4340*q^8*t^7 - 1320*q^7*t^8 - 1462*q^6*t^9 + 1863*q^5*t^10 - 1500*q^4*t^11 - 740*q^3*t^12 + 786*q^2*t^13 - 99*q*t^14 + 16*t^15 + 19*q^13*t + 142*q^12*t^2 + 177*q^11*t^3 + 565*q^10*t^4 + 817*q^9*t^5 - 269*q^8*t^6 - 2386*q^7*t^7 - 685*q^6*t^8 + 1521*q^5*t^9 - 432*q^4*t^10 - 116*q^3*t^11 + 491*q^2*t^12 - 254*q*t^13 + 14*t^14 - 2*q^12*t - 122*q^11*t^2 - 125*q^10*t^3 - 380*q^9*t^4 - 584*q^8*t^5 + 43*q^7*t^6 + 949*q^6*t^7 + 500*q^5*t^8 - 478*q^4*t^9 - 81*q^3*t^10 + 159*q^2*t^11 - 86*q*t^12 + 27*t^13 - 3*q^11*t + 47*q^10*t^2 + 94*q^9*t^3 + 163*q^8*t^4 + 312*q^7*t^5 + 72*q^6*t^6 - 301*q^5*t^7 - 139*q^4*t^8 + 99*q^3*t^9 + 35*q^2*t^10 - 35*q*t^11 + 4*t^12 + q^10*t - 7*q^9*t^2 - 31*q^8*t^3 - 62*q^7*t^4 - 120*q^6*t^5 - 26*q^5*t^6 + 41*q^4*t^7 + 17*q^3*t^8 - 8*q^2*t^9 - 7*q*t^10 + 4*t^11 + 3*q^7*t^3 + 12*q^6*t^4 + 36*q^5*t^5 + 2*q^4*t^6 - q^3*t^7 + 3*q^2*t^8 - q*t^9 - 5*q^4*t^5 - q^3*t^6)/((q*t^2 - 1)*(q^2 - t)^2*(q*t - 1)*(q + t)^2*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0729] 'F_C~w'

Zeta functions

ask[-]:

(q^6*t^2 - 2*q^4*t^3 - q^5*t - 3*q^4*t^2 + 3*q^3*t^3 - q^5 + 4*q^4*t - 2*q^3*t^2 + 4*q^2*t^3 - q*t^4 + 3*q^3*t - 3*q^2*t^2 - q*t^3 - 2*q^2*t + t^2)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(q^28*t^12 + q^27*t^13 - q^29*t^10 + q^28*t^11 - 6*q^27*t^12 - 4*q^26*t^13 - q^25*t^14 - 3*q^24*t^15 - q^23*t^16 + q^22*t^17 + 2*q^30*t^8 - q^29*t^9 - 7*q^28*t^10 - 5*q^27*t^11 + 23*q^26*t^12 - 2*q^25*t^13 + 4*q^24*t^14 + 15*q^23*t^15 - q^22*t^16 - 4*q^21*t^17 + 2*q^20*t^18 + 3*q^30*t^7 - 15*q^29*t^8 - 11*q^28*t^9 + 75*q^27*t^10 + 39*q^26*t^11 - 87*q^25*t^12 + 12*q^24*t^13 + 24*q^23*t^14 - 16*q^22*t^15 + 22*q^21*t^16 + 2*q^20*t^17 - 11*q^19*t^18 + 3*q^18*t^19 + 13*q^30*t^6 - 35*q^29*t^7 + 59*q^28*t^8 + 76*q^27*t^9 - 248*q^26*t^10 - 92*q^25*t^11 + 183*q^24*t^12 + 18*q^23*t^13 - 72*q^22*t^14 - 55*q^21*t^15 - 75*q^20*t^16 + 31*q^19*t^17 + 24*q^18*t^18 - 23*q^17*t^19 + 7*q^30*t^5 - 116*q^29*t^6 + 172*q^28*t^7 - 19*q^27*t^8 - 409*q^26*t^9 + 509*q^25*t^10 + 227*q^24*t^11 - 499*q^23*t^12 - 94*q^22*t^13 + 161*q^21*t^14 + 162*q^20*t^15 + 76*q^19*t^16 - 131*q^18*t^17 - 2*q^17*t^18 + 64*q^16*t^19 - 8*q^15*t^20 + 9*q^30*t^4 - 58*q^29*t^5 + 298*q^28*t^6 - 168*q^27*t^7 - 563*q^26*t^8 + 866*q^25*t^9 - 145*q^24*t^10 - 807*q^23*t^11 + 1010*q^22*t^12 + 518*q^21*t^13 - 460*q^20*t^14 - 353*q^19*t^15 + 101*q^18*t^16 + 346*q^17*t^17 - 84*q^16*t^18 - 79*q^15*t^19 + 46*q^14*t^20 - q^13*t^21 + 2*q^30*t^3 - 34*q^29*t^4 + 92*q^28*t^5 - 151*q^27*t^6 - 197*q^26*t^7 + 1019*q^25*t^8 - 425*q^24*t^9 - 855*q^23*t^10 + 1179*q^22*t^11 - 916*q^21*t^12 - 1208*q^20*t^13 + 1031*q^19*t^14 + 738*q^18*t^15 - 522*q^17*t^16 - 482*q^16*t^17 + 191*q^15*t^18 - 3*q^14*t^19 - 107*q^13*t^20 + 16*q^12*t^21 - 9*q^29*t^3 + 90*q^28*t^4 - 122*q^27*t^5 - 153*q^26*t^6 + 216*q^25*t^7 - 683*q^24*t^8 + 415*q^23*t^9 + 953*q^22*t^10 - 1721*q^21*t^11 + 534*q^20*t^12 + 1713*q^19*t^13 - 1945*q^18*t^14 - 1175*q^17*t^15 + 1326*q^16*t^16 + 332*q^15*t^17 - 431*q^14*t^18 + 118*q^13*t^19 + 111*q^12*t^20 - 62*q^11*t^21 + 3*q^10*t^22 - 13*q^29*t^2 + 99*q^28*t^3 - 315*q^27*t^4 + 214*q^26*t^5 + 564*q^25*t^6 - 714*q^24*t^7 + 613*q^23*t^8 - 657*q^22*t^9 - 1885*q^21*t^10 + 3008*q^20*t^11 + 707*q^19*t^12 - 2569*q^18*t^13 + 2291*q^17*t^14 + 1392*q^16*t^15 - 2224*q^15*t^16 - 50*q^14*t^17 + 841*q^13*t^18 - 147*q^12*t^19 + 10*q^11*t^20 + 118*q^10*t^21 - 20*q^9*t^22 - q^8*t^23 - 5*q^29*t + 63*q^28*t^2 - 257*q^27*t^3 + 288*q^26*t^4 + 357*q^25*t^5 - 1270*q^24*t^6 + 922*q^23*t^7 + 830*q^22*t^8 - 552*q^21*t^9 + 1744*q^20*t^10 - 2429*q^19*t^11 - 966*q^18*t^12 + 3051*q^17*t^13 - 2311*q^16*t^14 - 576*q^15*t^15 + 2798*q^14*t^16 - 575*q^13*t^17 - 1035*q^12*t^18 + 225*q^11*t^19 - 81*q^10*t^20 - 130*q^9*t^21 + 47*q^8*t^22 + 4*q^7*t^23 - q^29 + 7*q^28*t - 52*q^27*t^2 + 212*q^26*t^3 + 90*q^25*t^4 - 622*q^24*t^5 + 798*q^23*t^6 - 341*q^22*t^7 - 1359*q^21*t^8 + 1175*q^20*t^9 - 818*q^19*t^10 + 2289*q^18*t^11 + 583*q^17*t^12 - 5441*q^16*t^13 + 2489*q^15*t^14 + 1497*q^14*t^15 - 3504*q^13*t^16 + 998*q^12*t^17 + 1174*q^11*t^18 - 603*q^10*t^19 - 33*q^9*t^20 + 65*q^8*t^21 - 55*q^7*t^22 - 4*q^6*t^23 + 7*q^27*t + 5*q^26*t^2 - 228*q^25*t^3 + 67*q^24*t^4 + 543*q^23*t^5 - 1057*q^22*t^6 + 574*q^21*t^7 + 1758*q^20*t^8 - 3107*q^19*t^9 - 154*q^18*t^10 + 430*q^17*t^11 - 1677*q^16*t^12 + 4427*q^15*t^13 - 459*q^14*t^14 - 2783*q^13*t^15 + 2400*q^12*t^16 - 734*q^11*t^17 - 1049*q^10*t^18 + 974*q^9*t^19 + 90*q^8*t^20 - 30*q^7*t^21 + 44*q^6*t^22 - q^5*t^23 + q^26*t - 42*q^25*t^2 + 197*q^24*t^3 - 97*q^23*t^4 - 1108*q^22*t^5 + 1258*q^21*t^6 + 514*q^20*t^7 - 2277*q^19*t^8 + 2715*q^18*t^9 + 1320*q^17*t^10 - 1981*q^16*t^11 + 400*q^15*t^12 - 1981*q^14*t^13 + 1320*q^13*t^14 + 2715*q^12*t^15 - 2277*q^11*t^16 + 514*q^10*t^17 + 1258*q^9*t^18 - 1108*q^8*t^19 - 97*q^7*t^20 + 197*q^6*t^21 - 42*q^5*t^22 + q^4*t^23 - q^25*t + 44*q^24*t^2 - 30*q^23*t^3 + 90*q^22*t^4 + 974*q^21*t^5 - 1049*q^20*t^6 - 734*q^19*t^7 + 2400*q^18*t^8 - 2783*q^17*t^9 - 459*q^16*t^10 + 4427*q^15*t^11 - 1677*q^14*t^12 + 430*q^13*t^13 - 154*q^12*t^14 - 3107*q^11*t^15 + 1758*q^10*t^16 + 574*q^9*t^17 - 1057*q^8*t^18 + 543*q^7*t^19 + 67*q^6*t^20 - 228*q^5*t^21 + 5*q^4*t^22 + 7*q^3*t^23 - 4*q^24*t - 55*q^23*t^2 + 65*q^22*t^3 - 33*q^21*t^4 - 603*q^20*t^5 + 1174*q^19*t^6 + 998*q^18*t^7 - 3504*q^17*t^8 + 1497*q^16*t^9 + 2489*q^15*t^10 - 5441*q^14*t^11 + 583*q^13*t^12 + 2289*q^12*t^13 - 818*q^11*t^14 + 1175*q^10*t^15 - 1359*q^9*t^16 - 341*q^8*t^17 + 798*q^7*t^18 - 622*q^6*t^19 + 90*q^5*t^20 + 212*q^4*t^21 - 52*q^3*t^22 + 7*q^2*t^23 - q*t^24 + 4*q^23*t + 47*q^22*t^2 - 130*q^21*t^3 - 81*q^20*t^4 + 225*q^19*t^5 - 1035*q^18*t^6 - 575*q^17*t^7 + 2798*q^16*t^8 - 576*q^15*t^9 - 2311*q^14*t^10 + 3051*q^13*t^11 - 966*q^12*t^12 - 2429*q^11*t^13 + 1744*q^10*t^14 - 552*q^9*t^15 + 830*q^8*t^16 + 922*q^7*t^17 - 1270*q^6*t^18 + 357*q^5*t^19 + 288*q^4*t^20 - 257*q^3*t^21 + 63*q^2*t^22 - 5*q*t^23 - q^22*t - 20*q^21*t^2 + 118*q^20*t^3 + 10*q^19*t^4 - 147*q^18*t^5 + 841*q^17*t^6 - 50*q^16*t^7 - 2224*q^15*t^8 + 1392*q^14*t^9 + 2291*q^13*t^10 - 2569*q^12*t^11 + 707*q^11*t^12 + 3008*q^10*t^13 - 1885*q^9*t^14 - 657*q^8*t^15 + 613*q^7*t^16 - 714*q^6*t^17 + 564*q^5*t^18 + 214*q^4*t^19 - 315*q^3*t^20 + 99*q^2*t^21 - 13*q*t^22 + 3*q^20*t^2 - 62*q^19*t^3 + 111*q^18*t^4 + 118*q^17*t^5 - 431*q^16*t^6 + 332*q^15*t^7 + 1326*q^14*t^8 - 1175*q^13*t^9 - 1945*q^12*t^10 + 1713*q^11*t^11 + 534*q^10*t^12 - 1721*q^9*t^13 + 953*q^8*t^14 + 415*q^7*t^15 - 683*q^6*t^16 + 216*q^5*t^17 - 153*q^4*t^18 - 122*q^3*t^19 + 90*q^2*t^20 - 9*q*t^21 + 16*q^18*t^3 - 107*q^17*t^4 - 3*q^16*t^5 + 191*q^15*t^6 - 482*q^14*t^7 - 522*q^13*t^8 + 738*q^12*t^9 + 1031*q^11*t^10 - 1208*q^10*t^11 - 916*q^9*t^12 + 1179*q^8*t^13 - 855*q^7*t^14 - 425*q^6*t^15 + 1019*q^5*t^16 - 197*q^4*t^17 - 151*q^3*t^18 + 92*q^2*t^19 - 34*q*t^20 + 2*t^21 - q^17*t^3 + 46*q^16*t^4 - 79*q^15*t^5 - 84*q^14*t^6 + 346*q^13*t^7 + 101*q^12*t^8 - 353*q^11*t^9 - 460*q^10*t^10 + 518*q^9*t^11 + 1010*q^8*t^12 - 807*q^7*t^13 - 145*q^6*t^14 + 866*q^5*t^15 - 563*q^4*t^16 - 168*q^3*t^17 + 298*q^2*t^18 - 58*q*t^19 + 9*t^20 - 8*q^15*t^4 + 64*q^14*t^5 - 2*q^13*t^6 - 131*q^12*t^7 + 76*q^11*t^8 + 162*q^10*t^9 + 161*q^9*t^10 - 94*q^8*t^11 - 499*q^7*t^12 + 227*q^6*t^13 + 509*q^5*t^14 - 409*q^4*t^15 - 19*q^3*t^16 + 172*q^2*t^17 - 116*q*t^18 + 7*t^19 - 23*q^13*t^5 + 24*q^12*t^6 + 31*q^11*t^7 - 75*q^10*t^8 - 55*q^9*t^9 - 72*q^8*t^10 + 18*q^7*t^11 + 183*q^6*t^12 - 92*q^5*t^13 - 248*q^4*t^14 + 76*q^3*t^15 + 59*q^2*t^16 - 35*q*t^17 + 13*t^18 + 3*q^12*t^5 - 11*q^11*t^6 + 2*q^10*t^7 + 22*q^9*t^8 - 16*q^8*t^9 + 24*q^7*t^10 + 12*q^6*t^11 - 87*q^5*t^12 + 39*q^4*t^13 + 75*q^3*t^14 - 11*q^2*t^15 - 15*q*t^16 + 3*t^17 + 2*q^10*t^6 - 4*q^9*t^7 - q^8*t^8 + 15*q^7*t^9 + 4*q^6*t^10 - 2*q^5*t^11 + 23*q^4*t^12 - 5*q^3*t^13 - 7*q^2*t^14 - q*t^15 + 2*t^16 + q^8*t^7 - q^7*t^8 - 3*q^6*t^9 - q^5*t^10 - 4*q^4*t^11 - 6*q^3*t^12 + q^2*t^13 - q*t^14 + q^3*t^11 + q^2*t^12)/((q^3 - t)^2*(q*t^2 - 1)*(q^2 + t)^2*(q^2 - t)^4*(q*t - 1)*(q + t)^2*(q - t)^3*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 6], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0730] 'F_Dlw'

Zeta functions

ask[-]:

-(q^4*t^2 + 4*q^4*t - 6*q^3*t^2 + q^4 - 6*q^3*t + 6*q^2*t^2 - 6*q^2*t + 6*q*t^2 - t^3 + 6*q*t - 4*t^2 - t)*(q - t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^8*t^10 + q^7*t^11 - q^8*t^9 - 2*q^7*t^10 - 10*q^6*t^11 - q^5*t^12 - 6*q^10*t^6 + 23*q^9*t^7 - 33*q^8*t^8 + 2*q^7*t^9 + 15*q^6*t^10 + 27*q^5*t^11 + 8*q^4*t^12 - 9*q^10*t^5 + 86*q^9*t^6 - 241*q^8*t^7 + 291*q^7*t^8 - 28*q^6*t^9 - 78*q^5*t^10 - 26*q^4*t^11 - 23*q^3*t^12 - 40*q^10*t^4 + 226*q^9*t^5 - 714*q^8*t^6 + 1432*q^7*t^7 - 1581*q^6*t^8 + 575*q^5*t^9 - 30*q^4*t^10 + 58*q^3*t^11 + 24*q^2*t^12 - 24*q^10*t^3 + 406*q^9*t^4 - 1598*q^8*t^5 + 3312*q^7*t^6 - 4894*q^6*t^7 + 4662*q^5*t^8 - 2083*q^4*t^9 + 511*q^3*t^10 - 169*q^2*t^11 + 4*q*t^12 - t^13 - 25*q^10*t^2 + 229*q^9*t^3 - 1611*q^8*t^4 + 4813*q^7*t^5 - 7637*q^6*t^6 + 8675*q^5*t^7 - 6834*q^4*t^8 + 2805*q^3*t^9 - 608*q^2*t^10 + 126*q*t^11 - 5*t^12 - 5*q^10*t + 126*q^9*t^2 - 608*q^8*t^3 + 2805*q^7*t^4 - 6834*q^6*t^5 + 8675*q^5*t^6 - 7637*q^4*t^7 + 4813*q^3*t^8 - 1611*q^2*t^9 + 229*q*t^10 - 25*t^11 - q^10 + 4*q^9*t - 169*q^8*t^2 + 511*q^7*t^3 - 2083*q^6*t^4 + 4662*q^5*t^5 - 4894*q^4*t^6 + 3312*q^3*t^7 - 1598*q^2*t^8 + 406*q*t^9 - 24*t^10 + 24*q^8*t + 58*q^7*t^2 - 30*q^6*t^3 + 575*q^5*t^4 - 1581*q^4*t^5 + 1432*q^3*t^6 - 714*q^2*t^7 + 226*q*t^8 - 40*t^9 - 23*q^7*t - 26*q^6*t^2 - 78*q^5*t^3 - 28*q^4*t^4 + 291*q^3*t^5 - 241*q^2*t^6 + 86*q*t^7 - 9*t^8 + 8*q^6*t + 27*q^5*t^2 + 15*q^4*t^3 + 2*q^3*t^4 - 33*q^2*t^5 + 23*q*t^6 - 6*t^7 - q^5*t - 10*q^4*t^2 - 2*q^3*t^3 - q^2*t^4 + q^3*t^2 + q^2*t^3)/((q*t - 1)*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0731] 'F_D|o'

Zeta functions

ask[-]:

(q^9*t^2 - 2*q^8*t^3 + q^7*t^4 + q^6*t^5 - 2*q^9*t + 4*q^8*t^2 - 3*q^7*t^3 - q^6*t^4 - 3*q^5*t^5 - q^9 + 4*q^8*t - 3*q^7*t^2 + q^6*t^3 + 7*q^5*t^4 + q^4*t^5 + 5*q^7*t - 17*q^6*t^2 + 14*q^5*t^3 - 7*q^4*t^4 - 7*q^5*t^2 + 14*q^4*t^3 - 17*q^3*t^4 + 5*q^2*t^5 + q^5*t + 7*q^4*t^2 + q^3*t^3 - 3*q^2*t^4 + 4*q*t^5 - t^6 - 3*q^4*t - q^3*t^2 - 3*q^2*t^3 + 4*q*t^4 - 2*t^5 + q^3*t + q^2*t^2 - 2*q*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(3*q^19*t^10 + 14*q^18*t^11 + 36*q^17*t^12 + 26*q^16*t^13 + 15*q^15*t^14 - 3*q^19*t^9 - 17*q^18*t^10 - 91*q^17*t^11 - 269*q^16*t^12 - 293*q^15*t^13 - 211*q^14*t^14 - 55*q^13*t^15 - q^12*t^16 - 12*q^19*t^8 - 55*q^18*t^9 - 116*q^17*t^10 + 164*q^16*t^11 + 829*q^15*t^12 + 1266*q^14*t^13 + 1148*q^13*t^14 + 542*q^12*t^15 + 85*q^11*t^16 + 3*q^10*t^17 - q^20*t^6 + 16*q^19*t^7 + 71*q^18*t^8 + 388*q^17*t^9 + 1154*q^16*t^10 + 813*q^15*t^11 - 886*q^14*t^12 - 2800*q^13*t^13 - 3339*q^12*t^14 - 2212*q^11*t^15 - 641*q^10*t^16 - 78*q^9*t^17 - 6*q^8*t^18 + q^7*t^19 - q^20*t^5 + 20*q^19*t^6 + 77*q^18*t^7 + 48*q^17*t^8 - 970*q^16*t^9 - 3785*q^15*t^10 - 5269*q^14*t^11 - 2671*q^13*t^12 + 2543*q^12*t^13 + 5745*q^11*t^14 + 5011*q^10*t^15 + 2141*q^9*t^16 + 444*q^8*t^17 + 54*q^7*t^18 - 3*q^6*t^19 - 5*q^20*t^4 - 8*q^19*t^5 - 77*q^18*t^6 - 702*q^17*t^7 - 1873*q^16*t^8 - 124*q^15*t^9 + 6344*q^14*t^10 + 13066*q^13*t^11 + 12829*q^12*t^12 + 4082*q^11*t^13 - 5263*q^10*t^14 - 7100*q^9*t^15 - 3967*q^8*t^16 - 1204*q^7*t^17 - 204*q^6*t^18 - 2*q^5*t^19 + 2*q^20*t^3 + 40*q^19*t^4 - 185*q^18*t^5 - 8*q^17*t^6 + 2079*q^16*t^7 + 6900*q^15*t^8 + 7899*q^14*t^9 - 2390*q^13*t^10 - 18022*q^12*t^11 - 25129*q^11*t^12 - 17323*q^10*t^13 - 1289*q^9*t^14 + 6335*q^8*t^15 + 4647*q^7*t^16 + 1777*q^6*t^17 + 429*q^5*t^18 + 22*q^4*t^19 - 9*q^20*t^2 + 24*q^19*t^3 - 135*q^18*t^4 + 928*q^17*t^5 + 2113*q^16*t^6 - 2792*q^15*t^7 - 13650*q^14*t^8 - 21997*q^13*t^9 - 15078*q^12*t^10 + 9698*q^11*t^11 + 29697*q^10*t^12 + 27732*q^9*t^13 + 10987*q^8*t^14 - 2064*q^7*t^15 - 3768*q^6*t^16 - 1593*q^5*t^17 - 493*q^4*t^18 - 48*q^3*t^19 - q^20*t + 61*q^19*t^2 + 33*q^18*t^3 - 60*q^17*t^4 - 1804*q^16*t^5 - 7615*q^15*t^6 - 3668*q^14*t^7 + 16636*q^13*t^8 + 33614*q^12*t^9 + 36012*q^11*t^10 + 14933*q^10*t^11 - 18749*q^9*t^12 - 28144*q^8*t^13 - 14992*q^7*t^14 - 2514*q^6*t^15 + 1691*q^5*t^16 + 1123*q^4*t^17 + 276*q^3*t^18 + 52*q^2*t^19 - q^20 - 13*q^19*t - 130*q^18*t^2 - 523*q^17*t^3 + 56*q^16*t^4 + 2967*q^15*t^5 + 12759*q^14*t^6 + 18253*q^13*t^7 - 4145*q^12*t^8 - 34266*q^11*t^9 - 43682*q^10*t^10 - 34266*q^9*t^11 - 4145*q^8*t^12 + 18253*q^7*t^13 + 12759*q^6*t^14 + 2967*q^5*t^15 + 56*q^4*t^16 - 523*q^3*t^17 - 130*q^2*t^18 - 13*q*t^19 - t^20 + 52*q^18*t + 276*q^17*t^2 + 1123*q^16*t^3 + 1691*q^15*t^4 - 2514*q^14*t^5 - 14992*q^13*t^6 - 28144*q^12*t^7 - 18749*q^11*t^8 + 14933*q^10*t^9 + 36012*q^9*t^10 + 33614*q^8*t^11 + 16636*q^7*t^12 - 3668*q^6*t^13 - 7615*q^5*t^14 - 1804*q^4*t^15 - 60*q^3*t^16 + 33*q^2*t^17 + 61*q*t^18 - t^19 - 48*q^17*t - 493*q^16*t^2 - 1593*q^15*t^3 - 3768*q^14*t^4 - 2064*q^13*t^5 + 10987*q^12*t^6 + 27732*q^11*t^7 + 29697*q^10*t^8 + 9698*q^9*t^9 - 15078*q^8*t^10 - 21997*q^7*t^11 - 13650*q^6*t^12 - 2792*q^5*t^13 + 2113*q^4*t^14 + 928*q^3*t^15 - 135*q^2*t^16 + 24*q*t^17 - 9*t^18 + 22*q^16*t + 429*q^15*t^2 + 1777*q^14*t^3 + 4647*q^13*t^4 + 6335*q^12*t^5 - 1289*q^11*t^6 - 17323*q^10*t^7 - 25129*q^9*t^8 - 18022*q^8*t^9 - 2390*q^7*t^10 + 7899*q^6*t^11 + 6900*q^5*t^12 + 2079*q^4*t^13 - 8*q^3*t^14 - 185*q^2*t^15 + 40*q*t^16 + 2*t^17 - 2*q^15*t - 204*q^14*t^2 - 1204*q^13*t^3 - 3967*q^12*t^4 - 7100*q^11*t^5 - 5263*q^10*t^6 + 4082*q^9*t^7 + 12829*q^8*t^8 + 13066*q^7*t^9 + 6344*q^6*t^10 - 124*q^5*t^11 - 1873*q^4*t^12 - 702*q^3*t^13 - 77*q^2*t^14 - 8*q*t^15 - 5*t^16 - 3*q^14*t + 54*q^13*t^2 + 444*q^12*t^3 + 2141*q^11*t^4 + 5011*q^10*t^5 + 5745*q^9*t^6 + 2543*q^8*t^7 - 2671*q^7*t^8 - 5269*q^6*t^9 - 3785*q^5*t^10 - 970*q^4*t^11 + 48*q^3*t^12 + 77*q^2*t^13 + 20*q*t^14 - t^15 + q^13*t - 6*q^12*t^2 - 78*q^11*t^3 - 641*q^10*t^4 - 2212*q^9*t^5 - 3339*q^8*t^6 - 2800*q^7*t^7 - 886*q^6*t^8 + 813*q^5*t^9 + 1154*q^4*t^10 + 388*q^3*t^11 + 71*q^2*t^12 + 16*q*t^13 - t^14 + 3*q^10*t^3 + 85*q^9*t^4 + 542*q^8*t^5 + 1148*q^7*t^6 + 1266*q^6*t^7 + 829*q^5*t^8 + 164*q^4*t^9 - 116*q^3*t^10 - 55*q^2*t^11 - 12*q*t^12 - q^8*t^4 - 55*q^7*t^5 - 211*q^6*t^6 - 293*q^5*t^7 - 269*q^4*t^8 - 91*q^3*t^9 - 17*q^2*t^10 - 3*q*t^11 + 15*q^5*t^6 + 26*q^4*t^7 + 36*q^3*t^8 + 14*q^2*t^9 + 3*q*t^10)/((q^2 - t)^3*(q*t - 1)*(q + t)^3*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0732] 'F_D|w'

Zeta functions

ask[-]:

(q^5*t^2 - 2*q^5*t + 2*q^4*t^2 - 3*q^3*t^3 - q^5 + 4*q^4*t - 6*q^3*t^2 + 5*q^2*t^3 + 5*q^3*t - 6*q^2*t^2 + 4*q*t^3 - t^4 - 3*q^2*t + 2*q*t^2 - 2*t^3 + t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(2*q^12*t^10 + 4*q^11*t^11 + 4*q^10*t^12 - 2*q^12*t^9 - 6*q^11*t^10 - 20*q^10*t^11 - 38*q^9*t^12 - 12*q^8*t^13 - 2*q^7*t^14 - q^14*t^6 - 7*q^12*t^8 - 21*q^11*t^9 - 21*q^10*t^10 + 61*q^9*t^11 + 143*q^8*t^12 + 71*q^7*t^13 + 24*q^6*t^14 + q^5*t^15 + 7*q^14*t^5 - q^13*t^6 + 3*q^12*t^7 + 20*q^11*t^8 + 148*q^10*t^9 + 252*q^9*t^10 - 120*q^8*t^11 - 352*q^7*t^12 - 181*q^6*t^13 - 87*q^5*t^14 - 9*q^4*t^15 - 13*q^14*t^4 - 37*q^13*t^5 + 71*q^12*t^6 + 125*q^11*t^7 - 101*q^10*t^8 - 517*q^9*t^9 - 747*q^8*t^10 + 21*q^7*t^11 + 586*q^6*t^12 + 340*q^5*t^13 + 134*q^4*t^14 + 28*q^3*t^15 + 6*q^14*t^3 + 114*q^13*t^4 - 60*q^12*t^5 - 302*q^11*t^6 - 512*q^10*t^7 + 16*q^9*t^8 + 1334*q^8*t^9 + 1326*q^7*t^10 + 172*q^6*t^11 - 568*q^5*t^12 - 498*q^4*t^13 - 112*q^3*t^14 - 36*q^2*t^15 - 13*q^14*t^2 - 10*q^13*t^3 - 415*q^12*t^4 + 385*q^11*t^5 + 1093*q^10*t^6 + 649*q^9*t^7 + 397*q^8*t^8 - 1746*q^7*t^9 - 2149*q^6*t^10 - 124*q^5*t^11 + 453*q^4*t^12 + 369*q^3*t^13 + 111*q^2*t^14 + 9*q*t^15 + t^16 - q^14*t + 71*q^13*t^2 + 83*q^12*t^3 + 592*q^11*t^4 - 335*q^10*t^5 - 2269*q^9*t^6 - 959*q^8*t^7 + 959*q^6*t^9 + 2269*q^5*t^10 + 335*q^4*t^11 - 592*q^3*t^12 - 83*q^2*t^13 - 71*q*t^14 + t^15 - q^14 - 9*q^13*t - 111*q^12*t^2 - 369*q^11*t^3 - 453*q^10*t^4 + 124*q^9*t^5 + 2149*q^8*t^6 + 1746*q^7*t^7 - 397*q^6*t^8 - 649*q^5*t^9 - 1093*q^4*t^10 - 385*q^3*t^11 + 415*q^2*t^12 + 10*q*t^13 + 13*t^14 + 36*q^12*t + 112*q^11*t^2 + 498*q^10*t^3 + 568*q^9*t^4 - 172*q^8*t^5 - 1326*q^7*t^6 - 1334*q^6*t^7 - 16*q^5*t^8 + 512*q^4*t^9 + 302*q^3*t^10 + 60*q^2*t^11 - 114*q*t^12 - 6*t^13 - 28*q^11*t - 134*q^10*t^2 - 340*q^9*t^3 - 586*q^8*t^4 - 21*q^7*t^5 + 747*q^6*t^6 + 517*q^5*t^7 + 101*q^4*t^8 - 125*q^3*t^9 - 71*q^2*t^10 + 37*q*t^11 + 13*t^12 + 9*q^10*t + 87*q^9*t^2 + 181*q^8*t^3 + 352*q^7*t^4 + 120*q^6*t^5 - 252*q^5*t^6 - 148*q^4*t^7 - 20*q^3*t^8 - 3*q^2*t^9 + q*t^10 - 7*t^11 - q^9*t - 24*q^8*t^2 - 71*q^7*t^3 - 143*q^6*t^4 - 61*q^5*t^5 + 21*q^4*t^6 + 21*q^3*t^7 + 7*q^2*t^8 + t^10 + 2*q^7*t^2 + 12*q^6*t^3 + 38*q^5*t^4 + 20*q^4*t^5 + 6*q^3*t^6 + 2*q^2*t^7 - 4*q^4*t^4 - 4*q^3*t^5 - 2*q^2*t^6)/((q^2 - t)*(q*t - 1)*(q + t)^2*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 5], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0733] 'F_K^G'

Zeta functions

ask[-]:

-(2*q^5*t^2 - 4*q^4*t^3 + q^4*t^2 + 5*q^3*t^3 - 2*q^4*t - 6*q^3*t^2 + 5*q^2*t^3 - q*t^4 - q^4 + 5*q^3*t - 6*q^2*t^2 - 2*q*t^3 + 5*q^2*t + q*t^2 - 4*q*t + 2*t^2)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

(q^13*t^18 + 7*q^12*t^19 + 16*q^11*t^20 + 12*q^10*t^21 + 4*q^9*t^22 - 6*q^14*t^16 - 17*q^13*t^17 - 48*q^12*t^18 - 88*q^11*t^19 - 119*q^10*t^20 - 86*q^9*t^21 - 35*q^8*t^22 - q^7*t^23 + 3*q^16*t^13 + q^15*t^14 + q^14*t^15 + 102*q^13*t^16 + 134*q^12*t^17 + 180*q^11*t^18 + 388*q^10*t^19 + 445*q^9*t^20 + 259*q^8*t^21 + 117*q^7*t^22 + 10*q^6*t^23 + 2*q^16*t^12 - 10*q^15*t^13 - 52*q^14*t^14 + 60*q^13*t^15 - 146*q^12*t^16 - 416*q^11*t^17 - 282*q^10*t^18 - 691*q^9*t^19 - 993*q^8*t^20 - 495*q^7*t^21 - 182*q^6*t^22 - 35*q^5*t^23 - q^17*t^10 - 18*q^16*t^11 + 28*q^15*t^12 - 49*q^14*t^13 - 225*q^13*t^14 - 277*q^12*t^15 - 458*q^11*t^16 + 26*q^10*t^17 + 245*q^9*t^18 + 408*q^8*t^19 + 1227*q^7*t^20 + 772*q^6*t^21 + 100*q^5*t^22 + 62*q^4*t^23 + q^17*t^9 - 18*q^16*t^10 + 109*q^15*t^11 + 185*q^14*t^12 - 129*q^13*t^13 + 1371*q^12*t^14 + 1536*q^11*t^15 + 1182*q^10*t^16 + 1942*q^9*t^17 + 527*q^8*t^18 - 81*q^7*t^19 - 651*q^6*t^20 - 857*q^5*t^21 + 15*q^4*t^22 - 52*q^3*t^23 + 5*q^17*t^8 + 20*q^16*t^9 - 68*q^15*t^10 + 135*q^14*t^11 - 533*q^13*t^12 + 209*q^12*t^13 - 1098*q^11*t^14 - 3851*q^10*t^15 - 2292*q^9*t^16 - 2498*q^8*t^17 - 2124*q^7*t^18 - 11*q^6*t^19 + 297*q^5*t^20 + 403*q^4*t^21 + 40*q^3*t^22 + 5*q^2*t^23 + q*t^24 + 37*q^16*t^8 - 268*q^15*t^9 - 95*q^14*t^10 - 70*q^13*t^11 - 1758*q^12*t^12 - 336*q^11*t^13 + 169*q^10*t^14 + 1803*q^9*t^15 + 4597*q^8*t^16 + 1292*q^7*t^17 + 1357*q^6*t^18 + 892*q^5*t^19 - 758*q^4*t^20 + 78*q^3*t^21 - 65*q^2*t^22 + 5*q*t^23 - 7*q^17*t^6 - 4*q^16*t^7 + 64*q^15*t^8 - 190*q^14*t^9 + 2061*q^13*t^10 - 529*q^12*t^11 + 3403*q^11*t^12 + 5241*q^10*t^13 - 1852*q^9*t^14 + 1185*q^8*t^15 - 2790*q^7*t^16 - 2508*q^6*t^17 + 1020*q^5*t^18 - 814*q^4*t^19 + 463*q^3*t^20 - 35*q^2*t^21 + 12*q*t^22 - 3*q^17*t^5 - 56*q^16*t^6 + 423*q^15*t^7 - 582*q^14*t^8 + 1321*q^13*t^9 - 1761*q^12*t^10 - 2637*q^11*t^11 - 724*q^10*t^12 - 7096*q^9*t^13 - 1033*q^8*t^14 + 2582*q^7*t^15 + 118*q^6*t^16 + 1567*q^5*t^17 - 164*q^4*t^18 - 250*q^3*t^19 - 10*q^2*t^20 - 15*q*t^21 + 8*q^17*t^4 - 21*q^16*t^5 + 170*q^15*t^6 - 651*q^14*t^7 - 943*q^13*t^8 - 187*q^12*t^9 - 1011*q^11*t^10 + 2911*q^10*t^11 + 3653*q^9*t^12 + 808*q^8*t^13 + 2366*q^7*t^14 - 1634*q^6*t^15 - 2329*q^5*t^16 + 84*q^4*t^17 - 283*q^3*t^18 + 174*q^2*t^19 + 7*q*t^20 - 2*t^21 + 2*q^17*t^3 - 7*q^16*t^4 - 174*q^15*t^5 + 283*q^14*t^6 - 84*q^13*t^7 + 2329*q^12*t^8 + 1634*q^11*t^9 - 2366*q^10*t^10 - 808*q^9*t^11 - 3653*q^8*t^12 - 2911*q^7*t^13 + 1011*q^6*t^14 + 187*q^5*t^15 + 943*q^4*t^16 + 651*q^3*t^17 - 170*q^2*t^18 + 21*q*t^19 - 8*t^20 + 15*q^16*t^3 + 10*q^15*t^4 + 250*q^14*t^5 + 164*q^13*t^6 - 1567*q^12*t^7 - 118*q^11*t^8 - 2582*q^10*t^9 + 1033*q^9*t^10 + 7096*q^8*t^11 + 724*q^7*t^12 + 2637*q^6*t^13 + 1761*q^5*t^14 - 1321*q^4*t^15 + 582*q^3*t^16 - 423*q^2*t^17 + 56*q*t^18 + 3*t^19 - 12*q^16*t^2 + 35*q^15*t^3 - 463*q^14*t^4 + 814*q^13*t^5 - 1020*q^12*t^6 + 2508*q^11*t^7 + 2790*q^10*t^8 - 1185*q^9*t^9 + 1852*q^8*t^10 - 5241*q^7*t^11 - 3403*q^6*t^12 + 529*q^5*t^13 - 2061*q^4*t^14 + 190*q^3*t^15 - 64*q^2*t^16 + 4*q*t^17 + 7*t^18 - 5*q^16*t + 65*q^15*t^2 - 78*q^14*t^3 + 758*q^13*t^4 - 892*q^12*t^5 - 1357*q^11*t^6 - 1292*q^10*t^7 - 4597*q^9*t^8 - 1803*q^8*t^9 - 169*q^7*t^10 + 336*q^6*t^11 + 1758*q^5*t^12 + 70*q^4*t^13 + 95*q^3*t^14 + 268*q^2*t^15 - 37*q*t^16 - q^16 - 5*q^15*t - 40*q^14*t^2 - 403*q^13*t^3 - 297*q^12*t^4 + 11*q^11*t^5 + 2124*q^10*t^6 + 2498*q^9*t^7 + 2292*q^8*t^8 + 3851*q^7*t^9 + 1098*q^6*t^10 - 209*q^5*t^11 + 533*q^4*t^12 - 135*q^3*t^13 + 68*q^2*t^14 - 20*q*t^15 - 5*t^16 + 52*q^14*t - 15*q^13*t^2 + 857*q^12*t^3 + 651*q^11*t^4 + 81*q^10*t^5 - 527*q^9*t^6 - 1942*q^8*t^7 - 1182*q^7*t^8 - 1536*q^6*t^9 - 1371*q^5*t^10 + 129*q^4*t^11 - 185*q^3*t^12 - 109*q^2*t^13 + 18*q*t^14 - t^15 - 62*q^13*t - 100*q^12*t^2 - 772*q^11*t^3 - 1227*q^10*t^4 - 408*q^9*t^5 - 245*q^8*t^6 - 26*q^7*t^7 + 458*q^6*t^8 + 277*q^5*t^9 + 225*q^4*t^10 + 49*q^3*t^11 - 28*q^2*t^12 + 18*q*t^13 + t^14 + 35*q^12*t + 182*q^11*t^2 + 495*q^10*t^3 + 993*q^9*t^4 + 691*q^8*t^5 + 282*q^7*t^6 + 416*q^6*t^7 + 146*q^5*t^8 - 60*q^4*t^9 + 52*q^3*t^10 + 10*q^2*t^11 - 2*q*t^12 - 10*q^11*t - 117*q^10*t^2 - 259*q^9*t^3 - 445*q^8*t^4 - 388*q^7*t^5 - 180*q^6*t^6 - 134*q^5*t^7 - 102*q^4*t^8 - q^3*t^9 - q^2*t^10 - 3*q*t^11 + q^10*t + 35*q^9*t^2 + 86*q^8*t^3 + 119*q^7*t^4 + 88*q^6*t^5 + 48*q^5*t^6 + 17*q^4*t^7 + 6*q^3*t^8 - 4*q^8*t^2 - 12*q^7*t^3 - 16*q^6*t^4 - 7*q^5*t^5 - q^4*t^6)/((q*t^2 - 1)*(q*t - 1)*(t^2 - q)^3*(q + t)^2*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [5, 6]]

[0734] 'F_Krw'

Zeta functions

ask[-]:

-(q^7*t^2 + q^6*t^3 + q^6*t^2 - 3*q^5*t^3 - 2*q^6*t - 3*q^5*t^2 - q^4*t^3 - q^6 + 3*q^5*t - 2*q^4*t^2 + 6*q^3*t^3 + 6*q^4*t - 2*q^3*t^2 + 3*q^2*t^3 - q*t^4 - q^3*t - 3*q^2*t^2 - 2*q*t^3 - 3*q^2*t + q*t^2 + q*t + t^2)/((q*t - 1)^3*(q - t)*q^5*(t - 1))

ask[+]:

(q^10*t^12 + q^9*t^13 - q^12*t^9 + 2*q^11*t^10 - 5*q^10*t^11 + q^9*t^12 - 5*q^8*t^13 + 6*q^11*t^9 - 14*q^10*t^10 + 15*q^9*t^11 - 9*q^8*t^12 + 6*q^7*t^13 - q^12*t^7 - q^11*t^8 + 13*q^10*t^9 - 21*q^9*t^10 + 33*q^8*t^11 - 10*q^7*t^12 + 7*q^6*t^13 + 5*q^11*t^7 - 4*q^10*t^8 - 28*q^9*t^9 + 68*q^8*t^10 - 74*q^7*t^11 + 30*q^6*t^12 - 15*q^5*t^13 + 3*q^11*t^6 - 48*q^10*t^7 + 126*q^9*t^8 - 164*q^8*t^9 + 112*q^7*t^10 - 75*q^6*t^11 + 26*q^5*t^12 - 5*q^4*t^13 + q^3*t^14 + q^11*t^5 + 5*q^10*t^6 + 8*q^9*t^7 - 89*q^8*t^8 + 129*q^7*t^9 - 115*q^6*t^10 + 85*q^5*t^11 - 19*q^4*t^12 + 5*q^3*t^13 + 17*q^10*t^5 - 110*q^9*t^6 + 306*q^8*t^7 - 401*q^7*t^8 + 371*q^6*t^9 - 181*q^5*t^10 + 54*q^4*t^11 - 12*q^3*t^12 - 15*q^10*t^4 + 51*q^9*t^5 - 41*q^8*t^6 - 31*q^7*t^7 + 141*q^6*t^8 - 140*q^5*t^9 + 58*q^4*t^10 - 24*q^3*t^11 + 3*q^2*t^12 - 5*q^10*t^3 + 67*q^9*t^4 - 217*q^8*t^5 + 398*q^7*t^6 - 550*q^6*t^7 + 398*q^5*t^8 - 217*q^4*t^9 + 67*q^3*t^10 - 5*q^2*t^11 + 3*q^10*t^2 - 24*q^9*t^3 + 58*q^8*t^4 - 140*q^7*t^5 + 141*q^6*t^6 - 31*q^5*t^7 - 41*q^4*t^8 + 51*q^3*t^9 - 15*q^2*t^10 - 12*q^9*t^2 + 54*q^8*t^3 - 181*q^7*t^4 + 371*q^6*t^5 - 401*q^5*t^6 + 306*q^4*t^7 - 110*q^3*t^8 + 17*q^2*t^9 + 5*q^9*t - 19*q^8*t^2 + 85*q^7*t^3 - 115*q^6*t^4 + 129*q^5*t^5 - 89*q^4*t^6 + 8*q^3*t^7 + 5*q^2*t^8 + q*t^9 + q^9 - 5*q^8*t + 26*q^7*t^2 - 75*q^6*t^3 + 112*q^5*t^4 - 164*q^4*t^5 + 126*q^3*t^6 - 48*q^2*t^7 + 3*q*t^8 - 15*q^7*t + 30*q^6*t^2 - 74*q^5*t^3 + 68*q^4*t^4 - 28*q^3*t^5 - 4*q^2*t^6 + 5*q*t^7 + 7*q^6*t - 10*q^5*t^2 + 33*q^4*t^3 - 21*q^3*t^4 + 13*q^2*t^5 - q*t^6 - t^7 + 6*q^5*t - 9*q^4*t^2 + 15*q^3*t^3 - 14*q^2*t^4 + 6*q*t^5 - 5*q^4*t + q^3*t^2 - 5*q^2*t^3 + 2*q*t^4 - t^5 + q^3*t + q^2*t^2)/((q*t^2 - 1)^3*(q*t - 1)*(q - t)^3*q^6*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0735] 'F_KuW'

Zeta functions

ask[-]:

-(q^6*t^4 - 2*q^7*t^2 + 3*q^6*t^3 - 3*q^5*t^4 - q^6*t^2 + q^5*t^3 - 2*q^4*t^4 + 2*q^6*t + 4*q^5*t^2 - 7*q^4*t^3 + 7*q^3*t^4 + q^6 - 4*q^5*t + 6*q^4*t^2 - 6*q^3*t^3 + 4*q^2*t^4 - q*t^5 - 7*q^4*t + 7*q^3*t^2 - 4*q^2*t^3 - 2*q*t^4 + 2*q^3*t - q^2*t^2 + q*t^3 + 3*q^2*t - 3*q*t^2 + 2*t^3 - q*t)/((q*t - 1)^3*(q - t)*q^5*(t - 1)^2)

ask[+]:

(2*q^9*t^8 - 3*q^8*t^9 + 11*q^9*t^7 - 24*q^8*t^8 + 18*q^7*t^9 - q^6*t^10 + 13*q^9*t^6 - 71*q^8*t^7 + 96*q^7*t^8 - 48*q^6*t^9 + 6*q^5*t^10 + 5*q^9*t^5 - 56*q^8*t^6 + 134*q^7*t^7 - 109*q^6*t^8 + 27*q^5*t^9 - 3*q^4*t^10 - 24*q^8*t^5 + 80*q^7*t^6 - 46*q^6*t^7 - 58*q^5*t^8 + 64*q^4*t^9 - 15*q^3*t^10 + q^2*t^11 - 26*q^8*t^4 + 127*q^7*t^5 - 145*q^6*t^6 - 33*q^5*t^7 + 132*q^4*t^8 - 59*q^3*t^9 + 8*q^2*t^10 - 13*q^8*t^3 + 121*q^7*t^4 - 277*q^6*t^5 + 204*q^5*t^6 + 8*q^4*t^7 - 48*q^3*t^8 + 8*q^2*t^9 + 27*q^7*t^3 - 120*q^6*t^4 + 87*q^5*t^5 + 87*q^4*t^6 - 120*q^3*t^7 + 27*q^2*t^8 + 8*q^7*t^2 - 48*q^6*t^3 + 8*q^5*t^4 + 204*q^4*t^5 - 277*q^3*t^6 + 121*q^2*t^7 - 13*q*t^8 + 8*q^7*t - 59*q^6*t^2 + 132*q^5*t^3 - 33*q^4*t^4 - 145*q^3*t^5 + 127*q^2*t^6 - 26*q*t^7 + q^7 - 15*q^6*t + 64*q^5*t^2 - 58*q^4*t^3 - 46*q^3*t^4 + 80*q^2*t^5 - 24*q*t^6 - 3*q^5*t + 27*q^4*t^2 - 109*q^3*t^3 + 134*q^2*t^4 - 56*q*t^5 + 5*t^6 + 6*q^4*t - 48*q^3*t^2 + 96*q^2*t^3 - 71*q*t^4 + 13*t^5 - q^3*t + 18*q^2*t^2 - 24*q*t^3 + 11*t^4 - 3*q*t^2 + 2*t^3)/((q*t^2 - 1)^2*(q*t - 1)*(q - t)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0736] 'F_Kvw'

Zeta functions

ask[-]:

-(q^6*t^2 + q^5*t^3 - 2*q^6*t + q^5*t^2 - 3*q^4*t^3 - q^6 + 2*q^5*t - 2*q^4*t^2 - q^3*t^3 + 7*q^4*t - 6*q^3*t^2 + 7*q^2*t^3 - q^3*t - 2*q^2*t^2 + 2*q*t^3 - t^4 - 3*q^2*t + q*t^2 - 2*t^3 + q*t + t^2)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(q^13*t^5 + q^11*t^7 - q^10*t^8 + q^9*t^9 - 3*q^13*t^4 - 5*q^12*t^5 + 2*q^11*t^6 - 2*q^10*t^7 - 2*q^9*t^8 - 3*q^8*t^9 + q^7*t^10 - 2*q^13*t^3 + 20*q^12*t^4 - 4*q^11*t^5 + 13*q^10*t^6 - 17*q^9*t^7 + 11*q^8*t^8 + 7*q^7*t^9 - 4*q^6*t^10 - 8*q^13*t^2 + 30*q^12*t^3 - 50*q^11*t^4 - 5*q^10*t^5 + 16*q^9*t^6 + 13*q^8*t^7 + 10*q^7*t^8 - 12*q^6*t^9 + 2*q^5*t^10 - 3*q^13*t + 32*q^12*t^2 - 43*q^11*t^3 - 67*q^10*t^4 + 162*q^9*t^5 - 115*q^8*t^6 - 14*q^7*t^7 - 12*q^6*t^8 - 3*q^5*t^9 + 9*q^4*t^10 - q^13 + 3*q^12*t - 8*q^11*t^2 - 74*q^10*t^3 + 250*q^9*t^4 - 93*q^8*t^5 - 131*q^7*t^6 + 164*q^6*t^7 - 41*q^5*t^8 + 12*q^4*t^9 - 9*q^3*t^10 + 6*q^11*t - 33*q^10*t^2 + 75*q^9*t^3 + q^8*t^4 - 313*q^7*t^5 + 313*q^6*t^6 - q^5*t^7 - 75*q^4*t^8 + 33*q^3*t^9 - 6*q^2*t^10 + 9*q^10*t - 12*q^9*t^2 + 41*q^8*t^3 - 164*q^7*t^4 + 131*q^6*t^5 + 93*q^5*t^6 - 250*q^4*t^7 + 74*q^3*t^8 + 8*q^2*t^9 - 3*q*t^10 + t^11 - 9*q^9*t + 3*q^8*t^2 + 12*q^7*t^3 + 14*q^6*t^4 + 115*q^5*t^5 - 162*q^4*t^6 + 67*q^3*t^7 + 43*q^2*t^8 - 32*q*t^9 + 3*t^10 - 2*q^8*t + 12*q^7*t^2 - 10*q^6*t^3 - 13*q^5*t^4 - 16*q^4*t^5 + 5*q^3*t^6 + 50*q^2*t^7 - 30*q*t^8 + 8*t^9 + 4*q^7*t - 7*q^6*t^2 - 11*q^5*t^3 + 17*q^4*t^4 - 13*q^3*t^5 + 4*q^2*t^6 - 20*q*t^7 + 2*t^8 - q^6*t + 3*q^5*t^2 + 2*q^4*t^3 + 2*q^3*t^4 - 2*q^2*t^5 + 5*q*t^6 + 3*t^7 - q^4*t^2 + q^3*t^3 - q^2*t^4 - t^6)/((q^2 - t)^3*(q*t - 1)*(q - t)*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0737] 'F_Kzw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^4*t - 2*q^3*t^2 - q^4 + 3*q^3*t - 3*q^2*t^2 + q*t^3 + 2*q^2*t + q*t^2 - t)*(q^2 - t)/((q*t - 1)^3*(q - t)*q^5*(t - 1))

ask[+]:

-(q^16*t^16 - q^15*t^17 - 4*q^14*t^18 - q^17*t^14 + 8*q^16*t^15 + q^15*t^16 - 9*q^14*t^17 + 20*q^13*t^18 + 8*q^12*t^19 + q^11*t^20 + 2*q^19*t^11 + 2*q^18*t^12 - 22*q^17*t^13 + 4*q^16*t^14 + 13*q^15*t^15 - 27*q^14*t^16 + 13*q^13*t^17 - 25*q^12*t^18 - 21*q^11*t^19 - 8*q^10*t^20 - 3*q^9*t^21 + q^19*t^10 + 6*q^18*t^11 - 29*q^17*t^12 + 18*q^16*t^13 + 66*q^15*t^14 - 38*q^14*t^15 - 38*q^13*t^16 + 19*q^12*t^17 + 45*q^11*t^18 - 2*q^10*t^19 + 6*q^9*t^20 + 14*q^8*t^21 - q^20*t^8 - 7*q^19*t^9 + 6*q^18*t^10 + 29*q^17*t^11 - 16*q^16*t^12 + 12*q^15*t^13 + 21*q^14*t^14 - 123*q^13*t^15 + 54*q^12*t^16 + 121*q^11*t^17 - 92*q^10*t^18 - 6*q^9*t^19 + 40*q^8*t^20 - 22*q^7*t^21 + 4*q^19*t^8 - 11*q^18*t^9 + 64*q^17*t^10 - 66*q^16*t^11 - 145*q^15*t^12 + 240*q^14*t^13 - 125*q^13*t^14 - 102*q^12*t^15 + 343*q^11*t^16 - 175*q^10*t^17 - 108*q^9*t^18 + 98*q^8*t^19 - 60*q^7*t^20 + 7*q^6*t^21 + 6*q^19*t^7 - 49*q^18*t^8 + 23*q^17*t^9 + 101*q^16*t^10 - 276*q^15*t^11 + 279*q^14*t^12 + 162*q^13*t^13 - 468*q^12*t^14 + 366*q^11*t^15 - 143*q^10*t^16 - 296*q^9*t^17 + 274*q^8*t^18 - 6*q^7*t^19 - 21*q^6*t^20 + 12*q^5*t^21 + 6*q^19*t^6 + 16*q^18*t^7 - 22*q^17*t^8 + 147*q^16*t^9 - 289*q^15*t^10 - 91*q^14*t^11 + 503*q^13*t^12 - 498*q^12*t^13 - 97*q^11*t^14 + 414*q^10*t^15 - 228*q^9*t^16 + 110*q^8*t^17 + 52*q^7*t^18 - 119*q^6*t^19 + 22*q^5*t^20 + 3*q^4*t^21 - q^3*t^22 + 11*q^18*t^6 - 90*q^17*t^7 - 48*q^16*t^8 + 251*q^15*t^9 - 143*q^14*t^10 + 246*q^13*t^11 + 307*q^12*t^12 - 702*q^11*t^13 + 377*q^10*t^14 + 214*q^9*t^15 - 365*q^8*t^16 + 200*q^7*t^17 + 41*q^6*t^18 - 40*q^5*t^19 + 36*q^4*t^20 - 7*q^3*t^21 - 16*q^18*t^5 + 89*q^17*t^6 - 120*q^16*t^7 + 309*q^15*t^8 - 9*q^14*t^9 - 856*q^13*t^10 + 702*q^12*t^11 - 219*q^11*t^12 - 538*q^10*t^13 + 1017*q^9*t^14 - 282*q^8*t^15 - 285*q^7*t^16 + 185*q^6*t^17 - 163*q^5*t^18 + 38*q^4*t^19 - 12*q^3*t^20 - 21*q^18*t^4 + 73*q^17*t^5 - 146*q^16*t^6 - 147*q^15*t^7 + 595*q^14*t^8 - 739*q^13*t^9 + 86*q^12*t^10 + 1185*q^11*t^11 - 1150*q^10*t^12 + 182*q^9*t^13 + 291*q^8*t^14 - 717*q^7*t^15 + 313*q^6*t^16 + 120*q^5*t^17 - 45*q^4*t^18 + 17*q^3*t^19 - q^2*t^20 - q^18*t^3 - q^17*t^4 + 122*q^16*t^5 - 211*q^15*t^6 + 280*q^14*t^7 - 45*q^13*t^8 - 969*q^12*t^9 + 1108*q^11*t^10 - 1108*q^9*t^12 + 969*q^8*t^13 + 45*q^7*t^14 - 280*q^6*t^15 + 211*q^5*t^16 - 122*q^4*t^17 + q^3*t^18 + q^2*t^19 + q^18*t^2 - 17*q^17*t^3 + 45*q^16*t^4 - 120*q^15*t^5 - 313*q^14*t^6 + 717*q^13*t^7 - 291*q^12*t^8 - 182*q^11*t^9 + 1150*q^10*t^10 - 1185*q^9*t^11 - 86*q^8*t^12 + 739*q^7*t^13 - 595*q^6*t^14 + 147*q^5*t^15 + 146*q^4*t^16 - 73*q^3*t^17 + 21*q^2*t^18 + 12*q^17*t^2 - 38*q^16*t^3 + 163*q^15*t^4 - 185*q^14*t^5 + 285*q^13*t^6 + 282*q^12*t^7 - 1017*q^11*t^8 + 538*q^10*t^9 + 219*q^9*t^10 - 702*q^8*t^11 + 856*q^7*t^12 + 9*q^6*t^13 - 309*q^5*t^14 + 120*q^4*t^15 - 89*q^3*t^16 + 16*q^2*t^17 + 7*q^17*t - 36*q^16*t^2 + 40*q^15*t^3 - 41*q^14*t^4 - 200*q^13*t^5 + 365*q^12*t^6 - 214*q^11*t^7 - 377*q^10*t^8 + 702*q^9*t^9 - 307*q^8*t^10 - 246*q^7*t^11 + 143*q^6*t^12 - 251*q^5*t^13 + 48*q^4*t^14 + 90*q^3*t^15 - 11*q^2*t^16 + q^17 - 3*q^16*t - 22*q^15*t^2 + 119*q^14*t^3 - 52*q^13*t^4 - 110*q^12*t^5 + 228*q^11*t^6 - 414*q^10*t^7 + 97*q^9*t^8 + 498*q^8*t^9 - 503*q^7*t^10 + 91*q^6*t^11 + 289*q^5*t^12 - 147*q^4*t^13 + 22*q^3*t^14 - 16*q^2*t^15 - 6*q*t^16 - 12*q^15*t + 21*q^14*t^2 + 6*q^13*t^3 - 274*q^12*t^4 + 296*q^11*t^5 + 143*q^10*t^6 - 366*q^9*t^7 + 468*q^8*t^8 - 162*q^7*t^9 - 279*q^6*t^10 + 276*q^5*t^11 - 101*q^4*t^12 - 23*q^3*t^13 + 49*q^2*t^14 - 6*q*t^15 - 7*q^14*t + 60*q^13*t^2 - 98*q^12*t^3 + 108*q^11*t^4 + 175*q^10*t^5 - 343*q^9*t^6 + 102*q^8*t^7 + 125*q^7*t^8 - 240*q^6*t^9 + 145*q^5*t^10 + 66*q^4*t^11 - 64*q^3*t^12 + 11*q^2*t^13 - 4*q*t^14 + 22*q^13*t - 40*q^12*t^2 + 6*q^11*t^3 + 92*q^10*t^4 - 121*q^9*t^5 - 54*q^8*t^6 + 123*q^7*t^7 - 21*q^6*t^8 - 12*q^5*t^9 + 16*q^4*t^10 - 29*q^3*t^11 - 6*q^2*t^12 + 7*q*t^13 + t^14 - 14*q^12*t - 6*q^11*t^2 + 2*q^10*t^3 - 45*q^9*t^4 - 19*q^8*t^5 + 38*q^7*t^6 + 38*q^6*t^7 - 66*q^5*t^8 - 18*q^4*t^9 + 29*q^3*t^10 - 6*q^2*t^11 - q*t^12 + 3*q^11*t + 8*q^10*t^2 + 21*q^9*t^3 + 25*q^8*t^4 - 13*q^7*t^5 + 27*q^6*t^6 - 13*q^5*t^7 - 4*q^4*t^8 + 22*q^3*t^9 - 2*q^2*t^10 - 2*q*t^11 - q^9*t^2 - 8*q^8*t^3 - 20*q^7*t^4 + 9*q^6*t^5 - q^5*t^6 - 8*q^4*t^7 + q^3*t^8 + 4*q^6*t^4 + q^5*t^5 - q^4*t^6)/((q*t^2 - 1)^4*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0738] 'F_K}w'

Zeta functions

ask[-]:

(2*q^5*t - q^4*t^2 + q^5 - 2*q^4*t - q^3*t^2 - 5*q^3*t + 5*q^2*t^2 + q^2*t + 2*q*t^2 - t^3 + q*t - 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(2*q^14*t^11 + q^13*t^12 + 3*q^12*t^13 - 4*q^11*t^14 - 4*q^15*t^9 - 8*q^14*t^10 - 3*q^13*t^11 + 8*q^12*t^12 - 28*q^11*t^13 + 10*q^10*t^14 + 6*q^9*t^15 + q^8*t^16 + q^16*t^7 + 5*q^15*t^8 + 3*q^14*t^9 + 30*q^13*t^10 + 14*q^12*t^11 - 35*q^11*t^12 + 50*q^10*t^13 + 14*q^9*t^14 - 7*q^8*t^15 - 4*q^7*t^16 - 3*q^6*t^17 + 2*q^16*t^6 + 7*q^15*t^7 + 2*q^14*t^8 - 21*q^13*t^9 - 62*q^12*t^10 + 42*q^11*t^11 - 35*q^9*t^13 - 33*q^8*t^14 - 38*q^7*t^15 - 12*q^6*t^16 + 14*q^5*t^17 - q^16*t^5 - 30*q^15*t^6 + 3*q^14*t^7 - 32*q^13*t^8 - 26*q^12*t^9 + 186*q^11*t^10 - 150*q^10*t^11 - 65*q^9*t^12 + 109*q^8*t^13 + 25*q^7*t^14 + 55*q^6*t^15 + 76*q^5*t^16 - 22*q^4*t^17 - 4*q^16*t^4 + 6*q^15*t^5 + 20*q^14*t^6 + 94*q^13*t^7 - 23*q^12*t^8 - 12*q^11*t^9 + 10*q^10*t^10 - 21*q^9*t^11 + 205*q^8*t^12 - 49*q^7*t^13 - 116*q^6*t^14 - 12*q^5*t^15 - 105*q^4*t^16 + 5*q^3*t^17 - 9*q^16*t^3 + 92*q^15*t^4 - 179*q^14*t^5 + 174*q^13*t^6 + 2*q^12*t^7 - 543*q^11*t^8 + 602*q^10*t^9 - 89*q^9*t^10 - 441*q^8*t^11 + 166*q^7*t^12 - 59*q^6*t^13 + q^5*t^14 + 104*q^4*t^15 + 29*q^3*t^16 + 18*q^2*t^17 - 11*q^16*t^2 + 90*q^15*t^3 - 326*q^14*t^4 + 255*q^13*t^5 + 347*q^12*t^6 - 1047*q^11*t^7 + 988*q^10*t^8 + 365*q^9*t^9 - 1391*q^8*t^10 + 1020*q^7*t^11 + 292*q^6*t^12 - 557*q^5*t^13 + 235*q^4*t^14 - 74*q^3*t^15 - 28*q^2*t^16 - 3*q*t^17 - t^18 - 3*q^16*t + 45*q^15*t^2 - 131*q^14*t^3 + 166*q^13*t^4 + 461*q^12*t^5 - 1201*q^11*t^6 + 621*q^10*t^7 + 993*q^9*t^8 - 2034*q^8*t^9 + 993*q^7*t^10 + 621*q^6*t^11 - 1201*q^5*t^12 + 461*q^4*t^13 + 166*q^3*t^14 - 131*q^2*t^15 + 45*q*t^16 - 3*t^17 - q^16 - 3*q^15*t - 28*q^14*t^2 - 74*q^13*t^3 + 235*q^12*t^4 - 557*q^11*t^5 + 292*q^10*t^6 + 1020*q^9*t^7 - 1391*q^8*t^8 + 365*q^7*t^9 + 988*q^6*t^10 - 1047*q^5*t^11 + 347*q^4*t^12 + 255*q^3*t^13 - 326*q^2*t^14 + 90*q*t^15 - 11*t^16 + 18*q^14*t + 29*q^13*t^2 + 104*q^12*t^3 + q^11*t^4 - 59*q^10*t^5 + 166*q^9*t^6 - 441*q^8*t^7 - 89*q^7*t^8 + 602*q^6*t^9 - 543*q^5*t^10 + 2*q^4*t^11 + 174*q^3*t^12 - 179*q^2*t^13 + 92*q*t^14 - 9*t^15 + 5*q^13*t - 105*q^12*t^2 - 12*q^11*t^3 - 116*q^10*t^4 - 49*q^9*t^5 + 205*q^8*t^6 - 21*q^7*t^7 + 10*q^6*t^8 - 12*q^5*t^9 - 23*q^4*t^10 + 94*q^3*t^11 + 20*q^2*t^12 + 6*q*t^13 - 4*t^14 - 22*q^12*t + 76*q^11*t^2 + 55*q^10*t^3 + 25*q^9*t^4 + 109*q^8*t^5 - 65*q^7*t^6 - 150*q^6*t^7 + 186*q^5*t^8 - 26*q^4*t^9 - 32*q^3*t^10 + 3*q^2*t^11 - 30*q*t^12 - t^13 + 14*q^11*t - 12*q^10*t^2 - 38*q^9*t^3 - 33*q^8*t^4 - 35*q^7*t^5 + 42*q^5*t^7 - 62*q^4*t^8 - 21*q^3*t^9 + 2*q^2*t^10 + 7*q*t^11 + 2*t^12 - 3*q^10*t - 4*q^9*t^2 - 7*q^8*t^3 + 14*q^7*t^4 + 50*q^6*t^5 - 35*q^5*t^6 + 14*q^4*t^7 + 30*q^3*t^8 + 3*q^2*t^9 + 5*q*t^10 + t^11 + q^8*t^2 + 6*q^7*t^3 + 10*q^6*t^4 - 28*q^5*t^5 + 8*q^4*t^6 - 3*q^3*t^7 - 8*q^2*t^8 - 4*q*t^9 - 4*q^5*t^4 + 3*q^4*t^5 + q^3*t^6 + 2*q^2*t^7)/((q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 6], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0739] 'F_K~w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^4*t - q^4 + 2*q^3*t - 3*q^2*t^2 + 3*q^2*t - 2*q*t^2 + t^3 + t^2 - t)*(q^2 - t)/((q*t - 1)^2*(q - t)*q^5*(t - 1)^2)

ask[+]:

-(2*q^26*t^8 + 2*q^25*t^9 + 2*q^24*t^10 - 2*q^23*t^11 - q^27*t^6 - q^26*t^7 - 2*q^25*t^8 - 8*q^24*t^9 - 18*q^23*t^10 + 5*q^22*t^11 + q^19*t^14 - 6*q^27*t^5 - 6*q^26*t^6 + 17*q^25*t^7 - 4*q^24*t^8 - 7*q^23*t^9 + 31*q^22*t^10 + 12*q^21*t^11 + 2*q^20*t^12 - q^19*t^13 - 3*q^18*t^14 + q^17*t^15 - 6*q^27*t^4 + 39*q^26*t^5 + 25*q^25*t^6 - 59*q^24*t^7 + 27*q^23*t^8 + 29*q^22*t^9 - 8*q^20*t^11 + 21*q^19*t^12 + 4*q^18*t^13 - 9*q^17*t^14 - 5*q^16*t^15 + 2*q^15*t^16 - 12*q^27*t^3 + 67*q^26*t^4 - 93*q^25*t^5 - 107*q^24*t^6 + 191*q^23*t^7 - 35*q^22*t^8 - 120*q^21*t^9 + 32*q^20*t^10 - 15*q^19*t^11 - 131*q^18*t^12 - 37*q^17*t^13 + 47*q^16*t^14 + 10*q^15*t^15 - 13*q^14*t^16 - 10*q^27*t^2 + 71*q^26*t^3 - 135*q^25*t^4 - 71*q^24*t^5 + 303*q^23*t^6 - 185*q^22*t^7 - 210*q^21*t^8 + 276*q^20*t^9 - 128*q^19*t^10 - 66*q^18*t^11 + 227*q^17*t^12 + 30*q^16*t^13 - 85*q^15*t^14 + 12*q^14*t^15 + 34*q^13*t^16 - 3*q^12*t^17 - 4*q^27*t + 27*q^26*t^2 - 68*q^25*t^3 - 33*q^24*t^4 + 282*q^23*t^5 - 151*q^22*t^6 - 112*q^21*t^7 + 289*q^20*t^8 - 177*q^19*t^9 + 262*q^18*t^10 + 141*q^17*t^11 - 294*q^16*t^12 + 123*q^15*t^13 + 196*q^14*t^14 - 51*q^13*t^15 - 40*q^12*t^16 + 10*q^11*t^17 - q^27 + q^26*t + 4*q^25*t^2 - 46*q^24*t^3 + 80*q^23*t^4 + 34*q^22*t^5 + 107*q^21*t^6 - 65*q^20*t^7 - 208*q^19*t^8 + 200*q^18*t^9 - 227*q^17*t^10 - 133*q^16*t^11 + 413*q^15*t^12 - 177*q^14*t^13 - 326*q^13*t^14 + 22*q^12*t^15 - 2*q^11*t^16 - 12*q^10*t^17 + 10*q^25*t + 6*q^24*t^2 + 33*q^23*t^3 + 52*q^22*t^4 - 33*q^21*t^5 - 430*q^20*t^6 - 166*q^19*t^7 + 535*q^18*t^8 + 157*q^17*t^9 - 227*q^16*t^10 - 308*q^15*t^11 - 372*q^14*t^12 + 172*q^13*t^13 + 236*q^12*t^14 - 23*q^11*t^15 - 5*q^10*t^16 - 4*q^9*t^17 + 5*q^8*t^18 + 2*q^7*t^19 - 54*q^23*t^2 - 72*q^22*t^3 + 109*q^21*t^4 - 40*q^20*t^5 - 95*q^19*t^6 + 259*q^18*t^7 - 267*q^17*t^8 - 199*q^16*t^9 + 163*q^15*t^10 + 292*q^14*t^11 + 443*q^13*t^12 - 203*q^12*t^13 - 241*q^11*t^14 + 132*q^10*t^15 + 157*q^9*t^16 + 56*q^8*t^17 - 15*q^7*t^18 - 9*q^6*t^19 + 5*q^23*t + 25*q^22*t^2 + 54*q^21*t^3 - 174*q^20*t^4 - 133*q^19*t^5 + 262*q^18*t^6 + 196*q^17*t^7 + 721*q^16*t^8 - 189*q^15*t^9 - 1096*q^14*t^10 + 410*q^13*t^11 + 357*q^12*t^12 - 4*q^11*t^13 + 267*q^10*t^14 - 111*q^9*t^15 - 242*q^8*t^16 - 65*q^7*t^17 + 16*q^6*t^18 + 13*q^5*t^19 - 13*q^22*t - 16*q^21*t^2 + 65*q^20*t^3 + 242*q^19*t^4 + 111*q^18*t^5 - 267*q^17*t^6 + 4*q^16*t^7 - 357*q^15*t^8 - 410*q^14*t^9 + 1096*q^13*t^10 + 189*q^12*t^11 - 721*q^11*t^12 - 196*q^10*t^13 - 262*q^9*t^14 + 133*q^8*t^15 + 174*q^7*t^16 - 54*q^6*t^17 - 25*q^5*t^18 - 5*q^4*t^19 + 9*q^21*t + 15*q^20*t^2 - 56*q^19*t^3 - 157*q^18*t^4 - 132*q^17*t^5 + 241*q^16*t^6 + 203*q^15*t^7 - 443*q^14*t^8 - 292*q^13*t^9 - 163*q^12*t^10 + 199*q^11*t^11 + 267*q^10*t^12 - 259*q^9*t^13 + 95*q^8*t^14 + 40*q^7*t^15 - 109*q^6*t^16 + 72*q^5*t^17 + 54*q^4*t^18 - 2*q^20*t - 5*q^19*t^2 + 4*q^18*t^3 + 5*q^17*t^4 + 23*q^16*t^5 - 236*q^15*t^6 - 172*q^14*t^7 + 372*q^13*t^8 + 308*q^12*t^9 + 227*q^11*t^10 - 157*q^10*t^11 - 535*q^9*t^12 + 166*q^8*t^13 + 430*q^7*t^14 + 33*q^6*t^15 - 52*q^5*t^16 - 33*q^4*t^17 - 6*q^3*t^18 - 10*q^2*t^19 + 12*q^17*t^3 + 2*q^16*t^4 - 22*q^15*t^5 + 326*q^14*t^6 + 177*q^13*t^7 - 413*q^12*t^8 + 133*q^11*t^9 + 227*q^10*t^10 - 200*q^9*t^11 + 208*q^8*t^12 + 65*q^7*t^13 - 107*q^6*t^14 - 34*q^5*t^15 - 80*q^4*t^16 + 46*q^3*t^17 - 4*q^2*t^18 - q*t^19 + t^20 - 10*q^16*t^3 + 40*q^15*t^4 + 51*q^14*t^5 - 196*q^13*t^6 - 123*q^12*t^7 + 294*q^11*t^8 - 141*q^10*t^9 - 262*q^9*t^10 + 177*q^8*t^11 - 289*q^7*t^12 + 112*q^6*t^13 + 151*q^5*t^14 - 282*q^4*t^15 + 33*q^3*t^16 + 68*q^2*t^17 - 27*q*t^18 + 4*t^19 + 3*q^15*t^3 - 34*q^14*t^4 - 12*q^13*t^5 + 85*q^12*t^6 - 30*q^11*t^7 - 227*q^10*t^8 + 66*q^9*t^9 + 128*q^8*t^10 - 276*q^7*t^11 + 210*q^6*t^12 + 185*q^5*t^13 - 303*q^4*t^14 + 71*q^3*t^15 + 135*q^2*t^16 - 71*q*t^17 + 10*t^18 + 13*q^13*t^4 - 10*q^12*t^5 - 47*q^11*t^6 + 37*q^10*t^7 + 131*q^9*t^8 + 15*q^8*t^9 - 32*q^7*t^10 + 120*q^6*t^11 + 35*q^5*t^12 - 191*q^4*t^13 + 107*q^3*t^14 + 93*q^2*t^15 - 67*q*t^16 + 12*t^17 - 2*q^12*t^4 + 5*q^11*t^5 + 9*q^10*t^6 - 4*q^9*t^7 - 21*q^8*t^8 + 8*q^7*t^9 - 29*q^5*t^11 - 27*q^4*t^12 + 59*q^3*t^13 - 25*q^2*t^14 - 39*q*t^15 + 6*t^16 - q^10*t^5 + 3*q^9*t^6 + q^8*t^7 - 2*q^7*t^8 - 12*q^6*t^9 - 31*q^5*t^10 + 7*q^4*t^11 + 4*q^3*t^12 - 17*q^2*t^13 + 6*q*t^14 + 6*t^15 - q^8*t^6 - 5*q^5*t^9 + 18*q^4*t^10 + 8*q^3*t^11 + 2*q^2*t^12 + q*t^13 + t^14 + 2*q^4*t^9 - 2*q^3*t^10 - 2*q^2*t^11 - 2*q*t^12)/((q^3 - t)^2*(q*t^2 - 1)*(q^2 + t)^2*(q^2 - t)^3*(q + t)^2*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 6], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0740] 'F_LLg'

Zeta functions
ask[-]:	-(q^6t^4 - 2q^7t^2 + 3q^6t^3 - 3q^5t^4 - q^6t^2 + q^5t^3 - 2q^4t^4 + 2q^6t + 4q^5t^2 - 7q^4t^3 + 7q^3t^4 + q^6 - 4q^5t + 6q^4t^2 - 6q^3t^3 + 4q^2t^4 - qt^5 - 7q^4t + 7q^3t^2 - 4q^2t^3 - 2qt^4 + 2q^3t - q^2t^2 + qt^3 + 3q^2t - 3qt^2 + 2t^3 - qt)/((qt - 1)^3(q - t)q^5(t - 1)^2)
ask[+]:	-(q^6t^4 - 2q^7t^2 + 3q^6t^3 - 3q^5t^4 - q^6t^2 + q^5t^3 - 2q^4t^4 + 2q^6t + 4q^5t^2 - 7q^4t^3 + 7q^3t^4 + q^6 - 4q^5t + 6q^4t^2 - 6q^3t^3 + 4q^2t^4 - qt^5 - 7q^4t + 7q^3t^2 - 4q^2t^3 - 2qt^4 + 2q^3t - q^2t^2 + qt^3 + 3q^2t - 3qt^2 + 2t^3 - qt)/((qt - 1)^3(q - t)q^5(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 5], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0741] 'F_L|o'

Zeta functions

ask[-]:

-(q^10*t^3 + q^11*t - 5*q^10*t^2 + 3*q^9*t^3 - 6*q^8*t^4 + q^6*t^6 + q^11 - 2*q^10*t + q^9*t^2 + 13*q^8*t^3 + 4*q^6*t^5 - 3*q^5*t^6 - 6*q^9*t + 17*q^8*t^2 - 30*q^7*t^3 - q^6*t^4 + 6*q^5*t^5 - 2*q^8*t + 18*q^7*t^2 - 29*q^6*t^3 + 29*q^5*t^4 - 18*q^4*t^5 + 2*q^3*t^6 - 6*q^6*t^2 + q^5*t^3 + 30*q^4*t^4 - 17*q^3*t^5 + 6*q^2*t^6 + 3*q^6*t - 4*q^5*t^2 - 13*q^3*t^4 - q^2*t^5 + 2*q*t^6 - t^7 - q^5*t + 6*q^3*t^3 - 3*q^2*t^4 + 5*q*t^5 - t^6 - q*t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

(3*q^18*t^10 + 7*q^17*t^11 + 21*q^16*t^12 + 9*q^15*t^13 + 6*q^14*t^14 - 7*q^18*t^9 - 17*q^17*t^10 - 51*q^16*t^11 - 143*q^15*t^12 - 110*q^14*t^13 - 68*q^13*t^14 - 18*q^12*t^15 - q^20*t^6 + 2*q^19*t^7 - 7*q^18*t^8 - 17*q^17*t^9 - 48*q^16*t^10 + 184*q^15*t^11 + 435*q^14*t^12 + 432*q^13*t^13 + 309*q^12*t^14 + 166*q^11*t^15 + 20*q^10*t^16 - 3*q^9*t^17 + 5*q^19*t^6 + 25*q^18*t^7 + 33*q^17*t^8 + 224*q^16*t^9 + 618*q^15*t^10 - 87*q^14*t^11 - 766*q^13*t^12 - 838*q^12*t^13 - 713*q^11*t^14 - 578*q^10*t^15 - 139*q^9*t^16 + 10*q^8*t^17 - 2*q^7*t^18 - 7*q^20*t^4 + 3*q^19*t^5 + 31*q^18*t^6 - 23*q^17*t^7 - 40*q^16*t^8 - 889*q^15*t^9 - 1958*q^14*t^10 - 1105*q^13*t^11 + 366*q^12*t^12 + 748*q^11*t^13 + 955*q^10*t^14 + 988*q^9*t^15 + 365*q^8*t^16 + 2*q^7*t^17 + 12*q^6*t^18 + 52*q^19*t^4 - 89*q^18*t^5 - 248*q^17*t^6 - 271*q^16*t^7 - 591*q^15*t^8 + 1652*q^14*t^9 + 3771*q^13*t^10 + 2909*q^12*t^11 + 1273*q^11*t^12 + 799*q^10*t^13 - 645*q^9*t^14 - 986*q^8*t^15 - 386*q^7*t^16 - 34*q^6*t^17 - 30*q^5*t^18 - 7*q^20*t^2 + 6*q^19*t^3 - 145*q^18*t^4 + 110*q^17*t^5 + 926*q^16*t^6 + 1471*q^15*t^7 + 1922*q^14*t^8 - 501*q^13*t^9 - 4200*q^12*t^10 - 3676*q^11*t^11 - 2552*q^10*t^12 - 3010*q^9*t^13 - 640*q^8*t^14 + 639*q^7*t^15 + 71*q^6*t^16 - 19*q^5*t^17 + 37*q^4*t^18 + 39*q^19*t^2 + 95*q^18*t^3 + 67*q^17*t^4 + 277*q^16*t^5 - 777*q^15*t^6 - 4226*q^14*t^7 - 3863*q^13*t^8 - 1138*q^12*t^9 + 560*q^11*t^10 + 974*q^10*t^11 + 2633*q^9*t^12 + 3211*q^8*t^13 + 1753*q^7*t^14 + 85*q^6*t^15 + 187*q^5*t^16 + 134*q^4*t^17 - 11*q^3*t^18 - q^20 - 11*q^19*t - 58*q^18*t^2 - 376*q^17*t^3 - 149*q^16*t^4 - 426*q^15*t^5 - 1314*q^14*t^6 + 4267*q^13*t^7 + 7200*q^12*t^8 + 1219*q^11*t^9 + 2100*q^10*t^10 + 5577*q^9*t^11 - 282*q^8*t^12 - 2527*q^7*t^13 - 998*q^6*t^14 - 554*q^5*t^15 - 386*q^4*t^16 - 101*q^3*t^17 - 24*q^2*t^18 + 24*q^18*t + 101*q^17*t^2 + 386*q^16*t^3 + 554*q^15*t^4 + 998*q^14*t^5 + 2527*q^13*t^6 + 282*q^12*t^7 - 5577*q^11*t^8 - 2100*q^10*t^9 - 1219*q^9*t^10 - 7200*q^8*t^11 - 4267*q^7*t^12 + 1314*q^6*t^13 + 426*q^5*t^14 + 149*q^4*t^15 + 376*q^3*t^16 + 58*q^2*t^17 + 11*q*t^18 + t^19 + 11*q^17*t - 134*q^16*t^2 - 187*q^15*t^3 - 85*q^14*t^4 - 1753*q^13*t^5 - 3211*q^12*t^6 - 2633*q^11*t^7 - 974*q^10*t^8 - 560*q^9*t^9 + 1138*q^8*t^10 + 3863*q^7*t^11 + 4226*q^6*t^12 + 777*q^5*t^13 - 277*q^4*t^14 - 67*q^3*t^15 - 95*q^2*t^16 - 39*q*t^17 - 37*q^16*t + 19*q^15*t^2 - 71*q^14*t^3 - 639*q^13*t^4 + 640*q^12*t^5 + 3010*q^11*t^6 + 2552*q^10*t^7 + 3676*q^9*t^8 + 4200*q^8*t^9 + 501*q^7*t^10 - 1922*q^6*t^11 - 1471*q^5*t^12 - 926*q^4*t^13 - 110*q^3*t^14 + 145*q^2*t^15 - 6*q*t^16 + 7*t^17 + 30*q^15*t + 34*q^14*t^2 + 386*q^13*t^3 + 986*q^12*t^4 + 645*q^11*t^5 - 799*q^10*t^6 - 1273*q^9*t^7 - 2909*q^8*t^8 - 3771*q^7*t^9 - 1652*q^6*t^10 + 591*q^5*t^11 + 271*q^4*t^12 + 248*q^3*t^13 + 89*q^2*t^14 - 52*q*t^15 - 12*q^14*t - 2*q^13*t^2 - 365*q^12*t^3 - 988*q^11*t^4 - 955*q^10*t^5 - 748*q^9*t^6 - 366*q^8*t^7 + 1105*q^7*t^8 + 1958*q^6*t^9 + 889*q^5*t^10 + 40*q^4*t^11 + 23*q^3*t^12 - 31*q^2*t^13 - 3*q*t^14 + 7*t^15 + 2*q^13*t - 10*q^12*t^2 + 139*q^11*t^3 + 578*q^10*t^4 + 713*q^9*t^5 + 838*q^8*t^6 + 766*q^7*t^7 + 87*q^6*t^8 - 618*q^5*t^9 - 224*q^4*t^10 - 33*q^3*t^11 - 25*q^2*t^12 - 5*q*t^13 + 3*q^11*t^2 - 20*q^10*t^3 - 166*q^9*t^4 - 309*q^8*t^5 - 432*q^7*t^6 - 435*q^6*t^7 - 184*q^5*t^8 + 48*q^4*t^9 + 17*q^3*t^10 + 7*q^2*t^11 - 2*q*t^12 + t^13 + 18*q^8*t^4 + 68*q^7*t^5 + 110*q^6*t^6 + 143*q^5*t^7 + 51*q^4*t^8 + 17*q^3*t^9 + 7*q^2*t^10 - 6*q^6*t^5 - 9*q^5*t^6 - 21*q^4*t^7 - 7*q^3*t^8 - 3*q^2*t^9)/((q^2 - t)^3*(q + t)^3*(q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0742] 'F_L|w'

Zeta functions

ask[-]:

-(q^4*t^3 + q^5*t - 5*q^4*t^2 + q^3*t^3 + q^5 - 2*q^4*t + 8*q^3*t^2 - 5*q^2*t^3 - 5*q^3*t + 8*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 5*q*t^2 + t^3 + q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^14*t^9 - 2*q^13*t^10 - q^12*t^11 - 4*q^11*t^12 + q^16*t^6 - 3*q^14*t^8 + 2*q^13*t^9 + 7*q^12*t^10 - 4*q^11*t^11 + 31*q^10*t^12 + 14*q^9*t^13 - 9*q^15*t^6 - 9*q^14*t^7 + 48*q^13*t^8 + 10*q^12*t^9 - 28*q^11*t^10 - 4*q^10*t^11 - 80*q^9*t^12 - 67*q^8*t^13 - 9*q^7*t^14 - 2*q^6*t^15 + 7*q^16*t^4 - q^15*t^5 + 15*q^14*t^6 - 17*q^13*t^7 - 148*q^12*t^8 - 38*q^11*t^9 - 12*q^10*t^10 + 74*q^9*t^11 + 157*q^8*t^12 + 115*q^7*t^13 + 29*q^6*t^14 + 11*q^5*t^15 - 52*q^15*t^4 + 39*q^14*t^5 + 7*q^13*t^6 + 80*q^12*t^7 + 312*q^11*t^8 + 31*q^10*t^9 + 82*q^9*t^10 - 33*q^8*t^11 - 252*q^7*t^12 - 121*q^6*t^13 - 7*q^5*t^14 - 20*q^4*t^15 + 7*q^16*t^2 - 8*q^15*t^3 + 143*q^14*t^4 + 32*q^13*t^5 - 226*q^12*t^6 - 132*q^11*t^7 - 171*q^10*t^8 - 240*q^9*t^9 - 42*q^8*t^10 - 82*q^7*t^11 + 136*q^6*t^12 + 100*q^5*t^13 - 51*q^4*t^14 + 6*q^3*t^15 - 35*q^15*t^2 - 43*q^14*t^3 - 48*q^13*t^4 - 414*q^12*t^5 + 205*q^11*t^6 + 735*q^10*t^7 - 440*q^9*t^8 + 34*q^8*t^9 + 431*q^7*t^10 + 21*q^6*t^11 + 12*q^5*t^12 + 79*q^4*t^13 + 37*q^3*t^14 + 20*q^2*t^15 + q^16 + 9*q^15*t + 37*q^14*t^2 + 181*q^13*t^3 - 100*q^12*t^4 + 349*q^11*t^5 + 509*q^10*t^6 - 967*q^9*t^7 + 967*q^7*t^9 - 509*q^6*t^10 - 349*q^5*t^11 + 100*q^4*t^12 - 181*q^3*t^13 - 37*q^2*t^14 - 9*q*t^15 - t^16 - 20*q^14*t - 37*q^13*t^2 - 79*q^12*t^3 - 12*q^11*t^4 - 21*q^10*t^5 - 431*q^9*t^6 - 34*q^8*t^7 + 440*q^7*t^8 - 735*q^6*t^9 - 205*q^5*t^10 + 414*q^4*t^11 + 48*q^3*t^12 + 43*q^2*t^13 + 35*q*t^14 - 6*q^13*t + 51*q^12*t^2 - 100*q^11*t^3 - 136*q^10*t^4 + 82*q^9*t^5 + 42*q^8*t^6 + 240*q^7*t^7 + 171*q^6*t^8 + 132*q^5*t^9 + 226*q^4*t^10 - 32*q^3*t^11 - 143*q^2*t^12 + 8*q*t^13 - 7*t^14 + 20*q^12*t + 7*q^11*t^2 + 121*q^10*t^3 + 252*q^9*t^4 + 33*q^8*t^5 - 82*q^7*t^6 - 31*q^6*t^7 - 312*q^5*t^8 - 80*q^4*t^9 - 7*q^3*t^10 - 39*q^2*t^11 + 52*q*t^12 - 11*q^11*t - 29*q^10*t^2 - 115*q^9*t^3 - 157*q^8*t^4 - 74*q^7*t^5 + 12*q^6*t^6 + 38*q^5*t^7 + 148*q^4*t^8 + 17*q^3*t^9 - 15*q^2*t^10 + q*t^11 - 7*t^12 + 2*q^10*t + 9*q^9*t^2 + 67*q^8*t^3 + 80*q^7*t^4 + 4*q^6*t^5 + 28*q^5*t^6 - 10*q^4*t^7 - 48*q^3*t^8 + 9*q^2*t^9 + 9*q*t^10 - 14*q^7*t^3 - 31*q^6*t^4 + 4*q^5*t^5 - 7*q^4*t^6 - 2*q^3*t^7 + 3*q^2*t^8 - t^10 + 4*q^5*t^4 + q^4*t^5 + 2*q^3*t^6 - q^2*t^7)/((q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 6], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0743] 'F_N~o'

Zeta functions

ask[-]:

-(q^9*t^2 - q^10 - q^8*t^2 - 2*q^7*t^3 + q^6*t^4 + 4*q^8*t - q^7*t^2 - q^6*t^3 - q^5*t^4 + q^7*t - 4*q^6*t^2 + 8*q^5*t^3 - 8*q^5*t^2 + 4*q^4*t^3 - q^3*t^4 + q^5*t + q^4*t^2 + q^3*t^3 - 4*q^2*t^4 - q^4*t + 2*q^3*t^2 + q^2*t^3 + t^5 - q*t^3)/((q^3 - t)*(q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^16*t^8 - 3*q^16*t^7 - q^14*t^9 - 2*q^13*t^10 + q^17*t^5 - 4*q^16*t^6 + 6*q^15*t^7 + q^14*t^8 + 4*q^12*t^10 + q^11*t^11 + q^10*t^12 + 8*q^16*t^5 - 5*q^15*t^6 + 11*q^14*t^7 + 2*q^13*t^8 - 9*q^12*t^9 + 5*q^11*t^10 + 2*q^10*t^11 - 4*q^9*t^12 + q^18*t^2 - 5*q^17*t^3 + 12*q^16*t^4 - 31*q^15*t^5 + 5*q^14*t^6 + 13*q^13*t^7 - 41*q^12*t^8 + 8*q^11*t^9 + q^10*t^10 - 16*q^9*t^11 + 4*q^8*t^12 - q^7*t^13 - 8*q^17*t^2 + 7*q^16*t^3 + 16*q^15*t^4 - 44*q^14*t^5 + 46*q^13*t^6 - 11*q^12*t^7 - 29*q^11*t^8 + 44*q^10*t^9 + 8*q^9*t^10 - 3*q^8*t^11 + 5*q^7*t^12 + 3*q^6*t^13 + q^18 + 2*q^17*t - 3*q^16*t^2 + 40*q^15*t^3 - 67*q^14*t^4 + 20*q^13*t^5 + 123*q^12*t^6 - 104*q^11*t^7 + 45*q^10*t^8 + 57*q^9*t^9 - 74*q^8*t^10 + 27*q^7*t^11 + q^6*t^12 - 2*q^5*t^13 - 8*q^16*t + 9*q^15*t^2 + 9*q^14*t^3 - 58*q^13*t^4 + 92*q^12*t^5 - 56*q^11*t^6 - 121*q^10*t^7 + 84*q^9*t^8 - 12*q^8*t^9 - 57*q^7*t^10 + 25*q^6*t^11 - 12*q^5*t^12 - 5*q^4*t^13 - 7*q^15*t + 21*q^14*t^2 - 47*q^13*t^3 - 29*q^12*t^4 + 129*q^11*t^5 - 145*q^10*t^6 + 145*q^8*t^8 - 129*q^7*t^9 + 29*q^6*t^10 + 47*q^5*t^11 - 21*q^4*t^12 + 7*q^3*t^13 + 5*q^14*t + 12*q^13*t^2 - 25*q^12*t^3 + 57*q^11*t^4 + 12*q^10*t^5 - 84*q^9*t^6 + 121*q^8*t^7 + 56*q^7*t^8 - 92*q^6*t^9 + 58*q^5*t^10 - 9*q^4*t^11 - 9*q^3*t^12 + 8*q^2*t^13 + 2*q^13*t - q^12*t^2 - 27*q^11*t^3 + 74*q^10*t^4 - 57*q^9*t^5 - 45*q^8*t^6 + 104*q^7*t^7 - 123*q^6*t^8 - 20*q^5*t^9 + 67*q^4*t^10 - 40*q^3*t^11 + 3*q^2*t^12 - 2*q*t^13 - t^14 - 3*q^12*t - 5*q^11*t^2 + 3*q^10*t^3 - 8*q^9*t^4 - 44*q^8*t^5 + 29*q^7*t^6 + 11*q^6*t^7 - 46*q^5*t^8 + 44*q^4*t^9 - 16*q^3*t^10 - 7*q^2*t^11 + 8*q*t^12 + q^11*t - 4*q^10*t^2 + 16*q^9*t^3 - q^8*t^4 - 8*q^7*t^5 + 41*q^6*t^6 - 13*q^5*t^7 - 5*q^4*t^8 + 31*q^3*t^9 - 12*q^2*t^10 + 5*q*t^11 - t^12 + 4*q^9*t^2 - 2*q^8*t^3 - 5*q^7*t^4 + 9*q^6*t^5 - 2*q^5*t^6 - 11*q^4*t^7 + 5*q^3*t^8 - 8*q^2*t^9 - q^8*t^2 - q^7*t^3 - 4*q^6*t^4 - q^4*t^6 - 6*q^3*t^7 + 4*q^2*t^8 - q*t^9 + 2*q^5*t^4 + q^4*t^5 + 3*q^2*t^7 - q^2*t^6)/((q^3 - t)*(q^2 - t)^2*(q + t)*(q - t)^3*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0744] 'F_N~w'

Zeta functions

ask[-]:

-(q^4*t^2 - q^5 - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

-(q^27*t^7 + q^26*t^8 + 2*q^25*t^9 - q^28*t^5 - 2*q^26*t^7 - 10*q^25*t^8 - 13*q^24*t^9 - 2*q^21*t^12 - 5*q^27*t^5 + q^26*t^6 + 10*q^25*t^7 + 23*q^24*t^8 + 21*q^23*t^9 + 11*q^22*t^10 + 3*q^21*t^11 + 4*q^20*t^12 - q^29*t^2 + 5*q^28*t^3 + 3*q^27*t^4 + 18*q^26*t^5 + 24*q^25*t^6 - 24*q^24*t^7 - 56*q^23*t^8 - 3*q^22*t^9 - 5*q^21*t^10 - 3*q^20*t^11 + 4*q^19*t^12 + 2*q^18*t^13 + 4*q^28*t^2 - 7*q^27*t^3 - 43*q^26*t^4 - 20*q^25*t^5 - 12*q^24*t^6 + 6*q^23*t^7 + 59*q^22*t^8 + 19*q^21*t^9 - 41*q^20*t^10 - 50*q^19*t^11 - 35*q^18*t^12 + 4*q^16*t^14 - q^29 - 2*q^28*t + 11*q^27*t^2 - 11*q^26*t^3 + 22*q^25*t^4 + 74*q^24*t^5 - 30*q^23*t^6 - 111*q^22*t^7 + 32*q^21*t^8 + 16*q^20*t^9 + 47*q^19*t^10 + 104*q^18*t^11 + 50*q^17*t^12 - 17*q^16*t^13 - 12*q^15*t^14 + 3*q^27*t - 3*q^26*t^2 - 7*q^25*t^3 + 58*q^24*t^4 + 23*q^23*t^5 - 71*q^22*t^6 + 37*q^21*t^7 + 71*q^20*t^8 - 19*q^19*t^9 - 92*q^18*t^10 - 72*q^17*t^11 + 24*q^16*t^12 + 58*q^15*t^13 + 9*q^14*t^14 - 3*q^13*t^15 + 9*q^26*t - 28*q^25*t^2 - 60*q^24*t^3 + 17*q^23*t^4 + 45*q^22*t^5 - 21*q^21*t^6 + 180*q^20*t^7 + 13*q^19*t^8 - 235*q^18*t^9 - 27*q^17*t^10 + 108*q^16*t^11 - 21*q^15*t^12 - 46*q^14*t^13 - 7*q^13*t^14 - 5*q^12*t^15 - 2*q^11*t^16 + 5*q^25*t + 21*q^24*t^2 + 53*q^23*t^3 + 12*q^22*t^4 - 235*q^21*t^5 - 253*q^20*t^6 + 39*q^19*t^7 + 255*q^18*t^8 + 161*q^17*t^9 + 32*q^16*t^10 - 78*q^15*t^11 - 132*q^14*t^12 - 106*q^13*t^13 + 19*q^12*t^14 + 43*q^11*t^15 + 12*q^10*t^16 - 13*q^24*t - 37*q^23*t^2 + 16*q^22*t^3 + 91*q^21*t^4 + 27*q^20*t^5 + 213*q^19*t^6 + 95*q^18*t^7 - 491*q^17*t^8 - 401*q^16*t^9 + 178*q^15*t^10 + 300*q^14*t^11 + 165*q^13*t^12 + 92*q^12*t^13 - 49*q^11*t^14 - 64*q^10*t^15 - 18*q^9*t^16 + 7*q^23*t + 7*q^22*t^2 + 36*q^21*t^3 + 9*q^20*t^4 - 72*q^19*t^5 - 33*q^18*t^6 + 192*q^17*t^7 + 96*q^16*t^8 + 78*q^15*t^9 + 176*q^14*t^10 - 97*q^13*t^11 - 291*q^12*t^12 + 15*q^11*t^13 + 145*q^10*t^14 + 38*q^9*t^15 + 5*q^8*t^16 + q^7*t^17 - q^22*t - 5*q^21*t^2 - 38*q^20*t^3 - 145*q^19*t^4 - 15*q^18*t^5 + 291*q^17*t^6 + 97*q^16*t^7 - 176*q^15*t^8 - 78*q^14*t^9 - 96*q^13*t^10 - 192*q^12*t^11 + 33*q^11*t^12 + 72*q^10*t^13 - 9*q^9*t^14 - 36*q^8*t^15 - 7*q^7*t^16 - 7*q^6*t^17 + 18*q^20*t^2 + 64*q^19*t^3 + 49*q^18*t^4 - 92*q^17*t^5 - 165*q^16*t^6 - 300*q^15*t^7 - 178*q^14*t^8 + 401*q^13*t^9 + 491*q^12*t^10 - 95*q^11*t^11 - 213*q^10*t^12 - 27*q^9*t^13 - 91*q^8*t^14 - 16*q^7*t^15 + 37*q^6*t^16 + 13*q^5*t^17 - 12*q^19*t^2 - 43*q^18*t^3 - 19*q^17*t^4 + 106*q^16*t^5 + 132*q^15*t^6 + 78*q^14*t^7 - 32*q^13*t^8 - 161*q^12*t^9 - 255*q^11*t^10 - 39*q^10*t^11 + 253*q^9*t^12 + 235*q^8*t^13 - 12*q^7*t^14 - 53*q^6*t^15 - 21*q^5*t^16 - 5*q^4*t^17 + 2*q^18*t^2 + 5*q^17*t^3 + 7*q^16*t^4 + 46*q^15*t^5 + 21*q^14*t^6 - 108*q^13*t^7 + 27*q^12*t^8 + 235*q^11*t^9 - 13*q^10*t^10 - 180*q^9*t^11 + 21*q^8*t^12 - 45*q^7*t^13 - 17*q^6*t^14 + 60*q^5*t^15 + 28*q^4*t^16 - 9*q^3*t^17 + 3*q^16*t^3 - 9*q^15*t^4 - 58*q^14*t^5 - 24*q^13*t^6 + 72*q^12*t^7 + 92*q^11*t^8 + 19*q^10*t^9 - 71*q^9*t^10 - 37*q^8*t^11 + 71*q^7*t^12 - 23*q^6*t^13 - 58*q^5*t^14 + 7*q^4*t^15 + 3*q^3*t^16 - 3*q^2*t^17 + 12*q^14*t^4 + 17*q^13*t^5 - 50*q^12*t^6 - 104*q^11*t^7 - 47*q^10*t^8 - 16*q^9*t^9 - 32*q^8*t^10 + 111*q^7*t^11 + 30*q^6*t^12 - 74*q^5*t^13 - 22*q^4*t^14 + 11*q^3*t^15 - 11*q^2*t^16 + 2*q*t^17 + t^18 - 4*q^13*t^4 + 35*q^11*t^6 + 50*q^10*t^7 + 41*q^9*t^8 - 19*q^8*t^9 - 59*q^7*t^10 - 6*q^6*t^11 + 12*q^5*t^12 + 20*q^4*t^13 + 43*q^3*t^14 + 7*q^2*t^15 - 4*q*t^16 - 2*q^11*t^5 - 4*q^10*t^6 + 3*q^9*t^7 + 5*q^8*t^8 + 3*q^7*t^9 + 56*q^6*t^10 + 24*q^5*t^11 - 24*q^4*t^12 - 18*q^3*t^13 - 3*q^2*t^14 - 5*q*t^15 + t^16 - 4*q^9*t^6 - 3*q^8*t^7 - 11*q^7*t^8 - 21*q^6*t^9 - 23*q^5*t^10 - 10*q^4*t^11 - q^3*t^12 + 5*q^2*t^13 + 2*q^8*t^6 + 13*q^5*t^9 + 10*q^4*t^10 + 2*q^3*t^11 + q*t^13 - 2*q^4*t^9 - q^3*t^10 - q^2*t^11)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t + 1)^2*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0745] 'F_StW'

Zeta functions

ask[-]:

(q^6*t^3 + 6*q^6*t^2 - 10*q^5*t^3 + 2*q^4*t^4 + 6*q^6*t - 36*q^5*t^2 + 36*q^4*t^3 - 10*q^3*t^4 + q^6 - 10*q^5*t + 41*q^4*t^2 - 26*q^3*t^3 + 9*q^2*t^4 - 9*q^4*t + 26*q^3*t^2 - 41*q^2*t^3 + 10*q*t^4 - t^5 + 10*q^3*t - 36*q^2*t^2 + 36*q*t^3 - 6*t^4 - 2*q^2*t + 10*q*t^2 - 6*t^3 - t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^8*t^8 - q^7*t^9 + 9*q^8*t^7 - 17*q^7*t^8 + 9*q^6*t^9 + q^5*t^10 + 42*q^8*t^6 - 118*q^7*t^7 + 99*q^6*t^8 - 28*q^5*t^9 - 7*q^4*t^10 + 89*q^8*t^5 - 450*q^7*t^6 + 658*q^6*t^7 - 338*q^5*t^8 + 50*q^4*t^9 + 19*q^3*t^10 + 121*q^8*t^4 - 864*q^7*t^5 + 2156*q^6*t^6 - 2173*q^5*t^7 + 871*q^4*t^8 - 126*q^3*t^9 - 15*q^2*t^10 + 89*q^8*t^3 - 997*q^7*t^4 + 3544*q^6*t^5 - 5762*q^5*t^6 + 4392*q^4*t^7 - 1485*q^3*t^8 + 242*q^2*t^9 - 12*q*t^10 + t^11 + 42*q^8*t^2 - 584*q^7*t^3 + 3222*q^6*t^4 - 7540*q^5*t^5 + 8799*q^4*t^6 - 5136*q^3*t^7 + 1369*q^2*t^8 - 181*q*t^9 + 9*t^10 + 9*q^8*t - 181*q^7*t^2 + 1369*q^6*t^3 - 5136*q^5*t^4 + 8799*q^4*t^5 - 7540*q^3*t^6 + 3222*q^2*t^7 - 584*q*t^8 + 42*t^9 + q^8 - 12*q^7*t + 242*q^6*t^2 - 1485*q^5*t^3 + 4392*q^4*t^4 - 5762*q^3*t^5 + 3544*q^2*t^6 - 997*q*t^7 + 89*t^8 - 15*q^6*t - 126*q^5*t^2 + 871*q^4*t^3 - 2173*q^3*t^4 + 2156*q^2*t^5 - 864*q*t^6 + 121*t^7 + 19*q^5*t + 50*q^4*t^2 - 338*q^3*t^3 + 658*q^2*t^4 - 450*q*t^5 + 89*t^6 - 7*q^4*t - 28*q^3*t^2 + 99*q^2*t^3 - 118*q*t^4 + 42*t^5 + q^3*t + 9*q^2*t^2 - 17*q*t^3 + 9*t^4 - q*t^2 + t^3)/((q - t)*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 6], [5, 6]]

[0746] 'F_S|w'

Zeta functions

ask[-]:

(q^5*t^3 + 2*q^6*t - 9*q^5*t^2 + 6*q^4*t^3 - 4*q^3*t^4 + q^6 - 4*q^5*t + 16*q^4*t^2 - 10*q^3*t^3 + 7*q^2*t^4 - 7*q^4*t + 10*q^3*t^2 - 16*q^2*t^3 + 4*q*t^4 - t^5 + 4*q^3*t - 6*q^2*t^2 + 9*q*t^3 - 2*t^4 - q*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

-(q^15*t^11 - 4*q^12*t^14 - q^15*t^10 + q^14*t^11 - 4*q^13*t^12 - 9*q^12*t^13 + 32*q^11*t^14 + 13*q^10*t^15 - 2*q^9*t^16 - 2*q^17*t^7 + 5*q^16*t^8 - 7*q^15*t^9 - 7*q^14*t^10 + 4*q^13*t^11 + 32*q^12*t^12 + 10*q^11*t^13 - 82*q^10*t^14 - 67*q^9*t^15 - 12*q^8*t^16 - q^7*t^17 + q^6*t^18 - 9*q^17*t^6 + 31*q^16*t^7 - 10*q^15*t^8 - 67*q^14*t^9 + 131*q^13*t^10 + 52*q^12*t^11 - 302*q^11*t^12 + 24*q^10*t^13 + 205*q^9*t^14 + 123*q^8*t^15 + 74*q^7*t^16 + 22*q^6*t^17 - 4*q^5*t^18 - 14*q^17*t^5 + 122*q^16*t^6 - 165*q^15*t^7 - 145*q^14*t^8 + 426*q^13*t^9 - 295*q^12*t^10 - 332*q^11*t^11 + 799*q^10*t^12 + 264*q^9*t^13 - 450*q^8*t^14 - 260*q^7*t^15 - 99*q^6*t^16 - 86*q^5*t^17 + q^4*t^18 - 30*q^17*t^4 + 180*q^16*t^5 - 679*q^15*t^6 + 564*q^14*t^7 + 973*q^13*t^8 - 1540*q^12*t^9 + 456*q^11*t^10 + 670*q^10*t^11 - 1292*q^9*t^12 - 734*q^8*t^13 + 403*q^7*t^14 + 544*q^6*t^15 + 123*q^5*t^16 + 109*q^4*t^17 + 19*q^3*t^18 - 14*q^17*t^3 + 280*q^16*t^4 - 904*q^15*t^5 + 1630*q^14*t^6 + 11*q^13*t^7 - 4120*q^12*t^8 + 3198*q^11*t^9 + 1196*q^10*t^10 - 2485*q^9*t^11 + 2183*q^8*t^12 + 1192*q^7*t^13 - 530*q^6*t^14 - 375*q^5*t^15 - 336*q^4*t^16 - 34*q^3*t^17 - 34*q^2*t^18 - 15*q^17*t^2 + 108*q^16*t^3 - 877*q^15*t^4 + 1519*q^14*t^5 - 390*q^13*t^6 - 3673*q^12*t^7 + 7047*q^11*t^8 + 496*q^10*t^9 - 7511*q^9*t^10 + 4061*q^8*t^11 - 148*q^7*t^12 - 3163*q^6*t^13 + 1175*q^5*t^14 + 217*q^4*t^15 + 232*q^3*t^16 + 55*q^2*t^17 + 8*q*t^18 + t^19 - 2*q^17*t + 65*q^16*t^2 - 121*q^15*t^3 + 898*q^14*t^4 - 116*q^13*t^5 - 3182*q^12*t^6 + 4762*q^11*t^7 - 1856*q^10*t^8 - 8823*q^9*t^9 + 8823*q^8*t^10 + 1856*q^7*t^11 - 4762*q^6*t^12 + 3182*q^5*t^13 + 116*q^4*t^14 - 898*q^3*t^15 + 121*q^2*t^16 - 65*q*t^17 + 2*t^18 - q^17 - 8*q^16*t - 55*q^15*t^2 - 232*q^14*t^3 - 217*q^13*t^4 - 1175*q^12*t^5 + 3163*q^11*t^6 + 148*q^10*t^7 - 4061*q^9*t^8 + 7511*q^8*t^9 - 496*q^7*t^10 - 7047*q^6*t^11 + 3673*q^5*t^12 + 390*q^4*t^13 - 1519*q^3*t^14 + 877*q^2*t^15 - 108*q*t^16 + 15*t^17 + 34*q^15*t + 34*q^14*t^2 + 336*q^13*t^3 + 375*q^12*t^4 + 530*q^11*t^5 - 1192*q^10*t^6 - 2183*q^9*t^7 + 2485*q^8*t^8 - 1196*q^7*t^9 - 3198*q^6*t^10 + 4120*q^5*t^11 - 11*q^4*t^12 - 1630*q^3*t^13 + 904*q^2*t^14 - 280*q*t^15 + 14*t^16 - 19*q^14*t - 109*q^13*t^2 - 123*q^12*t^3 - 544*q^11*t^4 - 403*q^10*t^5 + 734*q^9*t^6 + 1292*q^8*t^7 - 670*q^7*t^8 - 456*q^6*t^9 + 1540*q^5*t^10 - 973*q^4*t^11 - 564*q^3*t^12 + 679*q^2*t^13 - 180*q*t^14 + 30*t^15 - q^13*t + 86*q^12*t^2 + 99*q^11*t^3 + 260*q^10*t^4 + 450*q^9*t^5 - 264*q^8*t^6 - 799*q^7*t^7 + 332*q^6*t^8 + 295*q^5*t^9 - 426*q^4*t^10 + 145*q^3*t^11 + 165*q^2*t^12 - 122*q*t^13 + 14*t^14 + 4*q^12*t - 22*q^11*t^2 - 74*q^10*t^3 - 123*q^9*t^4 - 205*q^8*t^5 - 24*q^7*t^6 + 302*q^6*t^7 - 52*q^5*t^8 - 131*q^4*t^9 + 67*q^3*t^10 + 10*q^2*t^11 - 31*q*t^12 + 9*t^13 - q^11*t + q^10*t^2 + 12*q^9*t^3 + 67*q^8*t^4 + 82*q^7*t^5 - 10*q^6*t^6 - 32*q^5*t^7 - 4*q^4*t^8 + 7*q^3*t^9 + 7*q^2*t^10 - 5*q*t^11 + 2*t^12 + 2*q^8*t^3 - 13*q^7*t^4 - 32*q^6*t^5 + 9*q^5*t^6 + 4*q^4*t^7 - q^3*t^8 + q^2*t^9 + 4*q^5*t^5 - q^2*t^8)/((q^2 - t)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0747] 'F_W\g'

Zeta functions

ask[-]:

(q^5*t^3 + q^5*t^2 - 2*q^4*t^3 - 4*q^5*t + 6*q^4*t^2 - 5*q^3*t^3 - q^5 + 5*q^4*t - 10*q^3*t^2 + 9*q^2*t^3 + 9*q^3*t - 10*q^2*t^2 + 5*q*t^3 - t^4 - 5*q^2*t + 6*q*t^2 - 4*t^3 - 2*q*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^10*t^10 + 6*q^9*t^11 + 4*q^8*t^12 - q^10*t^9 - 7*q^9*t^10 - 37*q^8*t^11 - 30*q^7*t^12 - 2*q^6*t^13 - 4*q^10*t^8 - 24*q^9*t^9 + 5*q^8*t^10 + 104*q^7*t^11 + 94*q^6*t^12 + 12*q^5*t^13 + 2*q^11*t^6 - 8*q^10*t^7 + 64*q^9*t^8 + 99*q^8*t^9 + 176*q^7*t^10 - 236*q^6*t^11 - 141*q^5*t^12 - 33*q^4*t^13 + q^11*t^5 - 20*q^10*t^6 + 164*q^9*t^7 - 377*q^8*t^8 + 7*q^7*t^9 - 891*q^6*t^10 + 524*q^5*t^11 + 65*q^4*t^12 + 54*q^3*t^13 - 12*q^11*t^4 + 71*q^10*t^5 - 211*q^9*t^6 - 172*q^8*t^7 + 38*q^7*t^8 + 476*q^6*t^9 + 1237*q^5*t^10 - 542*q^4*t^11 + 7*q^3*t^12 - 45*q^2*t^13 - 15*q^11*t^3 + 208*q^10*t^4 - 1038*q^9*t^5 + 2549*q^8*t^6 - 2604*q^7*t^7 + 4005*q^6*t^8 - 3548*q^5*t^9 + 392*q^4*t^10 - 180*q^3*t^11 + 108*q^2*t^12 + q*t^13 + t^14 - 19*q^11*t^2 + 192*q^10*t^3 - 1080*q^9*t^4 + 4087*q^8*t^5 - 7779*q^7*t^6 + 7992*q^6*t^7 - 9284*q^5*t^8 + 6200*q^4*t^9 - 1808*q^3*t^10 + 506*q^2*t^11 - 101*q*t^12 + 5*t^13 - 5*q^11*t + 101*q^10*t^2 - 506*q^9*t^3 + 1808*q^8*t^4 - 6200*q^7*t^5 + 9284*q^6*t^6 - 7992*q^5*t^7 + 7779*q^4*t^8 - 4087*q^3*t^9 + 1080*q^2*t^10 - 192*q*t^11 + 19*t^12 - q^11 - q^10*t - 108*q^9*t^2 + 180*q^8*t^3 - 392*q^7*t^4 + 3548*q^6*t^5 - 4005*q^5*t^6 + 2604*q^4*t^7 - 2549*q^3*t^8 + 1038*q^2*t^9 - 208*q*t^10 + 15*t^11 + 45*q^9*t - 7*q^8*t^2 + 542*q^7*t^3 - 1237*q^6*t^4 - 476*q^5*t^5 - 38*q^4*t^6 + 172*q^3*t^7 + 211*q^2*t^8 - 71*q*t^9 + 12*t^10 - 54*q^8*t - 65*q^7*t^2 - 524*q^6*t^3 + 891*q^5*t^4 - 7*q^4*t^5 + 377*q^3*t^6 - 164*q^2*t^7 + 20*q*t^8 - t^9 + 33*q^7*t + 141*q^6*t^2 + 236*q^5*t^3 - 176*q^4*t^4 - 99*q^3*t^5 - 64*q^2*t^6 + 8*q*t^7 - 2*t^8 - 12*q^6*t - 94*q^5*t^2 - 104*q^4*t^3 - 5*q^3*t^4 + 24*q^2*t^5 + 4*q*t^6 + 2*q^5*t + 30*q^4*t^2 + 37*q^3*t^3 + 7*q^2*t^4 + q*t^5 - 4*q^3*t^2 - 6*q^2*t^3 - q*t^4)/((q*t - 1)*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [5, 6]]

[0748] 'F_YPw'

Zeta functions

ask[-]:

(q^6*t^3 + 7*q^6*t^2 - 11*q^5*t^3 + 2*q^4*t^4 + 6*q^6*t - 39*q^5*t^2 + 39*q^4*t^3 - 10*q^3*t^4 + q^6 - 10*q^5*t + 43*q^4*t^2 - 28*q^3*t^3 + 9*q^2*t^4 - 9*q^4*t + 28*q^3*t^2 - 43*q^2*t^3 + 10*q*t^4 - t^5 + 10*q^3*t - 39*q^2*t^2 + 39*q*t^3 - 6*t^4 - 2*q^2*t + 11*q*t^2 - 7*t^3 - t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^14*t^8 - 3*q^13*t^9 + 2*q^12*t^10 - 3*q^11*t^11 + 2*q^10*t^12 + 7*q^14*t^7 - 28*q^13*t^8 + 45*q^12*t^9 - 21*q^11*t^10 + 9*q^10*t^11 - 2*q^8*t^13 - q^7*t^14 + 33*q^14*t^6 - 150*q^13*t^7 + 248*q^12*t^8 - 164*q^11*t^9 - 26*q^10*t^10 + 50*q^9*t^11 - 32*q^8*t^12 + 2*q^7*t^13 + 6*q^6*t^14 + 63*q^14*t^5 - 456*q^13*t^6 + 1084*q^12*t^7 - 1062*q^11*t^8 + 190*q^10*t^9 + 349*q^9*t^10 - 161*q^8*t^11 + 35*q^7*t^12 + 27*q^6*t^13 - 12*q^5*t^14 + 91*q^14*t^4 - 804*q^13*t^5 + 2774*q^12*t^6 - 4296*q^11*t^7 + 2716*q^10*t^8 + 262*q^9*t^9 - 768*q^8*t^10 - 33*q^7*t^11 + 106*q^6*t^12 - 71*q^5*t^13 + 2*q^4*t^14 + 60*q^14*t^3 - 886*q^13*t^4 + 4073*q^12*t^5 - 8724*q^11*t^6 + 8640*q^10*t^7 - 1670*q^9*t^8 - 3697*q^8*t^9 + 2030*q^7*t^10 + 120*q^6*t^11 - 92*q^5*t^12 + 19*q^4*t^13 + 28*q^3*t^14 + 32*q^14*t^2 - 468*q^13*t^3 + 3217*q^12*t^4 - 9458*q^11*t^5 + 12250*q^10*t^6 - 3112*q^9*t^7 - 10387*q^8*t^8 + 12145*q^7*t^9 - 3864*q^6*t^10 - 204*q^5*t^11 + 38*q^4*t^12 + 35*q^3*t^13 - 37*q^2*t^14 + 6*q^14*t - 144*q^13*t^2 + 1101*q^12*t^3 - 4928*q^11*t^4 + 8985*q^10*t^5 - 1506*q^9*t^6 - 16522*q^8*t^7 + 24630*q^7*t^8 - 13336*q^6*t^9 - 462*q^5*t^10 + 2749*q^4*t^11 - 807*q^3*t^12 + 135*q^2*t^13 - q*t^14 + t^15 + q^14 - q^13*t + 135*q^12*t^2 - 807*q^11*t^3 + 2749*q^10*t^4 - 462*q^9*t^5 - 13336*q^8*t^6 + 24630*q^7*t^7 - 16522*q^6*t^8 - 1506*q^5*t^9 + 8985*q^4*t^10 - 4928*q^3*t^11 + 1101*q^2*t^12 - 144*q*t^13 + 6*t^14 - 37*q^12*t + 35*q^11*t^2 + 38*q^10*t^3 - 204*q^9*t^4 - 3864*q^8*t^5 + 12145*q^7*t^6 - 10387*q^6*t^7 - 3112*q^5*t^8 + 12250*q^4*t^9 - 9458*q^3*t^10 + 3217*q^2*t^11 - 468*q*t^12 + 32*t^13 + 28*q^11*t + 19*q^10*t^2 - 92*q^9*t^3 + 120*q^8*t^4 + 2030*q^7*t^5 - 3697*q^6*t^6 - 1670*q^5*t^7 + 8640*q^4*t^8 - 8724*q^3*t^9 + 4073*q^2*t^10 - 886*q*t^11 + 60*t^12 + 2*q^10*t - 71*q^9*t^2 + 106*q^8*t^3 - 33*q^7*t^4 - 768*q^6*t^5 + 262*q^5*t^6 + 2716*q^4*t^7 - 4296*q^3*t^8 + 2774*q^2*t^9 - 804*q*t^10 + 91*t^11 - 12*q^9*t + 27*q^8*t^2 + 35*q^7*t^3 - 161*q^6*t^4 + 349*q^5*t^5 + 190*q^4*t^6 - 1062*q^3*t^7 + 1084*q^2*t^8 - 456*q*t^9 + 63*t^10 + 6*q^8*t + 2*q^7*t^2 - 32*q^6*t^3 + 50*q^5*t^4 - 26*q^4*t^5 - 164*q^3*t^6 + 248*q^2*t^7 - 150*q*t^8 + 33*t^9 - q^7*t - 2*q^6*t^2 + 9*q^4*t^4 - 21*q^3*t^5 + 45*q^2*t^6 - 28*q*t^7 + 7*t^8 + 2*q^4*t^3 - 3*q^3*t^4 + 2*q^2*t^5 - 3*q*t^6 + t^7)/((q^2 - t)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 5], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0749] 'F_YXw'

Zeta functions

ask[-]:

(q^6*t^3 + 4*q^6*t^2 - 7*q^5*t^3 + q^4*t^4 + 4*q^6*t - 26*q^5*t^2 + 25*q^4*t^3 - 7*q^3*t^4 + q^6 - 7*q^5*t + 32*q^4*t^2 - 19*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 19*q^3*t^2 - 32*q^2*t^3 + 7*q*t^4 - t^5 + 7*q^3*t - 25*q^2*t^2 + 26*q*t^3 - 4*t^4 - q^2*t + 7*q*t^2 - 4*t^3 - t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^10*t^8 - 3*q^9*t^9 + 2*q^8*t^10 - 3*q^7*t^11 + 4*q^10*t^7 - 19*q^9*t^8 + 35*q^8*t^9 - 23*q^7*t^10 + 22*q^6*t^11 + 2*q^5*t^12 + 27*q^10*t^6 - 113*q^9*t^7 + 199*q^8*t^8 - 166*q^7*t^9 + 67*q^6*t^10 - 55*q^5*t^11 - 13*q^4*t^12 + 38*q^10*t^5 - 331*q^9*t^6 + 876*q^8*t^7 - 1076*q^7*t^8 + 520*q^6*t^9 - 73*q^5*t^10 + 54*q^4*t^11 + 34*q^3*t^12 + 72*q^10*t^4 - 543*q^9*t^5 + 1987*q^8*t^6 - 3790*q^7*t^7 + 3841*q^6*t^8 - 1632*q^5*t^9 + 247*q^4*t^10 - 71*q^3*t^11 - 36*q^2*t^12 + 38*q^10*t^3 - 665*q^9*t^4 + 3015*q^8*t^5 - 7054*q^7*t^6 + 10195*q^6*t^7 - 8790*q^5*t^8 + 3663*q^4*t^9 - 771*q^3*t^10 + 177*q^2*t^11 + 2*q*t^12 + t^13 + 27*q^10*t^2 - 315*q^9*t^3 + 2471*q^8*t^4 - 8200*q^7*t^5 + 14327*q^6*t^6 - 16164*q^5*t^7 + 11597*q^4*t^8 - 4320*q^3*t^9 + 814*q^2*t^10 - 133*q*t^11 + 4*t^12 + 4*q^10*t - 133*q^9*t^2 + 814*q^8*t^3 - 4320*q^7*t^4 + 11597*q^6*t^5 - 16164*q^5*t^6 + 14327*q^4*t^7 - 8200*q^3*t^8 + 2471*q^2*t^9 - 315*q*t^10 + 27*t^11 + q^10 + 2*q^9*t + 177*q^8*t^2 - 771*q^7*t^3 + 3663*q^6*t^4 - 8790*q^5*t^5 + 10195*q^4*t^6 - 7054*q^3*t^7 + 3015*q^2*t^8 - 665*q*t^9 + 38*t^10 - 36*q^8*t - 71*q^7*t^2 + 247*q^6*t^3 - 1632*q^5*t^4 + 3841*q^4*t^5 - 3790*q^3*t^6 + 1987*q^2*t^7 - 543*q*t^8 + 72*t^9 + 34*q^7*t + 54*q^6*t^2 - 73*q^5*t^3 + 520*q^4*t^4 - 1076*q^3*t^5 + 876*q^2*t^6 - 331*q*t^7 + 38*t^8 - 13*q^6*t - 55*q^5*t^2 + 67*q^4*t^3 - 166*q^3*t^4 + 199*q^2*t^5 - 113*q*t^6 + 27*t^7 + 2*q^5*t + 22*q^4*t^2 - 23*q^3*t^3 + 35*q^2*t^4 - 19*q*t^5 + 4*t^6 - 3*q^3*t^2 + 2*q^2*t^3 - 3*q*t^4 + t^5)/((q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0750] 'F_]vw'

Zeta functions

ask[-]:

-(q^11 + 2*q^10*t - 2*q^9*t^2 - 4*q^9*t - 3*q^8*t^2 + 2*q^7*t^3 + q^6*t^4 - 6*q^8*t + 11*q^7*t^2 + 3*q^6*t^3 - 3*q^5*t^4 + q^7*t + 9*q^6*t^2 - 9*q^5*t^3 - q^4*t^4 + 3*q^6*t - 3*q^5*t^2 - 11*q^4*t^3 + 6*q^3*t^4 - q^5*t - 2*q^4*t^2 + 3*q^3*t^3 + 4*q^2*t^4 + 2*q^2*t^3 - 2*q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(3*q^25*t^7 + 4*q^24*t^8 + 5*q^23*t^9 - 3*q^25*t^6 - 13*q^24*t^7 - 20*q^23*t^8 - 31*q^22*t^9 - 13*q^21*t^10 - 4*q^20*t^11 + q^26*t^4 - 13*q^25*t^5 + q^24*t^6 + 21*q^23*t^7 + 29*q^22*t^8 + 65*q^21*t^9 + 49*q^20*t^10 + 22*q^19*t^11 + 4*q^18*t^12 + q^17*t^13 - q^27*t^2 + 3*q^26*t^3 + 5*q^25*t^4 + 32*q^24*t^5 + 66*q^23*t^6 + 55*q^22*t^7 - 15*q^21*t^8 - 42*q^20*t^9 + 12*q^19*t^10 - 29*q^18*t^11 - 6*q^17*t^12 + 5*q^16*t^13 - q^15*t^14 + 5*q^26*t^2 + 15*q^25*t^3 - 54*q^24*t^4 - 41*q^23*t^5 - 67*q^22*t^6 - 271*q^21*t^7 - 114*q^20*t^8 + 18*q^19*t^9 - 227*q^18*t^10 - 83*q^17*t^11 - 40*q^16*t^12 - 53*q^15*t^13 + q^14*t^14 - q^13*t^15 - q^27 - 5*q^26*t - 56*q^24*t^3 - 14*q^23*t^4 + 89*q^22*t^5 - 35*q^21*t^6 + 126*q^20*t^7 + 135*q^19*t^8 + 94*q^18*t^9 + 277*q^17*t^10 + 126*q^16*t^11 + 118*q^15*t^12 + 152*q^14*t^13 + 2*q^12*t^15 + 11*q^25*t + 35*q^24*t^2 + q^23*t^3 + 117*q^22*t^4 + 212*q^21*t^5 + 22*q^20*t^6 + 113*q^19*t^7 + 668*q^18*t^8 - 32*q^17*t^9 - 187*q^16*t^10 + 225*q^15*t^11 + 6*q^14*t^12 - 133*q^13*t^13 + 40*q^12*t^14 + 3*q^11*t^15 + 3*q^10*t^16 + 5*q^24*t - 54*q^23*t^2 - 12*q^22*t^3 + 119*q^21*t^4 - 314*q^20*t^5 - 328*q^19*t^6 - 90*q^18*t^7 - 885*q^17*t^8 - 357*q^16*t^9 - 122*q^15*t^10 - 582*q^14*t^11 - 199*q^13*t^12 - 74*q^12*t^13 - 200*q^11*t^14 - 16*q^10*t^15 - 11*q^9*t^16 - 33*q^22*t^2 - 64*q^21*t^3 - 134*q^20*t^4 - 115*q^19*t^5 - 219*q^18*t^6 + 424*q^17*t^7 + 333*q^16*t^8 - 573*q^15*t^9 + 116*q^14*t^10 + 757*q^13*t^11 + 65*q^12*t^12 + 78*q^11*t^13 + 264*q^10*t^14 + 21*q^9*t^15 + 16*q^8*t^16 - 5*q^22*t + 26*q^21*t^2 + 216*q^20*t^3 + 159*q^19*t^4 - 14*q^18*t^5 + 783*q^17*t^6 + 123*q^16*t^7 + 74*q^15*t^8 + 1301*q^14*t^9 + 590*q^13*t^10 - 149*q^12*t^11 + 220*q^11*t^12 + 4*q^10*t^13 + 35*q^9*t^14 + 78*q^8*t^15 - 7*q^7*t^16 - 2*q^6*t^17 + 2*q^21*t + 7*q^20*t^2 - 78*q^19*t^3 - 35*q^18*t^4 - 4*q^17*t^5 - 220*q^16*t^6 + 149*q^15*t^7 - 590*q^14*t^8 - 1301*q^13*t^9 - 74*q^12*t^10 - 123*q^11*t^11 - 783*q^10*t^12 + 14*q^9*t^13 - 159*q^8*t^14 - 216*q^7*t^15 - 26*q^6*t^16 + 5*q^5*t^17 - 16*q^19*t^2 - 21*q^18*t^3 - 264*q^17*t^4 - 78*q^16*t^5 - 65*q^15*t^6 - 757*q^14*t^7 - 116*q^13*t^8 + 573*q^12*t^9 - 333*q^11*t^10 - 424*q^10*t^11 + 219*q^9*t^12 + 115*q^8*t^13 + 134*q^7*t^14 + 64*q^6*t^15 + 33*q^5*t^16 + 11*q^18*t^2 + 16*q^17*t^3 + 200*q^16*t^4 + 74*q^15*t^5 + 199*q^14*t^6 + 582*q^13*t^7 + 122*q^12*t^8 + 357*q^11*t^9 + 885*q^10*t^10 + 90*q^9*t^11 + 328*q^8*t^12 + 314*q^7*t^13 - 119*q^6*t^14 + 12*q^5*t^15 + 54*q^4*t^16 - 5*q^3*t^17 - 3*q^17*t^2 - 3*q^16*t^3 - 40*q^15*t^4 + 133*q^14*t^5 - 6*q^13*t^6 - 225*q^12*t^7 + 187*q^11*t^8 + 32*q^10*t^9 - 668*q^9*t^10 - 113*q^8*t^11 - 22*q^7*t^12 - 212*q^6*t^13 - 117*q^5*t^14 - q^4*t^15 - 35*q^3*t^16 - 11*q^2*t^17 - 2*q^15*t^3 - 152*q^13*t^5 - 118*q^12*t^6 - 126*q^11*t^7 - 277*q^10*t^8 - 94*q^9*t^9 - 135*q^8*t^10 - 126*q^7*t^11 + 35*q^6*t^12 - 89*q^5*t^13 + 14*q^4*t^14 + 56*q^3*t^15 + 5*q*t^17 + t^18 + q^14*t^3 - q^13*t^4 + 53*q^12*t^5 + 40*q^11*t^6 + 83*q^10*t^7 + 227*q^9*t^8 - 18*q^8*t^9 + 114*q^7*t^10 + 271*q^6*t^11 + 67*q^5*t^12 + 41*q^4*t^13 + 54*q^3*t^14 - 15*q^2*t^15 - 5*q*t^16 + q^12*t^4 - 5*q^11*t^5 + 6*q^10*t^6 + 29*q^9*t^7 - 12*q^8*t^8 + 42*q^7*t^9 + 15*q^6*t^10 - 55*q^5*t^11 - 66*q^4*t^12 - 32*q^3*t^13 - 5*q^2*t^14 - 3*q*t^15 + t^16 - q^10*t^5 - 4*q^9*t^6 - 22*q^8*t^7 - 49*q^7*t^8 - 65*q^6*t^9 - 29*q^5*t^10 - 21*q^4*t^11 - q^3*t^12 + 13*q^2*t^13 - q*t^14 + 4*q^7*t^7 + 13*q^6*t^8 + 31*q^5*t^9 + 20*q^4*t^10 + 13*q^3*t^11 + 3*q^2*t^12 - 5*q^4*t^9 - 4*q^3*t^10 - 3*q^2*t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0751] 'F_]~g'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0752] 'F_]~w'

Zeta functions

ask[-]:

-(q^5 + 2*q^4*t - 3*q^3*t - 3*q^2*t + 2*q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0753] 'F_^to'

Zeta functions

ask[-]:

-(q^11 + 2*q^10*t - 3*q^9*t^2 + q^8*t^3 - 3*q^9*t - 3*q^8*t^2 + q^7*t^3 + q^6*t^4 - 7*q^8*t + 13*q^7*t^2 + 3*q^6*t^3 - 4*q^5*t^4 + 8*q^6*t^2 - 8*q^5*t^3 + 4*q^6*t - 3*q^5*t^2 - 13*q^4*t^3 + 7*q^3*t^4 - q^5*t - q^4*t^2 + 3*q^3*t^3 + 3*q^2*t^4 - q^3*t^2 + 3*q^2*t^3 - 2*q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

(5*q^17*t^7 + 6*q^16*t^8 + 7*q^15*t^9 - 4*q^17*t^6 - 22*q^16*t^7 - 28*q^15*t^8 - 64*q^14*t^9 - 22*q^13*t^10 - 4*q^12*t^11 + q^18*t^4 - 20*q^17*t^5 - q^16*t^6 + 36*q^15*t^7 + 52*q^14*t^8 + 197*q^13*t^9 + 122*q^12*t^10 + 48*q^11*t^11 + 18*q^10*t^12 - 3*q^9*t^13 - q^19*t^2 + 3*q^18*t^3 + 6*q^17*t^4 + 61*q^16*t^5 + 103*q^15*t^6 + 108*q^14*t^7 - 82*q^13*t^8 - 276*q^12*t^9 - 223*q^11*t^10 - 181*q^10*t^11 - 102*q^9*t^12 + 9*q^8*t^13 - q^7*t^14 + 7*q^18*t^2 + 25*q^17*t^3 - 63*q^16*t^4 - 99*q^15*t^5 - 164*q^14*t^6 - 632*q^13*t^7 - 122*q^12*t^8 + 269*q^11*t^9 + 106*q^10*t^10 + 222*q^9*t^11 + 249*q^8*t^12 - q^7*t^13 + 5*q^6*t^14 - q^19 - 7*q^18*t - 8*q^17*t^2 - 96*q^16*t^3 - 31*q^15*t^4 + 163*q^14*t^5 + 142*q^13*t^6 + 816*q^12*t^7 + 727*q^11*t^8 + 87*q^10*t^9 + 80*q^9*t^10 - 24*q^8*t^11 - 221*q^7*t^12 - 33*q^6*t^13 - 10*q^5*t^14 + 16*q^17*t + 56*q^16*t^2 + 67*q^15*t^3 + 235*q^14*t^4 + 335*q^13*t^5 - 312*q^12*t^6 - 468*q^11*t^7 - 443*q^10*t^8 - 772*q^9*t^9 - 470*q^8*t^10 + 3*q^7*t^11 - 51*q^6*t^12 + 9*q^5*t^13 + 13*q^4*t^14 + 5*q^16*t - 90*q^15*t^2 - 99*q^14*t^3 - 41*q^13*t^4 - 924*q^12*t^5 - 305*q^11*t^6 + 366*q^10*t^7 - 366*q^9*t^8 + 305*q^8*t^9 + 924*q^7*t^10 + 41*q^6*t^11 + 99*q^5*t^12 + 90*q^4*t^13 - 5*q^3*t^14 - 13*q^15*t - 9*q^14*t^2 + 51*q^13*t^3 - 3*q^12*t^4 + 470*q^11*t^5 + 772*q^10*t^6 + 443*q^9*t^7 + 468*q^8*t^8 + 312*q^7*t^9 - 335*q^6*t^10 - 235*q^5*t^11 - 67*q^4*t^12 - 56*q^3*t^13 - 16*q^2*t^14 + 10*q^14*t + 33*q^13*t^2 + 221*q^12*t^3 + 24*q^11*t^4 - 80*q^10*t^5 - 87*q^9*t^6 - 727*q^8*t^7 - 816*q^7*t^8 - 142*q^6*t^9 - 163*q^5*t^10 + 31*q^4*t^11 + 96*q^3*t^12 + 8*q^2*t^13 + 7*q*t^14 + t^15 - 5*q^13*t + q^12*t^2 - 249*q^11*t^3 - 222*q^10*t^4 - 106*q^9*t^5 - 269*q^8*t^6 + 122*q^7*t^7 + 632*q^6*t^8 + 164*q^5*t^9 + 99*q^4*t^10 + 63*q^3*t^11 - 25*q^2*t^12 - 7*q*t^13 + q^12*t - 9*q^11*t^2 + 102*q^10*t^3 + 181*q^9*t^4 + 223*q^8*t^5 + 276*q^7*t^6 + 82*q^6*t^7 - 108*q^5*t^8 - 103*q^4*t^9 - 61*q^3*t^10 - 6*q^2*t^11 - 3*q*t^12 + t^13 + 3*q^10*t^2 - 18*q^9*t^3 - 48*q^8*t^4 - 122*q^7*t^5 - 197*q^6*t^6 - 52*q^5*t^7 - 36*q^4*t^8 + q^3*t^9 + 20*q^2*t^10 - q*t^11 + 4*q^7*t^4 + 22*q^6*t^5 + 64*q^5*t^6 + 28*q^4*t^7 + 22*q^3*t^8 + 4*q^2*t^9 - 7*q^4*t^6 - 6*q^3*t^7 - 5*q^2*t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6]]

[0754] 'F_opw'

Zeta functions

ask[-]:

(q^6*t^3 + q^5*t^3 - 3*q^5*t^2 - 3*q^4*t^3 + q^4*t^2 - 3*q^3*t^3 + q^2*t^4 + 10*q^3*t^2 + q^4 - 3*q^3*t + q^2*t^2 - 3*q^2*t - 3*q*t^2 + q*t + t)*(q - t)/((q*t - 1)^4*q^5*(t - 1)^2)

ask[+]:

(q^18*t^14 - q^17*t^15 - 2*q^16*t^16 + q^15*t^17 - q^19*t^12 + 12*q^18*t^13 - 16*q^17*t^14 + 7*q^16*t^15 + 4*q^15*t^16 + 2*q^13*t^18 - 9*q^19*t^11 + 48*q^18*t^12 - 127*q^17*t^13 + 97*q^16*t^14 - 23*q^15*t^15 + 10*q^14*t^16 - 8*q^13*t^17 - 9*q^12*t^18 - 4*q^11*t^19 - q^10*t^20 - 31*q^19*t^10 + 137*q^18*t^11 - 318*q^17*t^12 + 409*q^16*t^13 - 137*q^15*t^14 - 62*q^13*t^16 + 4*q^12*t^17 + 22*q^11*t^18 + 13*q^10*t^19 + 7*q^9*t^20 - 31*q^19*t^9 + 228*q^18*t^10 - 501*q^17*t^11 + 550*q^16*t^12 - 185*q^15*t^13 - 316*q^14*t^14 + 118*q^13*t^15 + 43*q^12*t^16 + 132*q^11*t^17 - 55*q^10*t^18 - 14*q^9*t^19 - 16*q^8*t^20 - 10*q^19*t^8 + 144*q^18*t^9 - 495*q^17*t^10 + 483*q^16*t^11 + 294*q^15*t^12 - 954*q^14*t^13 + 794*q^13*t^14 - 227*q^12*t^15 + 387*q^11*t^16 - 449*q^10*t^17 + 56*q^9*t^18 + 21*q^8*t^19 + 12*q^7*t^20 + 93*q^18*t^8 - 405*q^17*t^9 + 673*q^16*t^10 - 59*q^15*t^11 - 1097*q^14*t^12 + 857*q^13*t^13 - 149*q^12*t^14 + 429*q^11*t^15 - 752*q^10*t^16 + 176*q^9*t^17 + 228*q^8*t^18 - 84*q^7*t^19 + 8*q^6*t^20 + 110*q^18*t^7 - 709*q^17*t^8 + 1363*q^16*t^9 - 1254*q^15*t^10 + 153*q^14*t^11 + 567*q^13*t^12 + 475*q^12*t^13 - 378*q^11*t^14 - 423*q^10*t^15 - 372*q^9*t^16 + 963*q^8*t^17 - 512*q^7*t^18 + 89*q^6*t^19 - 12*q^5*t^20 + 47*q^18*t^6 - 567*q^17*t^7 + 1670*q^16*t^8 - 1344*q^15*t^9 - 486*q^14*t^10 + 1747*q^13*t^11 - 1209*q^12*t^12 - 98*q^11*t^13 - 426*q^10*t^14 - 38*q^9*t^15 + 1479*q^8*t^16 - 826*q^7*t^17 - 18*q^6*t^18 + 105*q^5*t^19 - 16*q^4*t^20 + q^3*t^21 - q^18*t^5 - 122*q^17*t^6 + 695*q^16*t^7 - 490*q^15*t^8 - 2279*q^14*t^9 + 4272*q^13*t^10 - 3009*q^12*t^11 + 1310*q^11*t^12 - 1316*q^10*t^13 + 1679*q^9*t^14 - 76*q^8*t^15 - 595*q^7*t^16 - 458*q^6*t^17 + 468*q^5*t^18 - 141*q^4*t^19 + 11*q^3*t^20 + q^18*t^4 - 87*q^17*t^5 + 503*q^16*t^6 - 677*q^15*t^7 - 834*q^14*t^8 + 2809*q^13*t^9 - 1690*q^12*t^10 - 483*q^11*t^11 - 421*q^10*t^12 + 1495*q^9*t^13 + 199*q^8*t^14 - 1603*q^7*t^15 + 601*q^6*t^16 + 354*q^5*t^17 - 150*q^4*t^18 + 27*q^3*t^19 - 92*q^17*t^4 + 718*q^16*t^5 - 1802*q^15*t^6 + 1295*q^14*t^7 + 281*q^13*t^8 - 142*q^12*t^9 - 1407*q^11*t^10 + 1463*q^10*t^11 - 526*q^9*t^12 + 2454*q^8*t^13 - 4498*q^7*t^14 + 2523*q^6*t^15 - 215*q^5*t^16 - 158*q^4*t^17 - 12*q^3*t^18 + 2*q^2*t^19 - 6*q^17*t^3 + 269*q^16*t^4 - 1079*q^15*t^5 + 856*q^14*t^6 + 1950*q^13*t^7 - 3037*q^12*t^8 + 1234*q^11*t^9 - 96*q^10*t^10 - 96*q^9*t^11 + 1234*q^8*t^12 - 3037*q^7*t^13 + 1950*q^6*t^14 + 856*q^5*t^15 - 1079*q^4*t^16 + 269*q^3*t^17 - 6*q^2*t^18 + 2*q^17*t^2 - 12*q^16*t^3 - 158*q^15*t^4 - 215*q^14*t^5 + 2523*q^13*t^6 - 4498*q^12*t^7 + 2454*q^11*t^8 - 526*q^10*t^9 + 1463*q^9*t^10 - 1407*q^8*t^11 - 142*q^7*t^12 + 281*q^6*t^13 + 1295*q^5*t^14 - 1802*q^4*t^15 + 718*q^3*t^16 - 92*q^2*t^17 + 27*q^16*t^2 - 150*q^15*t^3 + 354*q^14*t^4 + 601*q^13*t^5 - 1603*q^12*t^6 + 199*q^11*t^7 + 1495*q^10*t^8 - 421*q^9*t^9 - 483*q^8*t^10 - 1690*q^7*t^11 + 2809*q^6*t^12 - 834*q^5*t^13 - 677*q^4*t^14 + 503*q^3*t^15 - 87*q^2*t^16 + q*t^17 + 11*q^16*t - 141*q^15*t^2 + 468*q^14*t^3 - 458*q^13*t^4 - 595*q^12*t^5 - 76*q^11*t^6 + 1679*q^10*t^7 - 1316*q^9*t^8 + 1310*q^8*t^9 - 3009*q^7*t^10 + 4272*q^6*t^11 - 2279*q^5*t^12 - 490*q^4*t^13 + 695*q^3*t^14 - 122*q^2*t^15 - q*t^16 + q^16 - 16*q^15*t + 105*q^14*t^2 - 18*q^13*t^3 - 826*q^12*t^4 + 1479*q^11*t^5 - 38*q^10*t^6 - 426*q^9*t^7 - 98*q^8*t^8 - 1209*q^7*t^9 + 1747*q^6*t^10 - 486*q^5*t^11 - 1344*q^4*t^12 + 1670*q^3*t^13 - 567*q^2*t^14 + 47*q*t^15 - 12*q^14*t + 89*q^13*t^2 - 512*q^12*t^3 + 963*q^11*t^4 - 372*q^10*t^5 - 423*q^9*t^6 - 378*q^8*t^7 + 475*q^7*t^8 + 567*q^6*t^9 + 153*q^5*t^10 - 1254*q^4*t^11 + 1363*q^3*t^12 - 709*q^2*t^13 + 110*q*t^14 + 8*q^13*t - 84*q^12*t^2 + 228*q^11*t^3 + 176*q^10*t^4 - 752*q^9*t^5 + 429*q^8*t^6 - 149*q^7*t^7 + 857*q^6*t^8 - 1097*q^5*t^9 - 59*q^4*t^10 + 673*q^3*t^11 - 405*q^2*t^12 + 93*q*t^13 + 12*q^12*t + 21*q^11*t^2 + 56*q^10*t^3 - 449*q^9*t^4 + 387*q^8*t^5 - 227*q^7*t^6 + 794*q^6*t^7 - 954*q^5*t^8 + 294*q^4*t^9 + 483*q^3*t^10 - 495*q^2*t^11 + 144*q*t^12 - 10*t^13 - 16*q^11*t - 14*q^10*t^2 - 55*q^9*t^3 + 132*q^8*t^4 + 43*q^7*t^5 + 118*q^6*t^6 - 316*q^5*t^7 - 185*q^4*t^8 + 550*q^3*t^9 - 501*q^2*t^10 + 228*q*t^11 - 31*t^12 + 7*q^10*t + 13*q^9*t^2 + 22*q^8*t^3 + 4*q^7*t^4 - 62*q^6*t^5 - 137*q^4*t^7 + 409*q^3*t^8 - 318*q^2*t^9 + 137*q*t^10 - 31*t^11 - q^9*t - 4*q^8*t^2 - 9*q^7*t^3 - 8*q^6*t^4 + 10*q^5*t^5 - 23*q^4*t^6 + 97*q^3*t^7 - 127*q^2*t^8 + 48*q*t^9 - 9*t^10 + 2*q^6*t^3 + 4*q^4*t^5 + 7*q^3*t^6 - 16*q^2*t^7 + 12*q*t^8 - t^9 + q^4*t^4 - 2*q^3*t^5 - q^2*t^6 + q*t^7)/((q^3 - t^2)*(q*t^2 - 1)^4*(q^2 - t)^2*(t^2 - q)*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 4], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0755] 'F_oxw'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(4*q^13*t^17 + 2*q^12*t^18 - 4*q^15*t^14 - 3*q^14*t^15 + 7*q^13*t^16 - 18*q^12*t^17 - 20*q^11*t^18 - 5*q^10*t^19 + q^9*t^20 + 2*q^16*t^12 - 9*q^15*t^13 + 27*q^14*t^14 - 3*q^13*t^15 - 28*q^12*t^16 + 45*q^11*t^17 + 51*q^10*t^18 + 31*q^9*t^19 - 2*q^8*t^20 + 8*q^16*t^11 - 40*q^15*t^12 + 110*q^14*t^13 - 106*q^13*t^14 - 6*q^12*t^15 + 125*q^11*t^16 - 120*q^10*t^17 - 50*q^9*t^18 - 66*q^8*t^19 - 5*q^7*t^20 + 20*q^16*t^10 - 102*q^15*t^11 + 243*q^14*t^12 - 283*q^13*t^13 - 62*q^12*t^14 + 312*q^11*t^15 - 267*q^10*t^16 + 109*q^9*t^17 + 112*q^8*t^18 + 28*q^7*t^19 + 22*q^6*t^20 + 15*q^16*t^9 - 142*q^15*t^10 + 300*q^14*t^11 - 285*q^13*t^12 - 171*q^12*t^13 + 850*q^11*t^14 - 530*q^10*t^15 - 225*q^9*t^16 + 226*q^8*t^17 - 262*q^7*t^18 + 44*q^6*t^19 - 24*q^5*t^20 + 5*q^16*t^8 - 67*q^15*t^9 + 282*q^14*t^10 - 245*q^13*t^11 - 329*q^12*t^12 + 898*q^11*t^13 - 916*q^10*t^14 - 310*q^9*t^15 + 1027*q^8*t^16 - 160*q^7*t^17 + 80*q^6*t^18 + 27*q^5*t^19 - 5*q^4*t^20 + q^3*t^21 - 64*q^15*t^8 + 293*q^14*t^9 - 620*q^13*t^10 + 370*q^12*t^11 + 732*q^11*t^12 - 712*q^10*t^13 + 187*q^9*t^14 + 644*q^8*t^15 - 508*q^7*t^16 - 523*q^6*t^17 + 193*q^5*t^18 - 72*q^4*t^19 + 8*q^3*t^20 - 52*q^15*t^7 + 509*q^14*t^8 - 1035*q^13*t^9 + 992*q^12*t^10 + 196*q^11*t^11 - 1984*q^10*t^12 + 890*q^9*t^13 + 236*q^8*t^14 - 441*q^7*t^15 + 193*q^6*t^16 + 321*q^5*t^17 - 36*q^4*t^18 + 13*q^3*t^19 - 19*q^15*t^6 + 206*q^14*t^7 - 957*q^13*t^8 + 541*q^12*t^9 + 1308*q^11*t^10 - 2697*q^10*t^11 + 2452*q^9*t^12 + 1044*q^8*t^13 - 2293*q^7*t^14 + 907*q^6*t^15 - 371*q^5*t^16 + 31*q^4*t^17 - 40*q^3*t^18 + 2*q^2*t^19 + 28*q^14*t^6 - 97*q^13*t^7 + 234*q^12*t^8 + 1418*q^11*t^9 - 3101*q^10*t^10 + 1123*q^9*t^11 + 1381*q^8*t^12 - 3280*q^7*t^13 + 1773*q^6*t^14 + 644*q^5*t^15 - 361*q^4*t^16 + 88*q^3*t^17 - q^15*t^4 + 56*q^14*t^5 - 407*q^13*t^6 + 504*q^12*t^7 - 297*q^11*t^8 - 930*q^10*t^9 + 1416*q^9*t^10 + 1566*q^8*t^11 - 1755*q^7*t^12 + 593*q^6*t^13 + 877*q^5*t^14 - 1428*q^4*t^15 + 403*q^3*t^16 - 51*q^2*t^17 + 51*q^14*t^4 - 403*q^13*t^5 + 1428*q^12*t^6 - 877*q^11*t^7 - 593*q^10*t^8 + 1755*q^9*t^9 - 1566*q^8*t^10 - 1416*q^7*t^11 + 930*q^6*t^12 + 297*q^5*t^13 - 504*q^4*t^14 + 407*q^3*t^15 - 56*q^2*t^16 + q*t^17 - 88*q^13*t^4 + 361*q^12*t^5 - 644*q^11*t^6 - 1773*q^10*t^7 + 3280*q^9*t^8 - 1381*q^8*t^9 - 1123*q^7*t^10 + 3101*q^6*t^11 - 1418*q^5*t^12 - 234*q^4*t^13 + 97*q^3*t^14 - 28*q^2*t^15 - 2*q^14*t^2 + 40*q^13*t^3 - 31*q^12*t^4 + 371*q^11*t^5 - 907*q^10*t^6 + 2293*q^9*t^7 - 1044*q^8*t^8 - 2452*q^7*t^9 + 2697*q^6*t^10 - 1308*q^5*t^11 - 541*q^4*t^12 + 957*q^3*t^13 - 206*q^2*t^14 + 19*q*t^15 - 13*q^13*t^2 + 36*q^12*t^3 - 321*q^11*t^4 - 193*q^10*t^5 + 441*q^9*t^6 - 236*q^8*t^7 - 890*q^7*t^8 + 1984*q^6*t^9 - 196*q^5*t^10 - 992*q^4*t^11 + 1035*q^3*t^12 - 509*q^2*t^13 + 52*q*t^14 - 8*q^13*t + 72*q^12*t^2 - 193*q^11*t^3 + 523*q^10*t^4 + 508*q^9*t^5 - 644*q^8*t^6 - 187*q^7*t^7 + 712*q^6*t^8 - 732*q^5*t^9 - 370*q^4*t^10 + 620*q^3*t^11 - 293*q^2*t^12 + 64*q*t^13 - q^13 + 5*q^12*t - 27*q^11*t^2 - 80*q^10*t^3 + 160*q^9*t^4 - 1027*q^8*t^5 + 310*q^7*t^6 + 916*q^6*t^7 - 898*q^5*t^8 + 329*q^4*t^9 + 245*q^3*t^10 - 282*q^2*t^11 + 67*q*t^12 - 5*t^13 + 24*q^11*t - 44*q^10*t^2 + 262*q^9*t^3 - 226*q^8*t^4 + 225*q^7*t^5 + 530*q^6*t^6 - 850*q^5*t^7 + 171*q^4*t^8 + 285*q^3*t^9 - 300*q^2*t^10 + 142*q*t^11 - 15*t^12 - 22*q^10*t - 28*q^9*t^2 - 112*q^8*t^3 - 109*q^7*t^4 + 267*q^6*t^5 - 312*q^5*t^6 + 62*q^4*t^7 + 283*q^3*t^8 - 243*q^2*t^9 + 102*q*t^10 - 20*t^11 + 5*q^9*t + 66*q^8*t^2 + 50*q^7*t^3 + 120*q^6*t^4 - 125*q^5*t^5 + 6*q^4*t^6 + 106*q^3*t^7 - 110*q^2*t^8 + 40*q*t^9 - 8*t^10 + 2*q^8*t - 31*q^7*t^2 - 51*q^6*t^3 - 45*q^5*t^4 + 28*q^4*t^5 + 3*q^3*t^6 - 27*q^2*t^7 + 9*q*t^8 - 2*t^9 - q^7*t + 5*q^6*t^2 + 20*q^5*t^3 + 18*q^4*t^4 - 7*q^3*t^5 + 3*q^2*t^6 + 4*q*t^7 - 2*q^4*t^3 - 4*q^3*t^4)/((q*t^2 - 1)^4*(q^2 - t)*(t^2 - q)*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 4], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0756] 'F`?^W'

Zeta functions

ask[-]:

-(q^6*t^4 + q^6*t^3 - 5*q^5*t^4 + 2*q^5*t^3 + 3*q^4*t^4 - 5*q^5*t^2 + 7*q^3*t^4 - q^2*t^5 + 5*q^4*t^2 - 13*q^3*t^3 - q^2*t^4 + q^4*t + 13*q^3*t^2 - 5*q^2*t^3 + q^4 - 7*q^3*t + 5*q*t^3 - 3*q^2*t - 2*q*t^2 + 5*q*t - t^2 - t)*(q - t)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

(q^10*t^12 + 2*q^9*t^13 - q^10*t^11 - 3*q^9*t^12 - 15*q^8*t^13 - 2*q^7*t^14 - 3*q^12*t^8 + 11*q^11*t^9 - 14*q^10*t^10 - 16*q^9*t^11 + 14*q^8*t^12 + 44*q^7*t^13 + 12*q^6*t^14 - 3*q^12*t^7 + 43*q^11*t^8 - 135*q^10*t^9 + 173*q^9*t^10 + 54*q^8*t^11 - 27*q^7*t^12 - 77*q^6*t^13 - 28*q^5*t^14 - 14*q^12*t^6 + 78*q^11*t^7 - 323*q^10*t^8 + 844*q^9*t^9 - 1008*q^8*t^10 + 229*q^7*t^11 - 155*q^6*t^12 + 144*q^5*t^13 + 25*q^4*t^14 - 7*q^12*t^5 + 136*q^11*t^6 - 526*q^10*t^7 + 1259*q^9*t^8 - 2592*q^8*t^9 + 2566*q^7*t^10 - 857*q^6*t^11 + 480*q^5*t^12 - 210*q^4*t^13 + 4*q^3*t^14 - q^2*t^15 - 5*q^12*t^4 + 77*q^11*t^5 - 564*q^10*t^6 + 1502*q^9*t^7 - 2573*q^8*t^8 + 4316*q^7*t^9 - 3232*q^6*t^10 + 848*q^5*t^11 - 363*q^4*t^12 + 92*q^3*t^13 - 2*q^2*t^14 - q^12*t^3 + 26*q^11*t^4 - 348*q^10*t^5 + 1649*q^9*t^6 - 2989*q^8*t^7 + 3987*q^7*t^8 - 5263*q^6*t^9 + 2794*q^5*t^10 - 555*q^4*t^11 + 189*q^3*t^12 - 17*q^2*t^13 + 21*q^11*t^3 - 149*q^10*t^4 + 1160*q^9*t^5 - 3863*q^8*t^6 + 5123*q^7*t^7 - 5674*q^6*t^8 + 5662*q^5*t^9 - 2260*q^4*t^10 + 405*q^3*t^11 - 99*q^2*t^12 + 4*q*t^13 + 4*q^11*t^2 - 99*q^10*t^3 + 405*q^9*t^4 - 2260*q^8*t^5 + 5662*q^7*t^6 - 5674*q^6*t^7 + 5123*q^5*t^8 - 3863*q^4*t^9 + 1160*q^3*t^10 - 149*q^2*t^11 + 21*q*t^12 - 17*q^10*t^2 + 189*q^9*t^3 - 555*q^8*t^4 + 2794*q^7*t^5 - 5263*q^6*t^6 + 3987*q^5*t^7 - 2989*q^4*t^8 + 1649*q^3*t^9 - 348*q^2*t^10 + 26*q*t^11 - t^12 - 2*q^10*t + 92*q^9*t^2 - 363*q^8*t^3 + 848*q^7*t^4 - 3232*q^6*t^5 + 4316*q^5*t^6 - 2573*q^4*t^7 + 1502*q^3*t^8 - 564*q^2*t^9 + 77*q*t^10 - 5*t^11 - q^10 + 4*q^9*t - 210*q^8*t^2 + 480*q^7*t^3 - 857*q^6*t^4 + 2566*q^5*t^5 - 2592*q^4*t^6 + 1259*q^3*t^7 - 526*q^2*t^8 + 136*q*t^9 - 7*t^10 + 25*q^8*t + 144*q^7*t^2 - 155*q^6*t^3 + 229*q^5*t^4 - 1008*q^4*t^5 + 844*q^3*t^6 - 323*q^2*t^7 + 78*q*t^8 - 14*t^9 - 28*q^7*t - 77*q^6*t^2 - 27*q^5*t^3 + 54*q^4*t^4 + 173*q^3*t^5 - 135*q^2*t^6 + 43*q*t^7 - 3*t^8 + 12*q^6*t + 44*q^5*t^2 + 14*q^4*t^3 - 16*q^3*t^4 - 14*q^2*t^5 + 11*q*t^6 - 3*t^7 - 2*q^5*t - 15*q^4*t^2 - 3*q^3*t^3 - q^2*t^4 + 2*q^3*t^2 + q^2*t^3)/((q*t - 1)^3*(q - t)^4*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 6], [3, 5], [4, 5], [4, 6], [5, 6]]

[0757] 'F`?}O'

Zeta functions

ask[-]:

(3*q^4*t^2 - q^4*t - 2*q^3*t^2 - q^3*t - 6*q^2*t^2 + q*t^3 - q^3 + 6*q^2*t + q*t^2 + 2*q*t + t^2 - 3*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^11*t^14 - 12*q^9*t^16 - 2*q^8*t^17 - 32*q^11*t^13 + 106*q^10*t^14 - 40*q^9*t^15 + 70*q^8*t^16 + 16*q^7*t^17 - 8*q^14*t^9 + 34*q^13*t^10 + 20*q^12*t^11 - 295*q^11*t^12 + 412*q^10*t^13 - 644*q^9*t^14 + 140*q^8*t^15 - 117*q^7*t^16 - 58*q^6*t^17 - 14*q^14*t^8 + 28*q^13*t^9 + 141*q^12*t^10 - 459*q^11*t^11 + 1462*q^10*t^12 - 1156*q^9*t^13 + 1073*q^8*t^14 + 95*q^7*t^15 - 76*q^6*t^16 + 118*q^5*t^17 + 2*q^15*t^6 + 26*q^14*t^7 - 175*q^13*t^8 + 266*q^12*t^9 - 780*q^11*t^10 + 743*q^10*t^11 - 1473*q^9*t^12 + 71*q^8*t^13 + 490*q^7*t^14 - 1103*q^6*t^15 + 502*q^5*t^16 - 141*q^4*t^17 - 2*q^15*t^5 + 65*q^14*t^6 - 240*q^13*t^7 + 509*q^12*t^8 + 135*q^11*t^9 - 1221*q^10*t^10 + 2907*q^9*t^11 - 3188*q^8*t^12 + 3549*q^7*t^13 - 2950*q^6*t^14 + 1723*q^5*t^15 - 593*q^4*t^16 + 86*q^3*t^17 - 6*q^15*t^4 + 18*q^14*t^5 - 41*q^13*t^6 - 139*q^12*t^7 + 1454*q^11*t^8 - 4146*q^10*t^9 + 7201*q^9*t^10 - 7639*q^8*t^11 + 6201*q^7*t^12 - 3672*q^6*t^13 + 2121*q^5*t^14 - 730*q^4*t^15 + 161*q^3*t^16 - 2*q^2*t^17 - q*t^18 - 3*q^15*t^3 - 33*q^14*t^4 + 187*q^13*t^5 - 742*q^12*t^6 + 1614*q^11*t^7 - 4045*q^10*t^8 + 5517*q^9*t^9 - 5827*q^8*t^10 + 2709*q^7*t^11 - 685*q^6*t^12 - 589*q^5*t^13 + 305*q^4*t^14 - 176*q^3*t^15 + 61*q^2*t^16 - 9*q*t^17 + q^15*t^2 - 6*q^14*t^3 + 96*q^13*t^4 - 162*q^12*t^5 + 180*q^11*t^6 + 622*q^10*t^7 - 446*q^9*t^8 + 1670*q^8*t^9 - 2551*q^7*t^10 + 3810*q^6*t^11 - 2506*q^5*t^12 + 1314*q^4*t^13 - 386*q^3*t^14 + 98*q^2*t^15 - 18*q*t^16 + 18*q^14*t^2 - 98*q^13*t^3 + 386*q^12*t^4 - 1314*q^11*t^5 + 2506*q^10*t^6 - 3810*q^9*t^7 + 2551*q^8*t^8 - 1670*q^7*t^9 + 446*q^6*t^10 - 622*q^5*t^11 - 180*q^4*t^12 + 162*q^3*t^13 - 96*q^2*t^14 + 6*q*t^15 - t^16 + 9*q^14*t - 61*q^13*t^2 + 176*q^12*t^3 - 305*q^11*t^4 + 589*q^10*t^5 + 685*q^9*t^6 - 2709*q^8*t^7 + 5827*q^7*t^8 - 5517*q^6*t^9 + 4045*q^5*t^10 - 1614*q^4*t^11 + 742*q^3*t^12 - 187*q^2*t^13 + 33*q*t^14 + 3*t^15 + q^14 + 2*q^13*t - 161*q^12*t^2 + 730*q^11*t^3 - 2121*q^10*t^4 + 3672*q^9*t^5 - 6201*q^8*t^6 + 7639*q^7*t^7 - 7201*q^6*t^8 + 4146*q^5*t^9 - 1454*q^4*t^10 + 139*q^3*t^11 + 41*q^2*t^12 - 18*q*t^13 + 6*t^14 - 86*q^12*t + 593*q^11*t^2 - 1723*q^10*t^3 + 2950*q^9*t^4 - 3549*q^8*t^5 + 3188*q^7*t^6 - 2907*q^6*t^7 + 1221*q^5*t^8 - 135*q^4*t^9 - 509*q^3*t^10 + 240*q^2*t^11 - 65*q*t^12 + 2*t^13 + 141*q^11*t - 502*q^10*t^2 + 1103*q^9*t^3 - 490*q^8*t^4 - 71*q^7*t^5 + 1473*q^6*t^6 - 743*q^5*t^7 + 780*q^4*t^8 - 266*q^3*t^9 + 175*q^2*t^10 - 26*q*t^11 - 2*t^12 - 118*q^10*t + 76*q^9*t^2 - 95*q^8*t^3 - 1073*q^7*t^4 + 1156*q^6*t^5 - 1462*q^5*t^6 + 459*q^4*t^7 - 141*q^3*t^8 - 28*q^2*t^9 + 14*q*t^10 + 58*q^9*t + 117*q^8*t^2 - 140*q^7*t^3 + 644*q^6*t^4 - 412*q^5*t^5 + 295*q^4*t^6 - 20*q^3*t^7 - 34*q^2*t^8 + 8*q*t^9 - 16*q^8*t - 70*q^7*t^2 + 40*q^6*t^3 - 106*q^5*t^4 + 32*q^4*t^5 + 2*q^7*t + 12*q^6*t^2 - 2*q^4*t^4)/((q*t^2 - 1)*(q*t - 1)*(t^2 - q)^3*(q - t)^5*q^6*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 5], [3, 5], [4, 5], [4, 6]]

[0758] 'F`?}W'

Zeta functions

ask[-]:

(3*q^4*t^2 - 3*q^3*t^2 - 2*q^3*t - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t + 2*q*t^2 + 3*q*t - 3*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(2*q^16*t^10 + 6*q^15*t^11 + 2*q^18*t^7 - 4*q^17*t^8 - 6*q^16*t^9 - 11*q^15*t^10 - 37*q^14*t^11 - 22*q^13*t^12 - 2*q^12*t^13 + q^11*t^14 - q^10*t^15 + 10*q^18*t^6 - 18*q^17*t^7 - 16*q^16*t^8 + 46*q^15*t^9 + 71*q^14*t^10 + 96*q^13*t^11 + 101*q^12*t^12 + 38*q^11*t^13 + 13*q^10*t^14 + 4*q^9*t^15 - q^8*t^16 + 23*q^18*t^5 - 104*q^17*t^6 + 36*q^16*t^7 + 275*q^15*t^8 - 112*q^14*t^9 - 318*q^13*t^10 - 172*q^12*t^11 - 174*q^11*t^12 - 147*q^10*t^13 - 104*q^9*t^14 - 18*q^8*t^15 + 7*q^7*t^16 + 17*q^18*t^4 - 180*q^17*t^5 + 363*q^16*t^6 + 272*q^15*t^7 - 1138*q^14*t^8 - 270*q^13*t^9 + 954*q^12*t^10 + 387*q^11*t^11 + 50*q^10*t^12 + 248*q^9*t^13 + 289*q^8*t^14 + 73*q^7*t^15 - 17*q^6*t^16 + 5*q^18*t^3 - 96*q^17*t^4 + 419*q^16*t^5 - 228*q^15*t^6 - 1531*q^14*t^7 + 1733*q^13*t^8 + 2503*q^12*t^9 - 1695*q^11*t^10 - 1325*q^10*t^11 + 450*q^9*t^12 - 178*q^8*t^13 - 425*q^7*t^14 - 167*q^6*t^15 + 15*q^5*t^16 - q^18*t^2 - 19*q^17*t^3 + 193*q^16*t^4 - 207*q^15*t^5 - 885*q^14*t^6 + 2432*q^13*t^7 + 387*q^12*t^8 - 5598*q^11*t^9 + 97*q^10*t^10 + 3365*q^9*t^11 - 525*q^8*t^12 - 447*q^7*t^13 + 475*q^6*t^14 + 208*q^5*t^15 + 5*q^4*t^16 - 19*q^17*t^2 + 145*q^16*t^3 - 363*q^15*t^4 - 495*q^14*t^5 + 1754*q^13*t^6 - 699*q^12*t^7 - 3549*q^11*t^8 + 4279*q^10*t^9 + 4335*q^9*t^10 - 3828*q^8*t^11 - 1231*q^7*t^12 + 1364*q^6*t^13 - 340*q^5*t^14 - 196*q^4*t^15 - 13*q^3*t^16 - 7*q^17*t + 140*q^16*t^2 - 450*q^15*t^3 + 300*q^14*t^4 + 1705*q^13*t^5 - 1557*q^12*t^6 - 2428*q^11*t^7 + 3420*q^10*t^8 + 552*q^9*t^9 - 5369*q^8*t^10 + 653*q^7*t^11 + 2772*q^6*t^12 - 837*q^5*t^13 - 276*q^4*t^14 + 249*q^3*t^15 - 12*q^2*t^16 + q*t^17 - q^17 + 12*q^16*t - 249*q^15*t^2 + 276*q^14*t^3 + 837*q^13*t^4 - 2772*q^12*t^5 - 653*q^11*t^6 + 5369*q^10*t^7 - 552*q^9*t^8 - 3420*q^8*t^9 + 2428*q^7*t^10 + 1557*q^6*t^11 - 1705*q^5*t^12 - 300*q^4*t^13 + 450*q^3*t^14 - 140*q^2*t^15 + 7*q*t^16 + 13*q^15*t + 196*q^14*t^2 + 340*q^13*t^3 - 1364*q^12*t^4 + 1231*q^11*t^5 + 3828*q^10*t^6 - 4335*q^9*t^7 - 4279*q^8*t^8 + 3549*q^7*t^9 + 699*q^6*t^10 - 1754*q^5*t^11 + 495*q^4*t^12 + 363*q^3*t^13 - 145*q^2*t^14 + 19*q*t^15 - 5*q^14*t - 208*q^13*t^2 - 475*q^12*t^3 + 447*q^11*t^4 + 525*q^10*t^5 - 3365*q^9*t^6 - 97*q^8*t^7 + 5598*q^7*t^8 - 387*q^6*t^9 - 2432*q^5*t^10 + 885*q^4*t^11 + 207*q^3*t^12 - 193*q^2*t^13 + 19*q*t^14 + t^15 - 15*q^13*t + 167*q^12*t^2 + 425*q^11*t^3 + 178*q^10*t^4 - 450*q^9*t^5 + 1325*q^8*t^6 + 1695*q^7*t^7 - 2503*q^6*t^8 - 1733*q^5*t^9 + 1531*q^4*t^10 + 228*q^3*t^11 - 419*q^2*t^12 + 96*q*t^13 - 5*t^14 + 17*q^12*t - 73*q^11*t^2 - 289*q^10*t^3 - 248*q^9*t^4 - 50*q^8*t^5 - 387*q^7*t^6 - 954*q^6*t^7 + 270*q^5*t^8 + 1138*q^4*t^9 - 272*q^3*t^10 - 363*q^2*t^11 + 180*q*t^12 - 17*t^13 - 7*q^11*t + 18*q^10*t^2 + 104*q^9*t^3 + 147*q^8*t^4 + 174*q^7*t^5 + 172*q^6*t^6 + 318*q^5*t^7 + 112*q^4*t^8 - 275*q^3*t^9 - 36*q^2*t^10 + 104*q*t^11 - 23*t^12 + q^10*t - 4*q^9*t^2 - 13*q^8*t^3 - 38*q^7*t^4 - 101*q^6*t^5 - 96*q^5*t^6 - 71*q^4*t^7 - 46*q^3*t^8 + 16*q^2*t^9 + 18*q*t^10 - 10*t^11 + q^8*t^2 - q^7*t^3 + 2*q^6*t^4 + 22*q^5*t^5 + 37*q^4*t^6 + 11*q^3*t^7 + 6*q^2*t^8 + 4*q*t^9 - 2*t^10 - 6*q^3*t^6 - 2*q^2*t^7)/((q*t^2 - 1)*(q^2 - t)^3*(q*t - 1)*(q + t)^2*(q - t)^3*q^6*(t + 1)*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 5], [3, 5], [4, 5], [4, 6], [5, 6]]

[0759] 'F`C^W'

Zeta functions

ask[-]:

(q^5*t^2 + q^4*t^2 - q^4*t - 4*q^3*t^2 - q^4 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + 4*q^2*t + q*t^2 - q*t - t)*(q - t)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

(2*q^15*t^11 + 2*q^14*t^12 - 2*q^13*t^13 - 2*q^12*t^14 - q^15*t^10 - 5*q^14*t^11 - 14*q^13*t^12 - 3*q^12*t^13 + 18*q^11*t^14 + 7*q^10*t^15 + q^9*t^16 - q^16*t^8 - 10*q^15*t^9 + 9*q^14*t^10 + 20*q^13*t^11 + 5*q^12*t^12 + 41*q^11*t^13 - 41*q^10*t^14 - 46*q^9*t^15 - 10*q^8*t^16 + q^7*t^17 + q^16*t^7 - q^15*t^8 + 32*q^14*t^9 + 49*q^13*t^10 - 100*q^12*t^11 + 33*q^11*t^12 + 9*q^10*t^13 - 9*q^9*t^14 + 107*q^8*t^15 + 38*q^7*t^16 - 3*q^6*t^17 + 4*q^16*t^6 + 4*q^15*t^7 - 46*q^14*t^8 - 4*q^13*t^9 - 183*q^12*t^10 - 43*q^11*t^11 + 158*q^10*t^12 - 236*q^9*t^13 + 13*q^8*t^14 - 55*q^7*t^15 - 76*q^6*t^16 + q^16*t^5 + 11*q^15*t^6 - 35*q^14*t^7 + 96*q^13*t^8 + 249*q^12*t^9 - 36*q^11*t^10 + 498*q^10*t^11 - 134*q^9*t^12 + 33*q^8*t^13 + 261*q^7*t^14 - 55*q^6*t^15 + 54*q^5*t^16 + 13*q^4*t^17 - 5*q^16*t^4 - 3*q^15*t^5 - 12*q^14*t^6 - 155*q^13*t^7 + 144*q^12*t^8 - 628*q^11*t^9 - 236*q^10*t^10 + 47*q^9*t^11 - 634*q^8*t^12 + 287*q^7*t^13 - 208*q^6*t^14 - 98*q^5*t^15 + 33*q^4*t^16 - 20*q^3*t^17 - 2*q^16*t^3 - 2*q^15*t^4 + 70*q^14*t^5 - 75*q^13*t^6 + 285*q^12*t^7 + 323*q^11*t^8 - 203*q^10*t^9 + 1276*q^9*t^10 - 310*q^8*t^11 + 197*q^7*t^12 + 369*q^6*t^13 - 196*q^5*t^14 + 163*q^4*t^15 - 2*q^3*t^16 - 2*q^2*t^17 + q*t^18 + 14*q^14*t^4 + 4*q^13*t^5 - 286*q^12*t^6 + 289*q^11*t^7 - 1020*q^10*t^8 - 72*q^9*t^9 - 143*q^8*t^10 - 1084*q^7*t^11 + 535*q^6*t^12 - 323*q^5*t^13 - 23*q^4*t^14 + 31*q^3*t^15 - 39*q^2*t^16 + 5*q*t^17 + 10*q^15*t^2 - 36*q^14*t^3 + 120*q^13*t^4 - 223*q^12*t^5 + 326*q^11*t^6 + 442*q^10*t^7 - 296*q^9*t^8 + 1492*q^8*t^9 - 296*q^7*t^10 + 442*q^6*t^11 + 326*q^5*t^12 - 223*q^4*t^13 + 120*q^3*t^14 - 36*q^2*t^15 + 10*q*t^16 + 5*q^15*t - 39*q^14*t^2 + 31*q^13*t^3 - 23*q^12*t^4 - 323*q^11*t^5 + 535*q^10*t^6 - 1084*q^9*t^7 - 143*q^8*t^8 - 72*q^7*t^9 - 1020*q^6*t^10 + 289*q^5*t^11 - 286*q^4*t^12 + 4*q^3*t^13 + 14*q^2*t^14 + q^15 - 2*q^14*t - 2*q^13*t^2 + 163*q^12*t^3 - 196*q^11*t^4 + 369*q^10*t^5 + 197*q^9*t^6 - 310*q^8*t^7 + 1276*q^7*t^8 - 203*q^6*t^9 + 323*q^5*t^10 + 285*q^4*t^11 - 75*q^3*t^12 + 70*q^2*t^13 - 2*q*t^14 - 2*t^15 - 20*q^13*t + 33*q^12*t^2 - 98*q^11*t^3 - 208*q^10*t^4 + 287*q^9*t^5 - 634*q^8*t^6 + 47*q^7*t^7 - 236*q^6*t^8 - 628*q^5*t^9 + 144*q^4*t^10 - 155*q^3*t^11 - 12*q^2*t^12 - 3*q*t^13 - 5*t^14 + 13*q^12*t + 54*q^11*t^2 - 55*q^10*t^3 + 261*q^9*t^4 + 33*q^8*t^5 - 134*q^7*t^6 + 498*q^6*t^7 - 36*q^5*t^8 + 249*q^4*t^9 + 96*q^3*t^10 - 35*q^2*t^11 + 11*q*t^12 + t^13 - 76*q^10*t^2 - 55*q^9*t^3 + 13*q^8*t^4 - 236*q^7*t^5 + 158*q^6*t^6 - 43*q^5*t^7 - 183*q^4*t^8 - 4*q^3*t^9 - 46*q^2*t^10 + 4*q*t^11 + 4*t^12 - 3*q^10*t + 38*q^9*t^2 + 107*q^8*t^3 - 9*q^7*t^4 + 9*q^6*t^5 + 33*q^5*t^6 - 100*q^4*t^7 + 49*q^3*t^8 + 32*q^2*t^9 - q*t^10 + t^11 + q^9*t - 10*q^8*t^2 - 46*q^7*t^3 - 41*q^6*t^4 + 41*q^5*t^5 + 5*q^4*t^6 + 20*q^3*t^7 + 9*q^2*t^8 - 10*q*t^9 - t^10 + q^7*t^2 + 7*q^6*t^3 + 18*q^5*t^4 - 3*q^4*t^5 - 14*q^3*t^6 - 5*q^2*t^7 - q*t^8 - 2*q^4*t^4 - 2*q^3*t^5 + 2*q^2*t^6 + 2*q*t^7)/((q*t^2 - 1)*(q^2 - t)^3*(q*t - 1)*(t^2 - q)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0760] 'F`CmW'

Zeta functions

ask[-]:

(q^5*t^3 + 2*q^5*t^2 - 2*q^4*t^3 - 4*q^5*t + 3*q^4*t^2 - 5*q^3*t^3 - q^5 + 5*q^4*t - 8*q^3*t^2 + 9*q^2*t^3 + 9*q^3*t - 8*q^2*t^2 + 5*q*t^3 - t^4 - 5*q^2*t + 3*q*t^2 - 4*t^3 - 2*q*t + 2*t^2 + t)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^10*t^12 + 5*q^9*t^13 + 2*q^8*t^14 - q^11*t^10 - 6*q^10*t^11 - 3*q^9*t^12 - 27*q^8*t^13 - 26*q^7*t^14 - q^6*t^15 + 2*q^11*t^9 - q^10*t^10 - 19*q^9*t^11 + 38*q^8*t^12 + 53*q^7*t^13 + 111*q^6*t^14 + 8*q^5*t^15 + q^12*t^7 + 34*q^10*t^9 + 15*q^9*t^10 + 163*q^8*t^11 - 49*q^7*t^12 - 119*q^6*t^13 - 208*q^5*t^14 - 29*q^4*t^15 - 4*q^12*t^6 + 5*q^11*t^7 - 40*q^10*t^8 + 85*q^9*t^9 - 530*q^8*t^10 + 92*q^7*t^11 - 552*q^6*t^12 + 452*q^5*t^13 + 146*q^4*t^14 + 58*q^3*t^15 - 3*q^12*t^5 + 60*q^11*t^6 - 332*q^10*t^7 + 602*q^9*t^8 - 1260*q^8*t^9 + 2104*q^7*t^10 - 907*q^6*t^11 + 1483*q^5*t^12 - 716*q^4*t^13 - 15*q^3*t^14 - 56*q^2*t^15 - 3*q^12*t^4 + 47*q^11*t^5 - 254*q^10*t^6 + 1043*q^9*t^7 - 753*q^8*t^8 + 1582*q^7*t^9 - 1627*q^6*t^10 - 231*q^5*t^11 - 787*q^4*t^12 + 194*q^3*t^13 + 75*q^2*t^14 + 9*q*t^15 + t^16 - q^12*t^3 - 34*q^11*t^4 + 330*q^10*t^5 - 670*q^9*t^6 + 689*q^8*t^7 - 3206*q^7*t^8 + 2371*q^6*t^9 - 2498*q^5*t^10 + 2716*q^4*t^11 - 553*q^3*t^12 + 222*q^2*t^13 - 73*q*t^14 + 3*t^15 + 12*q^12*t^2 - 87*q^11*t^3 + 423*q^10*t^4 - 2062*q^9*t^5 + 3318*q^8*t^6 - 4308*q^7*t^7 + 6992*q^6*t^8 - 4308*q^5*t^9 + 3318*q^4*t^10 - 2062*q^3*t^11 + 423*q^2*t^12 - 87*q*t^13 + 12*t^14 + 3*q^12*t - 73*q^11*t^2 + 222*q^10*t^3 - 553*q^9*t^4 + 2716*q^8*t^5 - 2498*q^7*t^6 + 2371*q^6*t^7 - 3206*q^5*t^8 + 689*q^4*t^9 - 670*q^3*t^10 + 330*q^2*t^11 - 34*q*t^12 - t^13 + q^12 + 9*q^11*t + 75*q^10*t^2 + 194*q^9*t^3 - 787*q^8*t^4 - 231*q^7*t^5 - 1627*q^6*t^6 + 1582*q^5*t^7 - 753*q^4*t^8 + 1043*q^3*t^9 - 254*q^2*t^10 + 47*q*t^11 - 3*t^12 - 56*q^10*t - 15*q^9*t^2 - 716*q^8*t^3 + 1483*q^7*t^4 - 907*q^6*t^5 + 2104*q^5*t^6 - 1260*q^4*t^7 + 602*q^3*t^8 - 332*q^2*t^9 + 60*q*t^10 - 3*t^11 + 58*q^9*t + 146*q^8*t^2 + 452*q^7*t^3 - 552*q^6*t^4 + 92*q^5*t^5 - 530*q^4*t^6 + 85*q^3*t^7 - 40*q^2*t^8 + 5*q*t^9 - 4*t^10 - 29*q^8*t - 208*q^7*t^2 - 119*q^6*t^3 - 49*q^5*t^4 + 163*q^4*t^5 + 15*q^3*t^6 + 34*q^2*t^7 + t^9 + 8*q^7*t + 111*q^6*t^2 + 53*q^5*t^3 + 38*q^4*t^4 - 19*q^3*t^5 - q^2*t^6 + 2*q*t^7 - q^6*t - 26*q^5*t^2 - 27*q^4*t^3 - 3*q^3*t^4 - 6*q^2*t^5 - q*t^6 + 2*q^4*t^2 + 5*q^3*t^3 + q^2*t^4)/((q*t - 1)*(t^2 - q)*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 5], [3, 4], [4, 5], [4, 6], [5, 6]]

[0761] 'F`EZW'

Zeta functions

ask[-]:

-(q^5*t^5 - 3*q^6*t^3 + q^5*t^4 - 3*q^4*t^5 - 2*q^7*t + 15*q^6*t^2 - 15*q^5*t^3 + 14*q^4*t^4 - 3*q^3*t^5 - q^7 + 3*q^6*t - 24*q^5*t^2 + 28*q^4*t^3 - 21*q^3*t^4 + 10*q^2*t^5 + 10*q^5*t - 21*q^4*t^2 + 28*q^3*t^3 - 24*q^2*t^4 + 3*q*t^5 - t^6 - 3*q^4*t + 14*q^3*t^2 - 15*q^2*t^3 + 15*q*t^4 - 2*t^5 - 3*q^3*t + q^2*t^2 - 3*q*t^3 + q^2*t)/((q*t - 1)*(q - t)*q^6*(t - 1)^5)

ask[+]:

(q^7*t^10 + 2*q^6*t^11 + 3*q^8*t^8 - 5*q^7*t^9 - 7*q^6*t^10 - 8*q^5*t^11 - 3*q^4*t^12 - 3*q^9*t^6 + 10*q^8*t^7 - 42*q^7*t^8 + 27*q^6*t^9 + 47*q^5*t^10 - 3*q^4*t^11 + 16*q^3*t^12 - 8*q^9*t^5 + 63*q^8*t^6 - 118*q^7*t^7 + 244*q^6*t^8 - 175*q^5*t^9 - 44*q^4*t^10 - 22*q^2*t^12 - 22*q^9*t^4 + 126*q^8*t^5 - 472*q^7*t^6 + 778*q^6*t^7 - 1013*q^5*t^8 + 722*q^4*t^9 - 177*q^3*t^10 + 72*q^2*t^11 + t^13 - 19*q^9*t^3 + 228*q^8*t^4 - 778*q^7*t^5 + 1752*q^6*t^6 - 2285*q^5*t^7 + 2101*q^4*t^8 - 1231*q^3*t^9 + 325*q^2*t^10 - 73*q*t^11 + 4*t^12 - 16*q^9*t^2 + 154*q^8*t^3 - 839*q^7*t^4 + 1944*q^6*t^5 - 2991*q^5*t^6 + 2991*q^4*t^7 - 1944*q^3*t^8 + 839*q^2*t^9 - 154*q*t^10 + 16*t^11 - 4*q^9*t + 73*q^8*t^2 - 325*q^7*t^3 + 1231*q^6*t^4 - 2101*q^5*t^5 + 2285*q^4*t^6 - 1752*q^3*t^7 + 778*q^2*t^8 - 228*q*t^9 + 19*t^10 - q^9 - 72*q^7*t^2 + 177*q^6*t^3 - 722*q^5*t^4 + 1013*q^4*t^5 - 778*q^3*t^6 + 472*q^2*t^7 - 126*q*t^8 + 22*t^9 + 22*q^7*t + 44*q^5*t^3 + 175*q^4*t^4 - 244*q^3*t^5 + 118*q^2*t^6 - 63*q*t^7 + 8*t^8 - 16*q^6*t + 3*q^5*t^2 - 47*q^4*t^3 - 27*q^3*t^4 + 42*q^2*t^5 - 10*q*t^6 + 3*t^7 + 3*q^5*t + 8*q^4*t^2 + 7*q^3*t^3 + 5*q^2*t^4 - 3*q*t^5 - 2*q^3*t^2 - q^2*t^3)/((t^2 - q)*(q - t)*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0762] 'F`FHw'

Zeta functions

ask[-]:

(2*q^5*t^2 - q^4*t^3 - 2*q^5*t + q^4*t^2 - 2*q^3*t^3 - q^5 + 3*q^4*t - 6*q^3*t^2 + 6*q^2*t^3 + 6*q^3*t - 6*q^2*t^2 + 3*q*t^3 - t^4 - 2*q^2*t + q*t^2 - 2*t^3 - q*t + 2*t^2)/((q*t - 1)^2*q^5*(t - 1)^3)

ask[+]:

(q^22*t^17 + 4*q^21*t^18 + 13*q^20*t^19 + 8*q^19*t^20 + 6*q^18*t^21 - 5*q^23*t^15 - 13*q^22*t^16 - 34*q^21*t^17 - 42*q^20*t^18 - 116*q^19*t^19 - 110*q^18*t^20 - 96*q^17*t^21 - 26*q^16*t^22 - 5*q^15*t^23 - q^14*t^24 + 4*q^25*t^12 + 2*q^24*t^13 - 4*q^23*t^14 + 65*q^22*t^15 + 88*q^21*t^16 + 139*q^20*t^17 + 314*q^19*t^18 + 631*q^18*t^19 + 571*q^17*t^20 + 556*q^16*t^21 + 327*q^15*t^22 + 101*q^14*t^23 + 20*q^13*t^24 + 2*q^12*t^25 + q^26*t^10 + 4*q^25*t^11 - 33*q^24*t^12 - 58*q^23*t^13 + 154*q^22*t^14 + 35*q^21*t^15 - 560*q^20*t^16 - 479*q^19*t^17 - 713*q^18*t^18 - 2069*q^17*t^19 - 2335*q^16*t^20 - 1918*q^15*t^21 - 1406*q^14*t^22 - 684*q^13*t^23 - 246*q^12*t^24 - 34*q^11*t^25 + 6*q^10*t^26 - q^9*t^27 - 2*q^26*t^9 - 14*q^25*t^10 + 6*q^24*t^11 - 13*q^23*t^12 - 36*q^22*t^13 - 263*q^21*t^14 - 1181*q^20*t^15 + 85*q^19*t^16 + 1641*q^18*t^17 + 1613*q^17*t^18 + 3305*q^16*t^19 + 5855*q^15*t^20 + 5434*q^14*t^21 + 3880*q^13*t^22 + 2155*q^12*t^23 + 1081*q^11*t^24 + 297*q^10*t^25 - 3*q^9*t^26 + q^8*t^27 - q^7*t^28 - 5*q^26*t^8 - 12*q^25*t^9 + 158*q^24*t^10 + 159*q^23*t^11 - 445*q^22*t^12 + 891*q^21*t^13 + 2191*q^20*t^14 + 2654*q^19*t^15 + 3441*q^18*t^16 + 913*q^17*t^17 - 3598*q^16*t^18 - 4658*q^15*t^19 - 7724*q^14*t^20 - 10281*q^13*t^21 - 8645*q^12*t^22 - 4757*q^11*t^23 - 2424*q^10*t^24 - 988*q^9*t^25 - 149*q^8*t^26 - 9*q^7*t^27 + 8*q^6*t^28 + 5*q^26*t^7 + 20*q^25*t^8 - 29*q^24*t^9 + 178*q^23*t^10 - 816*q^22*t^11 + 90*q^21*t^12 + 1140*q^20*t^13 - 7017*q^19*t^14 - 10495*q^18*t^15 - 6808*q^17*t^16 - 8565*q^16*t^17 - 2779*q^15*t^18 + 6644*q^14*t^19 + 8505*q^13*t^20 + 11182*q^12*t^21 + 12719*q^11*t^22 + 8850*q^10*t^23 + 4048*q^9*t^24 + 1568*q^8*t^25 + 505*q^7*t^26 + 84*q^6*t^27 - 21*q^5*t^28 + 7*q^26*t^6 + 50*q^25*t^7 - 422*q^24*t^8 + 110*q^23*t^9 - 64*q^22*t^10 - 2538*q^21*t^11 + 1620*q^20*t^12 - 263*q^19*t^13 + 1937*q^18*t^14 + 22489*q^17*t^15 + 23137*q^16*t^16 + 12290*q^15*t^17 + 13285*q^14*t^18 + 2634*q^13*t^19 - 8272*q^12*t^20 - 10997*q^11*t^21 - 11076*q^10*t^22 - 10583*q^9*t^23 - 6299*q^8*t^24 - 1792*q^7*t^25 - 556*q^6*t^26 - 236*q^5*t^27 + 19*q^4*t^28 - 13*q^26*t^5 + 23*q^25*t^6 - 197*q^24*t^7 + 16*q^23*t^8 + 3026*q^22*t^9 - 714*q^21*t^10 + 3219*q^20*t^11 + 11197*q^19*t^12 - 4079*q^18*t^13 - 5375*q^17*t^14 - 10595*q^16*t^15 - 40023*q^15*t^16 - 34094*q^14*t^17 - 13842*q^13*t^18 - 9667*q^12*t^19 - 2910*q^11*t^20 + 9122*q^10*t^21 + 10160*q^9*t^22 + 6984*q^8*t^23 + 6279*q^7*t^24 + 2496*q^6*t^25 + 192*q^5*t^26 + 238*q^4*t^27 + 13*q^3*t^28 - 17*q^25*t^5 + 637*q^24*t^6 - 991*q^23*t^7 + 2119*q^22*t^8 - 2388*q^21*t^9 - 12405*q^20*t^10 + 2221*q^19*t^11 - 12630*q^18*t^12 - 23988*q^17*t^13 + 15455*q^16*t^14 + 17738*q^15*t^15 + 17847*q^14*t^16 + 47941*q^13*t^17 + 35068*q^12*t^18 + 4849*q^11*t^19 + 2455*q^10*t^20 + 2037*q^9*t^21 - 8198*q^8*t^22 - 6227*q^7*t^23 - 2726*q^6*t^24 - 2289*q^5*t^25 - 305*q^4*t^26 - 6*q^3*t^27 - 37*q^2*t^28 + 14*q^26*t^3 - 196*q^25*t^4 + 598*q^24*t^5 - 2131*q^23*t^6 - 698*q^22*t^7 + 3652*q^21*t^8 - 7355*q^20*t^9 + 15602*q^19*t^10 + 26872*q^18*t^11 - 6061*q^17*t^12 + 22978*q^16*t^13 + 25010*q^15*t^14 - 30884*q^14*t^15 - 29799*q^13*t^16 - 20510*q^12*t^17 - 36236*q^11*t^18 - 24676*q^10*t^19 + 5621*q^9*t^20 + 3305*q^8*t^21 - 1391*q^7*t^22 + 5226*q^6*t^23 + 2425*q^5*t^24 + 353*q^4*t^25 + 440*q^3*t^26 - 40*q^2*t^27 + 8*q*t^28 + t^29 + 14*q^26*t^2 - 121*q^25*t^3 + 612*q^24*t^4 - 138*q^23*t^5 - 314*q^22*t^6 + 7940*q^21*t^7 - 4282*q^20*t^8 - 6363*q^19*t^9 + 5887*q^18*t^10 - 37121*q^17*t^11 - 33322*q^16*t^12 + 7695*q^15*t^13 - 13603*q^14*t^14 - 12794*q^13*t^15 + 34494*q^12*t^16 + 41505*q^11*t^17 + 10014*q^10*t^18 + 15559*q^9*t^19 + 13670*q^8*t^20 - 10735*q^7*t^21 - 2993*q^6*t^22 + 1330*q^5*t^23 - 2608*q^4*t^24 - 170*q^3*t^25 + 19*q^2*t^26 - 35*q*t^27 + 4*t^28 + 4*q^26*t - 35*q^25*t^2 + 19*q^24*t^3 - 170*q^23*t^4 - 2608*q^22*t^5 + 1330*q^21*t^6 - 2993*q^20*t^7 - 10735*q^19*t^8 + 13670*q^18*t^9 + 15559*q^17*t^10 + 10014*q^16*t^11 + 41505*q^15*t^12 + 34494*q^14*t^13 - 12794*q^13*t^14 - 13603*q^12*t^15 + 7695*q^11*t^16 - 33322*q^10*t^17 - 37121*q^9*t^18 + 5887*q^8*t^19 - 6363*q^7*t^20 - 4282*q^6*t^21 + 7940*q^5*t^22 - 314*q^4*t^23 - 138*q^3*t^24 + 612*q^2*t^25 - 121*q*t^26 + 14*t^27 + q^26 + 8*q^25*t - 40*q^24*t^2 + 440*q^23*t^3 + 353*q^22*t^4 + 2425*q^21*t^5 + 5226*q^20*t^6 - 1391*q^19*t^7 + 3305*q^18*t^8 + 5621*q^17*t^9 - 24676*q^16*t^10 - 36236*q^15*t^11 - 20510*q^14*t^12 - 29799*q^13*t^13 - 30884*q^12*t^14 + 25010*q^11*t^15 + 22978*q^10*t^16 - 6061*q^9*t^17 + 26872*q^8*t^18 + 15602*q^7*t^19 - 7355*q^6*t^20 + 3652*q^5*t^21 - 698*q^4*t^22 - 2131*q^3*t^23 + 598*q^2*t^24 - 196*q*t^25 + 14*t^26 - 37*q^24*t - 6*q^23*t^2 - 305*q^22*t^3 - 2289*q^21*t^4 - 2726*q^20*t^5 - 6227*q^19*t^6 - 8198*q^18*t^7 + 2037*q^17*t^8 + 2455*q^16*t^9 + 4849*q^15*t^10 + 35068*q^14*t^11 + 47941*q^13*t^12 + 17847*q^12*t^13 + 17738*q^11*t^14 + 15455*q^10*t^15 - 23988*q^9*t^16 - 12630*q^8*t^17 + 2221*q^7*t^18 - 12405*q^6*t^19 - 2388*q^5*t^20 + 2119*q^4*t^21 - 991*q^3*t^22 + 637*q^2*t^23 - 17*q*t^24 + 13*q^23*t + 238*q^22*t^2 + 192*q^21*t^3 + 2496*q^20*t^4 + 6279*q^19*t^5 + 6984*q^18*t^6 + 10160*q^17*t^7 + 9122*q^16*t^8 - 2910*q^15*t^9 - 9667*q^14*t^10 - 13842*q^13*t^11 - 34094*q^12*t^12 - 40023*q^11*t^13 - 10595*q^10*t^14 - 5375*q^9*t^15 - 4079*q^8*t^16 + 11197*q^7*t^17 + 3219*q^6*t^18 - 714*q^5*t^19 + 3026*q^4*t^20 + 16*q^3*t^21 - 197*q^2*t^22 + 23*q*t^23 - 13*t^24 + 19*q^22*t - 236*q^21*t^2 - 556*q^20*t^3 - 1792*q^19*t^4 - 6299*q^18*t^5 - 10583*q^17*t^6 - 11076*q^16*t^7 - 10997*q^15*t^8 - 8272*q^14*t^9 + 2634*q^13*t^10 + 13285*q^12*t^11 + 12290*q^11*t^12 + 23137*q^10*t^13 + 22489*q^9*t^14 + 1937*q^8*t^15 - 263*q^7*t^16 + 1620*q^6*t^17 - 2538*q^5*t^18 - 64*q^4*t^19 + 110*q^3*t^20 - 422*q^2*t^21 + 50*q*t^22 + 7*t^23 - 21*q^21*t + 84*q^20*t^2 + 505*q^19*t^3 + 1568*q^18*t^4 + 4048*q^17*t^5 + 8850*q^16*t^6 + 12719*q^15*t^7 + 11182*q^14*t^8 + 8505*q^13*t^9 + 6644*q^12*t^10 - 2779*q^11*t^11 - 8565*q^10*t^12 - 6808*q^9*t^13 - 10495*q^8*t^14 - 7017*q^7*t^15 + 1140*q^6*t^16 + 90*q^5*t^17 - 816*q^4*t^18 + 178*q^3*t^19 - 29*q^2*t^20 + 20*q*t^21 + 5*t^22 + 8*q^20*t - 9*q^19*t^2 - 149*q^18*t^3 - 988*q^17*t^4 - 2424*q^16*t^5 - 4757*q^15*t^6 - 8645*q^14*t^7 - 10281*q^13*t^8 - 7724*q^12*t^9 - 4658*q^11*t^10 - 3598*q^10*t^11 + 913*q^9*t^12 + 3441*q^8*t^13 + 2654*q^7*t^14 + 2191*q^6*t^15 + 891*q^5*t^16 - 445*q^4*t^17 + 159*q^3*t^18 + 158*q^2*t^19 - 12*q*t^20 - 5*t^21 - q^19*t + q^18*t^2 - 3*q^17*t^3 + 297*q^16*t^4 + 1081*q^15*t^5 + 2155*q^14*t^6 + 3880*q^13*t^7 + 5434*q^12*t^8 + 5855*q^11*t^9 + 3305*q^10*t^10 + 1613*q^9*t^11 + 1641*q^8*t^12 + 85*q^7*t^13 - 1181*q^6*t^14 - 263*q^5*t^15 - 36*q^4*t^16 - 13*q^3*t^17 + 6*q^2*t^18 - 14*q*t^19 - 2*t^20 - q^17*t^2 + 6*q^16*t^3 - 34*q^15*t^4 - 246*q^14*t^5 - 684*q^13*t^6 - 1406*q^12*t^7 - 1918*q^11*t^8 - 2335*q^10*t^9 - 2069*q^9*t^10 - 713*q^8*t^11 - 479*q^7*t^12 - 560*q^6*t^13 + 35*q^5*t^14 + 154*q^4*t^15 - 58*q^3*t^16 - 33*q^2*t^17 + 4*q*t^18 + t^19 + 2*q^14*t^4 + 20*q^13*t^5 + 101*q^12*t^6 + 327*q^11*t^7 + 556*q^10*t^8 + 571*q^9*t^9 + 631*q^8*t^10 + 314*q^7*t^11 + 139*q^6*t^12 + 88*q^5*t^13 + 65*q^4*t^14 - 4*q^3*t^15 + 2*q^2*t^16 + 4*q*t^17 - q^12*t^5 - 5*q^11*t^6 - 26*q^10*t^7 - 96*q^9*t^8 - 110*q^8*t^9 - 116*q^7*t^10 - 42*q^6*t^11 - 34*q^5*t^12 - 13*q^4*t^13 - 5*q^3*t^14 + 6*q^8*t^8 + 8*q^7*t^9 + 13*q^6*t^10 + 4*q^5*t^11 + q^4*t^12)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^3*(t^2 - q)^3*(q + t)^3*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 5], [2, 3], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0763] 'F`G]w'

Zeta functions

ask[-]:

ask[+]:

(q^7*t^10 + q^6*t^11 + 2*q^8*t^8 - 8*q^7*t^9 - q^6*t^10 - 5*q^5*t^11 + q^10*t^5 - 2*q^8*t^7 - 13*q^7*t^8 + 33*q^6*t^9 - q^5*t^10 + 6*q^4*t^11 - 4*q^10*t^4 + 4*q^9*t^5 - 20*q^8*t^6 + 87*q^7*t^7 - 70*q^6*t^8 + 17*q^5*t^9 - 27*q^4*t^10 + 9*q^3*t^11 - 2*q^10*t^3 + 50*q^9*t^4 - 141*q^8*t^5 + 235*q^7*t^6 - 393*q^6*t^7 + 300*q^5*t^8 - 130*q^4*t^9 + 48*q^3*t^10 - 21*q^2*t^11 - 10*q^10*t^2 + 51*q^9*t^3 - 225*q^8*t^4 + 447*q^7*t^5 - 466*q^6*t^6 + 414*q^5*t^7 - 188*q^4*t^8 + 17*q^3*t^9 + 30*q^2*t^10 + q*t^11 + t^12 - 3*q^10*t + 48*q^9*t^2 - 118*q^8*t^3 + 237*q^7*t^4 - 241*q^6*t^5 + 241*q^4*t^7 - 237*q^3*t^8 + 118*q^2*t^9 - 48*q*t^10 + 3*t^11 - q^10 - q^9*t - 30*q^8*t^2 - 17*q^7*t^3 + 188*q^6*t^4 - 414*q^5*t^5 + 466*q^4*t^6 - 447*q^3*t^7 + 225*q^2*t^8 - 51*q*t^9 + 10*t^10 + 21*q^8*t - 48*q^7*t^2 + 130*q^6*t^3 - 300*q^5*t^4 + 393*q^4*t^5 - 235*q^3*t^6 + 141*q^2*t^7 - 50*q*t^8 + 2*t^9 - 9*q^7*t + 27*q^6*t^2 - 17*q^5*t^3 + 70*q^4*t^4 - 87*q^3*t^5 + 20*q^2*t^6 - 4*q*t^7 + 4*t^8 - 6*q^6*t + q^5*t^2 - 33*q^4*t^3 + 13*q^3*t^4 + 2*q^2*t^5 - t^7 + 5*q^5*t + q^4*t^2 + 8*q^3*t^3 - 2*q^2*t^4 - q^4*t - q^3*t^2)/((q*t - 1)*(t^2 - q)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0764] 'F`Gyw'

Zeta functions

ask[-]:

-(q^8*t^2 - q^7*t^3 - q^6*t^4 + q^7*t^2 - 2*q^6*t^3 + 4*q^5*t^4 - q^7*t - q^6*t^2 + 2*q^5*t^3 - q^4*t^4 - q^7 + 2*q^6*t - 6*q^5*t^2 + 6*q^4*t^3 - 6*q^3*t^4 + 6*q^5*t - 6*q^4*t^2 + 6*q^3*t^3 - 2*q^2*t^4 + q*t^5 + q^4*t - 2*q^3*t^2 + q^2*t^3 + q*t^4 - 4*q^3*t + 2*q^2*t^2 - q*t^3 + q^2*t + q*t^2 - t^3)/((q*t - 1)^3*(q - t)^2*q^5*(t - 1))

ask[+]:

-(q^11*t^14 + q^10*t^15 - q^9*t^16 + q^12*t^12 - 4*q^11*t^13 + q^10*t^14 - 7*q^9*t^15 + 4*q^8*t^16 - 3*q^12*t^11 + 3*q^11*t^12 + 5*q^9*t^14 + 6*q^8*t^15 - 3*q^7*t^16 - 8*q^12*t^10 + 58*q^11*t^11 - 130*q^10*t^12 + 156*q^9*t^13 - 117*q^8*t^14 + 47*q^7*t^15 - 10*q^6*t^16 - 9*q^12*t^9 + 69*q^11*t^10 - 232*q^10*t^11 + 408*q^9*t^12 - 384*q^8*t^13 + 221*q^7*t^14 - 82*q^6*t^15 + 15*q^5*t^16 - 4*q^12*t^8 + 29*q^11*t^9 - 56*q^10*t^10 + 77*q^9*t^11 - 90*q^8*t^12 - 6*q^7*t^13 + 53*q^6*t^14 - 28*q^5*t^15 + 8*q^4*t^16 - q^3*t^17 + 18*q^11*t^8 - 88*q^10*t^9 + q^9*t^10 + 305*q^8*t^11 - 536*q^7*t^12 + 504*q^6*t^13 - 264*q^5*t^14 + 74*q^4*t^15 - 8*q^3*t^16 + 36*q^11*t^7 - 274*q^10*t^8 + 811*q^9*t^9 - 1096*q^8*t^10 + 721*q^7*t^11 - 162*q^6*t^12 - 53*q^5*t^13 + 49*q^4*t^14 - 14*q^3*t^15 + 20*q^11*t^6 - 170*q^10*t^7 + 640*q^9*t^8 - 1358*q^8*t^9 + 1667*q^7*t^10 - 1139*q^6*t^11 + 455*q^5*t^12 - 144*q^4*t^13 + 27*q^3*t^14 - q^2*t^15 + 7*q^10*t^6 - 57*q^9*t^7 + 365*q^8*t^8 - 798*q^7*t^9 + 960*q^6*t^10 - 780*q^5*t^11 + 365*q^4*t^12 - 71*q^3*t^13 + 4*q^2*t^14 - 26*q^10*t^5 + 106*q^9*t^6 - 52*q^8*t^7 - 668*q^7*t^8 + 1600*q^6*t^9 - 1736*q^5*t^10 + 1026*q^4*t^11 - 324*q^3*t^12 + 42*q^2*t^13 - 42*q^10*t^4 + 324*q^9*t^5 - 1026*q^8*t^6 + 1736*q^7*t^7 - 1600*q^6*t^8 + 668*q^5*t^9 + 52*q^4*t^10 - 106*q^3*t^11 + 26*q^2*t^12 - 4*q^10*t^3 + 71*q^9*t^4 - 365*q^8*t^5 + 780*q^7*t^6 - 960*q^6*t^7 + 798*q^5*t^8 - 365*q^4*t^9 + 57*q^3*t^10 - 7*q^2*t^11 + q^10*t^2 - 27*q^9*t^3 + 144*q^8*t^4 - 455*q^7*t^5 + 1139*q^6*t^6 - 1667*q^5*t^7 + 1358*q^4*t^8 - 640*q^3*t^9 + 170*q^2*t^10 - 20*q*t^11 + 14*q^9*t^2 - 49*q^8*t^3 + 53*q^7*t^4 + 162*q^6*t^5 - 721*q^5*t^6 + 1096*q^4*t^7 - 811*q^3*t^8 + 274*q^2*t^9 - 36*q*t^10 + 8*q^9*t - 74*q^8*t^2 + 264*q^7*t^3 - 504*q^6*t^4 + 536*q^5*t^5 - 305*q^4*t^6 - q^3*t^7 + 88*q^2*t^8 - 18*q*t^9 + q^9 - 8*q^8*t + 28*q^7*t^2 - 53*q^6*t^3 + 6*q^5*t^4 + 90*q^4*t^5 - 77*q^3*t^6 + 56*q^2*t^7 - 29*q*t^8 + 4*t^9 - 15*q^7*t + 82*q^6*t^2 - 221*q^5*t^3 + 384*q^4*t^4 - 408*q^3*t^5 + 232*q^2*t^6 - 69*q*t^7 + 9*t^8 + 10*q^6*t - 47*q^5*t^2 + 117*q^4*t^3 - 156*q^3*t^4 + 130*q^2*t^5 - 58*q*t^6 + 8*t^7 + 3*q^5*t - 6*q^4*t^2 - 5*q^3*t^3 - 3*q*t^5 + 3*t^6 - 4*q^4*t + 7*q^3*t^2 - q^2*t^3 + 4*q*t^4 - t^5 + q^3*t - q^2*t^2 - q*t^3)/((q*t^2 - 1)^4*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0765] 'F`G}w'

Zeta functions

ask[-]:

ask[+]:

(q^18*t^12 - q^17*t^13 - 2*q^16*t^14 + q^14*t^16 + 3*q^20*t^9 - q^19*t^10 - q^18*t^11 + 4*q^17*t^12 + q^16*t^13 + q^15*t^14 + 6*q^14*t^15 - q^13*t^16 - q^12*t^17 + q^21*t^7 - q^20*t^8 - 25*q^19*t^9 - 23*q^18*t^10 + 28*q^17*t^11 + 4*q^16*t^12 - 27*q^15*t^13 + 8*q^14*t^14 - q^13*t^15 - 9*q^12*t^16 - 5*q^11*t^17 - 3*q^10*t^18 - 3*q^21*t^6 - 4*q^20*t^7 + 32*q^19*t^8 + 50*q^18*t^9 + 81*q^17*t^10 + 18*q^16*t^11 - 113*q^15*t^12 + 56*q^13*t^14 - 23*q^12*t^15 + q^11*t^16 + 20*q^10*t^17 + 25*q^9*t^18 + 4*q^8*t^19 - q^21*t^5 + 10*q^20*t^6 + 31*q^19*t^7 - 48*q^18*t^8 - 217*q^17*t^9 - 30*q^16*t^10 - 70*q^15*t^11 - 13*q^14*t^12 + 218*q^13*t^13 - 40*q^11*t^15 + q^10*t^16 - q^9*t^17 - 48*q^8*t^18 - 21*q^7*t^19 - 3*q^6*t^20 + 3*q^21*t^4 + q^20*t^5 - 98*q^19*t^6 + 96*q^18*t^7 - 161*q^17*t^8 + 217*q^16*t^9 + 480*q^15*t^10 - 206*q^14*t^11 + 129*q^13*t^12 - q^12*t^13 - 318*q^11*t^14 - 74*q^10*t^15 + 65*q^9*t^16 + 33*q^8*t^17 - 19*q^7*t^18 + 35*q^6*t^19 + 14*q^5*t^20 - 3*q^21*t^3 + 30*q^20*t^4 - 110*q^19*t^5 + 339*q^18*t^6 - 18*q^17*t^7 - 356*q^16*t^8 + 668*q^15*t^9 - 634*q^14*t^10 - 660*q^13*t^11 + 334*q^12*t^12 - 45*q^11*t^13 + 114*q^10*t^14 + 252*q^9*t^15 + 161*q^8*t^16 - 114*q^7*t^17 + 61*q^6*t^18 + 5*q^5*t^19 - 24*q^4*t^20 - 7*q^21*t^2 + 49*q^20*t^3 - 142*q^19*t^4 + 39*q^18*t^5 + 204*q^17*t^6 - 973*q^16*t^7 + 690*q^15*t^8 + 268*q^14*t^9 - 1028*q^13*t^10 + 1025*q^12*t^11 + 725*q^11*t^12 - 392*q^10*t^13 - 351*q^9*t^14 + 114*q^8*t^15 - 262*q^7*t^16 - 191*q^6*t^17 + 51*q^5*t^18 - 38*q^4*t^19 + 11*q^3*t^20 - 3*q^21*t + 25*q^20*t^2 - 41*q^19*t^3 - 49*q^18*t^4 + 645*q^17*t^5 - 681*q^16*t^6 + 35*q^15*t^7 + 1260*q^14*t^8 - 1185*q^13*t^9 - 184*q^12*t^10 + 755*q^11*t^11 - 461*q^10*t^12 - 924*q^9*t^13 + 451*q^8*t^14 + 581*q^7*t^15 - 308*q^6*t^16 + 338*q^5*t^17 + 55*q^4*t^18 - 36*q^3*t^19 + 13*q^2*t^20 - q^21 - q^20*t + 19*q^19*t^2 - 141*q^18*t^3 + 170*q^17*t^4 - 300*q^16*t^5 - 754*q^15*t^6 + 1217*q^14*t^7 - 231*q^13*t^8 - 935*q^12*t^9 + 814*q^11*t^10 + 814*q^10*t^11 - 935*q^9*t^12 - 231*q^8*t^13 + 1217*q^7*t^14 - 754*q^6*t^15 - 300*q^5*t^16 + 170*q^4*t^17 - 141*q^3*t^18 + 19*q^2*t^19 - q*t^20 - t^21 + 13*q^19*t - 36*q^18*t^2 + 55*q^17*t^3 + 338*q^16*t^4 - 308*q^15*t^5 + 581*q^14*t^6 + 451*q^13*t^7 - 924*q^12*t^8 - 461*q^11*t^9 + 755*q^10*t^10 - 184*q^9*t^11 - 1185*q^8*t^12 + 1260*q^7*t^13 + 35*q^6*t^14 - 681*q^5*t^15 + 645*q^4*t^16 - 49*q^3*t^17 - 41*q^2*t^18 + 25*q*t^19 - 3*t^20 + 11*q^18*t - 38*q^17*t^2 + 51*q^16*t^3 - 191*q^15*t^4 - 262*q^14*t^5 + 114*q^13*t^6 - 351*q^12*t^7 - 392*q^11*t^8 + 725*q^10*t^9 + 1025*q^9*t^10 - 1028*q^8*t^11 + 268*q^7*t^12 + 690*q^6*t^13 - 973*q^5*t^14 + 204*q^4*t^15 + 39*q^3*t^16 - 142*q^2*t^17 + 49*q*t^18 - 7*t^19 - 24*q^17*t + 5*q^16*t^2 + 61*q^15*t^3 - 114*q^14*t^4 + 161*q^13*t^5 + 252*q^12*t^6 + 114*q^11*t^7 - 45*q^10*t^8 + 334*q^9*t^9 - 660*q^8*t^10 - 634*q^7*t^11 + 668*q^6*t^12 - 356*q^5*t^13 - 18*q^4*t^14 + 339*q^3*t^15 - 110*q^2*t^16 + 30*q*t^17 - 3*t^18 + 14*q^16*t + 35*q^15*t^2 - 19*q^14*t^3 + 33*q^13*t^4 + 65*q^12*t^5 - 74*q^11*t^6 - 318*q^10*t^7 - q^9*t^8 + 129*q^8*t^9 - 206*q^7*t^10 + 480*q^6*t^11 + 217*q^5*t^12 - 161*q^4*t^13 + 96*q^3*t^14 - 98*q^2*t^15 + q*t^16 + 3*t^17 - 3*q^15*t - 21*q^14*t^2 - 48*q^13*t^3 - q^12*t^4 + q^11*t^5 - 40*q^10*t^6 + 218*q^8*t^8 - 13*q^7*t^9 - 70*q^6*t^10 - 30*q^5*t^11 - 217*q^4*t^12 - 48*q^3*t^13 + 31*q^2*t^14 + 10*q*t^15 - t^16 + 4*q^13*t^2 + 25*q^12*t^3 + 20*q^11*t^4 + q^10*t^5 - 23*q^9*t^6 + 56*q^8*t^7 - 113*q^6*t^9 + 18*q^5*t^10 + 81*q^4*t^11 + 50*q^3*t^12 + 32*q^2*t^13 - 4*q*t^14 - 3*t^15 - 3*q^11*t^3 - 5*q^10*t^4 - 9*q^9*t^5 - q^8*t^6 + 8*q^7*t^7 - 27*q^6*t^8 + 4*q^5*t^9 + 28*q^4*t^10 - 23*q^3*t^11 - 25*q^2*t^12 - q*t^13 + t^14 - q^9*t^4 - q^8*t^5 + 6*q^7*t^6 + q^6*t^7 + q^5*t^8 + 4*q^4*t^9 - q^3*t^10 - q^2*t^11 + 3*q*t^12 + q^7*t^5 - 2*q^5*t^7 - q^4*t^8 + q^3*t^9)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^2*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0766] 'F`H[w'

Zeta functions

ask[-]:

-(q^7*t^2 + 2*q^5*t^4 + 2*q^7*t - 12*q^6*t^2 + 4*q^5*t^3 - 6*q^4*t^4 + q^7 + 10*q^5*t^2 + 5*q^4*t^3 - q^3*t^4 - 12*q^5*t + 20*q^4*t^2 - 20*q^3*t^3 + 12*q^2*t^4 + q^4*t - 5*q^3*t^2 - 10*q^2*t^3 - t^5 + 6*q^3*t - 4*q^2*t^2 + 12*q*t^3 - 2*t^4 - 2*q^2*t - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^4)

ask[+]:

-(q^8*t^6 - q^7*t^7 + 4*q^8*t^5 - 10*q^7*t^6 + 7*q^6*t^7 + 2*q^5*t^8 + 15*q^8*t^4 - 44*q^7*t^5 + 39*q^6*t^6 - 20*q^5*t^7 - 5*q^4*t^8 + 16*q^8*t^3 - 112*q^7*t^4 + 196*q^6*t^5 - 119*q^5*t^6 + 47*q^4*t^7 - 4*q^3*t^8 + 15*q^8*t^2 - 105*q^7*t^3 + 322*q^6*t^4 - 368*q^5*t^5 + 163*q^4*t^6 - 41*q^3*t^7 + 14*q^2*t^8 + 4*q^8*t - 62*q^7*t^2 + 187*q^6*t^3 - 300*q^5*t^4 + 151*q^4*t^5 + 24*q^3*t^6 - 47*q^2*t^7 + 2*q*t^8 - t^9 + q^8 - 2*q^7*t + 47*q^6*t^2 - 24*q^5*t^3 - 151*q^4*t^4 + 300*q^3*t^5 - 187*q^2*t^6 + 62*q*t^7 - 4*t^8 - 14*q^6*t + 41*q^5*t^2 - 163*q^4*t^3 + 368*q^3*t^4 - 322*q^2*t^5 + 105*q*t^6 - 15*t^7 + 4*q^5*t - 47*q^4*t^2 + 119*q^3*t^3 - 196*q^2*t^4 + 112*q*t^5 - 16*t^6 + 5*q^4*t + 20*q^3*t^2 - 39*q^2*t^3 + 44*q*t^4 - 15*t^5 - 2*q^3*t - 7*q^2*t^2 + 10*q*t^3 - 4*t^4 + q*t^2 - t^3)/((q - t)*q^7*(t + 1)^2*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 5], [2, 3], [2, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0767] 'F`H\w'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 5], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0768] 'F`IZo'

Zeta functions

ask[-]:

(2*q^7*t^5 - 3*q^8*t^3 - 2*q^7*t^4 - 5*q^6*t^5 - 2*q^5*t^6 - q^9*t + 13*q^8*t^2 - 14*q^7*t^3 + 30*q^6*t^4 - 7*q^5*t^5 + 7*q^4*t^6 - q^9 - 14*q^7*t^2 + 4*q^6*t^3 - 16*q^5*t^4 - q^3*t^6 + 12*q^7*t - 30*q^6*t^2 + 60*q^5*t^3 - 60*q^4*t^4 + 30*q^3*t^5 - 12*q^2*t^6 + q^6*t + 16*q^4*t^3 - 4*q^3*t^4 + 14*q^2*t^5 + t^7 - 7*q^5*t + 7*q^4*t^2 - 30*q^3*t^3 + 14*q^2*t^4 - 13*q*t^5 + t^6 + 2*q^4*t + 5*q^3*t^2 + 2*q^2*t^3 + 3*q*t^4 - 2*q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^4)

ask[+]:

(q^9*t^10 + 3*q^8*t^11 + q^7*t^12 - 2*q^9*t^9 - 6*q^8*t^10 - 16*q^7*t^11 - 6*q^6*t^12 - q^11*t^6 + 3*q^10*t^7 - 7*q^9*t^8 - 14*q^8*t^9 + 36*q^7*t^10 + 23*q^6*t^11 + 15*q^5*t^12 - 2*q^11*t^5 + 12*q^10*t^6 - 5*q^9*t^7 + 18*q^8*t^8 + 120*q^7*t^9 - 116*q^6*t^10 + 9*q^5*t^11 - 16*q^4*t^12 - 10*q^11*t^4 + 56*q^10*t^5 - 133*q^9*t^6 + 193*q^8*t^7 - 307*q^7*t^8 - 8*q^6*t^9 + 25*q^5*t^10 - 4*q^4*t^11 - 7*q^3*t^12 - 7*q^11*t^3 + 106*q^10*t^4 - 468*q^9*t^5 + 843*q^8*t^6 - 1127*q^7*t^7 + 1176*q^6*t^8 - 578*q^5*t^9 + 269*q^4*t^10 - 52*q^3*t^11 + 28*q^2*t^12 - 10*q^11*t^2 + 79*q^10*t^3 - 415*q^9*t^4 + 1254*q^8*t^5 - 1630*q^7*t^6 + 1596*q^6*t^7 - 1035*q^5*t^8 + 452*q^4*t^9 - 131*q^3*t^10 - 18*q^2*t^11 - 6*q*t^12 - t^13 - 2*q^11*t + 47*q^10*t^2 - 136*q^9*t^3 + 374*q^8*t^4 - 748*q^7*t^5 + 285*q^6*t^6 + 285*q^5*t^7 - 748*q^4*t^8 + 374*q^3*t^9 - 136*q^2*t^10 + 47*q*t^11 - 2*t^12 - q^11 - 6*q^10*t - 18*q^9*t^2 - 131*q^8*t^3 + 452*q^7*t^4 - 1035*q^6*t^5 + 1596*q^5*t^6 - 1630*q^4*t^7 + 1254*q^3*t^8 - 415*q^2*t^9 + 79*q*t^10 - 10*t^11 + 28*q^9*t - 52*q^8*t^2 + 269*q^7*t^3 - 578*q^6*t^4 + 1176*q^5*t^5 - 1127*q^4*t^6 + 843*q^3*t^7 - 468*q^2*t^8 + 106*q*t^9 - 7*t^10 - 7*q^8*t - 4*q^7*t^2 + 25*q^6*t^3 - 8*q^5*t^4 - 307*q^4*t^5 + 193*q^3*t^6 - 133*q^2*t^7 + 56*q*t^8 - 10*t^9 - 16*q^7*t + 9*q^6*t^2 - 116*q^5*t^3 + 120*q^4*t^4 + 18*q^3*t^5 - 5*q^2*t^6 + 12*q*t^7 - 2*t^8 + 15*q^6*t + 23*q^5*t^2 + 36*q^4*t^3 - 14*q^3*t^4 - 7*q^2*t^5 + 3*q*t^6 - t^7 - 6*q^5*t - 16*q^4*t^2 - 6*q^3*t^3 - 2*q^2*t^4 + q^4*t + 3*q^3*t^2 + q^2*t^3)/((q - t)^4*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0769] 'F`KqW'

Zeta functions

ask[-]:

ask[+]:

(4*q^10*t^11 - 6*q^9*t^12 + q^8*t^13 + 22*q^10*t^10 - 51*q^9*t^11 + 39*q^8*t^12 - 6*q^7*t^13 + 28*q^10*t^9 - 143*q^9*t^10 + 194*q^8*t^11 - 99*q^7*t^12 + 15*q^6*t^13 + 13*q^10*t^8 - 115*q^9*t^9 + 280*q^8*t^10 - 236*q^7*t^11 + 71*q^6*t^12 - 9*q^5*t^13 + q^10*t^7 - 76*q^9*t^8 + 163*q^8*t^9 - 94*q^7*t^10 - 74*q^6*t^11 + 84*q^5*t^12 - 16*q^4*t^13 + q^3*t^14 - 94*q^9*t^7 + 401*q^8*t^8 - 338*q^7*t^9 - 128*q^6*t^10 + 279*q^5*t^11 - 115*q^4*t^12 + 11*q^3*t^13 - 55*q^9*t^6 + 447*q^8*t^7 - 973*q^7*t^8 + 651*q^6*t^9 - 5*q^5*t^10 - 96*q^4*t^11 + 26*q^3*t^12 - 4*q^9*t^5 + 144*q^8*t^6 - 490*q^7*t^7 + 523*q^6*t^8 - 66*q^5*t^9 - 112*q^4*t^10 + 8*q^3*t^11 + q^2*t^12 + 74*q^8*t^5 - 244*q^7*t^6 - 86*q^6*t^7 + 779*q^5*t^8 - 768*q^4*t^9 + 243*q^3*t^10 - 12*q^2*t^11 + 82*q^8*t^4 - 495*q^7*t^5 + 777*q^6*t^6 - 777*q^4*t^8 + 495*q^3*t^9 - 82*q^2*t^10 + 12*q^8*t^3 - 243*q^7*t^4 + 768*q^6*t^5 - 779*q^5*t^6 + 86*q^4*t^7 + 244*q^3*t^8 - 74*q^2*t^9 - q^8*t^2 - 8*q^7*t^3 + 112*q^6*t^4 + 66*q^5*t^5 - 523*q^4*t^6 + 490*q^3*t^7 - 144*q^2*t^8 + 4*q*t^9 - 26*q^7*t^2 + 96*q^6*t^3 + 5*q^5*t^4 - 651*q^4*t^5 + 973*q^3*t^6 - 447*q^2*t^7 + 55*q*t^8 - 11*q^7*t + 115*q^6*t^2 - 279*q^5*t^3 + 128*q^4*t^4 + 338*q^3*t^5 - 401*q^2*t^6 + 94*q*t^7 - q^7 + 16*q^6*t - 84*q^5*t^2 + 74*q^4*t^3 + 94*q^3*t^4 - 163*q^2*t^5 + 76*q*t^6 - t^7 + 9*q^5*t - 71*q^4*t^2 + 236*q^3*t^3 - 280*q^2*t^4 + 115*q*t^5 - 13*t^6 - 15*q^4*t + 99*q^3*t^2 - 194*q^2*t^3 + 143*q*t^4 - 28*t^5 + 6*q^3*t - 39*q^2*t^2 + 51*q*t^3 - 22*t^4 - q^2*t + 6*q*t^2 - 4*t^3)/((q*t^2 - 1)^4*(q - t)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0770] 'F`KuW'

Zeta functions

ask[-]:

ask[+]:

-(q^11*t^13 + q^10*t^14 - 4*q^9*t^15 - 3*q^8*t^16 - q^7*t^17 - 10*q^12*t^11 - 2*q^11*t^12 + 23*q^10*t^13 + 4*q^9*t^14 + 7*q^8*t^15 + 12*q^7*t^16 + 8*q^6*t^17 + 2*q^14*t^8 + 11*q^13*t^9 - 12*q^12*t^10 + 4*q^11*t^11 + 37*q^10*t^12 - 65*q^9*t^13 - 63*q^8*t^14 - q^7*t^15 - 21*q^5*t^17 - 2*q^14*t^7 + 4*q^13*t^8 - 9*q^12*t^9 - 31*q^11*t^10 + 23*q^10*t^11 - 16*q^9*t^12 - 13*q^8*t^13 + 131*q^7*t^14 + 40*q^6*t^15 - 58*q^5*t^16 + 21*q^4*t^17 - 9*q^14*t^6 - 18*q^13*t^7 + 60*q^12*t^8 - 37*q^11*t^9 + 42*q^10*t^10 + 175*q^9*t^11 - 126*q^8*t^12 + 34*q^7*t^13 + 11*q^6*t^14 - 89*q^5*t^15 + 58*q^4*t^16 + 7*q^3*t^17 + 4*q^14*t^5 - 7*q^13*t^6 + 76*q^12*t^7 - 54*q^11*t^8 - 200*q^10*t^9 + 96*q^9*t^10 - 116*q^8*t^11 - 91*q^7*t^12 + 123*q^6*t^13 - 75*q^5*t^14 - 39*q^4*t^15 + 41*q^3*t^16 - 28*q^2*t^17 + 8*q^14*t^4 + q^13*t^5 - 107*q^12*t^6 + 176*q^11*t^7 - 196*q^10*t^8 + 86*q^9*t^9 + 475*q^8*t^10 - 517*q^7*t^11 + 67*q^6*t^12 + 204*q^5*t^13 - 162*q^4*t^14 + 132*q^3*t^15 - 42*q^2*t^16 + 6*q*t^17 + t^18 - 4*q^14*t^3 + 64*q^13*t^4 - 201*q^12*t^5 + 420*q^11*t^6 - 170*q^10*t^7 - 463*q^9*t^8 + 820*q^8*t^9 - 586*q^7*t^10 - 67*q^6*t^11 + 634*q^5*t^12 - 372*q^4*t^13 - 28*q^3*t^14 + 34*q^2*t^15 - 19*q*t^16 + 4*t^17 - 10*q^14*t^2 + 60*q^13*t^3 - 233*q^12*t^4 + 187*q^11*t^5 + 122*q^10*t^6 - 626*q^9*t^7 + 785*q^8*t^8 - 785*q^6*t^10 + 626*q^5*t^11 - 122*q^4*t^12 - 187*q^3*t^13 + 233*q^2*t^14 - 60*q*t^15 + 10*t^16 - 4*q^14*t + 19*q^13*t^2 - 34*q^12*t^3 + 28*q^11*t^4 + 372*q^10*t^5 - 634*q^9*t^6 + 67*q^8*t^7 + 586*q^7*t^8 - 820*q^6*t^9 + 463*q^5*t^10 + 170*q^4*t^11 - 420*q^3*t^12 + 201*q^2*t^13 - 64*q*t^14 + 4*t^15 - q^14 - 6*q^13*t + 42*q^12*t^2 - 132*q^11*t^3 + 162*q^10*t^4 - 204*q^9*t^5 - 67*q^8*t^6 + 517*q^7*t^7 - 475*q^6*t^8 - 86*q^5*t^9 + 196*q^4*t^10 - 176*q^3*t^11 + 107*q^2*t^12 - q*t^13 - 8*t^14 + 28*q^12*t - 41*q^11*t^2 + 39*q^10*t^3 + 75*q^9*t^4 - 123*q^8*t^5 + 91*q^7*t^6 + 116*q^6*t^7 - 96*q^5*t^8 + 200*q^4*t^9 + 54*q^3*t^10 - 76*q^2*t^11 + 7*q*t^12 - 4*t^13 - 7*q^11*t - 58*q^10*t^2 + 89*q^9*t^3 - 11*q^8*t^4 - 34*q^7*t^5 + 126*q^6*t^6 - 175*q^5*t^7 - 42*q^4*t^8 + 37*q^3*t^9 - 60*q^2*t^10 + 18*q*t^11 + 9*t^12 - 21*q^10*t + 58*q^9*t^2 - 40*q^8*t^3 - 131*q^7*t^4 + 13*q^6*t^5 + 16*q^5*t^6 - 23*q^4*t^7 + 31*q^3*t^8 + 9*q^2*t^9 - 4*q*t^10 + 2*t^11 + 21*q^9*t + q^7*t^3 + 63*q^6*t^4 + 65*q^5*t^5 - 37*q^4*t^6 - 4*q^3*t^7 + 12*q^2*t^8 - 11*q*t^9 - 2*t^10 - 8*q^8*t - 12*q^7*t^2 - 7*q^6*t^3 - 4*q^5*t^4 - 23*q^4*t^5 + 2*q^3*t^6 + 10*q^2*t^7 + q^7*t + 3*q^6*t^2 + 4*q^5*t^3 - q^4*t^4 - q^3*t^5)/((q*t^2 - 1)*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 6], [5, 6]]

[0771] 'F`Kyw'

Zeta functions

ask[-]:

-(q^6*t^2 - 2*q^5*t^3 + 2*q^4*t^3 - q^4*t^2 + 2*q^3*t^3 - q^5 + 2*q^4*t - 6*q^3*t^2 + 2*q^2*t^3 - q*t^4 + 2*q^3*t - q^2*t^2 + 2*q^2*t - 2*q*t + t^2)*(q^2 - t)/((q*t - 1)^3*(q - t)^2*q^5*(t - 1))

ask[+]:

-(3*q^12*t^15 + 6*q^11*t^16 - 3*q^10*t^17 - 9*q^13*t^13 - 17*q^12*t^14 + 7*q^11*t^15 - 31*q^10*t^16 - q^9*t^17 + 3*q^7*t^19 + 3*q^15*t^10 + 15*q^14*t^11 + 11*q^13*t^12 - 43*q^12*t^13 + 104*q^11*t^14 + 25*q^10*t^15 + 23*q^9*t^16 + 15*q^8*t^17 + 15*q^7*t^18 - 12*q^6*t^19 - 6*q^15*t^9 - 24*q^14*t^10 + 49*q^13*t^11 - 133*q^12*t^12 + 113*q^11*t^13 + 10*q^10*t^14 - 243*q^9*t^15 - 53*q^8*t^16 + 74*q^7*t^17 - 52*q^6*t^18 + 13*q^5*t^19 - 7*q^15*t^8 - 82*q^14*t^9 + 232*q^13*t^10 - 91*q^12*t^11 - 175*q^11*t^12 + 275*q^10*t^13 - 288*q^9*t^14 + 95*q^8*t^15 + 414*q^7*t^16 - 208*q^6*t^17 + 10*q^5*t^18 + 11*q^4*t^19 + q^16*t^6 + 43*q^15*t^7 - 74*q^14*t^8 + 205*q^13*t^9 - 12*q^12*t^10 - 841*q^11*t^11 + 938*q^10*t^12 + 76*q^9*t^13 - 498*q^8*t^14 + 561*q^7*t^15 - 516*q^6*t^16 - 13*q^5*t^17 + 137*q^4*t^18 - 31*q^3*t^19 - 4*q^16*t^5 + 37*q^15*t^6 - 86*q^14*t^7 - 217*q^13*t^8 + 524*q^12*t^9 - 852*q^11*t^10 + 1054*q^10*t^11 + 412*q^9*t^12 - 1795*q^8*t^13 + 891*q^7*t^14 + 3*q^6*t^15 - 156*q^5*t^16 + 296*q^4*t^17 - 134*q^3*t^18 + 8*q^2*t^19 + q*t^20 - 6*q^16*t^4 - q^15*t^5 + 82*q^14*t^6 - 305*q^13*t^7 + 952*q^12*t^8 - 627*q^11*t^9 - 401*q^10*t^10 + 854*q^9*t^11 - 1519*q^8*t^12 + 1018*q^7*t^13 + 688*q^6*t^14 - 826*q^5*t^15 + 247*q^4*t^16 - 117*q^3*t^17 + 17*q^2*t^18 + 4*q*t^19 - 2*q^16*t^3 - 11*q^15*t^4 + 112*q^14*t^5 - 353*q^13*t^6 + 250*q^12*t^7 - 230*q^11*t^8 - 717*q^10*t^9 + 1217*q^9*t^10 - 229*q^8*t^11 - 264*q^7*t^12 + 331*q^6*t^13 - 759*q^5*t^14 + 266*q^4*t^15 + 65*q^3*t^16 - 11*q^2*t^17 + 5*q*t^18 - 2*q^15*t^3 - q^14*t^4 - 78*q^13*t^5 + 206*q^12*t^6 + 244*q^11*t^7 + 68*q^10*t^8 - 164*q^9*t^9 - 18*q^8*t^10 - 164*q^7*t^11 + 68*q^6*t^12 + 244*q^5*t^13 + 206*q^4*t^14 - 78*q^3*t^15 - q^2*t^16 - 2*q*t^17 + 5*q^15*t^2 - 11*q^14*t^3 + 65*q^13*t^4 + 266*q^12*t^5 - 759*q^11*t^6 + 331*q^10*t^7 - 264*q^9*t^8 - 229*q^8*t^9 + 1217*q^7*t^10 - 717*q^6*t^11 - 230*q^5*t^12 + 250*q^4*t^13 - 353*q^3*t^14 + 112*q^2*t^15 - 11*q*t^16 - 2*t^17 + 4*q^15*t + 17*q^14*t^2 - 117*q^13*t^3 + 247*q^12*t^4 - 826*q^11*t^5 + 688*q^10*t^6 + 1018*q^9*t^7 - 1519*q^8*t^8 + 854*q^7*t^9 - 401*q^6*t^10 - 627*q^5*t^11 + 952*q^4*t^12 - 305*q^3*t^13 + 82*q^2*t^14 - q*t^15 - 6*t^16 + q^15 + 8*q^14*t - 134*q^13*t^2 + 296*q^12*t^3 - 156*q^11*t^4 + 3*q^10*t^5 + 891*q^9*t^6 - 1795*q^8*t^7 + 412*q^7*t^8 + 1054*q^6*t^9 - 852*q^5*t^10 + 524*q^4*t^11 - 217*q^3*t^12 - 86*q^2*t^13 + 37*q*t^14 - 4*t^15 - 31*q^13*t + 137*q^12*t^2 - 13*q^11*t^3 - 516*q^10*t^4 + 561*q^9*t^5 - 498*q^8*t^6 + 76*q^7*t^7 + 938*q^6*t^8 - 841*q^5*t^9 - 12*q^4*t^10 + 205*q^3*t^11 - 74*q^2*t^12 + 43*q*t^13 + t^14 + 11*q^12*t + 10*q^11*t^2 - 208*q^10*t^3 + 414*q^9*t^4 + 95*q^8*t^5 - 288*q^7*t^6 + 275*q^6*t^7 - 175*q^5*t^8 - 91*q^4*t^9 + 232*q^3*t^10 - 82*q^2*t^11 - 7*q*t^12 + 13*q^11*t - 52*q^10*t^2 + 74*q^9*t^3 - 53*q^8*t^4 - 243*q^7*t^5 + 10*q^6*t^6 + 113*q^5*t^7 - 133*q^4*t^8 + 49*q^3*t^9 - 24*q^2*t^10 - 6*q*t^11 - 12*q^10*t + 15*q^9*t^2 + 15*q^8*t^3 + 23*q^7*t^4 + 25*q^6*t^5 + 104*q^5*t^6 - 43*q^4*t^7 + 11*q^3*t^8 + 15*q^2*t^9 + 3*q*t^10 + 3*q^9*t - q^7*t^3 - 31*q^6*t^4 + 7*q^5*t^5 - 17*q^4*t^6 - 9*q^3*t^7 - 3*q^6*t^3 + 6*q^5*t^4 + 3*q^4*t^5)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)^3*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0772] 'F`Kzw'

Zeta functions

ask[-]:

-(q^6*t^2 - q^5*t^2 - q^4*t^2 - q^5 + 2*q^4*t - 2*q^2*t^2 + q*t^3 + q^2*t + q*t - t)/((q*t - 1)^3*q^5*(t - 1))

ask[+]:

-(q^15*t^11 + q^13*t^13 - 4*q^11*t^15 - 3*q^16*t^9 - q^15*t^10 + 15*q^13*t^12 + 6*q^12*t^13 - 18*q^11*t^14 + 9*q^10*t^15 + 2*q^9*t^16 + 7*q^17*t^7 + 23*q^16*t^8 + 24*q^15*t^9 - 64*q^14*t^10 - 73*q^13*t^11 - 6*q^12*t^12 + 5*q^11*t^13 + 61*q^10*t^14 + 13*q^9*t^15 + 4*q^8*t^16 + 6*q^7*t^17 - q^18*t^5 - 15*q^17*t^6 - 62*q^16*t^7 - 70*q^15*t^8 - 77*q^14*t^9 + 145*q^13*t^10 + 356*q^12*t^11 + 74*q^11*t^12 - 161*q^10*t^13 - 172*q^9*t^14 - 66*q^8*t^15 - 32*q^7*t^16 - 29*q^6*t^17 + q^18*t^4 + 7*q^17*t^5 + 36*q^16*t^6 + 277*q^15*t^7 + 339*q^14*t^8 + 36*q^13*t^9 - 244*q^12*t^10 - 561*q^11*t^11 - 469*q^10*t^12 + 199*q^9*t^13 + 446*q^8*t^14 + 178*q^7*t^15 + 43*q^6*t^16 + 52*q^5*t^17 + 2*q^18*t^3 + 11*q^17*t^4 - 69*q^16*t^5 - 173*q^15*t^6 - 510*q^14*t^7 - 980*q^13*t^8 - 323*q^12*t^9 + 807*q^11*t^10 + 789*q^10*t^11 + 671*q^9*t^12 + 242*q^8*t^13 - 496*q^7*t^14 - 383*q^6*t^15 - 38*q^5*t^16 - 36*q^4*t^17 - 17*q^16*t^4 + 134*q^15*t^5 + 620*q^14*t^6 + 884*q^13*t^7 + 1128*q^12*t^8 + 976*q^11*t^9 - 947*q^10*t^10 - 1776*q^9*t^11 - 788*q^8*t^12 - 413*q^7*t^13 + 64*q^6*t^14 + 395*q^5*t^15 + 94*q^4*t^16 - 2*q^3*t^17 + 2*q^17*t^2 + 21*q^16*t^3 - 35*q^15*t^4 - 286*q^14*t^5 - 968*q^13*t^6 - 1542*q^12*t^7 - 1099*q^11*t^8 - 530*q^10*t^9 + 588*q^9*t^10 + 2079*q^8*t^11 + 1474*q^7*t^12 + 355*q^6*t^13 + 68*q^5*t^14 - 143*q^4*t^15 - 97*q^3*t^16 + 2*q^2*t^17 + q*t^18 - 3*q^17*t - 25*q^16*t^2 - 48*q^15*t^3 + 13*q^14*t^4 + 505*q^13*t^5 + 1387*q^12*t^6 + 1705*q^11*t^7 + 1097*q^10*t^8 - 1097*q^8*t^10 - 1705*q^7*t^11 - 1387*q^6*t^12 - 505*q^5*t^13 - 13*q^4*t^14 + 48*q^3*t^15 + 25*q^2*t^16 + 3*q*t^17 - q^17 - 2*q^16*t + 97*q^15*t^2 + 143*q^14*t^3 - 68*q^13*t^4 - 355*q^12*t^5 - 1474*q^11*t^6 - 2079*q^10*t^7 - 588*q^9*t^8 + 530*q^8*t^9 + 1099*q^7*t^10 + 1542*q^6*t^11 + 968*q^5*t^12 + 286*q^4*t^13 + 35*q^3*t^14 - 21*q^2*t^15 - 2*q*t^16 + 2*q^15*t - 94*q^14*t^2 - 395*q^13*t^3 - 64*q^12*t^4 + 413*q^11*t^5 + 788*q^10*t^6 + 1776*q^9*t^7 + 947*q^8*t^8 - 976*q^7*t^9 - 1128*q^6*t^10 - 884*q^5*t^11 - 620*q^4*t^12 - 134*q^3*t^13 + 17*q^2*t^14 + 36*q^14*t + 38*q^13*t^2 + 383*q^12*t^3 + 496*q^11*t^4 - 242*q^10*t^5 - 671*q^9*t^6 - 789*q^8*t^7 - 807*q^7*t^8 + 323*q^6*t^9 + 980*q^5*t^10 + 510*q^4*t^11 + 173*q^3*t^12 + 69*q^2*t^13 - 11*q*t^14 - 2*t^15 - 52*q^13*t - 43*q^12*t^2 - 178*q^11*t^3 - 446*q^10*t^4 - 199*q^9*t^5 + 469*q^8*t^6 + 561*q^7*t^7 + 244*q^6*t^8 - 36*q^5*t^9 - 339*q^4*t^10 - 277*q^3*t^11 - 36*q^2*t^12 - 7*q*t^13 - t^14 + 29*q^12*t + 32*q^11*t^2 + 66*q^10*t^3 + 172*q^9*t^4 + 161*q^8*t^5 - 74*q^7*t^6 - 356*q^6*t^7 - 145*q^5*t^8 + 77*q^4*t^9 + 70*q^3*t^10 + 62*q^2*t^11 + 15*q*t^12 + t^13 - 6*q^11*t - 4*q^10*t^2 - 13*q^9*t^3 - 61*q^8*t^4 - 5*q^7*t^5 + 6*q^6*t^6 + 73*q^5*t^7 + 64*q^4*t^8 - 24*q^3*t^9 - 23*q^2*t^10 - 7*q*t^11 - 2*q^9*t^2 - 9*q^8*t^3 + 18*q^7*t^4 - 6*q^6*t^5 - 15*q^5*t^6 + q^3*t^8 + 3*q^2*t^9 + 4*q^7*t^3 - q^5*t^5 - q^3*t^7)/((q*t^2 - 1)^2*(q^2 - t)^2*(t^2 - q)^3*(q + t)^2*(q - t)^2*q^6*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0773] 'F`K}W'

Zeta functions

ask[-]:

-(q^5*t^2 - q^5*t - q^5 + q^4*t - q^3*t^2 + 3*q^3*t - 3*q^2*t^2 + q^2*t - q*t^2 + t^3 + t^2 - t)/((q*t - 1)^2*q^5*(t - 1)^2)

ask[+]:

-(q^21*t^14 + 6*q^20*t^15 + 2*q^19*t^16 + 4*q^18*t^17 - q^17*t^18 - 2*q^24*t^10 - 4*q^23*t^11 - 5*q^22*t^12 - 14*q^21*t^13 - 4*q^20*t^14 - 68*q^19*t^15 - 50*q^18*t^16 - 28*q^17*t^17 + 12*q^16*t^18 - 2*q^15*t^19 - 3*q^14*t^20 - 4*q^25*t^8 + 47*q^23*t^10 + 59*q^22*t^11 - 4*q^21*t^12 + 174*q^20*t^13 + 185*q^19*t^14 + 201*q^18*t^15 + 165*q^17*t^16 + 216*q^16*t^17 + 50*q^15*t^18 - 28*q^14*t^19 + 3*q^13*t^20 + 4*q^12*t^21 - 2*q^26*t^6 - 4*q^25*t^7 + 26*q^24*t^8 + 56*q^23*t^9 - 211*q^22*t^10 - 656*q^21*t^11 - 316*q^20*t^12 - 141*q^19*t^13 - 642*q^18*t^14 - 911*q^17*t^15 - 419*q^16*t^16 - 401*q^15*t^17 - 406*q^14*t^18 - 55*q^13*t^19 + q^12*t^20 + 34*q^11*t^21 + 17*q^10*t^22 - 2*q^9*t^23 + 8*q^26*t^5 + 31*q^25*t^6 - 46*q^24*t^7 - 207*q^23*t^8 + 85*q^22*t^9 + 858*q^21*t^10 + 1617*q^20*t^11 + 1903*q^19*t^12 + 522*q^18*t^13 + 105*q^17*t^14 + 1641*q^16*t^15 + 1753*q^15*t^16 + 588*q^14*t^17 + 670*q^13*t^18 + 408*q^12*t^19 + 177*q^11*t^20 - 135*q^10*t^21 - 128*q^9*t^22 - 8*q^8*t^23 - 2*q^7*t^24 - 5*q^26*t^4 - 30*q^25*t^5 - 86*q^24*t^6 - 96*q^23*t^7 + 668*q^22*t^8 + 578*q^21*t^9 - 2858*q^20*t^10 - 3682*q^19*t^11 - 2749*q^18*t^12 - 1987*q^17*t^13 + 54*q^16*t^14 + 446*q^15*t^15 - 2234*q^14*t^16 - 2186*q^13*t^17 - 1046*q^12*t^18 - 330*q^11*t^19 - 386*q^10*t^20 + 57*q^9*t^21 + 320*q^8*t^22 + 78*q^7*t^23 + 18*q^6*t^24 + q^27*t^2 - 7*q^26*t^3 - 12*q^25*t^4 + 304*q^24*t^5 + 189*q^23*t^6 - 193*q^22*t^7 - 329*q^21*t^8 - 2537*q^20*t^9 + 1420*q^19*t^10 + 8541*q^18*t^11 + 5327*q^17*t^12 - 529*q^16*t^13 - 600*q^15*t^14 - 1772*q^14*t^15 - 1380*q^13*t^16 + 2165*q^12*t^17 + 2684*q^11*t^18 + 510*q^10*t^19 - 170*q^9*t^20 + 45*q^8*t^21 - 314*q^7*t^22 - 183*q^6*t^23 - 56*q^5*t^24 + q^26*t^2 - 44*q^25*t^3 + 150*q^24*t^4 - 531*q^23*t^5 - 1504*q^22*t^6 + 1317*q^21*t^7 + 2735*q^20*t^8 + 1726*q^19*t^9 + 3072*q^18*t^10 - 4987*q^17*t^11 - 11922*q^16*t^12 - 1333*q^15*t^13 + 7857*q^14*t^14 + 4590*q^13*t^15 + 3133*q^12*t^16 + 1055*q^11*t^17 - 1960*q^10*t^18 - 1962*q^9*t^19 + 259*q^8*t^20 + 431*q^7*t^21 + 178*q^6*t^22 + 154*q^5*t^23 + 81*q^4*t^24 + q^27 + 9*q^26*t - 43*q^25*t^2 + 67*q^24*t^3 + 73*q^23*t^4 - 102*q^22*t^5 + 2139*q^21*t^6 + 1385*q^20*t^7 - 7815*q^19*t^8 - 6866*q^18*t^9 - 1065*q^17*t^10 - 1190*q^16*t^11 + 5594*q^15*t^12 + 9427*q^14*t^13 - 5344*q^13*t^14 - 13758*q^12*t^15 - 7361*q^11*t^16 - 416*q^10*t^17 + 48*q^9*t^18 + 1118*q^8*t^19 + 967*q^7*t^20 - 520*q^6*t^21 - 303*q^5*t^22 - 22*q^4*t^23 - 47*q^3*t^24 - 10*q^25*t + 36*q^24*t^2 + 242*q^23*t^3 - 240*q^22*t^4 - 455*q^21*t^5 - 62*q^20*t^6 - 2898*q^19*t^7 + 3488*q^18*t^8 + 14660*q^17*t^9 + 8196*q^16*t^10 - 3110*q^15*t^11 - 2687*q^14*t^12 - 2687*q^13*t^13 - 3110*q^12*t^14 + 8196*q^11*t^15 + 14660*q^10*t^16 + 3488*q^9*t^17 - 2898*q^8*t^18 - 62*q^7*t^19 - 455*q^6*t^20 - 240*q^5*t^21 + 242*q^4*t^22 + 36*q^3*t^23 - 10*q^2*t^24 - 47*q^24*t - 22*q^23*t^2 - 303*q^22*t^3 - 520*q^21*t^4 + 967*q^20*t^5 + 1118*q^19*t^6 + 48*q^18*t^7 - 416*q^17*t^8 - 7361*q^16*t^9 - 13758*q^15*t^10 - 5344*q^14*t^11 + 9427*q^13*t^12 + 5594*q^12*t^13 - 1190*q^11*t^14 - 1065*q^10*t^15 - 6866*q^9*t^16 - 7815*q^8*t^17 + 1385*q^7*t^18 + 2139*q^6*t^19 - 102*q^5*t^20 + 73*q^4*t^21 + 67*q^3*t^22 - 43*q^2*t^23 + 9*q*t^24 + t^25 + 81*q^23*t + 154*q^22*t^2 + 178*q^21*t^3 + 431*q^20*t^4 + 259*q^19*t^5 - 1962*q^18*t^6 - 1960*q^17*t^7 + 1055*q^16*t^8 + 3133*q^15*t^9 + 4590*q^14*t^10 + 7857*q^13*t^11 - 1333*q^12*t^12 - 11922*q^11*t^13 - 4987*q^10*t^14 + 3072*q^9*t^15 + 1726*q^8*t^16 + 2735*q^7*t^17 + 1317*q^6*t^18 - 1504*q^5*t^19 - 531*q^4*t^20 + 150*q^3*t^21 - 44*q^2*t^22 + q*t^23 - 56*q^22*t - 183*q^21*t^2 - 314*q^20*t^3 + 45*q^19*t^4 - 170*q^18*t^5 + 510*q^17*t^6 + 2684*q^16*t^7 + 2165*q^15*t^8 - 1380*q^14*t^9 - 1772*q^13*t^10 - 600*q^12*t^11 - 529*q^11*t^12 + 5327*q^10*t^13 + 8541*q^9*t^14 + 1420*q^8*t^15 - 2537*q^7*t^16 - 329*q^6*t^17 - 193*q^5*t^18 + 189*q^4*t^19 + 304*q^3*t^20 - 12*q^2*t^21 - 7*q*t^22 + t^23 + 18*q^21*t + 78*q^20*t^2 + 320*q^19*t^3 + 57*q^18*t^4 - 386*q^17*t^5 - 330*q^16*t^6 - 1046*q^15*t^7 - 2186*q^14*t^8 - 2234*q^13*t^9 + 446*q^12*t^10 + 54*q^11*t^11 - 1987*q^10*t^12 - 2749*q^9*t^13 - 3682*q^8*t^14 - 2858*q^7*t^15 + 578*q^6*t^16 + 668*q^5*t^17 - 96*q^4*t^18 - 86*q^3*t^19 - 30*q^2*t^20 - 5*q*t^21 - 2*q^20*t - 8*q^19*t^2 - 128*q^18*t^3 - 135*q^17*t^4 + 177*q^16*t^5 + 408*q^15*t^6 + 670*q^14*t^7 + 588*q^13*t^8 + 1753*q^12*t^9 + 1641*q^11*t^10 + 105*q^10*t^11 + 522*q^9*t^12 + 1903*q^8*t^13 + 1617*q^7*t^14 + 858*q^6*t^15 + 85*q^5*t^16 - 207*q^4*t^17 - 46*q^3*t^18 + 31*q^2*t^19 + 8*q*t^20 - 2*q^18*t^2 + 17*q^17*t^3 + 34*q^16*t^4 + q^15*t^5 - 55*q^14*t^6 - 406*q^13*t^7 - 401*q^12*t^8 - 419*q^11*t^9 - 911*q^10*t^10 - 642*q^9*t^11 - 141*q^8*t^12 - 316*q^7*t^13 - 656*q^6*t^14 - 211*q^5*t^15 + 56*q^4*t^16 + 26*q^3*t^17 - 4*q^2*t^18 - 2*q*t^19 + 4*q^15*t^4 + 3*q^14*t^5 - 28*q^13*t^6 + 50*q^12*t^7 + 216*q^11*t^8 + 165*q^10*t^9 + 201*q^9*t^10 + 185*q^8*t^11 + 174*q^7*t^12 - 4*q^6*t^13 + 59*q^5*t^14 + 47*q^4*t^15 - 4*q^2*t^17 - 3*q^13*t^5 - 2*q^12*t^6 + 12*q^11*t^7 - 28*q^10*t^8 - 50*q^9*t^9 - 68*q^8*t^10 - 4*q^7*t^11 - 14*q^6*t^12 - 5*q^5*t^13 - 4*q^4*t^14 - 2*q^3*t^15 - q^10*t^7 + 4*q^9*t^8 + 2*q^8*t^9 + 6*q^7*t^10 + q^6*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^4*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0774] 'F`K}w'

Zeta functions

ask[-]:

-(q^5*t + q^5 - 2*q^3*t - 2*q^2*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

(q^21*t^10 + q^20*t^11 - 5*q^19*t^12 - 6*q^18*t^13 - q^17*t^14 + 8*q^16*t^15 - q^15*t^16 - 3*q^14*t^17 + 2*q^22*t^8 + 2*q^21*t^9 + q^20*t^10 + 13*q^19*t^11 + 20*q^18*t^12 + 4*q^17*t^13 + 41*q^16*t^14 - 2*q^15*t^15 - 11*q^14*t^16 + 7*q^13*t^17 + 7*q^12*t^18 + q^23*t^6 - 3*q^22*t^7 - 42*q^21*t^8 - 64*q^20*t^9 + 32*q^19*t^10 + 29*q^18*t^11 - 158*q^17*t^12 - 79*q^16*t^13 - 83*q^15*t^14 - 120*q^14*t^15 - 40*q^13*t^16 - 3*q^12*t^17 - 10*q^11*t^18 - 4*q^23*t^5 + 4*q^22*t^6 + 69*q^21*t^7 + 170*q^20*t^8 + 123*q^19*t^9 + 50*q^18*t^10 - 126*q^17*t^11 + 142*q^16*t^12 + 607*q^15*t^13 + 383*q^14*t^14 + 317*q^13*t^15 + 277*q^12*t^16 + 119*q^11*t^17 + 2*q^10*t^18 - 25*q^9*t^19 - 8*q^8*t^20 + 3*q^23*t^4 + 16*q^22*t^5 - 23*q^21*t^6 - 43*q^20*t^7 - 617*q^19*t^8 - 287*q^18*t^9 + 291*q^17*t^10 - 340*q^16*t^11 - 119*q^15*t^12 - 895*q^14*t^13 - 1455*q^13*t^14 - 1017*q^12*t^15 - 593*q^11*t^16 - 390*q^10*t^17 - 111*q^9*t^18 + 70*q^8*t^19 + 44*q^7*t^20 + 6*q^6*t^21 - q^24*t^2 - 11*q^22*t^4 - 243*q^21*t^5 + 172*q^20*t^6 - 136*q^19*t^7 + 315*q^18*t^8 + 1723*q^17*t^9 - 654*q^16*t^10 - 418*q^15*t^11 + 1363*q^14*t^12 + 1092*q^13*t^13 + 1989*q^12*t^14 + 2428*q^11*t^15 + 1478*q^10*t^16 + 586*q^9*t^17 + 247*q^8*t^18 + 13*q^7*t^19 - 86*q^6*t^20 - 29*q^5*t^21 + 2*q^23*t^2 + 70*q^22*t^3 - 70*q^21*t^4 + 756*q^20*t^5 + 636*q^19*t^6 - 760*q^18*t^7 + 941*q^17*t^8 - 1250*q^16*t^9 - 2156*q^15*t^10 + 1739*q^14*t^11 - 270*q^13*t^12 - 2357*q^12*t^13 - 2622*q^11*t^14 - 2687*q^10*t^15 - 2503*q^9*t^16 - 1245*q^8*t^17 - 204*q^7*t^18 - 128*q^6*t^19 + 42*q^5*t^20 + 54*q^4*t^21 - q^24 - 4*q^23*t + 35*q^22*t^2 - 226*q^21*t^3 - 192*q^20*t^4 - 477*q^19*t^5 - 2687*q^18*t^6 - 251*q^17*t^7 + 1008*q^16*t^8 - 1559*q^15*t^9 + 1801*q^14*t^10 + 1287*q^13*t^11 - 1305*q^12*t^12 + 48*q^11*t^13 + 3540*q^10*t^14 + 3403*q^9*t^15 + 1804*q^8*t^16 + 1769*q^7*t^17 + 582*q^6*t^18 + 10*q^5*t^19 + 35*q^4*t^20 - 40*q^3*t^21 + 3*q^22*t - 30*q^21*t^2 + 96*q^20*t^3 + 888*q^19*t^4 + 624*q^18*t^5 + 2217*q^17*t^6 + 3966*q^16*t^7 - 315*q^15*t^8 - 834*q^14*t^9 + 1212*q^13*t^10 - 1212*q^11*t^12 + 834*q^10*t^13 + 315*q^9*t^14 - 3966*q^8*t^15 - 2217*q^7*t^16 - 624*q^6*t^17 - 888*q^5*t^18 - 96*q^4*t^19 + 30*q^3*t^20 - 3*q^2*t^21 + 40*q^21*t - 35*q^20*t^2 - 10*q^19*t^3 - 582*q^18*t^4 - 1769*q^17*t^5 - 1804*q^16*t^6 - 3403*q^15*t^7 - 3540*q^14*t^8 - 48*q^13*t^9 + 1305*q^12*t^10 - 1287*q^11*t^11 - 1801*q^10*t^12 + 1559*q^9*t^13 - 1008*q^8*t^14 + 251*q^7*t^15 + 2687*q^6*t^16 + 477*q^5*t^17 + 192*q^4*t^18 + 226*q^3*t^19 - 35*q^2*t^20 + 4*q*t^21 + t^22 - 54*q^20*t - 42*q^19*t^2 + 128*q^18*t^3 + 204*q^17*t^4 + 1245*q^16*t^5 + 2503*q^15*t^6 + 2687*q^14*t^7 + 2622*q^13*t^8 + 2357*q^12*t^9 + 270*q^11*t^10 - 1739*q^10*t^11 + 2156*q^9*t^12 + 1250*q^8*t^13 - 941*q^7*t^14 + 760*q^6*t^15 - 636*q^5*t^16 - 756*q^4*t^17 + 70*q^3*t^18 - 70*q^2*t^19 - 2*q*t^20 + 29*q^19*t + 86*q^18*t^2 - 13*q^17*t^3 - 247*q^16*t^4 - 586*q^15*t^5 - 1478*q^14*t^6 - 2428*q^13*t^7 - 1989*q^12*t^8 - 1092*q^11*t^9 - 1363*q^10*t^10 + 418*q^9*t^11 + 654*q^8*t^12 - 1723*q^7*t^13 - 315*q^6*t^14 + 136*q^5*t^15 - 172*q^4*t^16 + 243*q^3*t^17 + 11*q^2*t^18 + t^20 - 6*q^18*t - 44*q^17*t^2 - 70*q^16*t^3 + 111*q^15*t^4 + 390*q^14*t^5 + 593*q^13*t^6 + 1017*q^12*t^7 + 1455*q^11*t^8 + 895*q^10*t^9 + 119*q^9*t^10 + 340*q^8*t^11 - 291*q^7*t^12 + 287*q^6*t^13 + 617*q^5*t^14 + 43*q^4*t^15 + 23*q^3*t^16 - 16*q^2*t^17 - 3*q*t^18 + 8*q^16*t^2 + 25*q^15*t^3 - 2*q^14*t^4 - 119*q^13*t^5 - 277*q^12*t^6 - 317*q^11*t^7 - 383*q^10*t^8 - 607*q^9*t^9 - 142*q^8*t^10 + 126*q^7*t^11 - 50*q^6*t^12 - 123*q^5*t^13 - 170*q^4*t^14 - 69*q^3*t^15 - 4*q^2*t^16 + 4*q*t^17 + 10*q^13*t^4 + 3*q^12*t^5 + 40*q^11*t^6 + 120*q^10*t^7 + 83*q^9*t^8 + 79*q^8*t^9 + 158*q^7*t^10 - 29*q^6*t^11 - 32*q^5*t^12 + 64*q^4*t^13 + 42*q^3*t^14 + 3*q^2*t^15 - q*t^16 - 7*q^12*t^4 - 7*q^11*t^5 + 11*q^10*t^6 + 2*q^9*t^7 - 41*q^8*t^8 - 4*q^7*t^9 - 20*q^6*t^10 - 13*q^5*t^11 - q^4*t^12 - 2*q^3*t^13 - 2*q^2*t^14 + 3*q^10*t^5 + q^9*t^6 - 8*q^8*t^7 + q^7*t^8 + 6*q^6*t^9 + 5*q^5*t^10 - q^4*t^11 - q^3*t^12)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^4*(q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0775] 'F`K~w'

Zeta functions

ask[-]:

-(q^5*t + q^5 - q^4*t - q^3*t - q^2*t - q*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(5*q^25*t^6 + 7*q^24*t^7 + 6*q^23*t^8 + 6*q^22*t^9 - 3*q^21*t^10 + 3*q^20*t^11 - 4*q^26*t^4 - 18*q^25*t^5 - 21*q^24*t^6 - 7*q^23*t^7 - 49*q^22*t^8 - 67*q^21*t^9 + 5*q^20*t^10 - 13*q^19*t^11 + 5*q^18*t^12 + q^17*t^13 - q^27*t^2 - 5*q^26*t^3 + 12*q^25*t^4 + 58*q^24*t^5 + 23*q^23*t^6 - 23*q^22*t^7 + 162*q^21*t^8 + 186*q^20*t^9 - 4*q^19*t^10 + 2*q^18*t^11 - 24*q^17*t^12 - 2*q^16*t^13 + 4*q^26*t^2 + 76*q^25*t^3 + 30*q^24*t^4 - 118*q^23*t^5 + 70*q^22*t^6 + 113*q^21*t^7 - 366*q^20*t^8 - 179*q^19*t^9 + 189*q^18*t^10 + 168*q^17*t^11 + 34*q^16*t^12 - 21*q^15*t^13 - q^14*t^14 + q^13*t^15 - q^27 - 5*q^26*t - q^25*t^2 - 253*q^24*t^3 - 244*q^23*t^4 + 264*q^22*t^5 - 122*q^21*t^6 - 306*q^20*t^7 + 483*q^19*t^8 - 111*q^18*t^9 - 760*q^17*t^10 - 504*q^16*t^11 + 44*q^15*t^12 + 82*q^14*t^13 + q^13*t^14 - 7*q^12*t^15 + 10*q^25*t + 39*q^24*t^2 + 374*q^23*t^3 + 316*q^22*t^4 - 526*q^21*t^5 + 36*q^20*t^6 + 364*q^19*t^7 - 399*q^18*t^8 + 522*q^17*t^9 + 1377*q^16*t^10 + 447*q^15*t^11 - 441*q^14*t^12 - 156*q^13*t^13 + 26*q^12*t^14 + 29*q^11*t^15 - 2*q^10*t^16 + 4*q^24*t - 85*q^23*t^2 - 373*q^22*t^3 + 151*q^21*t^4 + 1196*q^20*t^5 - 15*q^19*t^6 - 489*q^18*t^7 + 499*q^17*t^8 - 445*q^16*t^9 - 1423*q^15*t^10 + 419*q^14*t^11 + 1222*q^13*t^12 + 251*q^12*t^13 - 95*q^11*t^14 - 59*q^10*t^15 + 10*q^9*t^16 + 5*q^23*t + 61*q^22*t^2 + 179*q^21*t^3 - 662*q^20*t^4 - 1651*q^19*t^5 - 69*q^18*t^6 + 782*q^17*t^7 - 562*q^16*t^8 + 56*q^15*t^9 + 799*q^14*t^10 - 1548*q^13*t^11 - 1711*q^12*t^12 - 169*q^11*t^13 + 243*q^10*t^14 + 53*q^9*t^15 - 27*q^8*t^16 - 3*q^7*t^17 - 18*q^22*t - 54*q^21*t^2 + 2*q^20*t^3 + 855*q^19*t^4 + 1217*q^18*t^5 - 564*q^17*t^6 - 1261*q^16*t^7 + 800*q^15*t^8 - 78*q^14*t^9 - 688*q^13*t^10 + 1990*q^12*t^11 + 1412*q^11*t^12 - 432*q^10*t^13 - 568*q^9*t^14 - 33*q^8*t^15 + 47*q^7*t^16 + 13*q^6*t^17 + 13*q^21*t + 47*q^20*t^2 - 33*q^19*t^3 - 568*q^18*t^4 - 432*q^17*t^5 + 1412*q^16*t^6 + 1990*q^15*t^7 - 688*q^14*t^8 - 78*q^13*t^9 + 800*q^12*t^10 - 1261*q^11*t^11 - 564*q^10*t^12 + 1217*q^9*t^13 + 855*q^8*t^14 + 2*q^7*t^15 - 54*q^6*t^16 - 18*q^5*t^17 - 3*q^20*t - 27*q^19*t^2 + 53*q^18*t^3 + 243*q^17*t^4 - 169*q^16*t^5 - 1711*q^15*t^6 - 1548*q^14*t^7 + 799*q^13*t^8 + 56*q^12*t^9 - 562*q^11*t^10 + 782*q^10*t^11 - 69*q^9*t^12 - 1651*q^8*t^13 - 662*q^7*t^14 + 179*q^6*t^15 + 61*q^5*t^16 + 5*q^4*t^17 + 10*q^18*t^2 - 59*q^17*t^3 - 95*q^16*t^4 + 251*q^15*t^5 + 1222*q^14*t^6 + 419*q^13*t^7 - 1423*q^12*t^8 - 445*q^11*t^9 + 499*q^10*t^10 - 489*q^9*t^11 - 15*q^8*t^12 + 1196*q^7*t^13 + 151*q^6*t^14 - 373*q^5*t^15 - 85*q^4*t^16 + 4*q^3*t^17 - 2*q^17*t^2 + 29*q^16*t^3 + 26*q^15*t^4 - 156*q^14*t^5 - 441*q^13*t^6 + 447*q^12*t^7 + 1377*q^11*t^8 + 522*q^10*t^9 - 399*q^9*t^10 + 364*q^8*t^11 + 36*q^7*t^12 - 526*q^6*t^13 + 316*q^5*t^14 + 374*q^4*t^15 + 39*q^3*t^16 + 10*q^2*t^17 - 7*q^15*t^3 + q^14*t^4 + 82*q^13*t^5 + 44*q^12*t^6 - 504*q^11*t^7 - 760*q^10*t^8 - 111*q^9*t^9 + 483*q^8*t^10 - 306*q^7*t^11 - 122*q^6*t^12 + 264*q^5*t^13 - 244*q^4*t^14 - 253*q^3*t^15 - q^2*t^16 - 5*q*t^17 - t^18 + q^14*t^3 - q^13*t^4 - 21*q^12*t^5 + 34*q^11*t^6 + 168*q^10*t^7 + 189*q^9*t^8 - 179*q^8*t^9 - 366*q^7*t^10 + 113*q^6*t^11 + 70*q^5*t^12 - 118*q^4*t^13 + 30*q^3*t^14 + 76*q^2*t^15 + 4*q*t^16 - 2*q^11*t^5 - 24*q^10*t^6 + 2*q^9*t^7 - 4*q^8*t^8 + 186*q^7*t^9 + 162*q^6*t^10 - 23*q^5*t^11 + 23*q^4*t^12 + 58*q^3*t^13 + 12*q^2*t^14 - 5*q*t^15 - t^16 + q^10*t^5 + 5*q^9*t^6 - 13*q^8*t^7 + 5*q^7*t^8 - 67*q^6*t^9 - 49*q^5*t^10 - 7*q^4*t^11 - 21*q^3*t^12 - 18*q^2*t^13 - 4*q*t^14 + 3*q^7*t^7 - 3*q^6*t^8 + 6*q^5*t^9 + 6*q^4*t^10 + 7*q^3*t^11 + 5*q^2*t^12)/((q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 6], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0776] 'F`Lkw'

Zeta functions

ask[-]:

(q^7*t - 2*q^6*t^2 - q^5*t^3 + q^7 + 2*q^6*t - 2*q^5*t^2 + 5*q^4*t^3 - 9*q^5*t + 7*q^4*t^2 - 2*q^3*t^3 - 2*q^4*t + 7*q^3*t^2 - 9*q^2*t^3 + 5*q^3*t - 2*q^2*t^2 + 2*q*t^3 + t^4 - q^2*t - 2*q*t^2 + t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(q^10*t^13 + q^9*t^14 - 3*q^11*t^11 - 7*q^10*t^12 + 13*q^9*t^13 - 15*q^8*t^14 - 7*q^7*t^15 + q^6*t^16 + 7*q^12*t^9 - 2*q^11*t^10 - 27*q^10*t^11 + 63*q^9*t^12 - 49*q^8*t^13 + 24*q^7*t^14 + 54*q^6*t^15 - 4*q^5*t^16 + q^13*t^7 - 6*q^12*t^8 + 6*q^11*t^9 + 50*q^10*t^10 - 22*q^9*t^11 + 49*q^8*t^12 - 128*q^7*t^13 + 92*q^6*t^14 - 158*q^5*t^15 + 2*q^4*t^16 - 5*q^13*t^6 - 23*q^12*t^7 - 17*q^11*t^8 + 220*q^10*t^9 - 769*q^9*t^10 + 792*q^8*t^11 - 604*q^7*t^12 + 399*q^6*t^13 - 143*q^5*t^14 + 173*q^4*t^15 + 19*q^3*t^16 + q^14*t^4 - 5*q^13*t^5 + 87*q^12*t^6 - 230*q^11*t^7 + 541*q^10*t^8 - 1034*q^9*t^9 + 1716*q^8*t^10 - 1004*q^7*t^11 + 162*q^6*t^12 + 232*q^5*t^13 - 202*q^4*t^14 - 28*q^3*t^15 - 38*q^2*t^16 - 16*q^13*t^4 + 163*q^12*t^5 - 454*q^11*t^6 + 691*q^10*t^7 - 167*q^9*t^8 - 512*q^8*t^9 + 587*q^7*t^10 - 1423*q^6*t^11 + 1401*q^5*t^12 - 958*q^4*t^13 + 301*q^3*t^14 - q^2*t^15 + 13*q*t^16 + t^17 + 4*q^14*t^2 - 21*q^13*t^3 + 34*q^12*t^4 - 207*q^11*t^5 - 147*q^10*t^6 + 1187*q^9*t^7 - 3624*q^8*t^8 + 4696*q^7*t^9 - 3384*q^6*t^10 + 2238*q^5*t^11 - 931*q^4*t^12 + 411*q^3*t^13 - 37*q^2*t^14 - 21*q*t^15 - 21*q^13*t^2 - 37*q^12*t^3 + 411*q^11*t^4 - 931*q^10*t^5 + 2238*q^9*t^6 - 3384*q^8*t^7 + 4696*q^7*t^8 - 3624*q^6*t^9 + 1187*q^5*t^10 - 147*q^4*t^11 - 207*q^3*t^12 + 34*q^2*t^13 - 21*q*t^14 + 4*t^15 + q^14 + 13*q^13*t - q^12*t^2 + 301*q^11*t^3 - 958*q^10*t^4 + 1401*q^9*t^5 - 1423*q^8*t^6 + 587*q^7*t^7 - 512*q^6*t^8 - 167*q^5*t^9 + 691*q^4*t^10 - 454*q^3*t^11 + 163*q^2*t^12 - 16*q*t^13 - 38*q^12*t - 28*q^11*t^2 - 202*q^10*t^3 + 232*q^9*t^4 + 162*q^8*t^5 - 1004*q^7*t^6 + 1716*q^6*t^7 - 1034*q^5*t^8 + 541*q^4*t^9 - 230*q^3*t^10 + 87*q^2*t^11 - 5*q*t^12 + t^13 + 19*q^11*t + 173*q^10*t^2 - 143*q^9*t^3 + 399*q^8*t^4 - 604*q^7*t^5 + 792*q^6*t^6 - 769*q^5*t^7 + 220*q^4*t^8 - 17*q^3*t^9 - 23*q^2*t^10 - 5*q*t^11 + 2*q^10*t - 158*q^9*t^2 + 92*q^8*t^3 - 128*q^7*t^4 + 49*q^6*t^5 - 22*q^5*t^6 + 50*q^4*t^7 + 6*q^3*t^8 - 6*q^2*t^9 + q*t^10 - 4*q^9*t + 54*q^8*t^2 + 24*q^7*t^3 - 49*q^6*t^4 + 63*q^5*t^5 - 27*q^4*t^6 - 2*q^3*t^7 + 7*q^2*t^8 + q^8*t - 7*q^7*t^2 - 15*q^6*t^3 + 13*q^5*t^4 - 7*q^4*t^5 - 3*q^3*t^6 + q^5*t^3 + q^4*t^4)/((t^2 - q)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0777] 'F`Lzo'

Zeta functions

ask[-]:

-(q^5*t + q^5 - 2*q^3*t - 2*q^2*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(3*q^10*t^8 + 6*q^9*t^9 - 4*q^12*t^5 - 17*q^11*t^6 - 9*q^10*t^7 + 6*q^9*t^8 - 20*q^8*t^9 - 7*q^7*t^10 - 3*q^6*t^11 + q^13*t^3 + 12*q^12*t^4 + 15*q^11*t^5 + 38*q^10*t^6 + 57*q^9*t^7 - 27*q^8*t^8 - 2*q^7*t^9 + 19*q^6*t^10 + 13*q^5*t^11 - q^13*t^2 + 7*q^12*t^3 - 18*q^11*t^4 - 66*q^10*t^5 - 16*q^9*t^6 - 60*q^8*t^7 - 20*q^7*t^8 + 49*q^6*t^9 + 10*q^5*t^10 - 20*q^4*t^11 - q^13*t - 4*q^12*t^2 - q^11*t^3 - 35*q^10*t^4 + 72*q^9*t^5 + 79*q^8*t^6 - 42*q^7*t^7 + 34*q^6*t^8 + 4*q^5*t^9 - 56*q^4*t^10 + 4*q^3*t^11 - q^13 - 9*q^12*t + 25*q^11*t^2 - 3*q^10*t^3 - 6*q^9*t^4 + 71*q^8*t^5 - 98*q^7*t^6 - 26*q^6*t^7 + 68*q^5*t^8 - 53*q^4*t^9 + 12*q^3*t^10 + 20*q^2*t^11 + 20*q^11*t + 12*q^10*t^2 - 53*q^9*t^3 + 68*q^8*t^4 - 26*q^7*t^5 - 98*q^6*t^6 + 71*q^5*t^7 - 6*q^4*t^8 - 3*q^3*t^9 + 25*q^2*t^10 - 9*q*t^11 - t^12 + 4*q^10*t - 56*q^9*t^2 + 4*q^8*t^3 + 34*q^7*t^4 - 42*q^6*t^5 + 79*q^5*t^6 + 72*q^4*t^7 - 35*q^3*t^8 - q^2*t^9 - 4*q*t^10 - t^11 - 20*q^9*t + 10*q^8*t^2 + 49*q^7*t^3 - 20*q^6*t^4 - 60*q^5*t^5 - 16*q^4*t^6 - 66*q^3*t^7 - 18*q^2*t^8 + 7*q*t^9 - t^10 + 13*q^8*t + 19*q^7*t^2 - 2*q^6*t^3 - 27*q^5*t^4 + 57*q^4*t^5 + 38*q^3*t^6 + 15*q^2*t^7 + 12*q*t^8 + t^9 - 3*q^7*t - 7*q^6*t^2 - 20*q^5*t^3 + 6*q^4*t^4 - 9*q^3*t^5 - 17*q^2*t^6 - 4*q*t^7 + 6*q^4*t^3 + 3*q^3*t^4)/((q*t^2 - 1)*(q^2 - t)*(t^2 - q)^2*(q + t)*(q - t)^2*q^6*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0778] 'F`Lzw'

Zeta functions

ask[-]:

-(q^5*t + q^5 - q^4*t - q^3*t - q^2*t - q*t + t^2 + t)/((q*t - 1)^2*q^5*(t - 1))

ask[+]:

-(q^17*t^6 - q^15*t^8 - 2*q^13*t^10 - 5*q^18*t^4 - 10*q^17*t^5 - 2*q^16*t^6 + 22*q^15*t^7 + 9*q^14*t^8 - 23*q^13*t^9 + 6*q^12*t^10 + 7*q^11*t^11 + 4*q^10*t^12 + q^19*t^2 + 2*q^18*t^3 + 2*q^17*t^4 + 4*q^16*t^5 + 56*q^15*t^6 + 6*q^14*t^7 - 65*q^13*t^8 + 22*q^12*t^9 - 4*q^11*t^10 + q^10*t^11 - 12*q^9*t^12 - 5*q^8*t^13 + 2*q^19*t + 9*q^18*t^2 - 2*q^17*t^3 - 38*q^16*t^4 + 87*q^15*t^5 - 39*q^14*t^6 - 225*q^13*t^7 - 26*q^12*t^8 + 55*q^11*t^9 + 94*q^10*t^10 - 19*q^9*t^11 - 7*q^8*t^12 + 10*q^7*t^13 - 5*q^6*t^14 + q^19 + 3*q^18*t - 7*q^17*t^2 - 85*q^16*t^3 + 78*q^15*t^4 - 36*q^14*t^5 - 140*q^13*t^6 + 187*q^12*t^7 + 321*q^11*t^8 + 159*q^10*t^9 - 184*q^9*t^10 - 91*q^8*t^11 + 12*q^7*t^12 + q^6*t^13 + 27*q^5*t^14 + 6*q^17*t - 79*q^16*t^2 + 117*q^15*t^3 + 138*q^14*t^4 + 13*q^13*t^5 - 18*q^12*t^6 + 64*q^11*t^7 - 90*q^10*t^8 - 431*q^9*t^9 - 146*q^8*t^10 + 135*q^7*t^11 + 82*q^6*t^12 + 24*q^5*t^13 - 55*q^4*t^14 - 47*q^16*t + 103*q^15*t^2 + 64*q^14*t^3 - 145*q^13*t^4 - 333*q^12*t^5 - 51*q^11*t^6 + 139*q^10*t^7 - 139*q^9*t^8 + 51*q^8*t^9 + 333*q^7*t^10 + 145*q^6*t^11 - 64*q^5*t^12 - 103*q^4*t^13 + 47*q^3*t^14 + 55*q^15*t - 24*q^14*t^2 - 82*q^13*t^3 - 135*q^12*t^4 + 146*q^11*t^5 + 431*q^10*t^6 + 90*q^9*t^7 - 64*q^8*t^8 + 18*q^7*t^9 - 13*q^6*t^10 - 138*q^5*t^11 - 117*q^4*t^12 + 79*q^3*t^13 - 6*q^2*t^14 - 27*q^14*t - q^13*t^2 - 12*q^12*t^3 + 91*q^11*t^4 + 184*q^10*t^5 - 159*q^9*t^6 - 321*q^8*t^7 - 187*q^7*t^8 + 140*q^6*t^9 + 36*q^5*t^10 - 78*q^4*t^11 + 85*q^3*t^12 + 7*q^2*t^13 - 3*q*t^14 - t^15 + 5*q^13*t - 10*q^12*t^2 + 7*q^11*t^3 + 19*q^10*t^4 - 94*q^9*t^5 - 55*q^8*t^6 + 26*q^7*t^7 + 225*q^6*t^8 + 39*q^5*t^9 - 87*q^4*t^10 + 38*q^3*t^11 + 2*q^2*t^12 - 9*q*t^13 - 2*t^14 + 5*q^11*t^2 + 12*q^10*t^3 - q^9*t^4 + 4*q^8*t^5 - 22*q^7*t^6 + 65*q^6*t^7 - 6*q^5*t^8 - 56*q^4*t^9 - 4*q^3*t^10 - 2*q^2*t^11 - 2*q*t^12 - t^13 - 4*q^9*t^3 - 7*q^8*t^4 - 6*q^7*t^5 + 23*q^6*t^6 - 9*q^5*t^7 - 22*q^4*t^8 + 2*q^3*t^9 + 10*q^2*t^10 + 5*q*t^11 + 2*q^6*t^5 + q^4*t^7 - q^2*t^9)/((q^3 - t^2)*(q*t^2 - 1)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^2*q^6*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0779] 'F`L|o'

Zeta functions

ask[-]:

(q^10*t - q^9*t^2 + q^10 - q^9*t - 3*q^8*t^2 + 3*q^7*t^3 + q^6*t^4 - 3*q^8*t + 4*q^7*t^2 - 2*q^6*t^3 - 4*q^5*t^4 - 3*q^7*t + 11*q^6*t^2 + 2*q^4*t^4 - 2*q^6*t - 11*q^4*t^3 + 3*q^3*t^4 + 4*q^5*t + 2*q^4*t^2 - 4*q^3*t^3 + 3*q^2*t^4 - q^4*t - 3*q^3*t^2 + 3*q^2*t^3 + q*t^4 - t^5 + q*t^3 - t^4)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(6*q^19*t^6 - 6*q^18*t^7 + 25*q^17*t^8 - 20*q^16*t^9 + 14*q^15*t^10 - 2*q^14*t^11 + q^13*t^12 + q^20*t^4 + 10*q^19*t^5 + 17*q^18*t^6 + 63*q^17*t^7 - 232*q^16*t^8 + 49*q^15*t^9 - 49*q^14*t^10 - 15*q^13*t^11 - 3*q^12*t^12 - 3*q^11*t^13 + q^21*t^2 - q^20*t^3 - 33*q^19*t^4 - 12*q^18*t^5 - 235*q^17*t^6 - 385*q^16*t^7 + 607*q^15*t^8 + 257*q^14*t^9 + 234*q^13*t^10 + 222*q^12*t^11 - 58*q^11*t^12 + 3*q^10*t^13 + 12*q^9*t^14 - 7*q^20*t^2 - 39*q^19*t^3 + 47*q^18*t^4 - 9*q^17*t^5 + 1054*q^16*t^6 + 1078*q^15*t^7 - 461*q^14*t^8 - 829*q^13*t^9 - 976*q^12*t^10 - 1274*q^11*t^11 + 186*q^10*t^12 + 106*q^9*t^13 - 67*q^8*t^14 + 3*q^7*t^15 + q^21 + 7*q^20*t + 53*q^19*t^2 + 91*q^18*t^3 + 292*q^17*t^4 + 560*q^16*t^5 - 2826*q^15*t^6 - 2651*q^14*t^7 - 199*q^13*t^8 + 434*q^12*t^9 + 1658*q^11*t^10 + 3566*q^10*t^11 + 296*q^9*t^12 - 417*q^8*t^13 + 147*q^7*t^14 - 22*q^6*t^15 + 7*q^19*t - 230*q^18*t^2 - 134*q^17*t^3 - 905*q^16*t^4 - 2259*q^15*t^5 + 3444*q^14*t^6 + 5884*q^13*t^7 + 1539*q^12*t^8 + 1081*q^11*t^9 - 1226*q^10*t^10 - 5172*q^9*t^11 - 1808*q^8*t^12 + 491*q^7*t^13 - 184*q^6*t^14 + 66*q^5*t^15 - 75*q^18*t + 348*q^17*t^2 + 283*q^16*t^3 + 1745*q^15*t^4 + 3706*q^14*t^5 - 1187*q^13*t^6 - 7050*q^12*t^7 - 4144*q^11*t^8 - 3929*q^10*t^9 + 552*q^9*t^10 + 4637*q^8*t^11 + 2583*q^7*t^12 + 10*q^6*t^13 + 247*q^5*t^14 - 102*q^4*t^15 + 102*q^17*t - 247*q^16*t^2 - 10*q^15*t^3 - 2583*q^14*t^4 - 4637*q^13*t^5 - 552*q^12*t^6 + 3929*q^11*t^7 + 4144*q^10*t^8 + 7050*q^9*t^9 + 1187*q^8*t^10 - 3706*q^7*t^11 - 1745*q^6*t^12 - 283*q^5*t^13 - 348*q^4*t^14 + 75*q^3*t^15 - 66*q^16*t + 184*q^15*t^2 - 491*q^14*t^3 + 1808*q^13*t^4 + 5172*q^12*t^5 + 1226*q^11*t^6 - 1081*q^10*t^7 - 1539*q^9*t^8 - 5884*q^8*t^9 - 3444*q^7*t^10 + 2259*q^6*t^11 + 905*q^5*t^12 + 134*q^4*t^13 + 230*q^3*t^14 - 7*q^2*t^15 + 22*q^15*t - 147*q^14*t^2 + 417*q^13*t^3 - 296*q^12*t^4 - 3566*q^11*t^5 - 1658*q^10*t^6 - 434*q^9*t^7 + 199*q^8*t^8 + 2651*q^7*t^9 + 2826*q^6*t^10 - 560*q^5*t^11 - 292*q^4*t^12 - 91*q^3*t^13 - 53*q^2*t^14 - 7*q*t^15 - t^16 - 3*q^14*t + 67*q^13*t^2 - 106*q^12*t^3 - 186*q^11*t^4 + 1274*q^10*t^5 + 976*q^9*t^6 + 829*q^8*t^7 + 461*q^7*t^8 - 1078*q^6*t^9 - 1054*q^5*t^10 + 9*q^4*t^11 - 47*q^3*t^12 + 39*q^2*t^13 + 7*q*t^14 - 12*q^12*t^2 - 3*q^11*t^3 + 58*q^10*t^4 - 222*q^9*t^5 - 234*q^8*t^6 - 257*q^7*t^7 - 607*q^6*t^8 + 385*q^5*t^9 + 235*q^4*t^10 + 12*q^3*t^11 + 33*q^2*t^12 + q*t^13 - t^14 + 3*q^10*t^3 + 3*q^9*t^4 + 15*q^8*t^5 + 49*q^7*t^6 - 49*q^6*t^7 + 232*q^5*t^8 - 63*q^4*t^9 - 17*q^3*t^10 - 10*q^2*t^11 - q*t^12 - q^8*t^4 + 2*q^7*t^5 - 14*q^6*t^6 + 20*q^5*t^7 - 25*q^4*t^8 + 6*q^3*t^9 - 6*q^2*t^10)/((q^2 - t)^3*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0780] 'F`L|w'

Zeta functions

ask[-]:

(q^6*t - q^5*t^2 + q^6 - q^5*t + q^4*t^2 - 3*q^4*t + 3*q^2*t^2 - q^2*t + q*t^2 - t^3 + q*t - t^2)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(3*q^20*t^6 + 12*q^18*t^8 + 3*q^16*t^10 + q^21*t^4 + 10*q^20*t^5 + 22*q^19*t^6 + 17*q^18*t^7 - 108*q^17*t^8 - 44*q^16*t^9 - 54*q^15*t^10 - q^14*t^11 - 5*q^13*t^12 + q^22*t^2 - q^21*t^3 - 21*q^20*t^4 - 39*q^19*t^5 - 193*q^18*t^6 - 215*q^17*t^7 + 209*q^16*t^8 + 311*q^15*t^9 + 438*q^14*t^10 + 80*q^13*t^11 + 30*q^12*t^12 + 8*q^11*t^13 + 4*q^10*t^14 - 7*q^21*t^2 - 30*q^20*t^3 - 5*q^19*t^4 + 138*q^18*t^5 + 780*q^17*t^6 + 704*q^16*t^7 + 169*q^15*t^8 - 523*q^14*t^9 - 1382*q^13*t^10 - 679*q^12*t^11 - 276*q^11*t^12 - 73*q^10*t^13 + q^9*t^14 - 5*q^8*t^15 + q^22 + 7*q^21*t + 44*q^20*t^2 + 76*q^19*t^3 + 350*q^18*t^4 + 53*q^17*t^5 - 1903*q^16*t^6 - 1731*q^15*t^7 - 1290*q^14*t^8 - 3*q^13*t^9 + 1911*q^12*t^10 + 1822*q^11*t^11 + 1194*q^10*t^12 + 479*q^9*t^13 - 32*q^8*t^14 + 17*q^7*t^15 - 5*q^6*t^16 - 179*q^19*t^2 - 168*q^18*t^3 - 906*q^17*t^4 - 994*q^16*t^5 + 1984*q^15*t^6 + 3173*q^14*t^7 + 3517*q^13*t^8 + 1330*q^12*t^9 - 1233*q^11*t^10 - 2123*q^10*t^11 - 2278*q^9*t^12 - 1448*q^8*t^13 - 68*q^7*t^14 - 40*q^6*t^15 + 27*q^5*t^16 - 45*q^19*t + 247*q^18*t^2 + 421*q^17*t^3 + 1583*q^16*t^4 + 1782*q^15*t^5 - 249*q^14*t^6 - 2556*q^13*t^7 - 5465*q^12*t^8 - 3917*q^11*t^9 - 247*q^10*t^10 + 1245*q^9*t^11 + 2301*q^8*t^12 + 2076*q^7*t^13 + 373*q^6*t^14 + 130*q^5*t^15 - 55*q^4*t^16 + 55*q^18*t - 130*q^17*t^2 - 373*q^16*t^3 - 2076*q^15*t^4 - 2301*q^14*t^5 - 1245*q^13*t^6 + 247*q^12*t^7 + 3917*q^11*t^8 + 5465*q^10*t^9 + 2556*q^9*t^10 + 249*q^8*t^11 - 1782*q^7*t^12 - 1583*q^6*t^13 - 421*q^5*t^14 - 247*q^4*t^15 + 45*q^3*t^16 - 27*q^17*t + 40*q^16*t^2 + 68*q^15*t^3 + 1448*q^14*t^4 + 2278*q^13*t^5 + 2123*q^12*t^6 + 1233*q^11*t^7 - 1330*q^10*t^8 - 3517*q^9*t^9 - 3173*q^8*t^10 - 1984*q^7*t^11 + 994*q^6*t^12 + 906*q^5*t^13 + 168*q^4*t^14 + 179*q^3*t^15 + 5*q^16*t - 17*q^15*t^2 + 32*q^14*t^3 - 479*q^13*t^4 - 1194*q^12*t^5 - 1822*q^11*t^6 - 1911*q^10*t^7 + 3*q^9*t^8 + 1290*q^8*t^9 + 1731*q^7*t^10 + 1903*q^6*t^11 - 53*q^5*t^12 - 350*q^4*t^13 - 76*q^3*t^14 - 44*q^2*t^15 - 7*q*t^16 - t^17 + 5*q^14*t^2 - q^13*t^3 + 73*q^12*t^4 + 276*q^11*t^5 + 679*q^10*t^6 + 1382*q^9*t^7 + 523*q^8*t^8 - 169*q^7*t^9 - 704*q^6*t^10 - 780*q^5*t^11 - 138*q^4*t^12 + 5*q^3*t^13 + 30*q^2*t^14 + 7*q*t^15 - 4*q^12*t^3 - 8*q^11*t^4 - 30*q^10*t^5 - 80*q^9*t^6 - 438*q^8*t^7 - 311*q^7*t^8 - 209*q^6*t^9 + 215*q^5*t^10 + 193*q^4*t^11 + 39*q^3*t^12 + 21*q^2*t^13 + q*t^14 - t^15 + 5*q^9*t^5 + q^8*t^6 + 54*q^7*t^7 + 44*q^6*t^8 + 108*q^5*t^9 - 17*q^4*t^10 - 22*q^3*t^11 - 10*q^2*t^12 - q*t^13 - 3*q^6*t^7 - 12*q^4*t^9 - 3*q^2*t^11)/((q^3 - t^2)*(q^2 - t)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 6], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0781] 'F`L~o'

Zeta functions

ask[-]:

-(q^7*t^2 - q^8 - 2*q^5*t^3 + 2*q^6*t - q^5*t^2 + 2*q^4*t^3 + 2*q^5*t - 6*q^4*t^2 + 2*q^3*t^3 + 2*q^4*t - q^3*t^2 + 2*q^2*t^3 - 2*q^3*t - t^4 + q*t^2)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(5*q^25*t^8 - 4*q^24*t^9 + 9*q^23*t^10 - 2*q^22*t^11 + q^21*t^12 + q^28*t^4 + 3*q^27*t^5 - 7*q^26*t^6 + 13*q^25*t^7 - 21*q^24*t^8 + 27*q^23*t^9 - 119*q^22*t^10 - 10*q^21*t^11 + 5*q^20*t^12 + 4*q^19*t^13 - 14*q^18*t^14 - q^17*t^15 + 2*q^16*t^16 + 2*q^27*t^4 - 43*q^26*t^5 - 66*q^25*t^6 - 68*q^24*t^7 + 228*q^23*t^8 - 143*q^22*t^9 + 290*q^21*t^10 + 217*q^20*t^11 + 232*q^19*t^12 + 21*q^18*t^13 - 3*q^17*t^14 + 19*q^16*t^15 + 10*q^15*t^16 - 3*q^14*t^17 + 2*q^28*t^2 + 18*q^27*t^3 + 39*q^26*t^4 + 69*q^25*t^5 + 337*q^24*t^6 + 677*q^23*t^7 - 492*q^22*t^8 - 236*q^21*t^9 - 629*q^20*t^10 - 359*q^19*t^11 - 924*q^18*t^12 - 746*q^17*t^13 - 149*q^16*t^14 - 64*q^15*t^15 + 8*q^14*t^16 + 11*q^13*t^17 - 19*q^12*t^18 - q^29 - 5*q^28*t - 24*q^27*t^2 - 3*q^26*t^3 - 264*q^25*t^4 - 315*q^24*t^5 - 640*q^23*t^6 - 1710*q^22*t^7 - 861*q^21*t^8 + 379*q^20*t^9 + 2409*q^19*t^10 + 1388*q^18*t^11 + 1140*q^17*t^12 + 2192*q^16*t^13 + 1314*q^15*t^14 + 829*q^14*t^15 - 58*q^13*t^16 - 113*q^12*t^17 + 66*q^11*t^18 + 4*q^10*t^19 + 6*q^9*t^20 - 3*q^27*t + 131*q^26*t^2 + 6*q^25*t^3 + 394*q^24*t^4 + 817*q^23*t^5 + 2069*q^22*t^6 + 2407*q^21*t^7 + 2587*q^20*t^8 + 2388*q^19*t^9 - 2402*q^18*t^10 - 5134*q^17*t^11 - 3073*q^16*t^12 - 3203*q^15*t^13 - 2299*q^14*t^14 - 3014*q^13*t^15 - 780*q^12*t^16 + 157*q^11*t^17 - 59*q^10*t^18 + 35*q^9*t^19 - 33*q^8*t^20 + 45*q^26*t - 170*q^25*t^2 - 218*q^24*t^3 - 802*q^23*t^4 - 424*q^22*t^5 - 3536*q^21*t^6 - 5093*q^20*t^7 - 4005*q^19*t^8 - 4118*q^18*t^9 - 1608*q^17*t^10 + 4689*q^16*t^11 + 7289*q^15*t^12 + 7098*q^14*t^13 + 2513*q^13*t^14 + 4017*q^12*t^15 + 2562*q^11*t^16 + 678*q^10*t^17 + 234*q^9*t^18 - 201*q^8*t^19 + 64*q^7*t^20 - 5*q^6*t^21 - 51*q^25*t + 68*q^24*t^2 + 79*q^23*t^3 + 1556*q^22*t^4 + 754*q^21*t^5 + 2538*q^20*t^6 + 6110*q^19*t^7 + 7766*q^18*t^8 + 6536*q^17*t^9 + 2286*q^16*t^10 - 425*q^15*t^11 - 5088*q^14*t^12 - 10727*q^13*t^13 - 6211*q^12*t^14 - 3946*q^11*t^15 - 2684*q^10*t^16 - 1577*q^9*t^17 - 1071*q^8*t^18 + 252*q^7*t^19 - 51*q^6*t^20 + 25*q^5*t^21 + 25*q^24*t - 51*q^23*t^2 + 252*q^22*t^3 - 1071*q^21*t^4 - 1577*q^20*t^5 - 2684*q^19*t^6 - 3946*q^18*t^7 - 6211*q^17*t^8 - 10727*q^16*t^9 - 5088*q^15*t^10 - 425*q^14*t^11 + 2286*q^13*t^12 + 6536*q^12*t^13 + 7766*q^11*t^14 + 6110*q^10*t^15 + 2538*q^9*t^16 + 754*q^8*t^17 + 1556*q^7*t^18 + 79*q^6*t^19 + 68*q^5*t^20 - 51*q^4*t^21 - 5*q^23*t + 64*q^22*t^2 - 201*q^21*t^3 + 234*q^20*t^4 + 678*q^19*t^5 + 2562*q^18*t^6 + 4017*q^17*t^7 + 2513*q^16*t^8 + 7098*q^15*t^9 + 7289*q^14*t^10 + 4689*q^13*t^11 - 1608*q^12*t^12 - 4118*q^11*t^13 - 4005*q^10*t^14 - 5093*q^9*t^15 - 3536*q^8*t^16 - 424*q^7*t^17 - 802*q^6*t^18 - 218*q^5*t^19 - 170*q^4*t^20 + 45*q^3*t^21 - 33*q^21*t^2 + 35*q^20*t^3 - 59*q^19*t^4 + 157*q^18*t^5 - 780*q^17*t^6 - 3014*q^16*t^7 - 2299*q^15*t^8 - 3203*q^14*t^9 - 3073*q^13*t^10 - 5134*q^12*t^11 - 2402*q^11*t^12 + 2388*q^10*t^13 + 2587*q^9*t^14 + 2407*q^8*t^15 + 2069*q^7*t^16 + 817*q^6*t^17 + 394*q^5*t^18 + 6*q^4*t^19 + 131*q^3*t^20 - 3*q^2*t^21 + 6*q^20*t^2 + 4*q^19*t^3 + 66*q^18*t^4 - 113*q^17*t^5 - 58*q^16*t^6 + 829*q^15*t^7 + 1314*q^14*t^8 + 2192*q^13*t^9 + 1140*q^12*t^10 + 1388*q^11*t^11 + 2409*q^10*t^12 + 379*q^9*t^13 - 861*q^8*t^14 - 1710*q^7*t^15 - 640*q^6*t^16 - 315*q^5*t^17 - 264*q^4*t^18 - 3*q^3*t^19 - 24*q^2*t^20 - 5*q*t^21 - t^22 - 19*q^17*t^4 + 11*q^16*t^5 + 8*q^15*t^6 - 64*q^14*t^7 - 149*q^13*t^8 - 746*q^12*t^9 - 924*q^11*t^10 - 359*q^10*t^11 - 629*q^9*t^12 - 236*q^8*t^13 - 492*q^7*t^14 + 677*q^6*t^15 + 337*q^5*t^16 + 69*q^4*t^17 + 39*q^3*t^18 + 18*q^2*t^19 + 2*q*t^20 - 3*q^15*t^5 + 10*q^14*t^6 + 19*q^13*t^7 - 3*q^12*t^8 + 21*q^11*t^9 + 232*q^10*t^10 + 217*q^9*t^11 + 290*q^8*t^12 - 143*q^7*t^13 + 228*q^6*t^14 - 68*q^5*t^15 - 66*q^4*t^16 - 43*q^3*t^17 + 2*q^2*t^18 + 2*q^13*t^6 - q^12*t^7 - 14*q^11*t^8 + 4*q^10*t^9 + 5*q^9*t^10 - 10*q^8*t^11 - 119*q^7*t^12 + 27*q^6*t^13 - 21*q^5*t^14 + 13*q^4*t^15 - 7*q^3*t^16 + 3*q^2*t^17 + q*t^18 + q^8*t^10 - 2*q^7*t^11 + 9*q^6*t^12 - 4*q^5*t^13 + 5*q^4*t^14)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0782] 'F`L~w'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^4*t^2 + 2*q^4*t - q^3*t^2 + q^3*t - 2*q^2*t^2 + q^2*t + t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

(3*q^35*t^8 + 6*q^33*t^10 + q^38*t^4 + 3*q^37*t^5 - 3*q^36*t^6 + 5*q^35*t^7 - 12*q^34*t^8 + 4*q^33*t^9 - 59*q^32*t^10 - 8*q^31*t^11 - 16*q^30*t^12 + 5*q^29*t^13 - q^28*t^14 - 33*q^36*t^5 - 65*q^35*t^6 - 35*q^34*t^7 + 147*q^33*t^8 - 32*q^32*t^9 + 128*q^31*t^10 + 26*q^30*t^11 + 171*q^29*t^12 - 32*q^28*t^13 + 4*q^27*t^14 - 2*q^26*t^15 + 2*q^25*t^16 + 2*q^38*t^2 + 15*q^37*t^3 + 38*q^36*t^4 + 60*q^35*t^5 + 254*q^34*t^6 + 282*q^33*t^7 - 383*q^32*t^8 - 82*q^31*t^9 - 352*q^30*t^10 + 161*q^29*t^11 - 420*q^28*t^12 + 132*q^27*t^13 - 66*q^26*t^14 - 2*q^25*t^15 - q^24*t^16 + q^23*t^17 + q^22*t^18 - q^39 - 5*q^38*t - 20*q^37*t^2 - 6*q^36*t^3 - 185*q^35*t^4 - 197*q^34*t^5 - 410*q^33*t^6 - 326*q^32*t^7 + 437*q^31*t^8 - 97*q^30*t^9 + 907*q^29*t^10 - 464*q^28*t^11 + 587*q^27*t^12 - 647*q^26*t^13 + 93*q^25*t^14 + 52*q^24*t^15 - 32*q^23*t^16 + 7*q^22*t^17 - 8*q^21*t^18 + q^37*t + 93*q^36*t^2 - 2*q^35*t^3 + 216*q^34*t^4 + 224*q^33*t^5 + 846*q^32*t^6 - 305*q^31*t^7 - 1164*q^30*t^8 + 594*q^29*t^9 - 778*q^28*t^10 + 1282*q^27*t^11 - 959*q^26*t^12 + 1303*q^25*t^13 - 17*q^24*t^14 + 7*q^23*t^15 + 296*q^22*t^16 - 94*q^21*t^17 + 18*q^20*t^18 - 4*q^19*t^19 + 20*q^36*t - 102*q^35*t^2 - 25*q^34*t^3 - 347*q^33*t^4 + 411*q^32*t^5 - 716*q^31*t^6 + 1131*q^30*t^7 + 1405*q^29*t^8 - 551*q^28*t^9 + 919*q^27*t^10 - 2677*q^26*t^11 + 997*q^25*t^12 - 1823*q^24*t^13 + 380*q^23*t^14 + 106*q^22*t^15 - 834*q^21*t^16 + 341*q^20*t^17 - 78*q^19*t^18 + 34*q^18*t^19 - 4*q^17*t^20 - 8*q^35*t + 53*q^34*t^2 - 182*q^33*t^3 + 462*q^32*t^4 - 880*q^31*t^5 + 362*q^30*t^6 - 2863*q^29*t^7 - 461*q^28*t^8 + 1722*q^27*t^9 - 1202*q^26*t^10 + 2200*q^25*t^11 - 1965*q^24*t^12 + 2770*q^23*t^13 - 595*q^22*t^14 - 623*q^21*t^15 + 1029*q^20*t^16 - 1048*q^19*t^17 + 293*q^18*t^18 - 113*q^17*t^19 + 44*q^16*t^20 - 3*q^15*t^21 - 10*q^34*t - 66*q^33*t^2 + 299*q^32*t^3 - 304*q^31*t^4 + 1508*q^30*t^5 - 1103*q^29*t^6 + 2909*q^28*t^7 - 1045*q^27*t^8 - 1277*q^26*t^9 + 1199*q^25*t^10 - 2605*q^24*t^11 + 3348*q^23*t^12 - 2446*q^22*t^13 + 1154*q^21*t^14 + 756*q^20*t^15 - 1198*q^19*t^16 + 2064*q^18*t^17 - 776*q^17*t^18 + 328*q^16*t^19 - 146*q^15*t^20 + 22*q^14*t^21 - q^13*t^22 + 9*q^33*t + 64*q^32*t^2 - 250*q^31*t^3 + 422*q^30*t^4 - 1625*q^29*t^5 + 1757*q^28*t^6 - 2445*q^27*t^7 + 3672*q^26*t^8 + 533*q^25*t^9 - 2895*q^24*t^10 + 2360*q^23*t^11 - 2128*q^22*t^12 + 3381*q^21*t^13 - 2822*q^20*t^14 - 1429*q^19*t^15 + 1719*q^18*t^16 - 2424*q^17*t^17 + 1790*q^16*t^18 - 699*q^15*t^19 + 286*q^14*t^20 - 93*q^13*t^21 + 7*q^12*t^22 - 2*q^32*t - 32*q^31*t^2 + 198*q^30*t^3 - 456*q^29*t^4 + 1119*q^28*t^5 - 2591*q^27*t^6 + 2520*q^26*t^7 - 3254*q^25*t^8 + 922*q^24*t^9 + 1373*q^23*t^10 - 2914*q^22*t^11 + 2953*q^21*t^12 - 3452*q^20*t^13 + 2787*q^19*t^14 + 720*q^18*t^15 - 1984*q^17*t^16 + 2698*q^16*t^17 - 2689*q^15*t^18 + 1251*q^14*t^19 - 514*q^13*t^20 + 214*q^12*t^21 - 39*q^11*t^22 + 2*q^10*t^23 + 10*q^30*t^2 - 120*q^29*t^3 + 343*q^28*t^4 - 798*q^27*t^5 + 2186*q^26*t^6 - 2482*q^25*t^7 + 2965*q^24*t^8 - 2844*q^23*t^9 - 909*q^22*t^10 + 4276*q^21*t^11 - 2117*q^20*t^12 + 2117*q^19*t^13 - 4276*q^18*t^14 + 909*q^17*t^15 + 2844*q^16*t^16 - 2965*q^15*t^17 + 2482*q^14*t^18 - 2186*q^13*t^19 + 798*q^12*t^20 - 343*q^11*t^21 + 120*q^10*t^22 - 10*q^9*t^23 - 2*q^29*t^2 + 39*q^28*t^3 - 214*q^27*t^4 + 514*q^26*t^5 - 1251*q^25*t^6 + 2689*q^24*t^7 - 2698*q^23*t^8 + 1984*q^22*t^9 - 720*q^21*t^10 - 2787*q^20*t^11 + 3452*q^19*t^12 - 2953*q^18*t^13 + 2914*q^17*t^14 - 1373*q^16*t^15 - 922*q^15*t^16 + 3254*q^14*t^17 - 2520*q^13*t^18 + 2591*q^12*t^19 - 1119*q^11*t^20 + 456*q^10*t^21 - 198*q^9*t^22 + 32*q^8*t^23 + 2*q^7*t^24 - 7*q^27*t^3 + 93*q^26*t^4 - 286*q^25*t^5 + 699*q^24*t^6 - 1790*q^23*t^7 + 2424*q^22*t^8 - 1719*q^21*t^9 + 1429*q^20*t^10 + 2822*q^19*t^11 - 3381*q^18*t^12 + 2128*q^17*t^13 - 2360*q^16*t^14 + 2895*q^15*t^15 - 533*q^14*t^16 - 3672*q^13*t^17 + 2445*q^12*t^18 - 1757*q^11*t^19 + 1625*q^10*t^20 - 422*q^9*t^21 + 250*q^8*t^22 - 64*q^7*t^23 - 9*q^6*t^24 + q^26*t^3 - 22*q^25*t^4 + 146*q^24*t^5 - 328*q^23*t^6 + 776*q^22*t^7 - 2064*q^21*t^8 + 1198*q^20*t^9 - 756*q^19*t^10 - 1154*q^18*t^11 + 2446*q^17*t^12 - 3348*q^16*t^13 + 2605*q^15*t^14 - 1199*q^14*t^15 + 1277*q^13*t^16 + 1045*q^12*t^17 - 2909*q^11*t^18 + 1103*q^10*t^19 - 1508*q^9*t^20 + 304*q^8*t^21 - 299*q^7*t^22 + 66*q^6*t^23 + 10*q^5*t^24 + 3*q^24*t^4 - 44*q^23*t^5 + 113*q^22*t^6 - 293*q^21*t^7 + 1048*q^20*t^8 - 1029*q^19*t^9 + 623*q^18*t^10 + 595*q^17*t^11 - 2770*q^16*t^12 + 1965*q^15*t^13 - 2200*q^14*t^14 + 1202*q^13*t^15 - 1722*q^12*t^16 + 461*q^11*t^17 + 2863*q^10*t^18 - 362*q^9*t^19 + 880*q^8*t^20 - 462*q^7*t^21 + 182*q^6*t^22 - 53*q^5*t^23 + 8*q^4*t^24 + 4*q^22*t^5 - 34*q^21*t^6 + 78*q^20*t^7 - 341*q^19*t^8 + 834*q^18*t^9 - 106*q^17*t^10 - 380*q^16*t^11 + 1823*q^15*t^12 - 997*q^14*t^13 + 2677*q^13*t^14 - 919*q^12*t^15 + 551*q^11*t^16 - 1405*q^10*t^17 - 1131*q^9*t^18 + 716*q^8*t^19 - 411*q^7*t^20 + 347*q^6*t^21 + 25*q^5*t^22 + 102*q^4*t^23 - 20*q^3*t^24 + 4*q^20*t^6 - 18*q^19*t^7 + 94*q^18*t^8 - 296*q^17*t^9 - 7*q^16*t^10 + 17*q^15*t^11 - 1303*q^14*t^12 + 959*q^13*t^13 - 1282*q^12*t^14 + 778*q^11*t^15 - 594*q^10*t^16 + 1164*q^9*t^17 + 305*q^8*t^18 - 846*q^7*t^19 - 224*q^6*t^20 - 216*q^5*t^21 + 2*q^4*t^22 - 93*q^3*t^23 - q^2*t^24 + 8*q^18*t^7 - 7*q^17*t^8 + 32*q^16*t^9 - 52*q^15*t^10 - 93*q^14*t^11 + 647*q^13*t^12 - 587*q^12*t^13 + 464*q^11*t^14 - 907*q^10*t^15 + 97*q^9*t^16 - 437*q^8*t^17 + 326*q^7*t^18 + 410*q^6*t^19 + 197*q^5*t^20 + 185*q^4*t^21 + 6*q^3*t^22 + 20*q^2*t^23 + 5*q*t^24 + t^25 - q^17*t^7 - q^16*t^8 + q^15*t^9 + 2*q^14*t^10 + 66*q^13*t^11 - 132*q^12*t^12 + 420*q^11*t^13 - 161*q^10*t^14 + 352*q^9*t^15 + 82*q^8*t^16 + 383*q^7*t^17 - 282*q^6*t^18 - 254*q^5*t^19 - 60*q^4*t^20 - 38*q^3*t^21 - 15*q^2*t^22 - 2*q*t^23 - 2*q^14*t^9 + 2*q^13*t^10 - 4*q^12*t^11 + 32*q^11*t^12 - 171*q^10*t^13 - 26*q^9*t^14 - 128*q^8*t^15 + 32*q^7*t^16 - 147*q^6*t^17 + 35*q^5*t^18 + 65*q^4*t^19 + 33*q^3*t^20 + q^11*t^11 - 5*q^10*t^12 + 16*q^9*t^13 + 8*q^8*t^14 + 59*q^7*t^15 - 4*q^6*t^16 + 12*q^5*t^17 - 5*q^4*t^18 + 3*q^3*t^19 - 3*q^2*t^20 - q*t^21 - 6*q^6*t^15 - 3*q^4*t^17)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)^2*(q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0783] 'F`MZw'

Zeta functions

ask[-]:

(q^5*t - 2*q^4*t^2 + q^5 + q^3*t^2 - 5*q^3*t + 5*q^2*t^2 - q^2*t - t^3 + 2*q*t - t^2)*(q^2 - t)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

(2*q^20*t^12 + 4*q^19*t^13 + 10*q^18*t^14 + 4*q^17*t^15 + 2*q^16*t^16 - 4*q^21*t^10 - 6*q^20*t^11 - 7*q^19*t^12 + q^18*t^13 - 79*q^17*t^14 - 81*q^16*t^15 - 56*q^15*t^16 - 8*q^14*t^17 - 2*q^13*t^18 + 4*q^22*t^8 - 46*q^20*t^10 - 52*q^19*t^11 + 62*q^18*t^12 + 13*q^17*t^13 + 180*q^16*t^14 + 344*q^15*t^15 + 426*q^14*t^16 + 166*q^13*t^17 + 41*q^12*t^18 + 5*q^11*t^19 + q^10*t^20 + q^23*t^6 + 6*q^22*t^7 + 44*q^21*t^8 + 48*q^20*t^9 + 167*q^19*t^10 + 432*q^18*t^11 + 303*q^17*t^12 - 177*q^16*t^13 - 533*q^15*t^14 - 646*q^14*t^15 - 1184*q^13*t^16 - 874*q^12*t^17 - 394*q^11*t^18 - 97*q^10*t^19 - q^23*t^5 - 36*q^22*t^6 - 21*q^21*t^7 + 35*q^20*t^8 - 328*q^19*t^9 - 929*q^18*t^10 - 852*q^17*t^11 - 1468*q^16*t^12 - 755*q^15*t^13 + 943*q^14*t^14 + 1359*q^13*t^15 + 1850*q^12*t^16 + 1891*q^11*t^17 + 1366*q^10*t^18 + 593*q^9*t^19 + 54*q^8*t^20 - 2*q^7*t^21 - 3*q^6*t^22 + 4*q^23*t^4 - 22*q^22*t^5 - 107*q^21*t^6 + 162*q^20*t^7 - 232*q^19*t^8 - 413*q^18*t^9 + 2396*q^17*t^10 + 2808*q^16*t^11 + 2517*q^15*t^12 + 2607*q^14*t^13 + 1073*q^13*t^14 - 1575*q^12*t^15 - 2690*q^11*t^16 - 2519*q^10*t^17 - 2154*q^9*t^18 - 1494*q^8*t^19 - 354*q^7*t^20 - 22*q^6*t^21 + 15*q^5*t^22 - 2*q^24*t^2 + 3*q^23*t^3 + 70*q^22*t^4 - 37*q^21*t^5 + 565*q^20*t^6 + 782*q^19*t^7 + 241*q^18*t^8 + 1475*q^17*t^9 - 476*q^16*t^10 - 5321*q^15*t^11 - 6407*q^14*t^12 - 3781*q^13*t^13 - 3545*q^12*t^14 - 1410*q^11*t^15 + 2031*q^10*t^16 + 2981*q^9*t^17 + 2179*q^8*t^18 + 1779*q^7*t^19 + 742*q^6*t^20 + 149*q^5*t^21 - 26*q^4*t^22 + 7*q^23*t^2 + 81*q^22*t^3 - 195*q^21*t^4 - 303*q^20*t^5 - 434*q^19*t^6 - 2309*q^18*t^7 - 3580*q^17*t^8 - 1529*q^16*t^9 - 1733*q^15*t^10 + 1451*q^14*t^11 + 8902*q^13*t^12 + 8619*q^12*t^13 + 4712*q^11*t^14 + 3295*q^10*t^15 + 1340*q^9*t^16 - 1427*q^8*t^17 - 2127*q^7*t^18 - 1303*q^6*t^19 - 608*q^5*t^20 - 283*q^4*t^21 + 8*q^3*t^22 - q^24 - 14*q^23*t - 29*q^22*t^2 - 181*q^21*t^3 - 339*q^20*t^4 + 742*q^19*t^5 + 1191*q^18*t^6 + 1205*q^17*t^7 + 6669*q^16*t^8 + 6810*q^15*t^9 + 2577*q^14*t^10 + 982*q^13*t^11 - 2800*q^12*t^12 - 9197*q^11*t^13 - 8998*q^10*t^14 - 3937*q^9*t^15 - 1613*q^8*t^16 - 1621*q^7*t^17 + 803*q^6*t^18 + 1026*q^5*t^19 + 227*q^4*t^20 + 181*q^3*t^21 + 25*q^2*t^22 + 25*q^22*t + 181*q^21*t^2 + 227*q^20*t^3 + 1026*q^19*t^4 + 803*q^18*t^5 - 1621*q^17*t^6 - 1613*q^16*t^7 - 3937*q^15*t^8 - 8998*q^14*t^9 - 9197*q^13*t^10 - 2800*q^12*t^11 + 982*q^11*t^12 + 2577*q^10*t^13 + 6810*q^9*t^14 + 6669*q^8*t^15 + 1205*q^7*t^16 + 1191*q^6*t^17 + 742*q^5*t^18 - 339*q^4*t^19 - 181*q^3*t^20 - 29*q^2*t^21 - 14*q*t^22 - t^23 + 8*q^21*t - 283*q^20*t^2 - 608*q^19*t^3 - 1303*q^18*t^4 - 2127*q^17*t^5 - 1427*q^16*t^6 + 1340*q^15*t^7 + 3295*q^14*t^8 + 4712*q^13*t^9 + 8619*q^12*t^10 + 8902*q^11*t^11 + 1451*q^10*t^12 - 1733*q^9*t^13 - 1529*q^8*t^14 - 3580*q^7*t^15 - 2309*q^6*t^16 - 434*q^5*t^17 - 303*q^4*t^18 - 195*q^3*t^19 + 81*q^2*t^20 + 7*q*t^21 - 26*q^20*t + 149*q^19*t^2 + 742*q^18*t^3 + 1779*q^17*t^4 + 2179*q^16*t^5 + 2981*q^15*t^6 + 2031*q^14*t^7 - 1410*q^13*t^8 - 3545*q^12*t^9 - 3781*q^11*t^10 - 6407*q^10*t^11 - 5321*q^9*t^12 - 476*q^8*t^13 + 1475*q^7*t^14 + 241*q^6*t^15 + 782*q^5*t^16 + 565*q^4*t^17 - 37*q^3*t^18 + 70*q^2*t^19 + 3*q*t^20 - 2*t^21 + 15*q^19*t - 22*q^18*t^2 - 354*q^17*t^3 - 1494*q^16*t^4 - 2154*q^15*t^5 - 2519*q^14*t^6 - 2690*q^13*t^7 - 1575*q^12*t^8 + 1073*q^11*t^9 + 2607*q^10*t^10 + 2517*q^9*t^11 + 2808*q^8*t^12 + 2396*q^7*t^13 - 413*q^6*t^14 - 232*q^5*t^15 + 162*q^4*t^16 - 107*q^3*t^17 - 22*q^2*t^18 + 4*q*t^19 - 3*q^18*t - 2*q^17*t^2 + 54*q^16*t^3 + 593*q^15*t^4 + 1366*q^14*t^5 + 1891*q^13*t^6 + 1850*q^12*t^7 + 1359*q^11*t^8 + 943*q^10*t^9 - 755*q^9*t^10 - 1468*q^8*t^11 - 852*q^7*t^12 - 929*q^6*t^13 - 328*q^5*t^14 + 35*q^4*t^15 - 21*q^3*t^16 - 36*q^2*t^17 - q*t^18 - 97*q^14*t^4 - 394*q^13*t^5 - 874*q^12*t^6 - 1184*q^11*t^7 - 646*q^10*t^8 - 533*q^9*t^9 - 177*q^8*t^10 + 303*q^7*t^11 + 432*q^6*t^12 + 167*q^5*t^13 + 48*q^4*t^14 + 44*q^3*t^15 + 6*q^2*t^16 + q*t^17 + q^14*t^3 + 5*q^13*t^4 + 41*q^12*t^5 + 166*q^11*t^6 + 426*q^10*t^7 + 344*q^9*t^8 + 180*q^8*t^9 + 13*q^7*t^10 + 62*q^6*t^11 - 52*q^5*t^12 - 46*q^4*t^13 + 4*q^2*t^15 - 2*q^11*t^5 - 8*q^10*t^6 - 56*q^9*t^7 - 81*q^8*t^8 - 79*q^7*t^9 + q^6*t^10 - 7*q^5*t^11 - 6*q^4*t^12 - 4*q^3*t^13 + 2*q^8*t^7 + 4*q^7*t^8 + 10*q^6*t^9 + 4*q^5*t^10 + 2*q^4*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0784] 'F`Maw'

Zeta functions

ask[-]:

ask[+]:

-(q^9*t^12 + 9*q^8*t^13 + 8*q^7*t^14 - 4*q^10*t^10 - 17*q^9*t^11 - 31*q^8*t^12 - 39*q^7*t^13 - 51*q^6*t^14 - 2*q^5*t^15 + 13*q^10*t^9 + 51*q^9*t^10 + 25*q^8*t^11 + 149*q^7*t^12 + 75*q^6*t^13 + 125*q^5*t^14 + 12*q^4*t^15 + q^11*t^7 + 6*q^9*t^9 - 104*q^8*t^10 - 29*q^7*t^11 - 86*q^6*t^12 - 224*q^5*t^13 - 106*q^4*t^14 - 34*q^3*t^15 - 7*q^11*t^6 - 30*q^10*t^7 - 204*q^9*t^8 + 259*q^8*t^9 - 691*q^7*t^10 + 548*q^6*t^11 - 583*q^5*t^12 + 478*q^4*t^13 - 10*q^3*t^14 + 42*q^2*t^15 + 3*q^12*t^4 - 19*q^11*t^5 + 182*q^10*t^6 - 387*q^9*t^7 + 1507*q^8*t^8 - 1579*q^7*t^9 + 2355*q^6*t^10 - 1030*q^5*t^11 + 900*q^4*t^12 - 337*q^3*t^13 - 10*q*t^15 - t^16 + 3*q^12*t^3 - 60*q^11*t^4 + 352*q^10*t^5 - 891*q^9*t^6 + 1553*q^8*t^7 - 2600*q^7*t^8 + 1775*q^6*t^9 - 1728*q^5*t^10 - 45*q^4*t^11 - 147*q^3*t^12 - 23*q^2*t^13 + 31*q*t^14 - 2*t^15 + 7*q^12*t^2 - 54*q^11*t^3 + 210*q^10*t^4 - 847*q^9*t^5 + 661*q^8*t^6 - 773*q^7*t^7 + 773*q^5*t^9 - 661*q^4*t^10 + 847*q^3*t^11 - 210*q^2*t^12 + 54*q*t^13 - 7*t^14 + 2*q^12*t - 31*q^11*t^2 + 23*q^10*t^3 + 147*q^9*t^4 + 45*q^8*t^5 + 1728*q^7*t^6 - 1775*q^6*t^7 + 2600*q^5*t^8 - 1553*q^4*t^9 + 891*q^3*t^10 - 352*q^2*t^11 + 60*q*t^12 - 3*t^13 + q^12 + 10*q^11*t + 337*q^9*t^3 - 900*q^8*t^4 + 1030*q^7*t^5 - 2355*q^6*t^6 + 1579*q^5*t^7 - 1507*q^4*t^8 + 387*q^3*t^9 - 182*q^2*t^10 + 19*q*t^11 - 3*t^12 - 42*q^10*t + 10*q^9*t^2 - 478*q^8*t^3 + 583*q^7*t^4 - 548*q^6*t^5 + 691*q^5*t^6 - 259*q^4*t^7 + 204*q^3*t^8 + 30*q^2*t^9 + 7*q*t^10 + 34*q^9*t + 106*q^8*t^2 + 224*q^7*t^3 + 86*q^6*t^4 + 29*q^5*t^5 + 104*q^4*t^6 - 6*q^3*t^7 - q*t^9 - 12*q^8*t - 125*q^7*t^2 - 75*q^6*t^3 - 149*q^5*t^4 - 25*q^4*t^5 - 51*q^3*t^6 - 13*q^2*t^7 + 2*q^7*t + 51*q^6*t^2 + 39*q^5*t^3 + 31*q^4*t^4 + 17*q^3*t^5 + 4*q^2*t^6 - 8*q^5*t^2 - 9*q^4*t^3 - q^3*t^4)/((t^2 - q)^2*(q - t)^3*q^7*(t + 1)^3*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 6], [2, 3], [2, 4], [2, 5], [3, 4], [3, 6], [4, 6], [5, 6]]

[0785] 'F`N@w'

Zeta functions

ask[-]:

-(q^6*t^2 - q^5*t - q^4*t^2 - q^5 + 2*q^4*t - 2*q^3*t^2 + 2*q^3*t - 2*q^2*t^2 + q*t^3 + q^2*t + q*t^2 - t)/((q*t - 1)^3*q^5*(t - 1))

ask[+]:

(q^24*t^12 - 3*q^23*t^13 - 14*q^22*t^14 + 13*q^21*t^15 + 61*q^20*t^16 + 67*q^19*t^17 + 18*q^18*t^18 + q^17*t^19 + 2*q^25*t^10 + 11*q^24*t^11 + 62*q^23*t^12 - 88*q^22*t^13 - 302*q^21*t^14 - 330*q^20*t^15 - 444*q^19*t^16 - 621*q^18*t^17 - 378*q^17*t^18 - 171*q^16*t^19 - 44*q^15*t^20 - q^14*t^21 + 5*q^26*t^8 - 39*q^25*t^9 - 156*q^24*t^10 + 259*q^23*t^11 + 555*q^22*t^12 + 888*q^21*t^13 + 2265*q^20*t^14 + 3075*q^19*t^15 + 2793*q^18*t^16 + 2846*q^17*t^17 + 2303*q^16*t^18 + 1538*q^15*t^19 + 639*q^14*t^20 + 137*q^13*t^21 + 26*q^12*t^22 + 2*q^11*t^23 + 4*q^27*t^6 + 21*q^26*t^7 + 37*q^25*t^8 - 144*q^24*t^9 - 225*q^23*t^10 - 1708*q^22*t^11 - 4880*q^21*t^12 - 6855*q^20*t^13 - 9274*q^19*t^14 - 12299*q^18*t^15 - 12561*q^17*t^16 - 10926*q^16*t^17 - 8359*q^15*t^18 - 6044*q^14*t^19 - 3480*q^13*t^20 - 1263*q^12*t^21 - 330*q^11*t^22 - 46*q^10*t^23 - 4*q^9*t^24 - 14*q^27*t^5 - 49*q^26*t^6 + 223*q^25*t^7 + 542*q^24*t^8 + 906*q^23*t^9 + 4419*q^22*t^10 + 9188*q^21*t^11 + 16198*q^20*t^12 + 25254*q^19*t^13 + 30972*q^18*t^14 + 33713*q^17*t^15 + 34956*q^16*t^16 + 31653*q^15*t^17 + 23803*q^14*t^18 + 15870*q^13*t^19 + 10136*q^12*t^20 + 4882*q^11*t^21 + 1747*q^10*t^22 + 366*q^9*t^23 + 36*q^8*t^24 - q^7*t^25 + q^27*t^4 - 52*q^26*t^5 - 166*q^25*t^6 - 800*q^24*t^7 - 4057*q^23*t^8 - 5074*q^22*t^9 - 12271*q^21*t^10 - 28188*q^20*t^11 - 41125*q^19*t^12 - 55798*q^18*t^13 - 70845*q^17*t^14 - 74808*q^16*t^15 - 70915*q^15*t^16 - 63145*q^14*t^17 - 50637*q^13*t^18 - 33302*q^12*t^19 - 20096*q^11*t^20 - 10744*q^10*t^21 - 4745*q^9*t^22 - 1410*q^8*t^23 - 184*q^7*t^24 + 9*q^6*t^25 - q^28*t^2 + 29*q^27*t^3 + 87*q^26*t^4 - 80*q^25*t^5 + 1495*q^24*t^6 + 2257*q^23*t^7 + 7030*q^22*t^8 + 15390*q^21*t^9 + 22803*q^20*t^10 + 44973*q^19*t^11 + 74281*q^18*t^12 + 95454*q^17*t^13 + 111103*q^16*t^14 + 119572*q^15*t^15 + 114468*q^14*t^16 + 95509*q^13*t^17 + 75268*q^12*t^18 + 53004*q^11*t^19 + 31286*q^10*t^20 + 16204*q^9*t^21 + 7488*q^8*t^22 + 2933*q^7*t^23 + 540*q^6*t^24 - 21*q^5*t^25 + q^27*t^2 + 46*q^26*t^3 - 409*q^25*t^4 + 807*q^24*t^5 - 457*q^23*t^6 - 4770*q^22*t^7 - 3996*q^21*t^8 - 13818*q^20*t^9 - 29211*q^19*t^10 - 47055*q^18*t^11 - 77408*q^17*t^12 - 114847*q^16*t^13 - 135678*q^15*t^14 - 134988*q^14*t^15 - 131499*q^13*t^16 - 114508*q^12*t^17 - 84182*q^11*t^18 - 58971*q^10*t^19 - 36343*q^9*t^20 - 18990*q^8*t^21 - 7841*q^7*t^22 - 3346*q^6*t^23 - 913*q^5*t^24 + 8*q^4*t^25 - q^28 - 21*q^27*t - 3*q^26*t^2 - 441*q^25*t^3 - 557*q^24*t^4 - 1859*q^23*t^5 - 6757*q^22*t^6 - 4445*q^21*t^7 - 5839*q^20*t^8 - 10249*q^19*t^9 - 1348*q^18*t^10 + 21435*q^17*t^11 + 42747*q^16*t^12 + 70999*q^15*t^13 + 109304*q^14*t^14 + 116562*q^13*t^15 + 102637*q^12*t^16 + 93595*q^11*t^17 + 72635*q^10*t^18 + 48154*q^9*t^19 + 28284*q^8*t^20 + 15904*q^7*t^21 + 6429*q^6*t^22 + 2107*q^5*t^23 + 817*q^4*t^24 + 39*q^3*t^25 + 63*q^26*t + 276*q^25*t^2 + 956*q^24*t^3 + 3798*q^23*t^4 + 7167*q^22*t^5 + 15990*q^21*t^6 + 28441*q^20*t^7 + 36706*q^19*t^8 + 45746*q^18*t^9 + 56962*q^17*t^10 + 53227*q^16*t^11 + 24040*q^15*t^12 - 24040*q^13*t^14 - 53227*q^12*t^15 - 56962*q^11*t^16 - 45746*q^10*t^17 - 36706*q^9*t^18 - 28441*q^8*t^19 - 15990*q^7*t^20 - 7167*q^6*t^21 - 3798*q^5*t^22 - 956*q^4*t^23 - 276*q^3*t^24 - 63*q^2*t^25 - 39*q^25*t - 817*q^24*t^2 - 2107*q^23*t^3 - 6429*q^22*t^4 - 15904*q^21*t^5 - 28284*q^20*t^6 - 48154*q^19*t^7 - 72635*q^18*t^8 - 93595*q^17*t^9 - 102637*q^16*t^10 - 116562*q^15*t^11 - 109304*q^14*t^12 - 70999*q^13*t^13 - 42747*q^12*t^14 - 21435*q^11*t^15 + 1348*q^10*t^16 + 10249*q^9*t^17 + 5839*q^8*t^18 + 4445*q^7*t^19 + 6757*q^6*t^20 + 1859*q^5*t^21 + 557*q^4*t^22 + 441*q^3*t^23 + 3*q^2*t^24 + 21*q*t^25 + t^26 - 8*q^24*t + 913*q^23*t^2 + 3346*q^22*t^3 + 7841*q^21*t^4 + 18990*q^20*t^5 + 36343*q^19*t^6 + 58971*q^18*t^7 + 84182*q^17*t^8 + 114508*q^16*t^9 + 131499*q^15*t^10 + 134988*q^14*t^11 + 135678*q^13*t^12 + 114847*q^12*t^13 + 77408*q^11*t^14 + 47055*q^10*t^15 + 29211*q^9*t^16 + 13818*q^8*t^17 + 3996*q^7*t^18 + 4770*q^6*t^19 + 457*q^5*t^20 - 807*q^4*t^21 + 409*q^3*t^22 - 46*q^2*t^23 - q*t^24 + 21*q^23*t - 540*q^22*t^2 - 2933*q^21*t^3 - 7488*q^20*t^4 - 16204*q^19*t^5 - 31286*q^18*t^6 - 53004*q^17*t^7 - 75268*q^16*t^8 - 95509*q^15*t^9 - 114468*q^14*t^10 - 119572*q^13*t^11 - 111103*q^12*t^12 - 95454*q^11*t^13 - 74281*q^10*t^14 - 44973*q^9*t^15 - 22803*q^8*t^16 - 15390*q^7*t^17 - 7030*q^6*t^18 - 2257*q^5*t^19 - 1495*q^4*t^20 + 80*q^3*t^21 - 87*q^2*t^22 - 29*q*t^23 + t^24 - 9*q^22*t + 184*q^21*t^2 + 1410*q^20*t^3 + 4745*q^19*t^4 + 10744*q^18*t^5 + 20096*q^17*t^6 + 33302*q^16*t^7 + 50637*q^15*t^8 + 63145*q^14*t^9 + 70915*q^13*t^10 + 74808*q^12*t^11 + 70845*q^11*t^12 + 55798*q^10*t^13 + 41125*q^9*t^14 + 28188*q^8*t^15 + 12271*q^7*t^16 + 5074*q^6*t^17 + 4057*q^5*t^18 + 800*q^4*t^19 + 166*q^3*t^20 + 52*q^2*t^21 - q*t^22 + q^21*t - 36*q^20*t^2 - 366*q^19*t^3 - 1747*q^18*t^4 - 4882*q^17*t^5 - 10136*q^16*t^6 - 15870*q^15*t^7 - 23803*q^14*t^8 - 31653*q^13*t^9 - 34956*q^12*t^10 - 33713*q^11*t^11 - 30972*q^10*t^12 - 25254*q^9*t^13 - 16198*q^8*t^14 - 9188*q^7*t^15 - 4419*q^6*t^16 - 906*q^5*t^17 - 542*q^4*t^18 - 223*q^3*t^19 + 49*q^2*t^20 + 14*q*t^21 + 4*q^19*t^2 + 46*q^18*t^3 + 330*q^17*t^4 + 1263*q^16*t^5 + 3480*q^15*t^6 + 6044*q^14*t^7 + 8359*q^13*t^8 + 10926*q^12*t^9 + 12561*q^11*t^10 + 12299*q^10*t^11 + 9274*q^9*t^12 + 6855*q^8*t^13 + 4880*q^7*t^14 + 1708*q^6*t^15 + 225*q^5*t^16 + 144*q^4*t^17 - 37*q^3*t^18 - 21*q^2*t^19 - 4*q*t^20 - 2*q^17*t^3 - 26*q^16*t^4 - 137*q^15*t^5 - 639*q^14*t^6 - 1538*q^13*t^7 - 2303*q^12*t^8 - 2846*q^11*t^9 - 2793*q^10*t^10 - 3075*q^9*t^11 - 2265*q^8*t^12 - 888*q^7*t^13 - 555*q^6*t^14 - 259*q^5*t^15 + 156*q^4*t^16 + 39*q^3*t^17 - 5*q^2*t^18 + q^14*t^5 + 44*q^13*t^6 + 171*q^12*t^7 + 378*q^11*t^8 + 621*q^10*t^9 + 444*q^9*t^10 + 330*q^8*t^11 + 302*q^7*t^12 + 88*q^6*t^13 - 62*q^5*t^14 - 11*q^4*t^15 - 2*q^3*t^16 - q^11*t^7 - 18*q^10*t^8 - 67*q^9*t^9 - 61*q^8*t^10 - 13*q^7*t^11 + 14*q^6*t^12 + 3*q^5*t^13 - q^4*t^14)/((q^3 - t^2)^2*(q^2 - t)^2*(t^2 - q)^4*(q + t)^2*(q - t)^5*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 5], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0786] 'F`NNw'

Zeta functions

ask[-]:

-(q^5*t^2 - q^6 - q^5*t + 3*q^4*t - 2*q^3*t^2 + 2*q^3*t - 3*q^2*t^2 + q*t^2 + t^3 - q*t)/((q*t - 1)*q^6*(t - 1)^3)

ask[+]:

-(3*q^36*t^2 + 6*q^35*t^3 + q^34*t^4 - 12*q^33*t^5 - 23*q^32*t^6 - 6*q^31*t^7 - q^30*t^8 + q^37 + 6*q^36*t + 19*q^35*t^2 - 30*q^34*t^3 - 70*q^33*t^4 + 32*q^32*t^5 + 204*q^31*t^6 + 126*q^30*t^7 + 25*q^29*t^8 + 2*q^28*t^9 + 5*q^27*t^10 - 6*q^35*t - 127*q^34*t^2 - 127*q^33*t^3 + 165*q^32*t^4 + 231*q^31*t^5 - 483*q^30*t^6 - 629*q^29*t^7 - 281*q^28*t^8 - 65*q^27*t^9 - 18*q^26*t^10 - 4*q^25*t^11 - 23*q^34*t + 136*q^33*t^2 + 578*q^32*t^3 + 423*q^31*t^4 - 536*q^30*t^5 + 141*q^29*t^6 + 848*q^28*t^7 + 877*q^27*t^8 + 387*q^26*t^9 + 83*q^25*t^10 + 14*q^24*t^11 - 16*q^23*t^12 + 17*q^33*t + 35*q^32*t^2 - 504*q^31*t^3 - 1254*q^30*t^4 - 353*q^29*t^5 - 114*q^28*t^6 + 374*q^27*t^7 - 438*q^26*t^8 - 441*q^25*t^9 - 205*q^24*t^10 - 30*q^23*t^11 + 100*q^22*t^12 - 7*q^21*t^13 + 4*q^20*t^14 + 3*q^32*t - 23*q^31*t^2 - 23*q^30*t^3 + 521*q^29*t^4 + 418*q^28*t^5 + 1564*q^27*t^6 - 773*q^26*t^7 - 1055*q^25*t^8 - 990*q^24*t^9 - 362*q^23*t^10 - 152*q^22*t^11 - 342*q^21*t^12 + 77*q^20*t^13 - 15*q^19*t^14 - 7*q^31*t - 70*q^30*t^2 + 131*q^29*t^3 + 266*q^28*t^4 + 1661*q^27*t^5 - 883*q^26*t^6 + 262*q^25*t^7 + 415*q^24*t^8 + 1700*q^23*t^9 + 1353*q^22*t^10 + 750*q^21*t^11 + 923*q^20*t^12 - 238*q^19*t^13 + 12*q^18*t^14 - 3*q^17*t^15 + 2*q^30*t + 73*q^29*t^2 - 93*q^28*t^3 - 25*q^27*t^4 - 2067*q^26*t^5 - 557*q^25*t^6 - 1928*q^24*t^7 + 108*q^23*t^8 - 322*q^22*t^9 - 389*q^21*t^10 - 405*q^20*t^11 - 1391*q^19*t^12 + 395*q^18*t^13 - 71*q^17*t^14 + 18*q^16*t^15 - 4*q^15*t^16 - 28*q^28*t^2 + 105*q^27*t^3 - 204*q^26*t^4 + 1067*q^25*t^5 - 295*q^24*t^6 + 2041*q^23*t^7 + 13*q^22*t^8 + 574*q^21*t^9 - 256*q^20*t^10 - 853*q^19*t^11 + 820*q^18*t^12 - 833*q^17*t^13 + 375*q^16*t^14 - 57*q^15*t^15 + 31*q^14*t^16 - 4*q^13*t^17 + 4*q^27*t^2 - 72*q^26*t^3 + 152*q^25*t^4 - 395*q^24*t^5 + 937*q^23*t^6 - 1531*q^22*t^7 + 1292*q^21*t^8 + 60*q^20*t^9 - 497*q^19*t^10 - 17*q^18*t^11 - 711*q^17*t^12 + 1470*q^16*t^13 - 788*q^15*t^14 + 156*q^14*t^15 - 85*q^13*t^16 + 25*q^12*t^17 + 25*q^25*t^3 - 85*q^24*t^4 + 156*q^23*t^5 - 788*q^22*t^6 + 1470*q^21*t^7 - 711*q^20*t^8 - 17*q^19*t^9 - 497*q^18*t^10 + 60*q^17*t^11 + 1292*q^16*t^12 - 1531*q^15*t^13 + 937*q^14*t^14 - 395*q^13*t^15 + 152*q^12*t^16 - 72*q^11*t^17 + 4*q^10*t^18 - 4*q^24*t^3 + 31*q^23*t^4 - 57*q^22*t^5 + 375*q^21*t^6 - 833*q^20*t^7 + 820*q^19*t^8 - 853*q^18*t^9 - 256*q^17*t^10 + 574*q^16*t^11 + 13*q^15*t^12 + 2041*q^14*t^13 - 295*q^13*t^14 + 1067*q^12*t^15 - 204*q^11*t^16 + 105*q^10*t^17 - 28*q^9*t^18 - 4*q^22*t^4 + 18*q^21*t^5 - 71*q^20*t^6 + 395*q^19*t^7 - 1391*q^18*t^8 - 405*q^17*t^9 - 389*q^16*t^10 - 322*q^15*t^11 + 108*q^14*t^12 - 1928*q^13*t^13 - 557*q^12*t^14 - 2067*q^11*t^15 - 25*q^10*t^16 - 93*q^9*t^17 + 73*q^8*t^18 + 2*q^7*t^19 - 3*q^20*t^5 + 12*q^19*t^6 - 238*q^18*t^7 + 923*q^17*t^8 + 750*q^16*t^9 + 1353*q^15*t^10 + 1700*q^14*t^11 + 415*q^13*t^12 + 262*q^12*t^13 - 883*q^11*t^14 + 1661*q^10*t^15 + 266*q^9*t^16 + 131*q^8*t^17 - 70*q^7*t^18 - 7*q^6*t^19 - 15*q^18*t^6 + 77*q^17*t^7 - 342*q^16*t^8 - 152*q^15*t^9 - 362*q^14*t^10 - 990*q^13*t^11 - 1055*q^12*t^12 - 773*q^11*t^13 + 1564*q^10*t^14 + 418*q^9*t^15 + 521*q^8*t^16 - 23*q^7*t^17 - 23*q^6*t^18 + 3*q^5*t^19 + 4*q^17*t^6 - 7*q^16*t^7 + 100*q^15*t^8 - 30*q^14*t^9 - 205*q^13*t^10 - 441*q^12*t^11 - 438*q^11*t^12 + 374*q^10*t^13 - 114*q^9*t^14 - 353*q^8*t^15 - 1254*q^7*t^16 - 504*q^6*t^17 + 35*q^5*t^18 + 17*q^4*t^19 - 16*q^14*t^8 + 14*q^13*t^9 + 83*q^12*t^10 + 387*q^11*t^11 + 877*q^10*t^12 + 848*q^9*t^13 + 141*q^8*t^14 - 536*q^7*t^15 + 423*q^6*t^16 + 578*q^5*t^17 + 136*q^4*t^18 - 23*q^3*t^19 - 4*q^12*t^9 - 18*q^11*t^10 - 65*q^10*t^11 - 281*q^9*t^12 - 629*q^8*t^13 - 483*q^7*t^14 + 231*q^6*t^15 + 165*q^5*t^16 - 127*q^4*t^17 - 127*q^3*t^18 - 6*q^2*t^19 + 5*q^10*t^10 + 2*q^9*t^11 + 25*q^8*t^12 + 126*q^7*t^13 + 204*q^6*t^14 + 32*q^5*t^15 - 70*q^4*t^16 - 30*q^3*t^17 + 19*q^2*t^18 + 6*q*t^19 + t^20 - q^7*t^12 - 6*q^6*t^13 - 23*q^5*t^14 - 12*q^4*t^15 + q^3*t^16 + 6*q^2*t^17 + 3*q*t^18)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0787] 'F`N^W'

Zeta functions

ask[-]:

-(q^7 + 2*q^6*t - q^5*t^2 - 3*q^5*t - q^4*t^2 - 4*q^4*t + 4*q^3*t^2 + q^3*t + 3*q^2*t^2 + q^2*t - 2*q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

-(3*q^23*t^2 + 5*q^21*t^4 - 10*q^20*t^5 - 5*q^19*t^6 - q^17*t^8 + q^24 + 2*q^23*t + 11*q^22*t^2 - 15*q^21*t^3 - 83*q^20*t^4 + 46*q^19*t^5 + 86*q^18*t^6 + 41*q^17*t^7 - 4*q^16*t^8 + 3*q^14*t^10 + 11*q^22*t - 104*q^21*t^2 - 73*q^20*t^3 + 274*q^19*t^4 + 180*q^18*t^5 - 245*q^17*t^6 - 387*q^16*t^7 - 104*q^15*t^8 + 13*q^14*t^9 + q^13*t^10 - 6*q^12*t^11 - 57*q^21*t + 131*q^20*t^2 + 406*q^19*t^3 + 76*q^18*t^4 - 750*q^17*t^5 - 342*q^16*t^6 + 842*q^15*t^7 + 852*q^14*t^8 + 197*q^13*t^9 - 27*q^12*t^10 - 8*q^11*t^11 + 59*q^20*t + 29*q^19*t^2 - 384*q^18*t^3 - 1122*q^17*t^4 - 2*q^16*t^5 + 1519*q^15*t^6 + 224*q^14*t^7 - 1591*q^13*t^8 - 1153*q^12*t^9 - 332*q^11*t^10 + 64*q^10*t^11 + 45*q^9*t^12 + 4*q^8*t^13 - 27*q^19*t - 81*q^18*t^2 - 64*q^17*t^3 + 1096*q^16*t^4 + 1769*q^15*t^5 - 425*q^14*t^6 - 1663*q^13*t^7 + 4*q^12*t^8 + 1542*q^11*t^9 + 1511*q^10*t^10 + 239*q^9*t^11 - 168*q^8*t^12 - 32*q^7*t^13 - 5*q^6*t^14 + 5*q^18*t + 32*q^17*t^2 + 168*q^16*t^3 - 239*q^15*t^4 - 1511*q^14*t^5 - 1542*q^13*t^6 - 4*q^12*t^7 + 1663*q^11*t^8 + 425*q^10*t^9 - 1769*q^9*t^10 - 1096*q^8*t^11 + 64*q^7*t^12 + 81*q^6*t^13 + 27*q^5*t^14 - 4*q^16*t^2 - 45*q^15*t^3 - 64*q^14*t^4 + 332*q^13*t^5 + 1153*q^12*t^6 + 1591*q^11*t^7 - 224*q^10*t^8 - 1519*q^9*t^9 + 2*q^8*t^10 + 1122*q^7*t^11 + 384*q^6*t^12 - 29*q^5*t^13 - 59*q^4*t^14 + 8*q^13*t^4 + 27*q^12*t^5 - 197*q^11*t^6 - 852*q^10*t^7 - 842*q^9*t^8 + 342*q^8*t^9 + 750*q^7*t^10 - 76*q^6*t^11 - 406*q^5*t^12 - 131*q^4*t^13 + 57*q^3*t^14 + 6*q^12*t^4 - q^11*t^5 - 13*q^10*t^6 + 104*q^9*t^7 + 387*q^8*t^8 + 245*q^7*t^9 - 180*q^6*t^10 - 274*q^5*t^11 + 73*q^4*t^12 + 104*q^3*t^13 - 11*q^2*t^14 - 3*q^10*t^5 + 4*q^8*t^7 - 41*q^7*t^8 - 86*q^6*t^9 - 46*q^5*t^10 + 83*q^4*t^11 + 15*q^3*t^12 - 11*q^2*t^13 - 2*q*t^14 - t^15 + q^7*t^7 + 5*q^5*t^9 + 10*q^4*t^10 - 5*q^3*t^11 - 3*q*t^13)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0788] 'F`N^w'

Zeta functions

ask[-]:

-(q^7 + q^6*t - q^5*t^2 - 2*q^5*t - 3*q^4*t + 3*q^3*t^2 + 2*q^2*t^2 + q^2*t - q*t^2 - t^3)/((q*t - 1)*(q - t)*q^6*(t - 1)^2)

ask[+]:

-(2*q^36*t^2 + q^35*t^3 + q^34*t^4 - 3*q^33*t^5 - 5*q^32*t^6 + q^37 + 2*q^36*t + 8*q^35*t^2 - 22*q^34*t^3 - 42*q^33*t^4 + 25*q^32*t^5 + 52*q^31*t^6 + 24*q^30*t^7 - 9*q^29*t^8 - q^28*t^9 + 2*q^27*t^10 + 3*q^35*t - 69*q^34*t^2 - 7*q^33*t^3 + 158*q^32*t^4 + 75*q^31*t^5 - 125*q^30*t^6 - 213*q^29*t^7 + 12*q^27*t^9 - 2*q^25*t^11 - 26*q^34*t + 62*q^33*t^2 + 169*q^32*t^3 + 31*q^31*t^4 - 269*q^30*t^5 - 196*q^29*t^6 + 377*q^28*t^7 + 204*q^27*t^8 + 41*q^26*t^9 - 21*q^25*t^10 - 5*q^24*t^11 - 2*q^23*t^12 - q^22*t^13 + 10*q^33*t + 45*q^32*t^2 - 34*q^31*t^3 - 441*q^30*t^4 - 262*q^29*t^5 + 504*q^28*t^6 + 133*q^27*t^7 - 148*q^26*t^8 - 125*q^25*t^9 - 87*q^24*t^10 + 29*q^23*t^11 + 21*q^22*t^12 + q^21*t^13 + 2*q^20*t^14 + 10*q^32*t - 215*q^30*t^3 + 134*q^29*t^4 + 487*q^28*t^5 + 231*q^27*t^6 + 11*q^26*t^7 - 513*q^25*t^8 - 411*q^24*t^9 + 196*q^23*t^10 - 55*q^22*t^11 - 41*q^21*t^12 + 30*q^20*t^13 - 7*q^19*t^14 - q^18*t^15 - 9*q^31*t - 56*q^30*t^2 + 127*q^29*t^3 - 35*q^28*t^4 + 478*q^27*t^5 + 80*q^26*t^6 - 1032*q^25*t^7 + 151*q^24*t^8 + 755*q^23*t^9 - 36*q^22*t^10 + 358*q^21*t^11 + 136*q^20*t^12 - 124*q^19*t^13 - 16*q^18*t^14 + 7*q^17*t^15 + 2*q^30*t + 41*q^29*t^2 - 67*q^28*t^3 + 273*q^27*t^4 - 565*q^26*t^5 - 689*q^25*t^6 + 449*q^24*t^7 - 307*q^23*t^8 + 159*q^22*t^9 + 673*q^21*t^10 - 654*q^20*t^11 - 293*q^19*t^12 + 116*q^18*t^13 + 39*q^17*t^14 - 8*q^16*t^15 - q^15*t^16 - 13*q^28*t^2 + 67*q^27*t^3 - 218*q^26*t^4 + 315*q^25*t^5 + 113*q^24*t^6 - 378*q^23*t^7 + 1100*q^22*t^8 - 62*q^21*t^9 - 890*q^20*t^10 + 417*q^19*t^11 - 167*q^18*t^12 - 69*q^17*t^13 + 100*q^16*t^14 - 12*q^15*t^15 + 11*q^14*t^16 - 2*q^13*t^17 + 2*q^27*t^2 - 35*q^26*t^3 + 81*q^25*t^4 - 185*q^24*t^5 + 188*q^23*t^6 + 99*q^22*t^7 - 531*q^21*t^8 + 890*q^20*t^9 - 123*q^19*t^10 - 1138*q^18*t^11 + 737*q^17*t^12 + 225*q^16*t^13 - 263*q^15*t^14 + 78*q^14*t^15 - 35*q^13*t^16 + 10*q^12*t^17 + 10*q^25*t^3 - 35*q^24*t^4 + 78*q^23*t^5 - 263*q^22*t^6 + 225*q^21*t^7 + 737*q^20*t^8 - 1138*q^19*t^9 - 123*q^18*t^10 + 890*q^17*t^11 - 531*q^16*t^12 + 99*q^15*t^13 + 188*q^14*t^14 - 185*q^13*t^15 + 81*q^12*t^16 - 35*q^11*t^17 + 2*q^10*t^18 - 2*q^24*t^3 + 11*q^23*t^4 - 12*q^22*t^5 + 100*q^21*t^6 - 69*q^20*t^7 - 167*q^19*t^8 + 417*q^18*t^9 - 890*q^17*t^10 - 62*q^16*t^11 + 1100*q^15*t^12 - 378*q^14*t^13 + 113*q^13*t^14 + 315*q^12*t^15 - 218*q^11*t^16 + 67*q^10*t^17 - 13*q^9*t^18 - q^22*t^4 - 8*q^21*t^5 + 39*q^20*t^6 + 116*q^19*t^7 - 293*q^18*t^8 - 654*q^17*t^9 + 673*q^16*t^10 + 159*q^15*t^11 - 307*q^14*t^12 + 449*q^13*t^13 - 689*q^12*t^14 - 565*q^11*t^15 + 273*q^10*t^16 - 67*q^9*t^17 + 41*q^8*t^18 + 2*q^7*t^19 + 7*q^20*t^5 - 16*q^19*t^6 - 124*q^18*t^7 + 136*q^17*t^8 + 358*q^16*t^9 - 36*q^15*t^10 + 755*q^14*t^11 + 151*q^13*t^12 - 1032*q^12*t^13 + 80*q^11*t^14 + 478*q^10*t^15 - 35*q^9*t^16 + 127*q^8*t^17 - 56*q^7*t^18 - 9*q^6*t^19 - q^19*t^5 - 7*q^18*t^6 + 30*q^17*t^7 - 41*q^16*t^8 - 55*q^15*t^9 + 196*q^14*t^10 - 411*q^13*t^11 - 513*q^12*t^12 + 11*q^11*t^13 + 231*q^10*t^14 + 487*q^9*t^15 + 134*q^8*t^16 - 215*q^7*t^17 + 10*q^5*t^19 + 2*q^17*t^6 + q^16*t^7 + 21*q^15*t^8 + 29*q^14*t^9 - 87*q^13*t^10 - 125*q^12*t^11 - 148*q^11*t^12 + 133*q^10*t^13 + 504*q^9*t^14 - 262*q^8*t^15 - 441*q^7*t^16 - 34*q^6*t^17 + 45*q^5*t^18 + 10*q^4*t^19 - q^15*t^7 - 2*q^14*t^8 - 5*q^13*t^9 - 21*q^12*t^10 + 41*q^11*t^11 + 204*q^10*t^12 + 377*q^9*t^13 - 196*q^8*t^14 - 269*q^7*t^15 + 31*q^6*t^16 + 169*q^5*t^17 + 62*q^4*t^18 - 26*q^3*t^19 - 2*q^12*t^9 + 12*q^10*t^11 - 213*q^8*t^13 - 125*q^7*t^14 + 75*q^6*t^15 + 158*q^5*t^16 - 7*q^4*t^17 - 69*q^3*t^18 + 3*q^2*t^19 + 2*q^10*t^10 - q^9*t^11 - 9*q^8*t^12 + 24*q^7*t^13 + 52*q^6*t^14 + 25*q^5*t^15 - 42*q^4*t^16 - 22*q^3*t^17 + 8*q^2*t^18 + 2*q*t^19 + t^20 - 5*q^5*t^14 - 3*q^4*t^15 + q^3*t^16 + q^2*t^17 + 2*q*t^18)/((q^5 - t^2)*(q^3 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0789] 'F`N~o'

Zeta functions

ask[-]:

-(q^7 + q^6*t - 2*q^4*t - 2*q^3*t + q*t + t^2)*(q^2 - t)/((q^3 - t)*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

-(q^23*t^2 + 3*q^22*t^3 + 5*q^20*t^5 - 2*q^19*t^6 - 2*q^18*t^7 + q^17*t^8 + q^24 + 3*q^23*t + 10*q^22*t^2 - 22*q^21*t^3 - 32*q^20*t^4 - 33*q^19*t^5 + 23*q^18*t^6 + 8*q^17*t^7 - 9*q^16*t^8 + 2*q^15*t^9 + q^14*t^10 + q^22*t - 58*q^21*t^2 - 4*q^20*t^3 + 92*q^19*t^4 + 171*q^18*t^5 - q^17*t^6 - 38*q^16*t^7 + 2*q^15*t^8 - 8*q^14*t^9 + q^13*t^10 - 2*q^12*t^11 - 21*q^21*t + 46*q^20*t^2 + 89*q^19*t^3 + 78*q^18*t^4 - 255*q^17*t^5 - 233*q^16*t^6 - 44*q^15*t^7 + 38*q^14*t^8 + 64*q^13*t^9 - 5*q^12*t^10 + 5*q^11*t^11 - 2*q^10*t^12 + 10*q^20*t + 26*q^19*t^2 + 41*q^18*t^3 - 250*q^17*t^4 - 184*q^16*t^5 + 162*q^15*t^6 + 324*q^14*t^7 + 133*q^13*t^8 - 135*q^12*t^9 - 33*q^11*t^10 - 14*q^10*t^11 + 10*q^9*t^12 + 6*q^19*t - 10*q^18*t^2 - 143*q^17*t^3 - 74*q^16*t^4 + 316*q^15*t^5 + 499*q^14*t^6 + 52*q^13*t^7 - 351*q^12*t^8 - 68*q^11*t^9 + 35*q^10*t^10 + 39*q^9*t^11 - 15*q^8*t^12 + 2*q^7*t^13 - 7*q^18*t + 3*q^17*t^2 + 12*q^16*t^3 + 148*q^15*t^4 + 163*q^14*t^5 - 235*q^13*t^6 - 672*q^12*t^7 - 235*q^11*t^8 + 163*q^10*t^9 + 148*q^9*t^10 + 12*q^8*t^11 + 3*q^7*t^12 - 7*q^6*t^13 + 2*q^17*t - 15*q^16*t^2 + 39*q^15*t^3 + 35*q^14*t^4 - 68*q^13*t^5 - 351*q^12*t^6 + 52*q^11*t^7 + 499*q^10*t^8 + 316*q^9*t^9 - 74*q^8*t^10 - 143*q^7*t^11 - 10*q^6*t^12 + 6*q^5*t^13 + 10*q^15*t^2 - 14*q^14*t^3 - 33*q^13*t^4 - 135*q^12*t^5 + 133*q^11*t^6 + 324*q^10*t^7 + 162*q^9*t^8 - 184*q^8*t^9 - 250*q^7*t^10 + 41*q^6*t^11 + 26*q^5*t^12 + 10*q^4*t^13 - 2*q^14*t^2 + 5*q^13*t^3 - 5*q^12*t^4 + 64*q^11*t^5 + 38*q^10*t^6 - 44*q^9*t^7 - 233*q^8*t^8 - 255*q^7*t^9 + 78*q^6*t^10 + 89*q^5*t^11 + 46*q^4*t^12 - 21*q^3*t^13 - 2*q^12*t^3 + q^11*t^4 - 8*q^10*t^5 + 2*q^9*t^6 - 38*q^8*t^7 - q^7*t^8 + 171*q^6*t^9 + 92*q^5*t^10 - 4*q^4*t^11 - 58*q^3*t^12 + q^2*t^13 + q^10*t^4 + 2*q^9*t^5 - 9*q^8*t^6 + 8*q^7*t^7 + 23*q^6*t^8 - 33*q^5*t^9 - 32*q^4*t^10 - 22*q^3*t^11 + 10*q^2*t^12 + 3*q*t^13 + t^14 + q^7*t^6 - 2*q^6*t^7 - 2*q^5*t^8 + 5*q^4*t^9 + 3*q^2*t^11 + q*t^12)/((q^3 - t^2)*(q^3 - t)*(q^2 - t)^2*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6]]

[0790] 'F`N~w'

Zeta functions

ask[-]:

-(q^6 + q^5*t - q^4*t - 2*q^3*t - q^2*t + q*t + t^2)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

-(q^32*t^2 + 3*q^31*t^3 + q^30*t^4 + 3*q^29*t^5 - 2*q^28*t^6 + q^33 + 3*q^32*t + 9*q^31*t^2 - 18*q^30*t^3 - 26*q^29*t^4 - 18*q^28*t^5 + 12*q^27*t^6 + 9*q^26*t^7 - 2*q^25*t^8 - 3*q^31*t - 40*q^30*t^2 + 12*q^29*t^3 + 61*q^28*t^4 + 46*q^27*t^5 + 2*q^26*t^6 - 56*q^25*t^7 + 15*q^24*t^8 + q^23*t^9 - 2*q^22*t^10 + 2*q^30*t - 3*q^29*t^2 + 3*q^28*t^3 + 28*q^27*t^4 + 37*q^26*t^5 - 80*q^25*t^6 + 107*q^24*t^7 - 50*q^23*t^8 + q^22*t^9 + 3*q^21*t^10 - 30*q^29*t + 90*q^28*t^2 + 44*q^27*t^3 - 88*q^26*t^4 - 192*q^25*t^5 + 109*q^24*t^6 - 125*q^23*t^7 + 61*q^22*t^8 - q^21*t^9 + 26*q^20*t^10 - 8*q^19*t^11 + 37*q^28*t - 85*q^27*t^2 + 50*q^26*t^3 + 39*q^25*t^4 - 22*q^24*t^5 - 178*q^23*t^6 + 137*q^22*t^7 + 46*q^21*t^8 + 10*q^20*t^9 - 90*q^19*t^10 + 40*q^18*t^11 - 2*q^17*t^12 - 18*q^27*t + 34*q^26*t^2 - 77*q^25*t^3 - 93*q^24*t^4 + 131*q^23*t^5 + 222*q^22*t^6 - 8*q^21*t^7 - 105*q^20*t^8 - 6*q^19*t^9 + 91*q^18*t^10 - 82*q^17*t^11 + 13*q^16*t^12 + 3*q^26*t + 39*q^25*t^2 - 93*q^24*t^3 - 14*q^23*t^4 + 13*q^22*t^5 + 109*q^21*t^6 + 70*q^20*t^7 + 72*q^19*t^8 - 85*q^18*t^9 - 31*q^17*t^10 + 40*q^16*t^11 - 25*q^15*t^12 + 4*q^14*t^13 - 58*q^24*t^2 + 155*q^23*t^3 - 39*q^22*t^4 - 6*q^21*t^5 + 35*q^20*t^6 - 64*q^19*t^7 - 301*q^18*t^8 + 42*q^17*t^9 + 28*q^16*t^10 + 98*q^15*t^11 - 7*q^14*t^12 - 9*q^13*t^13 + 27*q^23*t^2 - 90*q^22*t^3 + 180*q^21*t^4 + 31*q^20*t^5 - 181*q^19*t^6 - 262*q^18*t^7 + 175*q^17*t^8 - 44*q^16*t^9 - 43*q^15*t^10 - 99*q^14*t^11 + 120*q^13*t^12 - 16*q^12*t^13 + 4*q^11*t^14 - 4*q^22*t^2 + 16*q^21*t^3 - 120*q^20*t^4 + 99*q^19*t^5 + 43*q^18*t^6 + 44*q^17*t^7 - 175*q^16*t^8 + 262*q^15*t^9 + 181*q^14*t^10 - 31*q^13*t^11 - 180*q^12*t^12 + 90*q^11*t^13 - 27*q^10*t^14 + 9*q^20*t^3 + 7*q^19*t^4 - 98*q^18*t^5 - 28*q^17*t^6 - 42*q^16*t^7 + 301*q^15*t^8 + 64*q^14*t^9 - 35*q^13*t^10 + 6*q^12*t^11 + 39*q^11*t^12 - 155*q^10*t^13 + 58*q^9*t^14 - 4*q^19*t^3 + 25*q^18*t^4 - 40*q^17*t^5 + 31*q^16*t^6 + 85*q^15*t^7 - 72*q^14*t^8 - 70*q^13*t^9 - 109*q^12*t^10 - 13*q^11*t^11 + 14*q^10*t^12 + 93*q^9*t^13 - 39*q^8*t^14 - 3*q^7*t^15 - 13*q^17*t^4 + 82*q^16*t^5 - 91*q^15*t^6 + 6*q^14*t^7 + 105*q^13*t^8 + 8*q^12*t^9 - 222*q^11*t^10 - 131*q^10*t^11 + 93*q^9*t^12 + 77*q^8*t^13 - 34*q^7*t^14 + 18*q^6*t^15 + 2*q^16*t^4 - 40*q^15*t^5 + 90*q^14*t^6 - 10*q^13*t^7 - 46*q^12*t^8 - 137*q^11*t^9 + 178*q^10*t^10 + 22*q^9*t^11 - 39*q^8*t^12 - 50*q^7*t^13 + 85*q^6*t^14 - 37*q^5*t^15 + 8*q^14*t^5 - 26*q^13*t^6 + q^12*t^7 - 61*q^11*t^8 + 125*q^10*t^9 - 109*q^9*t^10 + 192*q^8*t^11 + 88*q^7*t^12 - 44*q^6*t^13 - 90*q^5*t^14 + 30*q^4*t^15 - 3*q^12*t^6 - q^11*t^7 + 50*q^10*t^8 - 107*q^9*t^9 + 80*q^8*t^10 - 37*q^7*t^11 - 28*q^6*t^12 - 3*q^5*t^13 + 3*q^4*t^14 - 2*q^3*t^15 + 2*q^11*t^6 - q^10*t^7 - 15*q^9*t^8 + 56*q^8*t^9 - 2*q^7*t^10 - 46*q^6*t^11 - 61*q^5*t^12 - 12*q^4*t^13 + 40*q^3*t^14 + 3*q^2*t^15 + 2*q^8*t^8 - 9*q^7*t^9 - 12*q^6*t^10 + 18*q^5*t^11 + 26*q^4*t^12 + 18*q^3*t^13 - 9*q^2*t^14 - 3*q*t^15 - t^16 + 2*q^5*t^10 - 3*q^4*t^11 - q^3*t^12 - 3*q^2*t^13 - q*t^14)/((q^5 - t^2)*(q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)*(t^2 - q)*(q + t)^2*(q - t)^4*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 5], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0791] 'F`Oxw'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^5*t^3 - q^5*t^2 - q^4*t^3 - q^5*t - 4*q^4*t^2 + 4*q^3*t^3 - q^5 + 3*q^4*t + 3*q^2*t^3 - q*t^4 + 4*q^3*t - 4*q^2*t^2 - q*t^3 - q^2*t - q*t^2 - q*t + 2*t^2)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

-(4*q^12*t^16 + 10*q^11*t^17 + 4*q^10*t^18 - 12*q^13*t^14 - 34*q^12*t^15 - 26*q^11*t^16 - 45*q^10*t^17 - 37*q^9*t^18 - 9*q^8*t^19 + q^7*t^20 + 2*q^15*t^11 + 14*q^14*t^12 + 34*q^13*t^13 + 46*q^12*t^14 + 116*q^11*t^15 + 143*q^10*t^16 + 119*q^9*t^17 + 85*q^8*t^18 + 53*q^7*t^19 - 6*q^15*t^10 - 26*q^14*t^11 - 60*q^13*t^12 + 40*q^12*t^13 - 254*q^11*t^14 - 169*q^10*t^15 - 210*q^9*t^16 - 370*q^8*t^17 - 50*q^7*t^18 - 103*q^6*t^19 - 16*q^5*t^20 - 10*q^15*t^9 + 56*q^14*t^10 - 219*q^13*t^11 + 563*q^12*t^12 - 590*q^11*t^13 + 146*q^10*t^14 + 814*q^9*t^15 - 247*q^8*t^16 + 628*q^7*t^17 + 104*q^6*t^18 + 23*q^5*t^19 + 46*q^4*t^20 + 4*q^16*t^7 - 36*q^15*t^8 + 334*q^14*t^9 - 782*q^13*t^10 + 1262*q^12*t^11 - 819*q^11*t^12 - 189*q^10*t^13 + 1721*q^9*t^14 - 1796*q^8*t^15 + 65*q^7*t^16 - 33*q^6*t^17 - 441*q^5*t^18 + 130*q^4*t^19 - 50*q^3*t^20 + 14*q^16*t^6 - 135*q^15*t^7 + 568*q^14*t^8 - 1421*q^13*t^9 + 1455*q^12*t^10 - 308*q^11*t^11 - 2066*q^10*t^12 + 2550*q^9*t^13 - 2088*q^8*t^14 + 94*q^7*t^15 + 1697*q^6*t^16 - 706*q^5*t^17 + 427*q^4*t^18 - 73*q^3*t^19 + 9*q^2*t^20 + q*t^21 + 17*q^16*t^5 - 193*q^15*t^6 + 577*q^14*t^7 - 1100*q^13*t^8 + 911*q^12*t^9 + 1313*q^11*t^10 - 3127*q^10*t^11 + 3343*q^9*t^12 - 174*q^8*t^13 - 1631*q^7*t^14 + 1939*q^6*t^15 - 1660*q^5*t^16 + 16*q^4*t^17 + 33*q^3*t^18 - 35*q^2*t^19 + 5*q*t^20 + 14*q^16*t^4 - 80*q^15*t^5 + 362*q^14*t^6 - 373*q^13*t^7 - 278*q^12*t^8 + 1343*q^11*t^9 - 3027*q^10*t^10 + 1098*q^9*t^11 + 810*q^8*t^12 - 3000*q^7*t^13 + 1707*q^6*t^14 - 99*q^5*t^15 - 24*q^4*t^16 + 465*q^3*t^17 - 104*q^2*t^18 + 16*q*t^19 + 3*q^16*t^3 - 28*q^15*t^4 + 24*q^14*t^5 - 214*q^13*t^6 - 30*q^12*t^7 + 788*q^11*t^8 - 310*q^10*t^9 + 878*q^9*t^10 + 1569*q^8*t^11 - 756*q^7*t^12 + 921*q^6*t^13 + 416*q^5*t^14 - 712*q^4*t^15 + 158*q^3*t^16 - 145*q^2*t^17 + 12*q*t^18 - 12*q^15*t^3 + 145*q^14*t^4 - 158*q^13*t^5 + 712*q^12*t^6 - 416*q^11*t^7 - 921*q^10*t^8 + 756*q^9*t^9 - 1569*q^8*t^10 - 878*q^7*t^11 + 310*q^6*t^12 - 788*q^5*t^13 + 30*q^4*t^14 + 214*q^3*t^15 - 24*q^2*t^16 + 28*q*t^17 - 3*t^18 - 16*q^15*t^2 + 104*q^14*t^3 - 465*q^13*t^4 + 24*q^12*t^5 + 99*q^11*t^6 - 1707*q^10*t^7 + 3000*q^9*t^8 - 810*q^8*t^9 - 1098*q^7*t^10 + 3027*q^6*t^11 - 1343*q^5*t^12 + 278*q^4*t^13 + 373*q^3*t^14 - 362*q^2*t^15 + 80*q*t^16 - 14*t^17 - 5*q^15*t + 35*q^14*t^2 - 33*q^13*t^3 - 16*q^12*t^4 + 1660*q^11*t^5 - 1939*q^10*t^6 + 1631*q^9*t^7 + 174*q^8*t^8 - 3343*q^7*t^9 + 3127*q^6*t^10 - 1313*q^5*t^11 - 911*q^4*t^12 + 1100*q^3*t^13 - 577*q^2*t^14 + 193*q*t^15 - 17*t^16 - q^15 - 9*q^14*t + 73*q^13*t^2 - 427*q^12*t^3 + 706*q^11*t^4 - 1697*q^10*t^5 - 94*q^9*t^6 + 2088*q^8*t^7 - 2550*q^7*t^8 + 2066*q^6*t^9 + 308*q^5*t^10 - 1455*q^4*t^11 + 1421*q^3*t^12 - 568*q^2*t^13 + 135*q*t^14 - 14*t^15 + 50*q^13*t - 130*q^12*t^2 + 441*q^11*t^3 + 33*q^10*t^4 - 65*q^9*t^5 + 1796*q^8*t^6 - 1721*q^7*t^7 + 189*q^6*t^8 + 819*q^5*t^9 - 1262*q^4*t^10 + 782*q^3*t^11 - 334*q^2*t^12 + 36*q*t^13 - 4*t^14 - 46*q^12*t - 23*q^11*t^2 - 104*q^10*t^3 - 628*q^9*t^4 + 247*q^8*t^5 - 814*q^7*t^6 - 146*q^6*t^7 + 590*q^5*t^8 - 563*q^4*t^9 + 219*q^3*t^10 - 56*q^2*t^11 + 10*q*t^12 + 16*q^11*t + 103*q^10*t^2 + 50*q^9*t^3 + 370*q^8*t^4 + 210*q^7*t^5 + 169*q^6*t^6 + 254*q^5*t^7 - 40*q^4*t^8 + 60*q^3*t^9 + 26*q^2*t^10 + 6*q*t^11 - 53*q^9*t^2 - 85*q^8*t^3 - 119*q^7*t^4 - 143*q^6*t^5 - 116*q^5*t^6 - 46*q^4*t^7 - 34*q^3*t^8 - 14*q^2*t^9 - 2*q*t^10 - q^9*t + 9*q^8*t^2 + 37*q^7*t^3 + 45*q^6*t^4 + 26*q^5*t^5 + 34*q^4*t^6 + 12*q^3*t^7 - 4*q^6*t^3 - 10*q^5*t^4 - 4*q^4*t^5)/((q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)^3*(q + t)*(q - t)^3*q^6*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [1, 4], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0792] 'F`Q@w'

Zeta functions

ask[-]:

-(3*q^7*t^4 - 2*q^6*t^5 + 2*q^7*t^3 - 13*q^6*t^4 + 8*q^5*t^5 - 2*q^6*t^3 + 6*q^5*t^4 - 4*q^4*t^5 - 8*q^6*t^2 + 17*q^5*t^3 + 9*q^4*t^4 - 11*q^3*t^5 + q^2*t^6 + 10*q^5*t^2 - 27*q^4*t^3 + 8*q^3*t^4 + 3*q^2*t^5 + 3*q^5*t + 8*q^4*t^2 - 27*q^3*t^3 + 10*q^2*t^4 + q^5 - 11*q^4*t + 9*q^3*t^2 + 17*q^2*t^3 - 8*q*t^4 - 4*q^3*t + 6*q^2*t^2 - 2*q*t^3 + 8*q^2*t - 13*q*t^2 + 2*t^3 - 2*q*t + 3*t^2)/((q*t - 1)^4*q^5*(t - 1)^3)

ask[+]:

(q^12*t^12 + 9*q^11*t^13 + 9*q^10*t^14 + q^9*t^15 - q^12*t^11 - 5*q^11*t^12 - 54*q^10*t^13 - 71*q^9*t^14 - 9*q^8*t^15 - 5*q^12*t^10 - 42*q^11*t^11 - 52*q^10*t^12 + 131*q^9*t^13 + 233*q^8*t^14 + 35*q^7*t^15 - 6*q^13*t^8 + 34*q^12*t^9 - 17*q^11*t^10 + 273*q^10*t^11 + 506*q^9*t^12 - 172*q^8*t^13 - 401*q^7*t^14 - 77*q^6*t^15 - 4*q^13*t^7 + 71*q^12*t^8 - 189*q^11*t^9 + 575*q^10*t^10 - 957*q^9*t^11 - 1556*q^8*t^12 + 52*q^7*t^13 + 386*q^6*t^14 + 102*q^5*t^15 - 27*q^13*t^6 + 169*q^12*t^7 - 706*q^11*t^8 + 1101*q^10*t^9 - 3744*q^9*t^10 + 2865*q^8*t^11 + 1827*q^7*t^12 + 540*q^6*t^13 - 274*q^5*t^14 - 71*q^4*t^15 - 9*q^13*t^5 + 252*q^12*t^6 - 1350*q^11*t^7 + 3123*q^10*t^8 - 4252*q^9*t^9 + 10787*q^8*t^10 - 5312*q^7*t^11 - 403*q^6*t^12 - 1232*q^5*t^13 + 228*q^4*t^14 + 7*q^3*t^15 + q^2*t^16 - 9*q^13*t^4 + 123*q^12*t^5 - 1060*q^11*t^6 + 4731*q^10*t^7 - 6695*q^9*t^8 + 9394*q^8*t^9 - 17078*q^7*t^10 + 5154*q^6*t^11 - 605*q^5*t^12 + 912*q^4*t^13 - 69*q^3*t^14 + 2*q^2*t^15 - q^13*t^3 + 55*q^12*t^4 - 544*q^11*t^5 + 3397*q^10*t^6 - 10959*q^9*t^7 + 9968*q^8*t^8 - 15851*q^7*t^9 + 18603*q^6*t^10 - 3619*q^5*t^11 + 908*q^4*t^12 - 402*q^3*t^13 + 5*q^2*t^14 + 25*q^12*t^3 - 306*q^11*t^4 + 1646*q^10*t^5 - 9090*q^9*t^6 + 18999*q^8*t^7 - 13530*q^7*t^8 + 21635*q^6*t^9 - 15935*q^5*t^10 + 2933*q^4*t^11 - 803*q^3*t^12 + 150*q^2*t^13 - 4*q*t^14 + 4*q^12*t^2 - 150*q^11*t^3 + 803*q^10*t^4 - 2933*q^9*t^5 + 15935*q^8*t^6 - 21635*q^7*t^7 + 13530*q^6*t^8 - 18999*q^5*t^9 + 9090*q^4*t^10 - 1646*q^3*t^11 + 306*q^2*t^12 - 25*q*t^13 - 5*q^11*t^2 + 402*q^10*t^3 - 908*q^9*t^4 + 3619*q^8*t^5 - 18603*q^7*t^6 + 15851*q^6*t^7 - 9968*q^5*t^8 + 10959*q^4*t^9 - 3397*q^3*t^10 + 544*q^2*t^11 - 55*q*t^12 + t^13 - 2*q^11*t + 69*q^10*t^2 - 912*q^9*t^3 + 605*q^8*t^4 - 5154*q^7*t^5 + 17078*q^6*t^6 - 9394*q^5*t^7 + 6695*q^4*t^8 - 4731*q^3*t^9 + 1060*q^2*t^10 - 123*q*t^11 + 9*t^12 - q^11 - 7*q^10*t - 228*q^9*t^2 + 1232*q^8*t^3 + 403*q^7*t^4 + 5312*q^6*t^5 - 10787*q^5*t^6 + 4252*q^4*t^7 - 3123*q^3*t^8 + 1350*q^2*t^9 - 252*q*t^10 + 9*t^11 + 71*q^9*t + 274*q^8*t^2 - 540*q^7*t^3 - 1827*q^6*t^4 - 2865*q^5*t^5 + 3744*q^4*t^6 - 1101*q^3*t^7 + 706*q^2*t^8 - 169*q*t^9 + 27*t^10 - 102*q^8*t - 386*q^7*t^2 - 52*q^6*t^3 + 1556*q^5*t^4 + 957*q^4*t^5 - 575*q^3*t^6 + 189*q^2*t^7 - 71*q*t^8 + 4*t^9 + 77*q^7*t + 401*q^6*t^2 + 172*q^5*t^3 - 506*q^4*t^4 - 273*q^3*t^5 + 17*q^2*t^6 - 34*q*t^7 + 6*t^8 - 35*q^6*t - 233*q^5*t^2 - 131*q^4*t^3 + 52*q^3*t^4 + 42*q^2*t^5 + 5*q*t^6 + 9*q^5*t + 71*q^4*t^2 + 54*q^3*t^3 + 5*q^2*t^4 + q*t^5 - q^4*t - 9*q^3*t^2 - 9*q^2*t^3 - q*t^4)/((q*t - 1)^3*(q - t)^5*q^6*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 1], [0, 5], [1, 4], [2, 3], [2, 6], [3, 6], [4, 6], [5, 6]]

[0793] 'F`YPw'

Zeta functions

ask[-]:

(5*q^7*t^4 + q^6*t^5 + q^9*t - 8*q^8*t^2 - 2*q^7*t^3 - 15*q^6*t^4 - 6*q^5*t^5 + q^9 + 4*q^8*t + 4*q^7*t^2 + 35*q^6*t^3 - 2*q^5*t^4 + 12*q^4*t^5 - 17*q^7*t + 14*q^6*t^2 - 43*q^5*t^3 + 17*q^4*t^4 - q^3*t^5 - q^6*t + 17*q^5*t^2 - 43*q^4*t^3 + 14*q^3*t^4 - 17*q^2*t^5 + 12*q^5*t - 2*q^4*t^2 + 35*q^3*t^3 + 4*q^2*t^4 + 4*q*t^5 + t^6 - 6*q^4*t - 15*q^3*t^2 - 2*q^2*t^3 - 8*q*t^4 + t^5 + q^3*t + 5*q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(2*q^15*t^14 + 2*q^14*t^15 + 4*q^13*t^16 + q^17*t^11 - 15*q^16*t^12 - q^15*t^13 + 16*q^14*t^14 - 23*q^13*t^15 - 59*q^12*t^16 - 11*q^11*t^17 + 4*q^10*t^18 + 6*q^18*t^9 + 15*q^17*t^10 - 40*q^16*t^11 - 13*q^15*t^12 + 97*q^14*t^13 - 10*q^13*t^14 - 12*q^12*t^15 + 230*q^11*t^16 + 155*q^10*t^17 - 5*q^9*t^18 - 6*q^8*t^19 - q^7*t^20 + q^19*t^7 - 6*q^18*t^8 - 20*q^17*t^9 + 96*q^16*t^10 + 38*q^15*t^11 + 115*q^14*t^12 - 16*q^13*t^13 - 298*q^12*t^14 - 33*q^11*t^15 - 267*q^10*t^16 - 560*q^9*t^17 - 136*q^8*t^18 + 22*q^7*t^19 + 8*q^6*t^20 - 5*q^19*t^6 - 24*q^18*t^7 - 127*q^17*t^8 + 339*q^16*t^9 - 402*q^15*t^10 - 849*q^14*t^11 + 348*q^13*t^12 - 173*q^12*t^13 - 36*q^11*t^14 + 716*q^10*t^15 + 270*q^9*t^16 + 720*q^8*t^17 + 567*q^7*t^18 + 23*q^6*t^19 - 23*q^5*t^20 + q^20*t^4 - 5*q^19*t^5 + 114*q^18*t^6 - 136*q^17*t^7 + 311*q^16*t^8 - 107*q^15*t^9 - 605*q^14*t^10 + 2676*q^13*t^11 + 1039*q^12*t^12 - 1538*q^11*t^13 + 990*q^10*t^14 - 179*q^9*t^15 - 1126*q^8*t^16 - 458*q^7*t^17 - 781*q^6*t^18 - 221*q^5*t^19 + 25*q^4*t^20 - 22*q^19*t^4 + 156*q^18*t^5 - 183*q^17*t^6 - 321*q^16*t^7 + 1235*q^15*t^8 - 754*q^14*t^9 + 12*q^13*t^10 - 767*q^12*t^11 - 4965*q^11*t^12 + 829*q^10*t^13 + 1375*q^9*t^14 - 2021*q^8*t^15 + 873*q^7*t^16 + 879*q^6*t^17 + 408*q^5*t^18 + 343*q^4*t^19 + 11*q^3*t^20 + 4*q^20*t^2 - 15*q^19*t^3 - 22*q^18*t^4 - 75*q^17*t^5 - 945*q^16*t^6 + 1434*q^15*t^7 - 1302*q^14*t^8 - 3682*q^13*t^9 + 3511*q^12*t^10 + 999*q^11*t^11 + 1859*q^10*t^12 + 4425*q^9*t^13 - 2035*q^8*t^14 + 440*q^7*t^15 + 1493*q^6*t^16 - 1004*q^5*t^17 - 317*q^4*t^18 - 146*q^3*t^19 - 46*q^2*t^20 - 15*q^19*t^2 - 116*q^18*t^3 + 453*q^17*t^4 - 232*q^16*t^5 + 1015*q^15*t^6 + 1432*q^14*t^7 - 2314*q^13*t^8 + 6073*q^12*t^9 + 2669*q^11*t^10 - 7718*q^10*t^11 + 323*q^9*t^12 - 1434*q^8*t^13 - 2734*q^7*t^14 + 1282*q^6*t^15 - 1185*q^5*t^16 - 222*q^4*t^17 + 405*q^3*t^18 + 10*q^2*t^19 + 19*q*t^20 + t^21 + q^20 + 19*q^19*t + 10*q^18*t^2 + 405*q^17*t^3 - 222*q^16*t^4 - 1185*q^15*t^5 + 1282*q^14*t^6 - 2734*q^13*t^7 - 1434*q^12*t^8 + 323*q^11*t^9 - 7718*q^10*t^10 + 2669*q^9*t^11 + 6073*q^8*t^12 - 2314*q^7*t^13 + 1432*q^6*t^14 + 1015*q^5*t^15 - 232*q^4*t^16 + 453*q^3*t^17 - 116*q^2*t^18 - 15*q*t^19 - 46*q^18*t - 146*q^17*t^2 - 317*q^16*t^3 - 1004*q^15*t^4 + 1493*q^14*t^5 + 440*q^13*t^6 - 2035*q^12*t^7 + 4425*q^11*t^8 + 1859*q^10*t^9 + 999*q^9*t^10 + 3511*q^8*t^11 - 3682*q^7*t^12 - 1302*q^6*t^13 + 1434*q^5*t^14 - 945*q^4*t^15 - 75*q^3*t^16 - 22*q^2*t^17 - 15*q*t^18 + 4*t^19 + 11*q^17*t + 343*q^16*t^2 + 408*q^15*t^3 + 879*q^14*t^4 + 873*q^13*t^5 - 2021*q^12*t^6 + 1375*q^11*t^7 + 829*q^10*t^8 - 4965*q^9*t^9 - 767*q^8*t^10 + 12*q^7*t^11 - 754*q^6*t^12 + 1235*q^5*t^13 - 321*q^4*t^14 - 183*q^3*t^15 + 156*q^2*t^16 - 22*q*t^17 + 25*q^16*t - 221*q^15*t^2 - 781*q^14*t^3 - 458*q^13*t^4 - 1126*q^12*t^5 - 179*q^11*t^6 + 990*q^10*t^7 - 1538*q^9*t^8 + 1039*q^8*t^9 + 2676*q^7*t^10 - 605*q^6*t^11 - 107*q^5*t^12 + 311*q^4*t^13 - 136*q^3*t^14 + 114*q^2*t^15 - 5*q*t^16 + t^17 - 23*q^15*t + 23*q^14*t^2 + 567*q^13*t^3 + 720*q^12*t^4 + 270*q^11*t^5 + 716*q^10*t^6 - 36*q^9*t^7 - 173*q^8*t^8 + 348*q^7*t^9 - 849*q^6*t^10 - 402*q^5*t^11 + 339*q^4*t^12 - 127*q^3*t^13 - 24*q^2*t^14 - 5*q*t^15 + 8*q^14*t + 22*q^13*t^2 - 136*q^12*t^3 - 560*q^11*t^4 - 267*q^10*t^5 - 33*q^9*t^6 - 298*q^8*t^7 - 16*q^7*t^8 + 115*q^6*t^9 + 38*q^5*t^10 + 96*q^4*t^11 - 20*q^3*t^12 - 6*q^2*t^13 + q*t^14 - q^13*t - 6*q^12*t^2 - 5*q^11*t^3 + 155*q^10*t^4 + 230*q^9*t^5 - 12*q^8*t^6 - 10*q^7*t^7 + 97*q^6*t^8 - 13*q^5*t^9 - 40*q^4*t^10 + 15*q^3*t^11 + 6*q^2*t^12 + 4*q^10*t^3 - 11*q^9*t^4 - 59*q^8*t^5 - 23*q^7*t^6 + 16*q^6*t^7 - q^5*t^8 - 15*q^4*t^9 + q^3*t^10 + 4*q^7*t^5 + 2*q^6*t^6 + 2*q^5*t^7)/((q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^5*q^7*(t + 1)^3*(t - 1)^6)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 5], [1, 4], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 6], [5, 6]]

[0794] 'F`\tw'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 - q^5*t + q^4*t^2 + 2*q^4*t - 4*q^3*t^2 + 4*q^3*t - 2*q^2*t^2 - q^2*t + q*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(2*q^17*t^12 + 2*q^16*t^13 + 4*q^15*t^14 + q^19*t^9 - 7*q^18*t^10 - 6*q^17*t^11 - 12*q^16*t^12 - 5*q^15*t^13 - 33*q^14*t^14 - 18*q^13*t^15 - q^21*t^6 - 2*q^20*t^7 + 14*q^19*t^8 - 4*q^18*t^9 - 10*q^17*t^10 + 28*q^16*t^11 + 97*q^15*t^12 + 11*q^14*t^13 + 61*q^13*t^14 + 114*q^12*t^15 + 27*q^11*t^16 + q^10*t^17 - 2*q^20*t^6 + 28*q^19*t^7 + 19*q^18*t^8 - 63*q^17*t^9 + 13*q^16*t^10 + 143*q^15*t^11 - 209*q^14*t^12 - 282*q^13*t^13 - 10*q^12*t^14 - 179*q^11*t^15 - 150*q^10*t^16 - 27*q^9*t^17 - q^8*t^18 + 2*q^21*t^4 - 11*q^20*t^5 - 45*q^19*t^6 + 8*q^18*t^7 - 146*q^17*t^8 - 164*q^16*t^9 + 197*q^15*t^10 - 147*q^14*t^11 - 346*q^13*t^12 + 630*q^12*t^13 + 339*q^11*t^14 - 17*q^10*t^15 + 198*q^9*t^16 + 111*q^8*t^17 + 13*q^7*t^18 + 2*q^6*t^19 + 3*q^21*t^3 + 11*q^20*t^4 - 55*q^19*t^5 + 174*q^18*t^6 + 230*q^17*t^7 - 124*q^16*t^8 + 418*q^15*t^9 + 579*q^14*t^10 - 492*q^13*t^11 + 484*q^12*t^12 + 362*q^11*t^13 - 772*q^10*t^14 - 126*q^9*t^15 + 73*q^8*t^16 - 85*q^7*t^17 - 45*q^6*t^18 - 11*q^5*t^19 + 2*q^21*t^2 + 32*q^20*t^3 - 57*q^19*t^4 + 16*q^18*t^5 + 210*q^17*t^6 - 580*q^16*t^7 - 493*q^15*t^8 + 681*q^14*t^9 - 949*q^13*t^10 - 996*q^12*t^11 + 674*q^11*t^12 - 724*q^10*t^13 - 362*q^9*t^14 + 431*q^8*t^15 - 58*q^7*t^16 - 161*q^6*t^17 + 21*q^5*t^18 + 25*q^4*t^19 - q^22 - 7*q^21*t - 3*q^20*t^2 - 49*q^19*t^3 - 163*q^18*t^4 + 191*q^17*t^5 - 157*q^16*t^6 - 734*q^15*t^7 + 1083*q^14*t^8 + 552*q^13*t^9 - 1507*q^12*t^10 + 1553*q^11*t^11 + 1041*q^10*t^12 - 675*q^9*t^13 + 706*q^8*t^14 + 407*q^7*t^15 - 164*q^6*t^16 + 147*q^5*t^17 + 89*q^4*t^18 - 21*q^3*t^19 + 8*q^20*t + 70*q^19*t^2 - 22*q^18*t^3 + 202*q^17*t^4 + 463*q^16*t^5 - 422*q^15*t^6 + 537*q^14*t^7 + 1560*q^13*t^8 - 1702*q^12*t^9 + 1702*q^10*t^11 - 1560*q^9*t^12 - 537*q^8*t^13 + 422*q^7*t^14 - 463*q^6*t^15 - 202*q^5*t^16 + 22*q^4*t^17 - 70*q^3*t^18 - 8*q^2*t^19 + 21*q^19*t - 89*q^18*t^2 - 147*q^17*t^3 + 164*q^16*t^4 - 407*q^15*t^5 - 706*q^14*t^6 + 675*q^13*t^7 - 1041*q^12*t^8 - 1553*q^11*t^9 + 1507*q^10*t^10 - 552*q^9*t^11 - 1083*q^8*t^12 + 734*q^7*t^13 + 157*q^6*t^14 - 191*q^5*t^15 + 163*q^4*t^16 + 49*q^3*t^17 + 3*q^2*t^18 + 7*q*t^19 + t^20 - 25*q^18*t - 21*q^17*t^2 + 161*q^16*t^3 + 58*q^15*t^4 - 431*q^14*t^5 + 362*q^13*t^6 + 724*q^12*t^7 - 674*q^11*t^8 + 996*q^10*t^9 + 949*q^9*t^10 - 681*q^8*t^11 + 493*q^7*t^12 + 580*q^6*t^13 - 210*q^5*t^14 - 16*q^4*t^15 + 57*q^3*t^16 - 32*q^2*t^17 - 2*q*t^18 + 11*q^17*t + 45*q^16*t^2 + 85*q^15*t^3 - 73*q^14*t^4 + 126*q^13*t^5 + 772*q^12*t^6 - 362*q^11*t^7 - 484*q^10*t^8 + 492*q^9*t^9 - 579*q^8*t^10 - 418*q^7*t^11 + 124*q^6*t^12 - 230*q^5*t^13 - 174*q^4*t^14 + 55*q^3*t^15 - 11*q^2*t^16 - 3*q*t^17 - 2*q^16*t - 13*q^15*t^2 - 111*q^14*t^3 - 198*q^13*t^4 + 17*q^12*t^5 - 339*q^11*t^6 - 630*q^10*t^7 + 346*q^9*t^8 + 147*q^8*t^9 - 197*q^7*t^10 + 164*q^6*t^11 + 146*q^5*t^12 - 8*q^4*t^13 + 45*q^3*t^14 + 11*q^2*t^15 - 2*q*t^16 + q^14*t^2 + 27*q^13*t^3 + 150*q^12*t^4 + 179*q^11*t^5 + 10*q^10*t^6 + 282*q^9*t^7 + 209*q^8*t^8 - 143*q^7*t^9 - 13*q^6*t^10 + 63*q^5*t^11 - 19*q^4*t^12 - 28*q^3*t^13 + 2*q^2*t^14 - q^12*t^3 - 27*q^11*t^4 - 114*q^10*t^5 - 61*q^9*t^6 - 11*q^8*t^7 - 97*q^7*t^8 - 28*q^6*t^9 + 10*q^5*t^10 + 4*q^4*t^11 - 14*q^3*t^12 + 2*q^2*t^13 + q*t^14 + 18*q^9*t^5 + 33*q^8*t^6 + 5*q^7*t^7 + 12*q^6*t^8 + 6*q^5*t^9 + 7*q^4*t^10 - q^3*t^11 - 4*q^7*t^6 - 2*q^6*t^7 - 2*q^5*t^8)/((q^2 - t)^3*(t^2 - q)^3*(q + t)^2*(q - t)^4*q^7*(t + 1)^2*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0795] 'F`\|w'

Zeta functions

ask[-]:

(q^5*t^2 - q^6 + q^4*t - 3*q^3*t^2 + 3*q^3*t - q^2*t^2 + t^3 - q*t)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(2*q^21*t^8 + 4*q^19*t^10 + q^24*t^4 - 6*q^22*t^6 + 3*q^21*t^7 - 6*q^20*t^8 + 3*q^19*t^9 - 36*q^18*t^10 - 11*q^17*t^11 - 7*q^16*t^12 - q^15*t^13 - q^23*t^4 - 7*q^22*t^5 - 8*q^21*t^6 - 2*q^20*t^7 + 77*q^19*t^8 - 45*q^18*t^9 + 37*q^17*t^10 + 75*q^16*t^11 + 104*q^15*t^12 + 36*q^14*t^13 - 5*q^13*t^14 - 3*q^12*t^15 + 2*q^24*t^2 + 11*q^23*t^3 + 14*q^22*t^4 - 54*q^21*t^5 + 33*q^20*t^6 + 216*q^19*t^7 - 105*q^18*t^8 - 117*q^17*t^9 - 43*q^16*t^10 - 253*q^14*t^12 - 273*q^13*t^13 - 52*q^12*t^14 + 13*q^11*t^15 + 8*q^10*t^16 - q^25 - 2*q^24*t - 9*q^23*t^2 + 15*q^22*t^3 - 71*q^21*t^4 + 62*q^20*t^5 + 93*q^19*t^6 - 432*q^18*t^7 - 511*q^17*t^8 + 129*q^16*t^9 + 528*q^15*t^10 + 56*q^14*t^11 + 38*q^13*t^12 + 495*q^12*t^13 + 276*q^11*t^14 + 77*q^10*t^15 - 13*q^9*t^16 - 4*q^8*t^17 - 14*q^23*t + 41*q^22*t^2 - 45*q^21*t^3 - 43*q^20*t^4 - 9*q^19*t^5 + 216*q^18*t^6 + 277*q^17*t^7 + 709*q^16*t^8 + 720*q^15*t^9 - 309*q^14*t^10 - 765*q^13*t^11 - 84*q^12*t^12 - 197*q^11*t^13 - 243*q^10*t^14 - 295*q^9*t^15 - 86*q^8*t^16 - 2*q^7*t^17 - 3*q^6*t^18 + 54*q^22*t + 11*q^21*t^2 - 22*q^20*t^3 + 12*q^19*t^4 + 398*q^18*t^5 - 302*q^17*t^6 - 910*q^16*t^7 - 385*q^15*t^8 - 340*q^14*t^9 - 771*q^13*t^10 + 70*q^12*t^11 + 528*q^11*t^12 + 328*q^10*t^13 - 142*q^9*t^14 + 164*q^8*t^15 + 237*q^7*t^16 + 60*q^6*t^17 + 20*q^5*t^18 - 50*q^21*t - 102*q^20*t^2 - 130*q^19*t^3 + 176*q^18*t^4 - 188*q^17*t^5 - 554*q^16*t^6 + 550*q^15*t^7 + 1004*q^14*t^8 + 86*q^13*t^9 + 86*q^12*t^10 + 1004*q^11*t^11 + 550*q^10*t^12 - 554*q^9*t^13 - 188*q^8*t^14 + 176*q^7*t^15 - 130*q^6*t^16 - 102*q^5*t^17 - 50*q^4*t^18 + 20*q^20*t + 60*q^19*t^2 + 237*q^18*t^3 + 164*q^17*t^4 - 142*q^16*t^5 + 328*q^15*t^6 + 528*q^14*t^7 + 70*q^13*t^8 - 771*q^12*t^9 - 340*q^11*t^10 - 385*q^10*t^11 - 910*q^9*t^12 - 302*q^8*t^13 + 398*q^7*t^14 + 12*q^6*t^15 - 22*q^5*t^16 + 11*q^4*t^17 + 54*q^3*t^18 - 3*q^19*t - 2*q^18*t^2 - 86*q^17*t^3 - 295*q^16*t^4 - 243*q^15*t^5 - 197*q^14*t^6 - 84*q^13*t^7 - 765*q^12*t^8 - 309*q^11*t^9 + 720*q^10*t^10 + 709*q^9*t^11 + 277*q^8*t^12 + 216*q^7*t^13 - 9*q^6*t^14 - 43*q^5*t^15 - 45*q^4*t^16 + 41*q^3*t^17 - 14*q^2*t^18 - 4*q^17*t^2 - 13*q^16*t^3 + 77*q^15*t^4 + 276*q^14*t^5 + 495*q^13*t^6 + 38*q^12*t^7 + 56*q^11*t^8 + 528*q^10*t^9 + 129*q^9*t^10 - 511*q^8*t^11 - 432*q^7*t^12 + 93*q^6*t^13 + 62*q^5*t^14 - 71*q^4*t^15 + 15*q^3*t^16 - 9*q^2*t^17 - 2*q*t^18 - t^19 + 8*q^15*t^3 + 13*q^14*t^4 - 52*q^13*t^5 - 273*q^12*t^6 - 253*q^11*t^7 - 43*q^9*t^9 - 117*q^8*t^10 - 105*q^7*t^11 + 216*q^6*t^12 + 33*q^5*t^13 - 54*q^4*t^14 + 14*q^3*t^15 + 11*q^2*t^16 + 2*q*t^17 - 3*q^13*t^4 - 5*q^12*t^5 + 36*q^11*t^6 + 104*q^10*t^7 + 75*q^9*t^8 + 37*q^8*t^9 - 45*q^7*t^10 + 77*q^6*t^11 - 2*q^5*t^12 - 8*q^4*t^13 - 7*q^3*t^14 - q^2*t^15 - q^10*t^6 - 7*q^9*t^7 - 11*q^8*t^8 - 36*q^7*t^9 + 3*q^6*t^10 - 6*q^5*t^11 + 3*q^4*t^12 - 6*q^3*t^13 + q*t^15 + 4*q^6*t^9 + 2*q^4*t^11)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 6], [1, 4], [1, 5], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0796] 'F`]rw'

Zeta functions

ask[-]:

(q^11*t^2 - q^12 + q^10*t^2 - 4*q^9*t^3 + 2*q^10*t - q^9*t^2 - q^8*t^3 + 3*q^7*t^4 + q^6*t^5 + 6*q^9*t - 11*q^8*t^2 + 10*q^7*t^3 + 3*q^6*t^4 - 4*q^5*t^5 + q^8*t - 11*q^7*t^2 + 10*q^6*t^3 - 11*q^5*t^4 + q^4*t^5 - 4*q^7*t + 3*q^6*t^2 + 10*q^5*t^3 - 11*q^4*t^4 + 6*q^3*t^5 + q^6*t + 3*q^5*t^2 - q^4*t^3 - q^3*t^4 + 2*q^2*t^5 - 4*q^3*t^3 + q^2*t^4 - t^6 + q*t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(5*q^24*t^8 - 3*q^23*t^9 + 8*q^22*t^10 - 4*q^21*t^11 + q^27*t^4 - 12*q^25*t^6 + 9*q^24*t^7 - 21*q^23*t^8 + 48*q^22*t^9 - 87*q^21*t^10 - 17*q^20*t^11 - 4*q^19*t^12 + 19*q^18*t^13 - 2*q^16*t^15 + 2*q^26*t^4 - 13*q^25*t^5 + 3*q^24*t^6 - 59*q^23*t^7 + 185*q^22*t^8 - 206*q^21*t^9 + 157*q^20*t^10 + 106*q^19*t^11 + 166*q^18*t^12 + 10*q^17*t^13 - 24*q^16*t^14 - 8*q^15*t^15 - q^13*t^17 + 2*q^27*t^2 + 14*q^26*t^3 + 19*q^25*t^4 - 40*q^24*t^5 + q^23*t^6 + 437*q^22*t^7 - 326*q^21*t^8 + 138*q^20*t^9 - 299*q^19*t^10 + 27*q^18*t^11 - 319*q^17*t^12 - 420*q^16*t^13 - 97*q^15*t^14 - 44*q^14*t^15 + 17*q^13*t^16 + 29*q^12*t^17 + 3*q^11*t^18 - q^28 - 2*q^27*t - 15*q^26*t^2 + 24*q^25*t^3 - 116*q^24*t^4 + 45*q^23*t^5 + 122*q^22*t^6 - 681*q^21*t^7 - 340*q^20*t^8 - 541*q^19*t^9 + 866*q^18*t^10 + 379*q^17*t^11 - 169*q^16*t^12 + 736*q^15*t^13 + 447*q^14*t^14 + 605*q^13*t^15 + 101*q^12*t^16 - 103*q^11*t^17 - 22*q^10*t^18 - 9*q^9*t^19 - 21*q^26*t + 65*q^25*t^2 - 112*q^24*t^3 + 72*q^23*t^4 - 204*q^22*t^5 + 375*q^21*t^6 + 537*q^20*t^7 + 403*q^19*t^8 + 1805*q^18*t^9 + 405*q^17*t^10 - 1373*q^16*t^11 - 97*q^15*t^12 - 757*q^14*t^13 + 48*q^13*t^14 - 1340*q^12*t^15 - 710*q^11*t^16 - 6*q^10*t^17 + 2*q^9*t^18 + 52*q^8*t^19 - 2*q^7*t^20 + 79*q^25*t - 30*q^24*t^2 + 205*q^23*t^3 - 240*q^22*t^4 + 985*q^21*t^5 - 315*q^20*t^6 - 1319*q^19*t^7 - 479*q^18*t^8 - 1219*q^17*t^9 - 2097*q^16*t^10 - 456*q^15*t^11 + 3*q^14*t^12 + 2010*q^13*t^13 - 556*q^12*t^14 + 861*q^11*t^15 + 1136*q^10*t^16 + 397*q^9*t^17 + 264*q^8*t^18 - 102*q^7*t^19 + 15*q^6*t^20 - 87*q^24*t - 30*q^23*t^2 - 566*q^22*t^3 + 369*q^21*t^4 - 882*q^20*t^5 - 794*q^19*t^6 + 444*q^18*t^7 + 1220*q^17*t^8 + 1947*q^16*t^9 + 798*q^15*t^10 + 1453*q^14*t^11 + 2571*q^13*t^12 - 1301*q^12*t^13 - 442*q^11*t^14 - 508*q^10*t^15 - 714*q^9*t^16 - 256*q^8*t^17 - 652*q^7*t^18 + 53*q^6*t^19 - 49*q^5*t^20 + 49*q^23*t - 53*q^22*t^2 + 652*q^21*t^3 + 256*q^20*t^4 + 714*q^19*t^5 + 508*q^18*t^6 + 442*q^17*t^7 + 1301*q^16*t^8 - 2571*q^15*t^9 - 1453*q^14*t^10 - 798*q^13*t^11 - 1947*q^12*t^12 - 1220*q^11*t^13 - 444*q^10*t^14 + 794*q^9*t^15 + 882*q^8*t^16 - 369*q^7*t^17 + 566*q^6*t^18 + 30*q^5*t^19 + 87*q^4*t^20 - 15*q^22*t + 102*q^21*t^2 - 264*q^20*t^3 - 397*q^19*t^4 - 1136*q^18*t^5 - 861*q^17*t^6 + 556*q^16*t^7 - 2010*q^15*t^8 - 3*q^14*t^9 + 456*q^13*t^10 + 2097*q^12*t^11 + 1219*q^11*t^12 + 479*q^10*t^13 + 1319*q^9*t^14 + 315*q^8*t^15 - 985*q^7*t^16 + 240*q^6*t^17 - 205*q^5*t^18 + 30*q^4*t^19 - 79*q^3*t^20 + 2*q^21*t - 52*q^20*t^2 - 2*q^19*t^3 + 6*q^18*t^4 + 710*q^17*t^5 + 1340*q^16*t^6 - 48*q^15*t^7 + 757*q^14*t^8 + 97*q^13*t^9 + 1373*q^12*t^10 - 405*q^11*t^11 - 1805*q^10*t^12 - 403*q^9*t^13 - 537*q^8*t^14 - 375*q^7*t^15 + 204*q^6*t^16 - 72*q^5*t^17 + 112*q^4*t^18 - 65*q^3*t^19 + 21*q^2*t^20 + 9*q^19*t^2 + 22*q^18*t^3 + 103*q^17*t^4 - 101*q^16*t^5 - 605*q^15*t^6 - 447*q^14*t^7 - 736*q^13*t^8 + 169*q^12*t^9 - 379*q^11*t^10 - 866*q^10*t^11 + 541*q^9*t^12 + 340*q^8*t^13 + 681*q^7*t^14 - 122*q^6*t^15 - 45*q^5*t^16 + 116*q^4*t^17 - 24*q^3*t^18 + 15*q^2*t^19 + 2*q*t^20 + t^21 - 3*q^17*t^3 - 29*q^16*t^4 - 17*q^15*t^5 + 44*q^14*t^6 + 97*q^13*t^7 + 420*q^12*t^8 + 319*q^11*t^9 - 27*q^10*t^10 + 299*q^9*t^11 - 138*q^8*t^12 + 326*q^7*t^13 - 437*q^6*t^14 - q^5*t^15 + 40*q^4*t^16 - 19*q^3*t^17 - 14*q^2*t^18 - 2*q*t^19 + q^15*t^4 + 8*q^13*t^6 + 24*q^12*t^7 - 10*q^11*t^8 - 166*q^10*t^9 - 106*q^9*t^10 - 157*q^8*t^11 + 206*q^7*t^12 - 185*q^6*t^13 + 59*q^5*t^14 - 3*q^4*t^15 + 13*q^3*t^16 - 2*q^2*t^17 + 2*q^12*t^6 - 19*q^10*t^8 + 4*q^9*t^9 + 17*q^8*t^10 + 87*q^7*t^11 - 48*q^6*t^12 + 21*q^5*t^13 - 9*q^4*t^14 + 12*q^3*t^15 - q*t^17 + 4*q^7*t^10 - 8*q^6*t^11 + 3*q^5*t^12 - 5*q^4*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0797] 'F`]vw'

Zeta functions

ask[-]:

(q^12 + q^11*t - q^10*t - 5*q^9*t^2 - 7*q^9*t + 4*q^8*t^2 + 4*q^7*t^3 + q^6*t^4 - q^8*t + 15*q^7*t^2 - 4*q^5*t^4 + 4*q^7*t - 15*q^5*t^3 + q^4*t^4 - q^6*t - 4*q^5*t^2 - 4*q^4*t^3 + 7*q^3*t^4 + 5*q^3*t^3 + q^2*t^4 - q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^37*t^2 - 6*q^35*t^4 + 3*q^34*t^5 - 3*q^33*t^6 + q^32*t^7 + q^38 + 6*q^36*t^2 - 2*q^35*t^3 + 12*q^34*t^4 - 42*q^33*t^5 + 37*q^32*t^6 + 14*q^31*t^7 + 4*q^30*t^8 - 6*q^29*t^9 + 19*q^36*t - 31*q^35*t^2 - 25*q^34*t^3 - 50*q^33*t^4 + 213*q^32*t^5 - 76*q^31*t^6 - 40*q^30*t^7 - 36*q^29*t^8 + 2*q^28*t^9 - 3*q^27*t^10 - q^26*t^11 - 54*q^35*t + 17*q^34*t^2 - 31*q^33*t^3 + 206*q^32*t^4 - 339*q^31*t^5 + 203*q^30*t^6 - 168*q^29*t^7 - 40*q^28*t^8 + 20*q^27*t^9 + 16*q^26*t^10 + 40*q^25*t^11 + 2*q^24*t^12 + 40*q^34*t - 90*q^33*t^2 + 277*q^32*t^3 - 119*q^31*t^4 + 461*q^30*t^5 - 933*q^29*t^6 + 399*q^28*t^7 + 277*q^27*t^8 + 181*q^26*t^9 + 107*q^25*t^10 - 165*q^24*t^11 + 14*q^23*t^12 - 5*q^22*t^13 - 12*q^33*t + 290*q^32*t^2 - 272*q^31*t^3 + 129*q^30*t^4 - 1150*q^29*t^5 + 1432*q^28*t^6 - 491*q^27*t^7 + 244*q^26*t^8 - 227*q^25*t^9 - 430*q^24*t^10 + 286*q^23*t^11 - 196*q^22*t^12 + 18*q^21*t^13 - 13*q^20*t^14 + q^32*t - 307*q^31*t^2 + 264*q^30*t^3 - 797*q^29*t^4 + 1168*q^28*t^5 - 1422*q^27*t^6 + 1769*q^26*t^7 - 844*q^25*t^8 - 339*q^24*t^9 + 209*q^23*t^10 - 708*q^22*t^11 + 621*q^21*t^12 - 90*q^20*t^13 + 84*q^19*t^14 - q^18*t^15 + 164*q^30*t^2 - 462*q^29*t^3 + 922*q^28*t^4 - 884*q^27*t^5 + 2360*q^26*t^6 - 2422*q^25*t^7 + 765*q^24*t^8 - 298*q^23*t^9 - 136*q^22*t^10 + 1567*q^21*t^11 - 922*q^20*t^12 + 525*q^19*t^13 - 225*q^18*t^14 + 30*q^17*t^15 - 49*q^29*t^2 + 419*q^28*t^3 - 665*q^27*t^4 + 1336*q^26*t^5 - 2285*q^25*t^6 + 2193*q^24*t^7 - 2127*q^23*t^8 + 894*q^22*t^9 + 925*q^21*t^10 - 1496*q^20*t^11 + 1472*q^19*t^12 - 1322*q^18*t^13 + 439*q^17*t^14 - 168*q^16*t^15 + 18*q^15*t^16 + 7*q^28*t^2 - 180*q^27*t^3 + 553*q^26*t^4 - 1226*q^25*t^5 + 1806*q^24*t^6 - 2878*q^23*t^7 + 2300*q^22*t^8 - 844*q^21*t^9 - 132*q^20*t^10 + 1556*q^19*t^11 - 2373*q^18*t^12 + 1784*q^17*t^13 - 988*q^16*t^14 + 425*q^15*t^15 - 125*q^14*t^16 + 3*q^13*t^17 + 37*q^26*t^3 - 361*q^25*t^4 + 754*q^24*t^5 - 1646*q^23*t^6 + 2365*q^22*t^7 - 2107*q^21*t^8 + 2060*q^20*t^9 - 2060*q^18*t^11 + 2107*q^17*t^12 - 2365*q^16*t^13 + 1646*q^15*t^14 - 754*q^14*t^15 + 361*q^13*t^16 - 37*q^12*t^17 - 3*q^25*t^3 + 125*q^24*t^4 - 425*q^23*t^5 + 988*q^22*t^6 - 1784*q^21*t^7 + 2373*q^20*t^8 - 1556*q^19*t^9 + 132*q^18*t^10 + 844*q^17*t^11 - 2300*q^16*t^12 + 2878*q^15*t^13 - 1806*q^14*t^14 + 1226*q^13*t^15 - 553*q^12*t^16 + 180*q^11*t^17 - 7*q^10*t^18 - 18*q^23*t^4 + 168*q^22*t^5 - 439*q^21*t^6 + 1322*q^20*t^7 - 1472*q^19*t^8 + 1496*q^18*t^9 - 925*q^17*t^10 - 894*q^16*t^11 + 2127*q^15*t^12 - 2193*q^14*t^13 + 2285*q^13*t^14 - 1336*q^12*t^15 + 665*q^11*t^16 - 419*q^10*t^17 + 49*q^9*t^18 - 30*q^21*t^5 + 225*q^20*t^6 - 525*q^19*t^7 + 922*q^18*t^8 - 1567*q^17*t^9 + 136*q^16*t^10 + 298*q^15*t^11 - 765*q^14*t^12 + 2422*q^13*t^13 - 2360*q^12*t^14 + 884*q^11*t^15 - 922*q^10*t^16 + 462*q^9*t^17 - 164*q^8*t^18 + q^20*t^5 - 84*q^19*t^6 + 90*q^18*t^7 - 621*q^17*t^8 + 708*q^16*t^9 - 209*q^15*t^10 + 339*q^14*t^11 + 844*q^13*t^12 - 1769*q^12*t^13 + 1422*q^11*t^14 - 1168*q^10*t^15 + 797*q^9*t^16 - 264*q^8*t^17 + 307*q^7*t^18 - q^6*t^19 + 13*q^18*t^6 - 18*q^17*t^7 + 196*q^16*t^8 - 286*q^15*t^9 + 430*q^14*t^10 + 227*q^13*t^11 - 244*q^12*t^12 + 491*q^11*t^13 - 1432*q^10*t^14 + 1150*q^9*t^15 - 129*q^8*t^16 + 272*q^7*t^17 - 290*q^6*t^18 + 12*q^5*t^19 + 5*q^16*t^7 - 14*q^15*t^8 + 165*q^14*t^9 - 107*q^13*t^10 - 181*q^12*t^11 - 277*q^11*t^12 - 399*q^10*t^13 + 933*q^9*t^14 - 461*q^8*t^15 + 119*q^7*t^16 - 277*q^6*t^17 + 90*q^5*t^18 - 40*q^4*t^19 - 2*q^14*t^8 - 40*q^13*t^9 - 16*q^12*t^10 - 20*q^11*t^11 + 40*q^10*t^12 + 168*q^9*t^13 - 203*q^8*t^14 + 339*q^7*t^15 - 206*q^6*t^16 + 31*q^5*t^17 - 17*q^4*t^18 + 54*q^3*t^19 + q^12*t^9 + 3*q^11*t^10 - 2*q^10*t^11 + 36*q^9*t^12 + 40*q^8*t^13 + 76*q^7*t^14 - 213*q^6*t^15 + 50*q^5*t^16 + 25*q^4*t^17 + 31*q^3*t^18 - 19*q^2*t^19 + 6*q^9*t^11 - 4*q^8*t^12 - 14*q^7*t^13 - 37*q^6*t^14 + 42*q^5*t^15 - 12*q^4*t^16 + 2*q^3*t^17 - 6*q^2*t^18 - t^20 - q^6*t^13 + 3*q^5*t^14 - 3*q^4*t^15 + 6*q^3*t^16 - q*t^18)/((q^5 - t^2)*(q^3 - t^2)^2*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0798] 'F`]~_'

Zeta functions

ask[-]:

(q^12 + q^11*t - 7*q^9*t^2 + q^8*t^3 - 8*q^9*t + 6*q^8*t^2 + 3*q^7*t^3 + q^6*t^4 - 2*q^8*t + 16*q^7*t^2 + q^6*t^3 - 5*q^5*t^4 + 5*q^7*t - q^6*t^2 - 16*q^5*t^3 + 2*q^4*t^4 - q^6*t - 3*q^5*t^2 - 6*q^4*t^3 + 8*q^3*t^4 - q^4*t^2 + 7*q^3*t^3 - q*t^4 - t^5)/((q^2 - t)^2*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^24*t^2 - 8*q^22*t^4 + 5*q^21*t^5 - 3*q^20*t^6 + q^19*t^7 + q^25 + 8*q^23*t^2 - 6*q^22*t^3 + 18*q^21*t^4 - 62*q^20*t^5 + 52*q^19*t^6 + 26*q^18*t^7 + q^17*t^8 - 10*q^16*t^9 + 25*q^23*t - 39*q^22*t^2 - 14*q^21*t^3 - 75*q^20*t^4 + 303*q^19*t^5 - 91*q^18*t^6 - 110*q^17*t^7 - 76*q^16*t^8 + 5*q^15*t^9 + 9*q^14*t^10 - q^13*t^11 - 79*q^22*t + 15*q^21*t^2 - 54*q^20*t^3 + 331*q^19*t^4 - 495*q^18*t^5 - 7*q^17*t^6 - 44*q^16*t^7 + 160*q^15*t^8 + 100*q^14*t^9 - 10*q^13*t^10 + 60*q^12*t^11 + 3*q^11*t^12 + 83*q^21*t - 27*q^20*t^2 + 358*q^19*t^3 - 316*q^18*t^4 + 432*q^17*t^5 - 341*q^16*t^6 + 292*q^15*t^7 + 199*q^14*t^8 + 7*q^13*t^9 + 83*q^12*t^10 - 298*q^11*t^11 - 36*q^10*t^12 - 16*q^9*t^13 - 47*q^20*t + 167*q^19*t^2 - 358*q^18*t^3 - 44*q^17*t^4 - 981*q^16*t^5 + 701*q^15*t^6 + 332*q^14*t^7 - 288*q^13*t^8 - 524*q^12*t^9 - 676*q^11*t^10 + 504*q^10*t^11 + 94*q^9*t^12 + 90*q^8*t^13 - 2*q^7*t^14 + 15*q^19*t - 194*q^18*t^2 + 28*q^17*t^3 - 206*q^16*t^4 + 1391*q^15*t^5 + 176*q^14*t^6 - 538*q^13*t^7 - 538*q^12*t^8 + 176*q^11*t^9 + 1391*q^10*t^10 - 206*q^9*t^11 + 28*q^8*t^12 - 194*q^7*t^13 + 15*q^6*t^14 - 2*q^18*t + 90*q^17*t^2 + 94*q^16*t^3 + 504*q^15*t^4 - 676*q^14*t^5 - 524*q^13*t^6 - 288*q^12*t^7 + 332*q^11*t^8 + 701*q^10*t^9 - 981*q^9*t^10 - 44*q^8*t^11 - 358*q^7*t^12 + 167*q^6*t^13 - 47*q^5*t^14 - 16*q^16*t^2 - 36*q^15*t^3 - 298*q^14*t^4 + 83*q^13*t^5 + 7*q^12*t^6 + 199*q^11*t^7 + 292*q^10*t^8 - 341*q^9*t^9 + 432*q^8*t^10 - 316*q^7*t^11 + 358*q^6*t^12 - 27*q^5*t^13 + 83*q^4*t^14 + 3*q^14*t^3 + 60*q^13*t^4 - 10*q^12*t^5 + 100*q^11*t^6 + 160*q^10*t^7 - 44*q^9*t^8 - 7*q^8*t^9 - 495*q^7*t^10 + 331*q^6*t^11 - 54*q^5*t^12 + 15*q^4*t^13 - 79*q^3*t^14 - q^12*t^4 + 9*q^11*t^5 + 5*q^10*t^6 - 76*q^9*t^7 - 110*q^8*t^8 - 91*q^7*t^9 + 303*q^6*t^10 - 75*q^5*t^11 - 14*q^4*t^12 - 39*q^3*t^13 + 25*q^2*t^14 - 10*q^9*t^6 + q^8*t^7 + 26*q^7*t^8 + 52*q^6*t^9 - 62*q^5*t^10 + 18*q^4*t^11 - 6*q^3*t^12 + 8*q^2*t^13 + t^15 + q^6*t^8 - 3*q^5*t^9 + 5*q^4*t^10 - 8*q^3*t^11 + q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5]]

[0799] 'F`]~w'

Zeta functions

ask[-]:

(q^6 + q^5*t - 4*q^3*t + q*t + t^2)*(q^2 - t)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^31*t^2 - 3*q^29*t^4 - 2*q^27*t^6 + q^32 + 3*q^30*t^2 + q^29*t^3 + 4*q^28*t^4 - 6*q^27*t^5 + 8*q^26*t^6 + 5*q^25*t^7 + 13*q^30*t - 20*q^29*t^2 - 40*q^28*t^3 - 5*q^27*t^4 + 62*q^26*t^5 + 23*q^25*t^6 - 24*q^24*t^7 - 2*q^23*t^8 + q^22*t^9 - 34*q^29*t - 3*q^28*t^2 + 68*q^27*t^3 + 42*q^26*t^4 - 91*q^25*t^5 - 103*q^24*t^6 - 2*q^22*t^8 - 3*q^21*t^9 - 2*q^20*t^10 + 13*q^28*t - 11*q^27*t^2 + 50*q^26*t^3 + 107*q^25*t^4 - 17*q^24*t^5 - 31*q^23*t^6 + 31*q^22*t^7 + 17*q^21*t^8 + 6*q^20*t^9 + 14*q^19*t^10 + q^18*t^11 + 7*q^27*t + 112*q^26*t^2 - 54*q^25*t^3 - 321*q^24*t^4 - 15*q^23*t^5 + 226*q^22*t^6 + 73*q^21*t^7 + 59*q^20*t^8 + 44*q^19*t^9 - 28*q^18*t^10 - 7*q^17*t^11 - 6*q^26*t - 106*q^25*t^2 + 26*q^24*t^3 + 97*q^23*t^4 - 179*q^22*t^5 - 57*q^21*t^6 + 55*q^20*t^7 - 99*q^19*t^8 - 97*q^18*t^9 - 13*q^17*t^10 - 3*q^16*t^11 + 2*q^15*t^12 + q^25*t + 42*q^24*t^2 - 116*q^23*t^3 + 32*q^22*t^4 + 449*q^21*t^5 - 7*q^20*t^6 - 175*q^19*t^7 - 50*q^18*t^8 - 119*q^17*t^9 + 41*q^16*t^10 + 43*q^15*t^11 - 14*q^14*t^12 + q^13*t^13 - 10*q^23*t^2 + 103*q^22*t^3 - 36*q^21*t^4 - 203*q^20*t^5 + 258*q^19*t^6 + 64*q^18*t^7 - 114*q^17*t^8 + 188*q^16*t^9 - 40*q^15*t^10 - 39*q^14*t^11 + 54*q^13*t^12 - 5*q^12*t^13 + 2*q^22*t^2 - 32*q^21*t^3 + 75*q^20*t^4 + 29*q^19*t^5 - 277*q^18*t^6 - 119*q^17*t^7 + 119*q^15*t^9 + 277*q^14*t^10 - 29*q^13*t^11 - 75*q^12*t^12 + 32*q^11*t^13 - 2*q^10*t^14 + 5*q^20*t^3 - 54*q^19*t^4 + 39*q^18*t^5 + 40*q^17*t^6 - 188*q^16*t^7 + 114*q^15*t^8 - 64*q^14*t^9 - 258*q^13*t^10 + 203*q^12*t^11 + 36*q^11*t^12 - 103*q^10*t^13 + 10*q^9*t^14 - q^19*t^3 + 14*q^18*t^4 - 43*q^17*t^5 - 41*q^16*t^6 + 119*q^15*t^7 + 50*q^14*t^8 + 175*q^13*t^9 + 7*q^12*t^10 - 449*q^11*t^11 - 32*q^10*t^12 + 116*q^9*t^13 - 42*q^8*t^14 - q^7*t^15 - 2*q^17*t^4 + 3*q^16*t^5 + 13*q^15*t^6 + 97*q^14*t^7 + 99*q^13*t^8 - 55*q^12*t^9 + 57*q^11*t^10 + 179*q^10*t^11 - 97*q^9*t^12 - 26*q^8*t^13 + 106*q^7*t^14 + 6*q^6*t^15 + 7*q^15*t^5 + 28*q^14*t^6 - 44*q^13*t^7 - 59*q^12*t^8 - 73*q^11*t^9 - 226*q^10*t^10 + 15*q^9*t^11 + 321*q^8*t^12 + 54*q^7*t^13 - 112*q^6*t^14 - 7*q^5*t^15 - q^14*t^5 - 14*q^13*t^6 - 6*q^12*t^7 - 17*q^11*t^8 - 31*q^10*t^9 + 31*q^9*t^10 + 17*q^8*t^11 - 107*q^7*t^12 - 50*q^6*t^13 + 11*q^5*t^14 - 13*q^4*t^15 + 2*q^12*t^6 + 3*q^11*t^7 + 2*q^10*t^8 + 103*q^8*t^10 + 91*q^7*t^11 - 42*q^6*t^12 - 68*q^5*t^13 + 3*q^4*t^14 + 34*q^3*t^15 - q^10*t^7 + 2*q^9*t^8 + 24*q^8*t^9 - 23*q^7*t^10 - 62*q^6*t^11 + 5*q^5*t^12 + 40*q^4*t^13 + 20*q^3*t^14 - 13*q^2*t^15 - 5*q^7*t^9 - 8*q^6*t^10 + 6*q^5*t^11 - 4*q^4*t^12 - q^3*t^13 - 3*q^2*t^14 - t^16 + 2*q^5*t^10 + 3*q^3*t^12 - q*t^14)/((q^5 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 5], [0, 6], [1, 4], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0800] 'F`_zw'

Zeta functions

ask[-]:

-(2*q^6*t - 4*q^5*t^2 + q^4*t^3 + q^6 - 2*q^5*t + 3*q^4*t^2 + 2*q^3*t^3 - 7*q^4*t + 8*q^3*t^2 - 7*q^2*t^3 + 2*q^3*t + 3*q^2*t^2 - 2*q*t^3 + t^4 + q^2*t - 4*q*t^2 + 2*t^3)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(q^20*t^13 + 4*q^19*t^14 + 9*q^18*t^15 + 6*q^17*t^16 + 3*q^16*t^17 - q^21*t^11 - 5*q^20*t^12 - 8*q^19*t^13 - 16*q^18*t^14 - 61*q^17*t^15 - 77*q^16*t^16 - 64*q^15*t^17 - 18*q^14*t^18 - 3*q^13*t^19 + 3*q^21*t^10 - 7*q^20*t^11 - 39*q^19*t^12 - 33*q^18*t^13 + 69*q^17*t^14 + 202*q^16*t^15 + 312*q^15*t^16 + 381*q^14*t^17 + 206*q^13*t^18 + 65*q^12*t^19 + 13*q^11*t^20 + q^10*t^21 + q^22*t^8 + 4*q^21*t^9 + 51*q^20*t^10 + 86*q^19*t^11 + 216*q^18*t^12 + 501*q^17*t^13 + 114*q^16*t^14 - 474*q^15*t^15 - 801*q^14*t^16 - 1042*q^13*t^17 - 833*q^12*t^18 - 440*q^11*t^19 - 150*q^10*t^20 - 16*q^9*t^21 - 37*q^21*t^8 + 41*q^20*t^9 - 22*q^19*t^10 - 496*q^18*t^11 - 869*q^17*t^12 - 1470*q^16*t^13 - 1412*q^15*t^14 - 211*q^14*t^15 + 1375*q^13*t^16 + 1926*q^12*t^17 + 1764*q^11*t^18 + 1297*q^10*t^19 + 643*q^9*t^20 + 135*q^8*t^21 + 6*q^7*t^22 - 2*q^6*t^23 - 2*q^22*t^6 - 10*q^21*t^7 - 118*q^20*t^8 - 118*q^19*t^9 - 400*q^18*t^10 - 115*q^17*t^11 + 2368*q^16*t^12 + 3724*q^15*t^13 + 3500*q^14*t^14 + 3088*q^13*t^15 + 91*q^12*t^16 - 2312*q^11*t^17 - 2655*q^10*t^18 - 2155*q^9*t^19 - 1337*q^8*t^20 - 466*q^7*t^21 - 55*q^6*t^22 + 8*q^5*t^23 + 3*q^23*t^4 - 9*q^22*t^5 + 159*q^21*t^6 - 242*q^20*t^7 + 518*q^19*t^8 + 1779*q^18*t^9 + 1051*q^17*t^10 + 2351*q^16*t^11 - 629*q^15*t^12 - 6768*q^14*t^13 - 7543*q^13*t^14 - 6345*q^12*t^15 - 4093*q^11*t^16 - 141*q^10*t^17 + 2460*q^9*t^18 + 2687*q^8*t^19 + 1637*q^7*t^20 + 715*q^6*t^21 + 181*q^5*t^22 - 7*q^4*t^23 + q^23*t^3 - 60*q^22*t^4 + 177*q^21*t^5 - 265*q^20*t^6 + 142*q^19*t^7 + 468*q^18*t^8 - 4228*q^17*t^9 - 5969*q^16*t^10 - 4493*q^15*t^11 - 3952*q^14*t^12 + 2705*q^13*t^13 + 10889*q^12*t^14 + 10886*q^11*t^15 + 7378*q^10*t^16 + 3767*q^9*t^17 + 351*q^8*t^18 - 2207*q^7*t^19 - 1634*q^6*t^20 - 545*q^5*t^21 - 238*q^4*t^22 - 17*q^3*t^23 + 6*q^23*t^2 - 21*q^22*t^3 + 111*q^21*t^4 - 101*q^20*t^5 - 1121*q^19*t^6 - 538*q^18*t^7 - 626*q^17*t^8 + 1501*q^16*t^9 + 11025*q^15*t^10 + 12902*q^14*t^11 + 7603*q^13*t^12 + 3906*q^12*t^13 - 4052*q^11*t^14 - 11972*q^10*t^15 - 11168*q^9*t^16 - 5182*q^8*t^17 - 2313*q^7*t^18 + 60*q^6*t^19 + 1228*q^5*t^20 + 420*q^4*t^21 + 87*q^3*t^22 + 39*q^2*t^23 + q^23*t - 19*q^22*t^2 - 103*q^21*t^3 + 206*q^20*t^4 - 223*q^19*t^5 + 2121*q^18*t^6 + 5156*q^17*t^7 + 1740*q^16*t^8 + 327*q^15*t^9 - 5626*q^14*t^10 - 17251*q^13*t^11 - 17815*q^12*t^12 - 8322*q^11*t^13 - 1980*q^10*t^14 + 3476*q^9*t^15 + 9526*q^8*t^16 + 7334*q^7*t^17 + 1608*q^6*t^18 + 582*q^5*t^19 - 56*q^4*t^20 - 401*q^3*t^21 - 14*q*t^23 - t^24 + q^23 + 14*q^22*t + 401*q^20*t^3 + 56*q^19*t^4 - 582*q^18*t^5 - 1608*q^17*t^6 - 7334*q^16*t^7 - 9526*q^15*t^8 - 3476*q^14*t^9 + 1980*q^13*t^10 + 8322*q^12*t^11 + 17815*q^11*t^12 + 17251*q^10*t^13 + 5626*q^9*t^14 - 327*q^8*t^15 - 1740*q^7*t^16 - 5156*q^6*t^17 - 2121*q^5*t^18 + 223*q^4*t^19 - 206*q^3*t^20 + 103*q^2*t^21 + 19*q*t^22 - t^23 - 39*q^21*t - 87*q^20*t^2 - 420*q^19*t^3 - 1228*q^18*t^4 - 60*q^17*t^5 + 2313*q^16*t^6 + 5182*q^15*t^7 + 11168*q^14*t^8 + 11972*q^13*t^9 + 4052*q^12*t^10 - 3906*q^11*t^11 - 7603*q^10*t^12 - 12902*q^9*t^13 - 11025*q^8*t^14 - 1501*q^7*t^15 + 626*q^6*t^16 + 538*q^5*t^17 + 1121*q^4*t^18 + 101*q^3*t^19 - 111*q^2*t^20 + 21*q*t^21 - 6*t^22 + 17*q^20*t + 238*q^19*t^2 + 545*q^18*t^3 + 1634*q^17*t^4 + 2207*q^16*t^5 - 351*q^15*t^6 - 3767*q^14*t^7 - 7378*q^13*t^8 - 10886*q^12*t^9 - 10889*q^11*t^10 - 2705*q^10*t^11 + 3952*q^9*t^12 + 4493*q^8*t^13 + 5969*q^7*t^14 + 4228*q^6*t^15 - 468*q^5*t^16 - 142*q^4*t^17 + 265*q^3*t^18 - 177*q^2*t^19 + 60*q*t^20 - t^21 + 7*q^19*t - 181*q^18*t^2 - 715*q^17*t^3 - 1637*q^16*t^4 - 2687*q^15*t^5 - 2460*q^14*t^6 + 141*q^13*t^7 + 4093*q^12*t^8 + 6345*q^11*t^9 + 7543*q^10*t^10 + 6768*q^9*t^11 + 629*q^8*t^12 - 2351*q^7*t^13 - 1051*q^6*t^14 - 1779*q^5*t^15 - 518*q^4*t^16 + 242*q^3*t^17 - 159*q^2*t^18 + 9*q*t^19 - 3*t^20 - 8*q^18*t + 55*q^17*t^2 + 466*q^16*t^3 + 1337*q^15*t^4 + 2155*q^14*t^5 + 2655*q^13*t^6 + 2312*q^12*t^7 - 91*q^11*t^8 - 3088*q^10*t^9 - 3500*q^9*t^10 - 3724*q^8*t^11 - 2368*q^7*t^12 + 115*q^6*t^13 + 400*q^5*t^14 + 118*q^4*t^15 + 118*q^3*t^16 + 10*q^2*t^17 + 2*q*t^18 + 2*q^17*t - 6*q^16*t^2 - 135*q^15*t^3 - 643*q^14*t^4 - 1297*q^13*t^5 - 1764*q^12*t^6 - 1926*q^11*t^7 - 1375*q^10*t^8 + 211*q^9*t^9 + 1412*q^8*t^10 + 1470*q^7*t^11 + 869*q^6*t^12 + 496*q^5*t^13 + 22*q^4*t^14 - 41*q^3*t^15 + 37*q^2*t^16 + 16*q^14*t^3 + 150*q^13*t^4 + 440*q^12*t^5 + 833*q^11*t^6 + 1042*q^10*t^7 + 801*q^9*t^8 + 474*q^8*t^9 - 114*q^7*t^10 - 501*q^6*t^11 - 216*q^5*t^12 - 86*q^4*t^13 - 51*q^3*t^14 - 4*q^2*t^15 - q*t^16 - q^13*t^3 - 13*q^12*t^4 - 65*q^11*t^5 - 206*q^10*t^6 - 381*q^9*t^7 - 312*q^8*t^8 - 202*q^7*t^9 - 69*q^6*t^10 + 33*q^5*t^11 + 39*q^4*t^12 + 7*q^3*t^13 - 3*q^2*t^14 + 3*q^10*t^5 + 18*q^9*t^6 + 64*q^8*t^7 + 77*q^7*t^8 + 61*q^6*t^9 + 16*q^5*t^10 + 8*q^4*t^11 + 5*q^3*t^12 + q^2*t^13 - 3*q^7*t^7 - 6*q^6*t^8 - 9*q^5*t^9 - 4*q^4*t^10 - q^3*t^11)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0801] 'F`nrw'

Zeta functions

ask[-]:

(q^8 + q^7*t - 2*q^5*t^2 - 5*q^5*t + q^4*t^2 - q^4*t + 5*q^3*t^2 + 2*q^3*t - q*t^2 - t^3)/((q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(q^24*t^2 - 5*q^22*t^4 + 2*q^21*t^5 - 2*q^20*t^6 + q^25 + 5*q^23*t^2 - 2*q^22*t^3 + 7*q^21*t^4 - 23*q^20*t^5 + 27*q^19*t^6 + 14*q^18*t^7 + 2*q^17*t^8 - 3*q^16*t^9 + 18*q^23*t - 29*q^22*t^2 - 37*q^21*t^3 - 28*q^20*t^4 + 136*q^19*t^5 - 13*q^18*t^6 - 62*q^17*t^7 - 45*q^16*t^8 - 7*q^15*t^9 + 3*q^14*t^10 - 54*q^22*t - 5*q^21*t^2 + 47*q^20*t^3 + 185*q^19*t^4 - 155*q^18*t^5 - 139*q^17*t^6 - 70*q^16*t^7 + 49*q^15*t^8 + 87*q^14*t^9 + 16*q^13*t^10 + 19*q^12*t^11 + 46*q^21*t + 34*q^20*t^2 + 147*q^19*t^3 - 102*q^18*t^4 - 83*q^17*t^5 - 68*q^16*t^6 + 297*q^15*t^7 + 307*q^14*t^8 + 6*q^13*t^9 - 28*q^12*t^10 - 115*q^11*t^11 - 17*q^10*t^12 - 4*q^9*t^13 - 18*q^20*t + 43*q^19*t^2 - 167*q^18*t^3 - 272*q^17*t^4 - 249*q^16*t^5 + 340*q^15*t^6 + 183*q^14*t^7 - 391*q^13*t^8 - 488*q^12*t^9 - 277*q^11*t^10 + 170*q^10*t^11 + 65*q^9*t^12 + 29*q^8*t^13 + 3*q^19*t - 69*q^18*t^2 - 21*q^17*t^3 + 106*q^16*t^4 + 657*q^15*t^5 + 325*q^14*t^6 - 329*q^13*t^7 - 329*q^12*t^8 + 325*q^11*t^9 + 657*q^10*t^10 + 106*q^9*t^11 - 21*q^8*t^12 - 69*q^7*t^13 + 3*q^6*t^14 + 29*q^17*t^2 + 65*q^16*t^3 + 170*q^15*t^4 - 277*q^14*t^5 - 488*q^13*t^6 - 391*q^12*t^7 + 183*q^11*t^8 + 340*q^10*t^9 - 249*q^9*t^10 - 272*q^8*t^11 - 167*q^7*t^12 + 43*q^6*t^13 - 18*q^5*t^14 - 4*q^16*t^2 - 17*q^15*t^3 - 115*q^14*t^4 - 28*q^13*t^5 + 6*q^12*t^6 + 307*q^11*t^7 + 297*q^10*t^8 - 68*q^9*t^9 - 83*q^8*t^10 - 102*q^7*t^11 + 147*q^6*t^12 + 34*q^5*t^13 + 46*q^4*t^14 + 19*q^13*t^4 + 16*q^12*t^5 + 87*q^11*t^6 + 49*q^10*t^7 - 70*q^9*t^8 - 139*q^8*t^9 - 155*q^7*t^10 + 185*q^6*t^11 + 47*q^5*t^12 - 5*q^4*t^13 - 54*q^3*t^14 + 3*q^11*t^5 - 7*q^10*t^6 - 45*q^9*t^7 - 62*q^8*t^8 - 13*q^7*t^9 + 136*q^6*t^10 - 28*q^5*t^11 - 37*q^4*t^12 - 29*q^3*t^13 + 18*q^2*t^14 - 3*q^9*t^6 + 2*q^8*t^7 + 14*q^7*t^8 + 27*q^6*t^9 - 23*q^5*t^10 + 7*q^4*t^11 - 2*q^3*t^12 + 5*q^2*t^13 + t^15 - 2*q^5*t^9 + 2*q^4*t^10 - 5*q^3*t^11 + q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 4], [0, 5], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0802] 'F`t|w'

Zeta functions

ask[-]:

(q^9 + q^8*t - 2*q^7*t - 5*q^6*t^2 + q^5*t^3 - 5*q^6*t + 8*q^5*t^2 + q^4*t^3 + q^5*t + 8*q^4*t^2 - 5*q^3*t^3 + q^4*t - 5*q^3*t^2 - 2*q^2*t^3 + q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^20*t^2 - 2*q^19*t^3 + 2*q^18*t^4 - 2*q^17*t^5 + q^21 - q^20*t + 4*q^19*t^2 + 3*q^18*t^3 - 20*q^17*t^4 + 3*q^16*t^5 + 5*q^15*t^6 + 3*q^14*t^7 + 20*q^19*t - 43*q^18*t^2 - 38*q^17*t^3 + 39*q^16*t^4 + 61*q^15*t^5 + 3*q^14*t^6 - 15*q^13*t^7 - 9*q^12*t^8 - 60*q^18*t + 26*q^17*t^2 + 95*q^16*t^3 + 104*q^15*t^4 - 106*q^14*t^5 - 131*q^13*t^6 - 42*q^12*t^7 + 33*q^11*t^8 + 9*q^10*t^9 + 52*q^17*t + 55*q^16*t^2 + 72*q^15*t^3 - 232*q^14*t^4 - 227*q^13*t^5 + 196*q^12*t^6 + 221*q^11*t^7 + 47*q^10*t^8 - 10*q^9*t^9 - 6*q^8*t^10 - 20*q^16*t - 27*q^15*t^2 - 235*q^14*t^3 - 92*q^13*t^4 + 403*q^12*t^5 + 127*q^11*t^6 - 71*q^10*t^7 - 243*q^9*t^8 - 102*q^8*t^9 + 11*q^7*t^10 - 3*q^6*t^11 + 3*q^15*t - 11*q^14*t^2 + 102*q^13*t^3 + 243*q^12*t^4 + 71*q^11*t^5 - 127*q^10*t^6 - 403*q^9*t^7 + 92*q^8*t^8 + 235*q^7*t^9 + 27*q^6*t^10 + 20*q^5*t^11 + 6*q^13*t^2 + 10*q^12*t^3 - 47*q^11*t^4 - 221*q^10*t^5 - 196*q^9*t^6 + 227*q^8*t^7 + 232*q^7*t^8 - 72*q^6*t^9 - 55*q^5*t^10 - 52*q^4*t^11 - 9*q^11*t^3 - 33*q^10*t^4 + 42*q^9*t^5 + 131*q^8*t^6 + 106*q^7*t^7 - 104*q^6*t^8 - 95*q^5*t^9 - 26*q^4*t^10 + 60*q^3*t^11 + 9*q^9*t^4 + 15*q^8*t^5 - 3*q^7*t^6 - 61*q^6*t^7 - 39*q^5*t^8 + 38*q^4*t^9 + 43*q^3*t^10 - 20*q^2*t^11 - 3*q^7*t^5 - 5*q^6*t^6 - 3*q^5*t^7 + 20*q^4*t^8 - 3*q^3*t^9 - 4*q^2*t^10 + q*t^11 - t^12 + 2*q^4*t^7 - 2*q^3*t^8 + 2*q^2*t^9 - 2*q*t^10)/((q^3 - t^2)*(q^2 - t)^3*(t^2 - q)*(q + t)*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 4], [0, 6], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0803] 'F`v`w'

Zeta functions

ask[-]:

-(q^10 + 3*q^9*t - 3*q^8*t - 5*q^7*t^2 - q^6*t^3 - 7*q^7*t + 3*q^6*t^2 + 4*q^5*t^3 + 10*q^5*t^2 + 4*q^5*t + 3*q^4*t^2 - 7*q^3*t^3 - q^4*t - 5*q^3*t^2 - 3*q^2*t^3 + 3*q*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1)^2)

ask[+]:

-(3*q^26*t^2 + 2*q^24*t^4 - q^23*t^5 - 15*q^22*t^6 + 6*q^21*t^7 - 4*q^20*t^8 + q^19*t^9 + q^27 + 2*q^26*t + 14*q^25*t^2 - 20*q^24*t^3 - 79*q^23*t^4 - 10*q^22*t^5 + 195*q^21*t^6 - 4*q^20*t^7 - 30*q^19*t^8 + 8*q^18*t^9 + 31*q^17*t^10 - 12*q^16*t^11 + 19*q^25*t - 126*q^24*t^2 - 63*q^23*t^3 + 251*q^22*t^4 + 406*q^21*t^5 - 563*q^20*t^6 - 329*q^19*t^7 - 15*q^18*t^8 - 16*q^17*t^9 - 125*q^16*t^10 + 34*q^15*t^11 + 2*q^14*t^12 - 3*q^13*t^13 - 87*q^24*t + 188*q^23*t^2 + 349*q^22*t^3 + 273*q^21*t^4 - 1119*q^20*t^5 + 53*q^19*t^6 + 603*q^18*t^7 + 748*q^17*t^8 + 488*q^16*t^9 + 366*q^15*t^10 - 56*q^14*t^11 - 93*q^13*t^12 + 34*q^12*t^13 + 13*q^11*t^14 + 106*q^23*t - 84*q^22*t^2 - 178*q^21*t^3 - 1402*q^20*t^4 + 101*q^19*t^5 + 502*q^18*t^6 + 1145*q^17*t^7 - 647*q^16*t^8 - 1938*q^15*t^9 - 1652*q^14*t^10 - 283*q^13*t^11 + 477*q^12*t^12 - 39*q^11*t^13 - 56*q^10*t^14 - 12*q^9*t^15 - 66*q^22*t + 83*q^21*t^2 - 312*q^20*t^3 + 1049*q^19*t^4 + 1590*q^18*t^5 + 2149*q^17*t^6 - 1920*q^16*t^7 - 2475*q^15*t^8 + 1122*q^14*t^9 + 3639*q^13*t^10 + 2180*q^12*t^11 - 643*q^11*t^12 - 134*q^10*t^13 + 17*q^9*t^14 + 60*q^8*t^15 - 3*q^7*t^16 + 22*q^21*t - 110*q^20*t^2 + 250*q^19*t^3 - 12*q^18*t^4 - 626*q^17*t^5 - 4152*q^16*t^6 - 1936*q^15*t^7 + 2868*q^14*t^8 + 2868*q^13*t^9 - 1936*q^12*t^10 - 4152*q^11*t^11 - 626*q^10*t^12 - 12*q^9*t^13 + 250*q^8*t^14 - 110*q^7*t^15 + 22*q^6*t^16 - 3*q^20*t + 60*q^19*t^2 + 17*q^18*t^3 - 134*q^17*t^4 - 643*q^16*t^5 + 2180*q^15*t^6 + 3639*q^14*t^7 + 1122*q^13*t^8 - 2475*q^12*t^9 - 1920*q^11*t^10 + 2149*q^10*t^11 + 1590*q^9*t^12 + 1049*q^8*t^13 - 312*q^7*t^14 + 83*q^6*t^15 - 66*q^5*t^16 - 12*q^18*t^2 - 56*q^17*t^3 - 39*q^16*t^4 + 477*q^15*t^5 - 283*q^14*t^6 - 1652*q^13*t^7 - 1938*q^12*t^8 - 647*q^11*t^9 + 1145*q^10*t^10 + 502*q^9*t^11 + 101*q^8*t^12 - 1402*q^7*t^13 - 178*q^6*t^14 - 84*q^5*t^15 + 106*q^4*t^16 + 13*q^16*t^3 + 34*q^15*t^4 - 93*q^14*t^5 - 56*q^13*t^6 + 366*q^12*t^7 + 488*q^11*t^8 + 748*q^10*t^9 + 603*q^9*t^10 + 53*q^8*t^11 - 1119*q^7*t^12 + 273*q^6*t^13 + 349*q^5*t^14 + 188*q^4*t^15 - 87*q^3*t^16 - 3*q^14*t^4 + 2*q^13*t^5 + 34*q^12*t^6 - 125*q^11*t^7 - 16*q^10*t^8 - 15*q^9*t^9 - 329*q^8*t^10 - 563*q^7*t^11 + 406*q^6*t^12 + 251*q^5*t^13 - 63*q^4*t^14 - 126*q^3*t^15 + 19*q^2*t^16 - 12*q^11*t^6 + 31*q^10*t^7 + 8*q^9*t^8 - 30*q^8*t^9 - 4*q^7*t^10 + 195*q^6*t^11 - 10*q^5*t^12 - 79*q^4*t^13 - 20*q^3*t^14 + 14*q^2*t^15 + 2*q*t^16 + t^17 + q^8*t^8 - 4*q^7*t^9 + 6*q^6*t^10 - 15*q^5*t^11 - q^4*t^12 + 2*q^3*t^13 + 3*q*t^15)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 4], [0, 5], [1, 4], [1, 5], [2, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0804] 'FaG\w'

Zeta functions

ask[-]:

(2*q^6*t^2 - 2*q^5*t^3 + q^4*t^4 + 4*q^6*t - 19*q^5*t^2 + 17*q^4*t^3 - 7*q^3*t^4 + q^6 - 7*q^5*t + 25*q^4*t^2 - 17*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 17*q^3*t^2 - 25*q^2*t^3 + 7*q*t^4 - t^5 + 7*q^3*t - 17*q^2*t^2 + 19*q*t^3 - 4*t^4 - q^2*t + 2*q*t^2 - 2*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^10*t^14 + 2*q^13*t^10 - 8*q^12*t^11 + 11*q^11*t^12 - 10*q^10*t^13 + q^9*t^14 - 7*q^8*t^15 + q^6*t^17 - 2*q^14*t^8 + 17*q^13*t^9 - 68*q^12*t^10 + 138*q^11*t^11 - 135*q^10*t^12 + 54*q^9*t^13 + 26*q^8*t^14 + 11*q^7*t^15 + 5*q^6*t^16 - 4*q^5*t^17 - 9*q^14*t^7 + 95*q^13*t^8 - 364*q^12*t^9 + 765*q^11*t^10 - 935*q^10*t^11 + 601*q^9*t^12 - 42*q^8*t^13 - 209*q^7*t^14 + 16*q^6*t^15 - 10*q^5*t^16 + 2*q^4*t^17 - 40*q^14*t^6 + 301*q^13*t^7 - 1247*q^12*t^8 + 3029*q^11*t^9 - 4487*q^10*t^10 + 4077*q^9*t^11 - 2194*q^8*t^12 + 293*q^7*t^13 + 272*q^6*t^14 + 94*q^5*t^15 - 34*q^4*t^16 + 14*q^3*t^17 - 61*q^14*t^5 + 707*q^13*t^6 - 3035*q^12*t^7 + 7976*q^11*t^8 - 14052*q^10*t^9 + 16019*q^9*t^10 - 11271*q^8*t^11 + 4759*q^7*t^12 - 367*q^6*t^13 - 462*q^5*t^14 - 164*q^4*t^15 + 51*q^3*t^16 - 22*q^2*t^17 - 88*q^14*t^4 + 916*q^13*t^5 - 4973*q^12*t^6 + 14677*q^11*t^7 - 27498*q^10*t^8 + 35452*q^9*t^9 - 29172*q^8*t^10 + 12021*q^7*t^11 + 428*q^6*t^12 - 4324*q^5*t^13 + 2672*q^4*t^14 - 505*q^3*t^15 + 112*q^2*t^16 - 5*q*t^17 + t^18 - 54*q^14*t^3 + 904*q^13*t^4 - 4972*q^12*t^5 + 16883*q^11*t^6 - 35589*q^10*t^7 + 47231*q^9*t^8 - 39817*q^8*t^9 + 13826*q^7*t^10 + 12051*q^6*t^11 - 18375*q^5*t^12 + 12228*q^4*t^13 - 4804*q^3*t^14 + 899*q^2*t^15 - 131*q*t^16 + 6*t^17 - 30*q^14*t^2 + 414*q^13*t^3 - 3259*q^12*t^4 + 11805*q^11*t^5 - 27430*q^10*t^6 + 39936*q^9*t^7 - 29956*q^8*t^8 + 29956*q^6*t^10 - 39936*q^5*t^11 + 27430*q^4*t^12 - 11805*q^3*t^13 + 3259*q^2*t^14 - 414*q*t^15 + 30*t^16 - 6*q^14*t + 131*q^13*t^2 - 899*q^12*t^3 + 4804*q^11*t^4 - 12228*q^10*t^5 + 18375*q^9*t^6 - 12051*q^8*t^7 - 13826*q^7*t^8 + 39817*q^6*t^9 - 47231*q^5*t^10 + 35589*q^4*t^11 - 16883*q^3*t^12 + 4972*q^2*t^13 - 904*q*t^14 + 54*t^15 - q^14 + 5*q^13*t - 112*q^12*t^2 + 505*q^11*t^3 - 2672*q^10*t^4 + 4324*q^9*t^5 - 428*q^8*t^6 - 12021*q^7*t^7 + 29172*q^6*t^8 - 35452*q^5*t^9 + 27498*q^4*t^10 - 14677*q^3*t^11 + 4973*q^2*t^12 - 916*q*t^13 + 88*t^14 + 22*q^12*t - 51*q^11*t^2 + 164*q^10*t^3 + 462*q^9*t^4 + 367*q^8*t^5 - 4759*q^7*t^6 + 11271*q^6*t^7 - 16019*q^5*t^8 + 14052*q^4*t^9 - 7976*q^3*t^10 + 3035*q^2*t^11 - 707*q*t^12 + 61*t^13 - 14*q^11*t + 34*q^10*t^2 - 94*q^9*t^3 - 272*q^8*t^4 - 293*q^7*t^5 + 2194*q^6*t^6 - 4077*q^5*t^7 + 4487*q^4*t^8 - 3029*q^3*t^9 + 1247*q^2*t^10 - 301*q*t^11 + 40*t^12 - 2*q^10*t + 10*q^9*t^2 - 16*q^8*t^3 + 209*q^7*t^4 + 42*q^6*t^5 - 601*q^5*t^6 + 935*q^4*t^7 - 765*q^3*t^8 + 364*q^2*t^9 - 95*q*t^10 + 9*t^11 + 4*q^9*t - 5*q^8*t^2 - 11*q^7*t^3 - 26*q^6*t^4 - 54*q^5*t^5 + 135*q^4*t^6 - 138*q^3*t^7 + 68*q^2*t^8 - 17*q*t^9 + 2*t^10 - q^8*t + 7*q^6*t^3 - q^5*t^4 + 10*q^4*t^5 - 11*q^3*t^6 + 8*q^2*t^7 - 2*q*t^8 - q^4*t^4)/((q^2 - t)*(t^2 - q)*(q - t)^4*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0805] 'FaG{w'

Zeta functions

ask[-]:

ask[+]:

(q^10*t^14 + 3*q^9*t^15 + q^8*t^16 - q^11*t^12 - 5*q^10*t^13 - 3*q^9*t^14 - 20*q^8*t^15 - 16*q^7*t^16 + 3*q^11*t^11 - 2*q^10*t^12 - 20*q^9*t^13 + 56*q^8*t^14 + 43*q^7*t^15 + 78*q^6*t^16 + 2*q^5*t^17 + q^12*t^9 - 2*q^11*t^10 + 54*q^10*t^11 - 26*q^9*t^12 + 209*q^8*t^13 - 202*q^7*t^14 - 98*q^6*t^15 - 162*q^5*t^16 - 14*q^4*t^17 + 3*q^12*t^8 - 46*q^11*t^9 + 66*q^10*t^10 - 113*q^9*t^11 - 412*q^8*t^12 - 3*q^7*t^13 - 168*q^6*t^14 + 460*q^5*t^15 + 113*q^4*t^16 + 40*q^3*t^17 - 5*q^13*t^6 + 32*q^12*t^7 - 94*q^11*t^8 + 84*q^10*t^9 - 82*q^9*t^10 - 388*q^8*t^11 + 2020*q^7*t^12 - 929*q^6*t^13 + 1043*q^5*t^14 - 869*q^4*t^15 + 16*q^3*t^16 - 48*q^2*t^17 - 6*q^13*t^5 + 101*q^12*t^6 - 433*q^11*t^7 + 1240*q^10*t^8 - 1803*q^9*t^9 + 3505*q^8*t^10 - 3018*q^7*t^11 + 66*q^6*t^12 - 961*q^5*t^13 - 163*q^4*t^14 + 371*q^3*t^15 + 50*q^2*t^16 + 10*q*t^17 + t^18 - 23*q^13*t^4 + 187*q^12*t^5 - 1112*q^11*t^6 + 4107*q^10*t^7 - 9517*q^9*t^8 + 13860*q^8*t^9 - 19294*q^7*t^10 + 16831*q^6*t^11 - 9085*q^5*t^12 + 5489*q^4*t^13 - 1590*q^3*t^14 + 216*q^2*t^15 - 71*q*t^16 + 2*t^17 - 11*q^13*t^3 + 288*q^12*t^4 - 1702*q^11*t^5 + 5867*q^10*t^6 - 15974*q^9*t^7 + 28435*q^8*t^8 - 33982*q^7*t^9 + 36160*q^6*t^10 - 25845*q^5*t^11 + 12239*q^4*t^12 - 5157*q^3*t^13 + 1231*q^2*t^14 - 133*q*t^15 + 14*t^16 - 14*q^13*t^2 + 133*q^12*t^3 - 1231*q^11*t^4 + 5157*q^10*t^5 - 12239*q^9*t^6 + 25845*q^8*t^7 - 36160*q^7*t^8 + 33982*q^6*t^9 - 28435*q^5*t^10 + 15974*q^4*t^11 - 5867*q^3*t^12 + 1702*q^2*t^13 - 288*q*t^14 + 11*t^15 - 2*q^13*t + 71*q^12*t^2 - 216*q^11*t^3 + 1590*q^10*t^4 - 5489*q^9*t^5 + 9085*q^8*t^6 - 16831*q^7*t^7 + 19294*q^6*t^8 - 13860*q^5*t^9 + 9517*q^4*t^10 - 4107*q^3*t^11 + 1112*q^2*t^12 - 187*q*t^13 + 23*t^14 - q^13 - 10*q^12*t - 50*q^11*t^2 - 371*q^10*t^3 + 163*q^9*t^4 + 961*q^8*t^5 - 66*q^7*t^6 + 3018*q^6*t^7 - 3505*q^5*t^8 + 1803*q^4*t^9 - 1240*q^3*t^10 + 433*q^2*t^11 - 101*q*t^12 + 6*t^13 + 48*q^11*t - 16*q^10*t^2 + 869*q^9*t^3 - 1043*q^8*t^4 + 929*q^7*t^5 - 2020*q^6*t^6 + 388*q^5*t^7 + 82*q^4*t^8 - 84*q^3*t^9 + 94*q^2*t^10 - 32*q*t^11 + 5*t^12 - 40*q^10*t - 113*q^9*t^2 - 460*q^8*t^3 + 168*q^7*t^4 + 3*q^6*t^5 + 412*q^5*t^6 + 113*q^4*t^7 - 66*q^3*t^8 + 46*q^2*t^9 - 3*q*t^10 + 14*q^9*t + 162*q^8*t^2 + 98*q^7*t^3 + 202*q^6*t^4 - 209*q^5*t^5 + 26*q^4*t^6 - 54*q^3*t^7 + 2*q^2*t^8 - q*t^9 - 2*q^8*t - 78*q^7*t^2 - 43*q^6*t^3 - 56*q^5*t^4 + 20*q^4*t^5 + 2*q^3*t^6 - 3*q^2*t^7 + 16*q^6*t^2 + 20*q^5*t^3 + 3*q^4*t^4 + 5*q^3*t^5 + q^2*t^6 - q^5*t^2 - 3*q^4*t^3 - q^3*t^4)/((t^2 - q)*(q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 6], [1, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0806] 'FaM~w'

Zeta functions

ask[-]:

(q^7 + 2*q^6*t - 3*q^5*t - 3*q^4*t^2 - 5*q^4*t + 5*q^3*t^2 + 3*q^3*t + 3*q^2*t^2 - 2*q*t^2 - t^3)*(q^2 - t)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(q^29*t^9 + 2*q^28*t^10 + q^33*t^4 + 2*q^32*t^5 - 5*q^31*t^6 - 4*q^30*t^7 + 3*q^29*t^8 - 2*q^28*t^9 - 12*q^27*t^10 - 7*q^26*t^11 + 3*q^32*t^4 - 16*q^31*t^5 - 7*q^30*t^6 + 36*q^29*t^7 + 23*q^28*t^8 - 18*q^27*t^9 + 4*q^26*t^10 + 40*q^25*t^11 + 5*q^24*t^12 - 2*q^23*t^13 + q^22*t^14 - q^33*t^2 + 9*q^32*t^3 - 7*q^31*t^4 - 16*q^30*t^5 + 61*q^29*t^6 + 43*q^28*t^7 - 110*q^27*t^8 - 79*q^26*t^9 + 85*q^25*t^10 - 6*q^24*t^11 - 35*q^23*t^12 + 5*q^22*t^13 + q^21*t^14 - q^20*t^15 - q^34 - 4*q^33*t + 3*q^32*t^2 + 11*q^31*t^3 - 49*q^30*t^4 + 5*q^29*t^5 + 80*q^28*t^6 - 175*q^27*t^7 - 127*q^26*t^8 + 271*q^25*t^9 - 4*q^24*t^10 - 167*q^23*t^11 + 30*q^22*t^12 - 14*q^21*t^13 - 21*q^20*t^14 + 6*q^19*t^15 + 2*q^32*t + 37*q^31*t^2 - 36*q^30*t^3 - 66*q^29*t^4 + 182*q^28*t^5 - 13*q^27*t^6 - 171*q^26*t^7 + 233*q^25*t^8 + 86*q^24*t^9 - 63*q^23*t^10 + 129*q^22*t^11 - 53*q^21*t^12 + 29*q^20*t^13 + 79*q^19*t^14 - 9*q^18*t^15 - 3*q^17*t^16 + 17*q^31*t - 29*q^30*t^2 - 88*q^29*t^3 + 154*q^28*t^4 + 113*q^27*t^5 - 226*q^26*t^6 - 79*q^25*t^7 + 307*q^24*t^8 + 16*q^23*t^9 - 345*q^22*t^10 - 86*q^21*t^11 + 186*q^20*t^12 + q^19*t^13 - 55*q^18*t^14 + 7*q^17*t^15 - 2*q^16*t^16 + q^15*t^17 - 4*q^30*t - 33*q^29*t^2 - 8*q^28*t^3 + 85*q^27*t^4 - 80*q^26*t^5 - 356*q^25*t^6 + 233*q^24*t^7 + 149*q^23*t^8 - 443*q^22*t^9 + 120*q^21*t^10 - 6*q^20*t^11 - 141*q^19*t^12 + 171*q^18*t^13 - 86*q^17*t^14 - 72*q^16*t^15 + 31*q^15*t^16 - 5*q^14*t^17 + q^13*t^18 - 9*q^29*t - 13*q^28*t^2 + 152*q^27*t^3 + 72*q^26*t^4 - 288*q^25*t^5 + 112*q^24*t^6 + 269*q^23*t^7 - 66*q^22*t^8 + 124*q^21*t^9 - 215*q^20*t^10 + 180*q^19*t^11 + 364*q^18*t^12 - 312*q^17*t^13 + 16*q^16*t^14 + 87*q^15*t^15 - 65*q^14*t^16 + 21*q^13*t^17 - 3*q^12*t^18 + 6*q^28*t + 33*q^27*t^2 - 65*q^26*t^3 - 38*q^25*t^4 + 39*q^24*t^5 + 32*q^23*t^6 + 187*q^22*t^7 + 33*q^21*t^8 - 275*q^20*t^9 - 11*q^19*t^10 + 222*q^18*t^11 + 84*q^17*t^12 - 109*q^16*t^13 - 132*q^15*t^14 + 118*q^14*t^15 + 75*q^13*t^16 - 54*q^12*t^17 + 12*q^11*t^18 - q^10*t^19 - q^27*t - 13*q^26*t^2 + 35*q^25*t^3 - 157*q^24*t^4 - 37*q^23*t^5 + 189*q^22*t^6 - 177*q^21*t^7 + 21*q^20*t^8 - 275*q^19*t^9 - 120*q^18*t^10 + 624*q^17*t^11 - 392*q^16*t^12 - 221*q^15*t^13 + 379*q^14*t^14 - 171*q^13*t^15 - 17*q^12*t^16 + 130*q^11*t^17 - 34*q^10*t^18 + 3*q^9*t^19 + 3*q^25*t^2 - 34*q^24*t^3 + 130*q^23*t^4 - 17*q^22*t^5 - 171*q^21*t^6 + 379*q^20*t^7 - 221*q^19*t^8 - 392*q^18*t^9 + 624*q^17*t^10 - 120*q^16*t^11 - 275*q^15*t^12 + 21*q^14*t^13 - 177*q^13*t^14 + 189*q^12*t^15 - 37*q^11*t^16 - 157*q^10*t^17 + 35*q^9*t^18 - 13*q^8*t^19 - q^7*t^20 - q^24*t^2 + 12*q^23*t^3 - 54*q^22*t^4 + 75*q^21*t^5 + 118*q^20*t^6 - 132*q^19*t^7 - 109*q^18*t^8 + 84*q^17*t^9 + 222*q^16*t^10 - 11*q^15*t^11 - 275*q^14*t^12 + 33*q^13*t^13 + 187*q^12*t^14 + 32*q^11*t^15 + 39*q^10*t^16 - 38*q^9*t^17 - 65*q^8*t^18 + 33*q^7*t^19 + 6*q^6*t^20 - 3*q^22*t^3 + 21*q^21*t^4 - 65*q^20*t^5 + 87*q^19*t^6 + 16*q^18*t^7 - 312*q^17*t^8 + 364*q^16*t^9 + 180*q^15*t^10 - 215*q^14*t^11 + 124*q^13*t^12 - 66*q^12*t^13 + 269*q^11*t^14 + 112*q^10*t^15 - 288*q^9*t^16 + 72*q^8*t^17 + 152*q^7*t^18 - 13*q^6*t^19 - 9*q^5*t^20 + q^21*t^3 - 5*q^20*t^4 + 31*q^19*t^5 - 72*q^18*t^6 - 86*q^17*t^7 + 171*q^16*t^8 - 141*q^15*t^9 - 6*q^14*t^10 + 120*q^13*t^11 - 443*q^12*t^12 + 149*q^11*t^13 + 233*q^10*t^14 - 356*q^9*t^15 - 80*q^8*t^16 + 85*q^7*t^17 - 8*q^6*t^18 - 33*q^5*t^19 - 4*q^4*t^20 + q^19*t^4 - 2*q^18*t^5 + 7*q^17*t^6 - 55*q^16*t^7 + q^15*t^8 + 186*q^14*t^9 - 86*q^13*t^10 - 345*q^12*t^11 + 16*q^11*t^12 + 307*q^10*t^13 - 79*q^9*t^14 - 226*q^8*t^15 + 113*q^7*t^16 + 154*q^6*t^17 - 88*q^5*t^18 - 29*q^4*t^19 + 17*q^3*t^20 - 3*q^17*t^5 - 9*q^16*t^6 + 79*q^15*t^7 + 29*q^14*t^8 - 53*q^13*t^9 + 129*q^12*t^10 - 63*q^11*t^11 + 86*q^10*t^12 + 233*q^9*t^13 - 171*q^8*t^14 - 13*q^7*t^15 + 182*q^6*t^16 - 66*q^5*t^17 - 36*q^4*t^18 + 37*q^3*t^19 + 2*q^2*t^20 + 6*q^15*t^6 - 21*q^14*t^7 - 14*q^13*t^8 + 30*q^12*t^9 - 167*q^11*t^10 - 4*q^10*t^11 + 271*q^9*t^12 - 127*q^8*t^13 - 175*q^7*t^14 + 80*q^6*t^15 + 5*q^5*t^16 - 49*q^4*t^17 + 11*q^3*t^18 + 3*q^2*t^19 - 4*q*t^20 - t^21 - q^14*t^6 + q^13*t^7 + 5*q^12*t^8 - 35*q^11*t^9 - 6*q^10*t^10 + 85*q^9*t^11 - 79*q^8*t^12 - 110*q^7*t^13 + 43*q^6*t^14 + 61*q^5*t^15 - 16*q^4*t^16 - 7*q^3*t^17 + 9*q^2*t^18 - q*t^19 + q^12*t^7 - 2*q^11*t^8 + 5*q^10*t^9 + 40*q^9*t^10 + 4*q^8*t^11 - 18*q^7*t^12 + 23*q^6*t^13 + 36*q^5*t^14 - 7*q^4*t^15 - 16*q^3*t^16 + 3*q^2*t^17 - 7*q^8*t^10 - 12*q^7*t^11 - 2*q^6*t^12 + 3*q^5*t^13 - 4*q^4*t^14 - 5*q^3*t^15 + 2*q^2*t^16 + q*t^17 + 2*q^6*t^11 + q^5*t^12)/((q^5 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 5], [0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0807] 'Fagxw'

Zeta functions

ask[-]:

(2*q^7*t^4 + q^9*t - 6*q^8*t^2 + 4*q^7*t^3 - 8*q^6*t^4 - q^5*t^5 + q^9 + 3*q^7*t^2 + 11*q^6*t^3 - 2*q^5*t^4 + 5*q^4*t^5 - 9*q^7*t + 15*q^6*t^2 - 25*q^5*t^3 + 11*q^4*t^4 - 2*q^3*t^5 - 2*q^6*t + 11*q^5*t^2 - 25*q^4*t^3 + 15*q^3*t^4 - 9*q^2*t^5 + 5*q^5*t - 2*q^4*t^2 + 11*q^3*t^3 + 3*q^2*t^4 + t^6 - q^4*t - 8*q^3*t^2 + 4*q^2*t^3 - 6*q*t^4 + t^5 + 2*q^2*t^2)/((q*t - 1)*(q - t)^3*q^6*(t - 1)^3)

ask[+]:

(3*q^19*t^12 + 5*q^18*t^13 + 16*q^17*t^14 - q^16*t^15 + 2*q^15*t^16 - 3*q^14*t^17 - 5*q^20*t^10 - 10*q^19*t^11 - 22*q^18*t^12 + 23*q^17*t^13 - 130*q^16*t^14 - 82*q^15*t^15 - 45*q^14*t^16 + 18*q^13*t^17 + 11*q^12*t^18 + 5*q^21*t^8 + 8*q^20*t^9 - 54*q^19*t^10 - 91*q^18*t^11 + 175*q^17*t^12 - 29*q^16*t^13 + 254*q^15*t^14 + 432*q^14*t^15 + 437*q^13*t^16 + 112*q^12*t^17 - 87*q^11*t^18 - 20*q^10*t^19 + 2*q^9*t^20 + q^22*t^6 + q^21*t^7 + 64*q^20*t^8 + 50*q^19*t^9 + 141*q^18*t^10 + 627*q^17*t^11 + 266*q^16*t^12 - 402*q^15*t^13 - 681*q^14*t^14 - 803*q^13*t^15 - 1302*q^12*t^16 - 1057*q^11*t^17 + 60*q^10*t^18 + 130*q^9*t^19 - q^8*t^20 + 2*q^7*t^21 - 53*q^21*t^6 - 16*q^20*t^7 + 46*q^19*t^8 - 399*q^18*t^9 - 1143*q^17*t^10 - 904*q^16*t^11 - 2038*q^15*t^12 - 666*q^14*t^13 + 2024*q^13*t^14 + 1965*q^12*t^15 + 1620*q^11*t^16 + 2701*q^10*t^17 + 819*q^9*t^18 - 218*q^8*t^19 - 27*q^7*t^20 - 15*q^6*t^21 + 7*q^22*t^4 - 25*q^21*t^5 - 118*q^20*t^6 + 235*q^19*t^7 - 229*q^18*t^8 - 964*q^17*t^9 + 3622*q^16*t^10 + 3598*q^15*t^11 + 2436*q^14*t^12 + 3787*q^13*t^13 - 248*q^12*t^14 - 4296*q^11*t^15 - 2402*q^10*t^16 - 3011*q^9*t^17 - 2261*q^8*t^18 - 208*q^7*t^19 + 33*q^6*t^20 + 44*q^5*t^21 - 2*q^23*t^2 + 4*q^22*t^3 + 89*q^21*t^4 - 73*q^20*t^5 + 660*q^19*t^6 + 1024*q^18*t^7 - 290*q^17*t^8 + 2837*q^16*t^9 - 470*q^15*t^10 - 9686*q^14*t^11 - 6726*q^13*t^12 - 3439*q^12*t^13 - 3758*q^11*t^14 + 1454*q^10*t^15 + 4442*q^9*t^16 + 2715*q^8*t^17 + 2227*q^7*t^18 + 901*q^6*t^19 + 144*q^5*t^20 - 61*q^4*t^21 + 4*q^22*t^2 + 92*q^21*t^3 - 247*q^20*t^4 - 348*q^19*t^5 - 330*q^18*t^6 - 3037*q^17*t^7 - 4250*q^16*t^8 - 1354*q^15*t^9 - 4076*q^14*t^10 + 4698*q^13*t^11 + 15450*q^12*t^12 + 8225*q^11*t^13 + 1192*q^10*t^14 + 3921*q^9*t^15 - 1540*q^8*t^16 - 3437*q^7*t^17 - 1309*q^6*t^18 - 735*q^5*t^19 - 362*q^4*t^20 + 27*q^3*t^21 - q^23 - 16*q^22*t - 32*q^21*t^2 - 189*q^20*t^3 - 437*q^19*t^4 + 881*q^18*t^5 + 1594*q^17*t^6 + 516*q^16*t^7 + 9696*q^15*t^8 + 9027*q^14*t^9 + 489*q^13*t^10 + 2132*q^12*t^11 - 8230*q^11*t^12 - 17241*q^10*t^13 - 3353*q^9*t^14 - 1137*q^8*t^15 - 3211*q^7*t^16 + 1541*q^6*t^17 + 1205*q^5*t^18 + 215*q^4*t^19 + 234*q^3*t^20 + 25*q^2*t^21 + 25*q^21*t + 234*q^20*t^2 + 215*q^19*t^3 + 1205*q^18*t^4 + 1541*q^17*t^5 - 3211*q^16*t^6 - 1137*q^15*t^7 - 3353*q^14*t^8 - 17241*q^13*t^9 - 8230*q^12*t^10 + 2132*q^11*t^11 + 489*q^10*t^12 + 9027*q^9*t^13 + 9696*q^8*t^14 + 516*q^7*t^15 + 1594*q^6*t^16 + 881*q^5*t^17 - 437*q^4*t^18 - 189*q^3*t^19 - 32*q^2*t^20 - 16*q*t^21 - t^22 + 27*q^20*t - 362*q^19*t^2 - 735*q^18*t^3 - 1309*q^17*t^4 - 3437*q^16*t^5 - 1540*q^15*t^6 + 3921*q^14*t^7 + 1192*q^13*t^8 + 8225*q^12*t^9 + 15450*q^11*t^10 + 4698*q^10*t^11 - 4076*q^9*t^12 - 1354*q^8*t^13 - 4250*q^7*t^14 - 3037*q^6*t^15 - 330*q^5*t^16 - 348*q^4*t^17 - 247*q^3*t^18 + 92*q^2*t^19 + 4*q*t^20 - 61*q^19*t + 144*q^18*t^2 + 901*q^17*t^3 + 2227*q^16*t^4 + 2715*q^15*t^5 + 4442*q^14*t^6 + 1454*q^13*t^7 - 3758*q^12*t^8 - 3439*q^11*t^9 - 6726*q^10*t^10 - 9686*q^9*t^11 - 470*q^8*t^12 + 2837*q^7*t^13 - 290*q^6*t^14 + 1024*q^5*t^15 + 660*q^4*t^16 - 73*q^3*t^17 + 89*q^2*t^18 + 4*q*t^19 - 2*t^20 + 44*q^18*t + 33*q^17*t^2 - 208*q^16*t^3 - 2261*q^15*t^4 - 3011*q^14*t^5 - 2402*q^13*t^6 - 4296*q^12*t^7 - 248*q^11*t^8 + 3787*q^10*t^9 + 2436*q^9*t^10 + 3598*q^8*t^11 + 3622*q^7*t^12 - 964*q^6*t^13 - 229*q^5*t^14 + 235*q^4*t^15 - 118*q^3*t^16 - 25*q^2*t^17 + 7*q*t^18 - 15*q^17*t - 27*q^16*t^2 - 218*q^15*t^3 + 819*q^14*t^4 + 2701*q^13*t^5 + 1620*q^12*t^6 + 1965*q^11*t^7 + 2024*q^10*t^8 - 666*q^9*t^9 - 2038*q^8*t^10 - 904*q^7*t^11 - 1143*q^6*t^12 - 399*q^5*t^13 + 46*q^4*t^14 - 16*q^3*t^15 - 53*q^2*t^16 + 2*q^16*t - q^15*t^2 + 130*q^14*t^3 + 60*q^13*t^4 - 1057*q^12*t^5 - 1302*q^11*t^6 - 803*q^10*t^7 - 681*q^9*t^8 - 402*q^8*t^9 + 266*q^7*t^10 + 627*q^6*t^11 + 141*q^5*t^12 + 50*q^4*t^13 + 64*q^3*t^14 + q^2*t^15 + q*t^16 + 2*q^14*t^2 - 20*q^13*t^3 - 87*q^12*t^4 + 112*q^11*t^5 + 437*q^10*t^6 + 432*q^9*t^7 + 254*q^8*t^8 - 29*q^7*t^9 + 175*q^6*t^10 - 91*q^5*t^11 - 54*q^4*t^12 + 8*q^3*t^13 + 5*q^2*t^14 + 11*q^11*t^4 + 18*q^10*t^5 - 45*q^9*t^6 - 82*q^8*t^7 - 130*q^7*t^8 + 23*q^6*t^9 - 22*q^5*t^10 - 10*q^4*t^11 - 5*q^3*t^12 - 3*q^9*t^5 + 2*q^8*t^6 - q^7*t^7 + 16*q^6*t^8 + 5*q^5*t^9 + 3*q^4*t^10)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^5*q^7*(t + 1)^3*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 4], [1, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0808] 'FbY\w'

Zeta functions

ask[-]:

(q^9 + 2*q^8*t - 2*q^7*t^2 - 3*q^7*t - q^6*t^2 + q^5*t^3 - 6*q^6*t + 6*q^5*t^2 + 2*q^4*t^3 + 2*q^5*t + 6*q^4*t^2 - 6*q^3*t^3 + q^4*t - q^3*t^2 - 3*q^2*t^3 - 2*q^2*t^2 + 2*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^9*t^5 - q^11*t^2 + q^10*t^3 - q^9*t^4 - 5*q^8*t^5 + q^7*t^6 + 2*q^10*t^2 + 2*q^9*t^3 + q^8*t^4 + 2*q^7*t^5 + 2*q^6*t^6 + q^5*t^7 - q^11 - 3*q^10*t + 11*q^9*t^2 - 6*q^8*t^3 - 16*q^7*t^4 + 16*q^6*t^5 - 3*q^5*t^6 - 8*q^4*t^7 + 3*q^9*t - 11*q^8*t^2 - 10*q^7*t^3 + 21*q^6*t^4 - 5*q^5*t^5 - 5*q^4*t^6 + 11*q^3*t^7 + 11*q^8*t - 5*q^7*t^2 - 5*q^6*t^3 + 21*q^5*t^4 - 10*q^4*t^5 - 11*q^3*t^6 + 3*q^2*t^7 - 8*q^7*t - 3*q^6*t^2 + 16*q^5*t^3 - 16*q^4*t^4 - 6*q^3*t^5 + 11*q^2*t^6 - 3*q*t^7 - t^8 + q^6*t + 2*q^5*t^2 + 2*q^4*t^3 + q^3*t^4 + 2*q^2*t^5 + 2*q*t^6 + q^4*t^2 - 5*q^3*t^3 - q^2*t^4 + q*t^5 - t^6 + q^2*t^3)/((q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0809] 'FbY|o'

Zeta functions

ask[-]:

(q^10 + 2*q^9*t - q^8*t^2 - 2*q^8*t - 2*q^7*t^2 - 6*q^7*t + 2*q^6*t^2 + 2*q^5*t^3 + 8*q^5*t^2 + 2*q^5*t + 2*q^4*t^2 - 6*q^3*t^3 - 2*q^3*t^2 - 2*q^2*t^3 - q^2*t^2 + 2*q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^10*t^5 + q^9*t^6 + q^12*t^2 - 2*q^11*t^3 + q^10*t^4 - 5*q^9*t^5 - 3*q^8*t^6 - 4*q^11*t^2 + q^10*t^3 + 8*q^9*t^4 - 2*q^8*t^5 + 3*q^7*t^6 + q^12 + 2*q^11*t - 5*q^10*t^2 + 18*q^9*t^3 - 13*q^8*t^4 + 3*q^7*t^5 + 11*q^6*t^6 - q^5*t^7 - 6*q^10*t + 3*q^9*t^2 + 8*q^8*t^3 - 32*q^7*t^4 + 14*q^6*t^5 - 13*q^5*t^6 - 2*q^4*t^7 - 5*q^9*t + 18*q^8*t^2 - 28*q^7*t^3 + 28*q^5*t^5 - 18*q^4*t^6 + 5*q^3*t^7 + 2*q^8*t + 13*q^7*t^2 - 14*q^6*t^3 + 32*q^5*t^4 - 8*q^4*t^5 - 3*q^3*t^6 + 6*q^2*t^7 + q^7*t - 11*q^6*t^2 - 3*q^5*t^3 + 13*q^4*t^4 - 18*q^3*t^5 + 5*q^2*t^6 - 2*q*t^7 - t^8 - 3*q^5*t^2 + 2*q^4*t^3 - 8*q^3*t^4 - q^2*t^5 + 4*q*t^6 + 3*q^4*t^2 + 5*q^3*t^3 - q^2*t^4 + 2*q*t^5 - t^6 - q^3*t^2 - q^2*t^3)/((q^2 - t)*(q - t)^3*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6]]

[0810] 'Fb]lg'

Zeta functions

ask[-]:

(q^11 + q^10*t + 3*q^9*t - q^8*t^2 - 10*q^8*t - 6*q^7*t^2 - 2*q^6*t^3 - 4*q^7*t + 10*q^6*t^2 + 8*q^5*t^3 + 8*q^6*t + 10*q^5*t^2 - 4*q^4*t^3 - 2*q^5*t - 6*q^4*t^2 - 10*q^3*t^3 - q^3*t^2 + 3*q^2*t^3 + q*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

-(q^23*t^2 - 8*q^21*t^4 - 3*q^19*t^6 + q^24 + 8*q^22*t^2 + 5*q^21*t^3 + 22*q^20*t^4 - 62*q^19*t^5 - 5*q^18*t^6 + 17*q^17*t^7 + 14*q^16*t^8 + 29*q^22*t - 17*q^21*t^2 - 26*q^20*t^3 - 80*q^19*t^4 + 298*q^18*t^5 + 169*q^17*t^6 + 29*q^16*t^7 - 35*q^15*t^8 - 10*q^14*t^9 + 3*q^13*t^10 - 86*q^21*t - 35*q^20*t^2 - 108*q^19*t^3 + 148*q^18*t^4 - 513*q^17*t^5 - 427*q^16*t^6 - 317*q^15*t^7 - 123*q^14*t^8 - 49*q^13*t^9 - 83*q^12*t^10 - 7*q^11*t^11 + 91*q^20*t - 13*q^19*t^2 + 338*q^18*t^3 + 123*q^17*t^4 + 794*q^16*t^5 + 339*q^15*t^6 + 317*q^14*t^7 + 332*q^13*t^8 + 301*q^12*t^9 + 430*q^11*t^10 + 79*q^10*t^11 + 19*q^9*t^12 - 54*q^19*t + 201*q^18*t^2 - 84*q^17*t^3 - 159*q^16*t^4 - 1342*q^15*t^5 - 516*q^14*t^6 + 202*q^13*t^7 + 244*q^12*t^8 - 137*q^11*t^9 - 863*q^10*t^10 - 268*q^9*t^11 - 107*q^8*t^12 + 3*q^7*t^13 + 19*q^18*t - 232*q^17*t^2 - 305*q^16*t^3 - 578*q^15*t^4 + 910*q^14*t^5 + 920*q^13*t^6 - 920*q^11*t^8 - 910*q^10*t^9 + 578*q^9*t^10 + 305*q^8*t^11 + 232*q^7*t^12 - 19*q^6*t^13 - 3*q^17*t + 107*q^16*t^2 + 268*q^15*t^3 + 863*q^14*t^4 + 137*q^13*t^5 - 244*q^12*t^6 - 202*q^11*t^7 + 516*q^10*t^8 + 1342*q^9*t^9 + 159*q^8*t^10 + 84*q^7*t^11 - 201*q^6*t^12 + 54*q^5*t^13 - 19*q^15*t^2 - 79*q^14*t^3 - 430*q^13*t^4 - 301*q^12*t^5 - 332*q^11*t^6 - 317*q^10*t^7 - 339*q^9*t^8 - 794*q^8*t^9 - 123*q^7*t^10 - 338*q^6*t^11 + 13*q^5*t^12 - 91*q^4*t^13 + 7*q^13*t^3 + 83*q^12*t^4 + 49*q^11*t^5 + 123*q^10*t^6 + 317*q^9*t^7 + 427*q^8*t^8 + 513*q^7*t^9 - 148*q^6*t^10 + 108*q^5*t^11 + 35*q^4*t^12 + 86*q^3*t^13 - 3*q^11*t^4 + 10*q^10*t^5 + 35*q^9*t^6 - 29*q^8*t^7 - 169*q^7*t^8 - 298*q^6*t^9 + 80*q^5*t^10 + 26*q^4*t^11 + 17*q^3*t^12 - 29*q^2*t^13 - 14*q^8*t^6 - 17*q^7*t^7 + 5*q^6*t^8 + 62*q^5*t^9 - 22*q^4*t^10 - 5*q^3*t^11 - 8*q^2*t^12 - t^14 + 3*q^5*t^8 + 8*q^3*t^10 - q*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [5, 6]]

[0811] 'Fb]|w'

Zeta functions

ask[-]:

(q^9 + q^8*t - 4*q^6*t - 2*q^5*t^2 - 2*q^5*t + 2*q^4*t^2 + 2*q^4*t + 4*q^3*t^2 - q*t^2 - t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

-(q^23*t^2 - 2*q^21*t^4 - q^19*t^6 + q^24 + 2*q^22*t^2 + 6*q^21*t^3 + 2*q^20*t^4 - 12*q^19*t^5 + q^18*t^6 + 2*q^17*t^7 + 2*q^16*t^8 + 16*q^22*t - 11*q^21*t^2 - 53*q^20*t^3 - 26*q^19*t^4 + 59*q^18*t^5 + 47*q^17*t^6 + 10*q^16*t^7 - 3*q^15*t^8 + q^13*t^10 - 41*q^21*t - 23*q^20*t^2 + 50*q^19*t^3 + 80*q^18*t^4 - 5*q^17*t^5 - 85*q^16*t^6 - 94*q^15*t^7 - 63*q^14*t^8 - 16*q^13*t^9 - 13*q^12*t^10 - 2*q^11*t^11 + 27*q^20*t + 21*q^19*t^2 + 73*q^18*t^3 + 119*q^17*t^4 - 60*q^16*t^5 - 103*q^15*t^6 + 31*q^14*t^7 + 124*q^13*t^8 + 103*q^12*t^9 + 84*q^11*t^10 + 18*q^10*t^11 + q^9*t^12 - 6*q^19*t + 47*q^18*t^2 - 12*q^17*t^3 - 293*q^16*t^4 - 247*q^15*t^5 - 30*q^14*t^6 + 256*q^13*t^7 + 230*q^12*t^8 - 85*q^11*t^9 - 179*q^10*t^10 - 74*q^9*t^11 - 15*q^8*t^12 - 50*q^17*t^2 - 106*q^16*t^3 - 6*q^15*t^4 + 247*q^14*t^5 + 506*q^13*t^6 - 506*q^11*t^8 - 247*q^10*t^9 + 6*q^9*t^10 + 106*q^8*t^11 + 50*q^7*t^12 + 15*q^16*t^2 + 74*q^15*t^3 + 179*q^14*t^4 + 85*q^13*t^5 - 230*q^12*t^6 - 256*q^11*t^7 + 30*q^10*t^8 + 247*q^9*t^9 + 293*q^8*t^10 + 12*q^7*t^11 - 47*q^6*t^12 + 6*q^5*t^13 - q^15*t^2 - 18*q^14*t^3 - 84*q^13*t^4 - 103*q^12*t^5 - 124*q^11*t^6 - 31*q^10*t^7 + 103*q^9*t^8 + 60*q^8*t^9 - 119*q^7*t^10 - 73*q^6*t^11 - 21*q^5*t^12 - 27*q^4*t^13 + 2*q^13*t^3 + 13*q^12*t^4 + 16*q^11*t^5 + 63*q^10*t^6 + 94*q^9*t^7 + 85*q^8*t^8 + 5*q^7*t^9 - 80*q^6*t^10 - 50*q^5*t^11 + 23*q^4*t^12 + 41*q^3*t^13 - q^11*t^4 + 3*q^9*t^6 - 10*q^8*t^7 - 47*q^7*t^8 - 59*q^6*t^9 + 26*q^5*t^10 + 53*q^4*t^11 + 11*q^3*t^12 - 16*q^2*t^13 - 2*q^8*t^6 - 2*q^7*t^7 - q^6*t^8 + 12*q^5*t^9 - 2*q^4*t^10 - 6*q^3*t^11 - 2*q^2*t^12 - t^14 + q^5*t^8 + 2*q^3*t^10 - q*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 5], [0, 6], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0812] 'Fbc~W'

Zeta functions

ask[-]:

(q^9 + 2*q^8*t - 3*q^7*t - 7*q^6*t^2 + q^5*t^3 - 6*q^6*t + 10*q^5*t^2 + 2*q^4*t^3 + 2*q^5*t + 10*q^4*t^2 - 6*q^3*t^3 + q^4*t - 7*q^3*t^2 - 3*q^2*t^3 + 2*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^23*t^8 + 2*q^21*t^10 - q^20*t^11 + q^26*t^4 + 2*q^25*t^5 - 9*q^24*t^6 - 3*q^23*t^7 + 9*q^21*t^9 - 32*q^20*t^10 - 6*q^19*t^11 + 3*q^18*t^12 + 3*q^17*t^13 - q^16*t^14 + 5*q^25*t^4 - 20*q^24*t^5 - 3*q^23*t^6 + 32*q^22*t^7 + 64*q^21*t^8 - 73*q^20*t^9 + 56*q^19*t^10 + 63*q^18*t^11 + 39*q^17*t^12 - 3*q^15*t^14 - q^14*t^15 - q^26*t^2 + 13*q^25*t^3 - 10*q^24*t^4 - 16*q^23*t^5 + 62*q^22*t^6 + 138*q^21*t^7 - 230*q^20*t^8 - 73*q^19*t^9 - 31*q^18*t^10 + 5*q^17*t^11 - 138*q^16*t^12 - 125*q^15*t^13 - 28*q^14*t^14 - 4*q^13*t^15 + 8*q^12*t^16 + q^11*t^17 - q^27 - 5*q^26*t + q^25*t^2 + 7*q^24*t^3 - 59*q^23*t^4 - 18*q^22*t^5 + 126*q^21*t^6 - 358*q^20*t^7 - 211*q^19*t^8 + 233*q^18*t^9 + 532*q^17*t^10 - 35*q^16*t^11 - 91*q^15*t^12 + 236*q^14*t^13 + 210*q^13*t^14 + 121*q^12*t^15 - 16*q^11*t^16 - 6*q^10*t^17 - 3*q^9*t^18 + 2*q^25*t + 52*q^24*t^2 - 34*q^23*t^3 - 70*q^22*t^4 + 217*q^21*t^5 + 89*q^20*t^6 - 75*q^19*t^7 + 402*q^18*t^8 + 765*q^17*t^9 - 492*q^16*t^10 - 775*q^15*t^11 - 24*q^14*t^12 + 126*q^13*t^13 - 135*q^12*t^14 - 397*q^11*t^15 - 80*q^10*t^16 - 16*q^9*t^17 + 16*q^8*t^18 + 27*q^24*t - 53*q^23*t^2 - 110*q^22*t^3 + 113*q^21*t^4 + 283*q^20*t^5 - 471*q^19*t^6 - 447*q^18*t^7 + 219*q^17*t^8 - 604*q^16*t^9 - 950*q^15*t^10 + 161*q^14*t^11 + 961*q^13*t^12 + 234*q^12*t^13 - 375*q^11*t^14 + 256*q^10*t^15 + 207*q^9*t^16 + 143*q^8*t^17 - 25*q^7*t^18 + 2*q^6*t^19 - 27*q^23*t - 32*q^22*t^2 + 5*q^21*t^3 + 271*q^20*t^4 - 367*q^19*t^5 - 410*q^18*t^6 + 438*q^17*t^7 + 861*q^16*t^8 + 69*q^15*t^9 + 117*q^14*t^10 + 1278*q^13*t^11 + 175*q^12*t^12 - 917*q^11*t^13 - 108*q^10*t^14 + 114*q^9*t^15 + 63*q^8*t^16 - 219*q^7*t^17 - 13*q^6*t^18 - 11*q^5*t^19 + 11*q^22*t + 13*q^21*t^2 + 219*q^20*t^3 - 63*q^19*t^4 - 114*q^18*t^5 + 108*q^17*t^6 + 917*q^16*t^7 - 175*q^15*t^8 - 1278*q^14*t^9 - 117*q^13*t^10 - 69*q^12*t^11 - 861*q^11*t^12 - 438*q^10*t^13 + 410*q^9*t^14 + 367*q^8*t^15 - 271*q^7*t^16 - 5*q^6*t^17 + 32*q^5*t^18 + 27*q^4*t^19 - 2*q^21*t + 25*q^20*t^2 - 143*q^19*t^3 - 207*q^18*t^4 - 256*q^17*t^5 + 375*q^16*t^6 - 234*q^15*t^7 - 961*q^14*t^8 - 161*q^13*t^9 + 950*q^12*t^10 + 604*q^11*t^11 - 219*q^10*t^12 + 447*q^9*t^13 + 471*q^8*t^14 - 283*q^7*t^15 - 113*q^6*t^16 + 110*q^5*t^17 + 53*q^4*t^18 - 27*q^3*t^19 - 16*q^19*t^2 + 16*q^18*t^3 + 80*q^17*t^4 + 397*q^16*t^5 + 135*q^15*t^6 - 126*q^14*t^7 + 24*q^13*t^8 + 775*q^12*t^9 + 492*q^11*t^10 - 765*q^10*t^11 - 402*q^9*t^12 + 75*q^8*t^13 - 89*q^7*t^14 - 217*q^6*t^15 + 70*q^5*t^16 + 34*q^4*t^17 - 52*q^3*t^18 - 2*q^2*t^19 + 3*q^18*t^2 + 6*q^17*t^3 + 16*q^16*t^4 - 121*q^15*t^5 - 210*q^14*t^6 - 236*q^13*t^7 + 91*q^12*t^8 + 35*q^11*t^9 - 532*q^10*t^10 - 233*q^9*t^11 + 211*q^8*t^12 + 358*q^7*t^13 - 126*q^6*t^14 + 18*q^5*t^15 + 59*q^4*t^16 - 7*q^3*t^17 - q^2*t^18 + 5*q*t^19 + t^20 - q^16*t^3 - 8*q^15*t^4 + 4*q^14*t^5 + 28*q^13*t^6 + 125*q^12*t^7 + 138*q^11*t^8 - 5*q^10*t^9 + 31*q^9*t^10 + 73*q^8*t^11 + 230*q^7*t^12 - 138*q^6*t^13 - 62*q^5*t^14 + 16*q^4*t^15 + 10*q^3*t^16 - 13*q^2*t^17 + q*t^18 + q^13*t^5 + 3*q^12*t^6 - 39*q^10*t^8 - 63*q^9*t^9 - 56*q^8*t^10 + 73*q^7*t^11 - 64*q^6*t^12 - 32*q^5*t^13 + 3*q^4*t^14 + 20*q^3*t^15 - 5*q^2*t^16 + q^11*t^6 - 3*q^10*t^7 - 3*q^9*t^8 + 6*q^8*t^9 + 32*q^7*t^10 - 9*q^6*t^11 + 3*q^4*t^13 + 9*q^3*t^14 - 2*q^2*t^15 - q*t^16 + q^7*t^9 - 2*q^6*t^10 - 2*q^4*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 4], [0, 6], [1, 3], [1, 6], [2, 3], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0813] 'Fbg}w'

Zeta functions

ask[-]:

(q^13 + q^12*t - 2*q^11*t - 11*q^10*t^2 + 3*q^9*t^3 - 8*q^10*t + 17*q^9*t^2 + 12*q^8*t^3 - 2*q^7*t^4 - q^6*t^5 + 22*q^8*t^2 - 25*q^7*t^3 - 11*q^6*t^4 + 4*q^5*t^5 + 4*q^8*t - 11*q^7*t^2 - 25*q^6*t^3 + 22*q^5*t^4 - q^7*t - 2*q^6*t^2 + 12*q^5*t^3 + 17*q^4*t^4 - 8*q^3*t^5 + 3*q^4*t^3 - 11*q^3*t^4 - 2*q^2*t^5 + q*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^24*t^2 - 3*q^22*t^4 + 3*q^21*t^5 - 3*q^20*t^6 + q^19*t^7 + q^25 + 6*q^23*t^2 + 6*q^22*t^3 - 11*q^21*t^4 - 55*q^20*t^5 + 26*q^19*t^6 + 26*q^18*t^7 + 6*q^17*t^8 - 9*q^16*t^9 + 27*q^23*t - 31*q^22*t^2 - 79*q^21*t^3 - 27*q^20*t^4 + 244*q^19*t^5 + 50*q^18*t^6 - 85*q^17*t^7 - 67*q^16*t^8 + 11*q^15*t^9 - q^14*t^10 - 2*q^13*t^11 - 85*q^22*t - 30*q^21*t^2 + 68*q^20*t^3 + 284*q^19*t^4 - 190*q^18*t^5 - 231*q^17*t^6 - 113*q^16*t^7 + 20*q^15*t^8 + 11*q^14*t^9 + 29*q^13*t^10 + 49*q^12*t^11 + 8*q^11*t^12 + 89*q^21*t + 83*q^20*t^2 + 261*q^19*t^3 - 149*q^18*t^4 - 207*q^17*t^5 - 312*q^16*t^6 + 152*q^15*t^7 + 443*q^14*t^8 + 336*q^13*t^9 + 58*q^12*t^10 - 202*q^11*t^11 - 63*q^10*t^12 - 9*q^9*t^13 - 49*q^20*t + 29*q^19*t^2 - 317*q^18*t^3 - 470*q^17*t^4 - 399*q^16*t^5 + 830*q^15*t^6 + 988*q^14*t^7 - 148*q^13*t^8 - 995*q^12*t^9 - 697*q^11*t^10 + 193*q^10*t^11 + 146*q^9*t^12 + 51*q^8*t^13 - 2*q^7*t^14 + 15*q^19*t - 96*q^18*t^2 - 15*q^17*t^3 + 303*q^16*t^4 + 1214*q^15*t^5 + 351*q^14*t^6 - 1268*q^13*t^7 - 1268*q^12*t^8 + 351*q^11*t^9 + 1214*q^10*t^10 + 303*q^9*t^11 - 15*q^8*t^12 - 96*q^7*t^13 + 15*q^6*t^14 - 2*q^18*t + 51*q^17*t^2 + 146*q^16*t^3 + 193*q^15*t^4 - 697*q^14*t^5 - 995*q^13*t^6 - 148*q^12*t^7 + 988*q^11*t^8 + 830*q^10*t^9 - 399*q^9*t^10 - 470*q^8*t^11 - 317*q^7*t^12 + 29*q^6*t^13 - 49*q^5*t^14 - 9*q^16*t^2 - 63*q^15*t^3 - 202*q^14*t^4 + 58*q^13*t^5 + 336*q^12*t^6 + 443*q^11*t^7 + 152*q^10*t^8 - 312*q^9*t^9 - 207*q^8*t^10 - 149*q^7*t^11 + 261*q^6*t^12 + 83*q^5*t^13 + 89*q^4*t^14 + 8*q^14*t^3 + 49*q^13*t^4 + 29*q^12*t^5 + 11*q^11*t^6 + 20*q^10*t^7 - 113*q^9*t^8 - 231*q^8*t^9 - 190*q^7*t^10 + 284*q^6*t^11 + 68*q^5*t^12 - 30*q^4*t^13 - 85*q^3*t^14 - 2*q^12*t^4 - q^11*t^5 + 11*q^10*t^6 - 67*q^9*t^7 - 85*q^8*t^8 + 50*q^7*t^9 + 244*q^6*t^10 - 27*q^5*t^11 - 79*q^4*t^12 - 31*q^3*t^13 + 27*q^2*t^14 - 9*q^9*t^6 + 6*q^8*t^7 + 26*q^7*t^8 + 26*q^6*t^9 - 55*q^5*t^10 - 11*q^4*t^11 + 6*q^3*t^12 + 6*q^2*t^13 + t^15 + q^6*t^8 - 3*q^5*t^9 + 3*q^4*t^10 - 3*q^3*t^11 + 2*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 4], [0, 6], [1, 3], [1, 6], [2, 3], [2, 4], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0814] 'Fbh\w'

Zeta functions

ask[-]:

(q^13 + q^12*t - q^11*t^2 - 2*q^11*t - 8*q^10*t^2 + 5*q^9*t^3 - 8*q^10*t + 15*q^9*t^2 + 6*q^8*t^3 - 3*q^7*t^4 - q^6*t^5 + 20*q^8*t^2 - 21*q^7*t^3 - 8*q^6*t^4 + 4*q^5*t^5 + 4*q^8*t - 8*q^7*t^2 - 21*q^6*t^3 + 20*q^5*t^4 - q^7*t - 3*q^6*t^2 + 6*q^5*t^3 + 15*q^4*t^4 - 8*q^3*t^5 + 5*q^4*t^3 - 8*q^3*t^4 - 2*q^2*t^5 - q^2*t^4 + q*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^22*t^8 + 2*q^21*t^9 + 3*q^20*t^10 + q^25*t^4 + 2*q^24*t^5 - 8*q^23*t^6 - 9*q^22*t^7 - 5*q^21*t^8 + 9*q^20*t^9 - 19*q^19*t^10 - 17*q^18*t^11 - 7*q^17*t^12 + 2*q^16*t^13 + 5*q^24*t^4 - 11*q^23*t^5 - 4*q^22*t^6 + 18*q^21*t^7 + 50*q^20*t^8 - 46*q^19*t^9 - 2*q^18*t^10 + 38*q^17*t^11 + 39*q^16*t^12 + 6*q^15*t^13 + 5*q^14*t^14 + q^13*t^15 - q^25*t^2 + 12*q^24*t^3 - 3*q^23*t^4 - 21*q^22*t^5 + 24*q^21*t^6 + 159*q^20*t^7 - 7*q^19*t^8 - 16*q^18*t^9 + 38*q^17*t^10 + 89*q^16*t^11 + 20*q^15*t^12 - 2*q^14*t^13 - 21*q^13*t^14 - 18*q^12*t^15 - 4*q^11*t^16 - q^26 - 5*q^25*t - 2*q^24*t^2 + 3*q^23*t^3 - 42*q^22*t^4 - 52*q^21*t^5 + 87*q^20*t^6 - 228*q^19*t^7 - 486*q^18*t^8 - 297*q^17*t^9 + 14*q^16*t^10 - 132*q^15*t^11 - 311*q^14*t^12 - 261*q^13*t^13 - 64*q^12*t^14 + 51*q^11*t^15 + 22*q^10*t^16 + 3*q^9*t^17 - 2*q^24*t + 42*q^23*t^2 + q^22*t^3 - 88*q^21*t^4 + 102*q^20*t^5 + 155*q^19*t^6 + 406*q^17*t^8 + 1061*q^16*t^9 + 765*q^15*t^10 + 135*q^14*t^11 + 273*q^13*t^12 + 651*q^12*t^13 + 472*q^11*t^14 + 58*q^10*t^15 - 24*q^9*t^16 - 15*q^8*t^17 + q^7*t^18 + 34*q^23*t - 7*q^22*t^2 - 72*q^21*t^3 + 91*q^20*t^4 + 389*q^19*t^5 - 21*q^18*t^6 - 368*q^17*t^7 - 64*q^16*t^8 - 412*q^15*t^9 - 1362*q^14*t^10 - 1135*q^13*t^11 - 340*q^12*t^12 - 427*q^11*t^13 - 701*q^10*t^14 - 382*q^9*t^15 - 109*q^8*t^16 + 19*q^7*t^17 - 6*q^6*t^18 - 35*q^22*t - 75*q^21*t^2 - 139*q^20*t^3 + 16*q^19*t^4 - 363*q^18*t^5 - 821*q^17*t^6 - 362*q^16*t^7 + 327*q^15*t^8 + 47*q^14*t^9 + 61*q^13*t^10 + 1009*q^12*t^11 + 1144*q^11*t^12 + 479*q^10*t^13 + 299*q^9*t^14 + 354*q^8*t^15 + 285*q^7*t^16 + 33*q^6*t^17 + 18*q^5*t^18 + 18*q^21*t + 33*q^20*t^2 + 285*q^19*t^3 + 354*q^18*t^4 + 299*q^17*t^5 + 479*q^16*t^6 + 1144*q^15*t^7 + 1009*q^14*t^8 + 61*q^13*t^9 + 47*q^12*t^10 + 327*q^11*t^11 - 362*q^10*t^12 - 821*q^9*t^13 - 363*q^8*t^14 + 16*q^7*t^15 - 139*q^6*t^16 - 75*q^5*t^17 - 35*q^4*t^18 - 6*q^20*t + 19*q^19*t^2 - 109*q^18*t^3 - 382*q^17*t^4 - 701*q^16*t^5 - 427*q^15*t^6 - 340*q^14*t^7 - 1135*q^13*t^8 - 1362*q^12*t^9 - 412*q^11*t^10 - 64*q^10*t^11 - 368*q^9*t^12 - 21*q^8*t^13 + 389*q^7*t^14 + 91*q^6*t^15 - 72*q^5*t^16 - 7*q^4*t^17 + 34*q^3*t^18 + q^19*t - 15*q^18*t^2 - 24*q^17*t^3 + 58*q^16*t^4 + 472*q^15*t^5 + 651*q^14*t^6 + 273*q^13*t^7 + 135*q^12*t^8 + 765*q^11*t^9 + 1061*q^10*t^10 + 406*q^9*t^11 + 155*q^7*t^13 + 102*q^6*t^14 - 88*q^5*t^15 + q^4*t^16 + 42*q^3*t^17 - 2*q^2*t^18 + 3*q^17*t^2 + 22*q^16*t^3 + 51*q^15*t^4 - 64*q^14*t^5 - 261*q^13*t^6 - 311*q^12*t^7 - 132*q^11*t^8 + 14*q^10*t^9 - 297*q^9*t^10 - 486*q^8*t^11 - 228*q^7*t^12 + 87*q^6*t^13 - 52*q^5*t^14 - 42*q^4*t^15 + 3*q^3*t^16 - 2*q^2*t^17 - 5*q*t^18 - t^19 - 4*q^15*t^3 - 18*q^14*t^4 - 21*q^13*t^5 - 2*q^12*t^6 + 20*q^11*t^7 + 89*q^10*t^8 + 38*q^9*t^9 - 16*q^8*t^10 - 7*q^7*t^11 + 159*q^6*t^12 + 24*q^5*t^13 - 21*q^4*t^14 - 3*q^3*t^15 + 12*q^2*t^16 - q*t^17 + q^13*t^4 + 5*q^12*t^5 + 6*q^11*t^6 + 39*q^10*t^7 + 38*q^9*t^8 - 2*q^8*t^9 - 46*q^7*t^10 + 50*q^6*t^11 + 18*q^5*t^12 - 4*q^4*t^13 - 11*q^3*t^14 + 5*q^2*t^15 + 2*q^10*t^6 - 7*q^9*t^7 - 17*q^8*t^8 - 19*q^7*t^9 + 9*q^6*t^10 - 5*q^5*t^11 - 9*q^4*t^12 - 8*q^3*t^13 + 2*q^2*t^14 + q*t^15 + 3*q^6*t^9 + 2*q^5*t^10 + 2*q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 4], [0, 6], [1, 3], [1, 5], [2, 3], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0815] 'Fbizw'

Zeta functions

ask[-]:

(q^11 + q^10*t + q^9*t - q^8*t^2 - 7*q^8*t - 4*q^7*t^2 - q^6*t^3 - 3*q^7*t + 8*q^6*t^2 + 5*q^5*t^3 + 5*q^6*t + 8*q^5*t^2 - 3*q^4*t^3 - q^5*t - 4*q^4*t^2 - 7*q^3*t^3 - q^3*t^2 + q^2*t^3 + q*t^3 + t^4)/((q^2 - t)^2*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

-(q^23*t^2 - 5*q^21*t^4 - 2*q^19*t^6 + q^24 + 5*q^22*t^2 + 6*q^21*t^3 + 12*q^20*t^4 - 33*q^19*t^5 - 2*q^18*t^6 + 9*q^17*t^7 + 8*q^16*t^8 + 22*q^22*t - 14*q^21*t^2 - 46*q^20*t^3 - 50*q^19*t^4 + 158*q^18*t^5 + 108*q^17*t^6 + 14*q^16*t^7 - 22*q^15*t^8 - 4*q^14*t^9 + 2*q^13*t^10 - 61*q^21*t - 32*q^20*t^2 - 3*q^19*t^3 + 99*q^18*t^4 - 208*q^17*t^5 - 259*q^16*t^6 - 175*q^15*t^7 - 78*q^14*t^8 - 34*q^13*t^9 - 42*q^12*t^10 - 5*q^11*t^11 + 54*q^20*t + 19*q^19*t^2 + 155*q^18*t^3 + 157*q^17*t^4 + 283*q^16*t^5 + 133*q^15*t^6 + 117*q^14*t^7 + 195*q^13*t^8 + 203*q^12*t^9 + 227*q^11*t^10 + 52*q^10*t^11 + 7*q^9*t^12 - 25*q^19*t + 94*q^18*t^2 + 7*q^17*t^3 - 286*q^16*t^4 - 701*q^15*t^5 - 306*q^14*t^6 + 276*q^13*t^7 + 282*q^12*t^8 - 129*q^11*t^9 - 458*q^10*t^10 - 185*q^9*t^11 - 46*q^8*t^12 + q^7*t^13 + 7*q^18*t - 111*q^17*t^2 - 241*q^16*t^3 - 217*q^15*t^4 + 517*q^14*t^5 + 758*q^13*t^6 - 758*q^11*t^8 - 517*q^10*t^9 + 217*q^9*t^10 + 241*q^8*t^11 + 111*q^7*t^12 - 7*q^6*t^13 - q^17*t + 46*q^16*t^2 + 185*q^15*t^3 + 458*q^14*t^4 + 129*q^13*t^5 - 282*q^12*t^6 - 276*q^11*t^7 + 306*q^10*t^8 + 701*q^9*t^9 + 286*q^8*t^10 - 7*q^7*t^11 - 94*q^6*t^12 + 25*q^5*t^13 - 7*q^15*t^2 - 52*q^14*t^3 - 227*q^13*t^4 - 203*q^12*t^5 - 195*q^11*t^6 - 117*q^10*t^7 - 133*q^9*t^8 - 283*q^8*t^9 - 157*q^7*t^10 - 155*q^6*t^11 - 19*q^5*t^12 - 54*q^4*t^13 + 5*q^13*t^3 + 42*q^12*t^4 + 34*q^11*t^5 + 78*q^10*t^6 + 175*q^9*t^7 + 259*q^8*t^8 + 208*q^7*t^9 - 99*q^6*t^10 + 3*q^5*t^11 + 32*q^4*t^12 + 61*q^3*t^13 - 2*q^11*t^4 + 4*q^10*t^5 + 22*q^9*t^6 - 14*q^8*t^7 - 108*q^7*t^8 - 158*q^6*t^9 + 50*q^5*t^10 + 46*q^4*t^11 + 14*q^3*t^12 - 22*q^2*t^13 - 8*q^8*t^6 - 9*q^7*t^7 + 2*q^6*t^8 + 33*q^5*t^9 - 12*q^4*t^10 - 6*q^3*t^11 - 5*q^2*t^12 - t^14 + 2*q^5*t^8 + 5*q^3*t^10 - q*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 4], [0, 5], [1, 3], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0816] 'Fbj@w'

Zeta functions

ask[-]:

(q^9 + 7*q^8*t + 5*q^7*t^2 - 11*q^7*t - 26*q^6*t^2 - 2*q^5*t^3 - 8*q^6*t + 24*q^5*t^2 + 10*q^4*t^3 + 10*q^5*t + 24*q^4*t^2 - 8*q^3*t^3 - 2*q^4*t - 26*q^3*t^2 - 11*q^2*t^3 + 5*q^2*t^2 + 7*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^19*t^7 + 5*q^18*t^8 - 3*q^17*t^9 - 3*q^16*t^10 + 2*q^15*t^11 + q^14*t^12 - 3*q^21*t^4 - 8*q^20*t^5 + 3*q^19*t^6 + 23*q^18*t^7 - 32*q^17*t^8 - 44*q^16*t^9 + 2*q^15*t^10 + 22*q^14*t^11 + 8*q^13*t^12 - 4*q^12*t^13 - 3*q^11*t^14 - q^21*t^3 - 7*q^20*t^4 + 28*q^19*t^5 + 93*q^18*t^6 - 74*q^17*t^7 - 88*q^16*t^8 + 163*q^15*t^9 + 168*q^14*t^10 - 48*q^13*t^11 - 85*q^12*t^12 - 21*q^11*t^13 + 5*q^10*t^14 + 3*q^9*t^15 + 6*q^21*t^2 - 11*q^20*t^3 - 4*q^19*t^4 + 64*q^18*t^5 - 209*q^17*t^6 - 267*q^16*t^7 + 286*q^15*t^8 + 186*q^14*t^9 - 391*q^13*t^10 - 233*q^12*t^11 + 97*q^11*t^12 + 146*q^10*t^13 + 66*q^9*t^14 - 3*q^8*t^15 + 3*q^7*t^16 + q^22 + 9*q^21*t - 30*q^19*t^3 + 57*q^18*t^4 - 7*q^17*t^5 - 140*q^16*t^6 + 546*q^15*t^7 + 364*q^14*t^8 - 619*q^13*t^9 - 245*q^12*t^10 + 396*q^11*t^11 + 323*q^10*t^12 - 110*q^9*t^13 - 254*q^8*t^14 - 50*q^7*t^15 - 21*q^6*t^16 + 2*q^20*t - 78*q^19*t^2 - 4*q^18*t^3 + 228*q^17*t^4 - 183*q^16*t^5 + 78*q^15*t^6 + 120*q^14*t^7 - 660*q^13*t^8 - 239*q^12*t^9 + 660*q^11*t^10 + 518*q^10*t^11 - 380*q^9*t^12 - 378*q^8*t^13 + 220*q^7*t^14 + 167*q^6*t^15 + 61*q^5*t^16 - 66*q^19*t + 39*q^18*t^2 + 307*q^17*t^3 - 269*q^16*t^4 - 477*q^15*t^5 + 193*q^14*t^6 + 130*q^13*t^7 - 179*q^12*t^8 + 362*q^11*t^9 + 333*q^10*t^10 - 739*q^9*t^11 - 531*q^8*t^12 + 409*q^7*t^13 + 207*q^6*t^14 - 154*q^5*t^15 - 93*q^4*t^16 + 93*q^18*t + 154*q^17*t^2 - 207*q^16*t^3 - 409*q^15*t^4 + 531*q^14*t^5 + 739*q^13*t^6 - 333*q^12*t^7 - 362*q^11*t^8 + 179*q^10*t^9 - 130*q^9*t^10 - 193*q^8*t^11 + 477*q^7*t^12 + 269*q^6*t^13 - 307*q^5*t^14 - 39*q^4*t^15 + 66*q^3*t^16 - 61*q^17*t - 167*q^16*t^2 - 220*q^15*t^3 + 378*q^14*t^4 + 380*q^13*t^5 - 518*q^12*t^6 - 660*q^11*t^7 + 239*q^10*t^8 + 660*q^9*t^9 - 120*q^8*t^10 - 78*q^7*t^11 + 183*q^6*t^12 - 228*q^5*t^13 + 4*q^4*t^14 + 78*q^3*t^15 - 2*q^2*t^16 + 21*q^16*t + 50*q^15*t^2 + 254*q^14*t^3 + 110*q^13*t^4 - 323*q^12*t^5 - 396*q^11*t^6 + 245*q^10*t^7 + 619*q^9*t^8 - 364*q^8*t^9 - 546*q^7*t^10 + 140*q^6*t^11 + 7*q^5*t^12 - 57*q^4*t^13 + 30*q^3*t^14 - 9*q*t^16 - t^17 - 3*q^15*t + 3*q^14*t^2 - 66*q^13*t^3 - 146*q^12*t^4 - 97*q^11*t^5 + 233*q^10*t^6 + 391*q^9*t^7 - 186*q^8*t^8 - 286*q^7*t^9 + 267*q^6*t^10 + 209*q^5*t^11 - 64*q^4*t^12 + 4*q^3*t^13 + 11*q^2*t^14 - 6*q*t^15 - 3*q^13*t^2 - 5*q^12*t^3 + 21*q^11*t^4 + 85*q^10*t^5 + 48*q^9*t^6 - 168*q^8*t^7 - 163*q^7*t^8 + 88*q^6*t^9 + 74*q^5*t^10 - 93*q^4*t^11 - 28*q^3*t^12 + 7*q^2*t^13 + q*t^14 + 3*q^11*t^3 + 4*q^10*t^4 - 8*q^9*t^5 - 22*q^8*t^6 - 2*q^7*t^7 + 44*q^6*t^8 + 32*q^5*t^9 - 23*q^4*t^10 - 3*q^3*t^11 + 8*q^2*t^12 + 3*q*t^13 - q^8*t^5 - 2*q^7*t^6 + 3*q^6*t^7 + 3*q^5*t^8 - 5*q^4*t^9 - 2*q^3*t^10)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 4], [0, 5], [1, 3], [1, 5], [2, 3], [2, 4], [2, 6], [3, 6], [4, 6], [5, 6]]

[0817] 'Fbn~w'

Zeta functions

ask[-]:

(q^10 + q^8*t - 2*q^7*t - 4*q^6*t - 2*q^5*t^2 + 2*q^5*t + 4*q^4*t^2 + 2*q^3*t^2 - q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^29 + 5*q^27*t^2 + 4*q^27*t - 16*q^26*t^2 + 5*q^25*t^3 - 2*q^24*t^4 - 3*q^23*t^5 - 2*q^26*t + 16*q^25*t^2 - 41*q^24*t^3 - 2*q^23*t^4 + 13*q^22*t^5 - 2*q^21*t^6 - 22*q^25*t - 55*q^24*t^2 + 65*q^23*t^3 - 5*q^22*t^4 - 8*q^21*t^5 + 24*q^20*t^6 - 5*q^19*t^7 + 18*q^24*t + 97*q^23*t^2 + 3*q^22*t^3 + 144*q^21*t^4 + 6*q^20*t^5 - 75*q^19*t^6 + 27*q^18*t^7 + 2*q^17*t^8 - 3*q^23*t - 60*q^22*t^2 + 37*q^21*t^3 - 232*q^20*t^4 - 15*q^19*t^5 + 110*q^18*t^6 - 85*q^17*t^7 - 10*q^16*t^8 - q^22*t + 53*q^21*t^2 - 55*q^20*t^3 + 59*q^19*t^4 - 191*q^18*t^5 - 212*q^17*t^6 + 129*q^16*t^7 + 16*q^15*t^8 + 4*q^14*t^9 - 40*q^20*t^2 - 72*q^19*t^3 - 85*q^18*t^4 + 247*q^17*t^5 + 366*q^16*t^6 - 45*q^15*t^7 + 11*q^14*t^8 - 16*q^13*t^9 + 12*q^19*t^2 + 86*q^18*t^3 + 98*q^17*t^4 + 27*q^16*t^5 - 189*q^15*t^6 + 19*q^14*t^7 - 17*q^13*t^8 + 42*q^12*t^9 - 42*q^17*t^3 + 17*q^16*t^4 - 19*q^15*t^5 + 189*q^14*t^6 - 27*q^13*t^7 - 98*q^12*t^8 - 86*q^11*t^9 - 12*q^10*t^10 + 16*q^16*t^3 - 11*q^15*t^4 + 45*q^14*t^5 - 366*q^13*t^6 - 247*q^12*t^7 + 85*q^11*t^8 + 72*q^10*t^9 + 40*q^9*t^10 - 4*q^15*t^3 - 16*q^14*t^4 - 129*q^13*t^5 + 212*q^12*t^6 + 191*q^11*t^7 - 59*q^10*t^8 + 55*q^9*t^9 - 53*q^8*t^10 + q^7*t^11 + 10*q^13*t^4 + 85*q^12*t^5 - 110*q^11*t^6 + 15*q^10*t^7 + 232*q^9*t^8 - 37*q^8*t^9 + 60*q^7*t^10 + 3*q^6*t^11 - 2*q^12*t^4 - 27*q^11*t^5 + 75*q^10*t^6 - 6*q^9*t^7 - 144*q^8*t^8 - 3*q^7*t^9 - 97*q^6*t^10 - 18*q^5*t^11 + 5*q^10*t^5 - 24*q^9*t^6 + 8*q^8*t^7 + 5*q^7*t^8 - 65*q^6*t^9 + 55*q^5*t^10 + 22*q^4*t^11 + 2*q^8*t^6 - 13*q^7*t^7 + 2*q^6*t^8 + 41*q^5*t^9 - 16*q^4*t^10 + 2*q^3*t^11 + 3*q^6*t^7 + 2*q^5*t^8 - 5*q^4*t^9 + 16*q^3*t^10 - 4*q^2*t^11 - 5*q^2*t^10 - t^12)/((q^4 - t)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 1], [0, 4], [0, 5], [0, 6], [1, 3], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0818] 'Fbo|w'

Zeta functions

ask[-]:

(q^9 + 2*q^8*t - 3*q^7*t - 7*q^6*t^2 + q^5*t^3 - 6*q^6*t + 10*q^5*t^2 + 2*q^4*t^3 + 2*q^5*t + 10*q^4*t^2 - 6*q^3*t^3 + q^4*t - 7*q^3*t^2 - 3*q^2*t^3 + 2*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(2*q^24*t^2 + q^23*t^3 - 3*q^22*t^4 - 3*q^20*t^6 + q^25 + q^24*t + 6*q^23*t^2 + 3*q^22*t^3 - 10*q^21*t^4 - 36*q^20*t^5 + 20*q^19*t^6 + 24*q^18*t^7 + 10*q^17*t^8 - 3*q^16*t^9 + 23*q^23*t - 24*q^22*t^2 - 82*q^21*t^3 - 45*q^20*t^4 + 185*q^19*t^5 + 90*q^18*t^6 - 37*q^17*t^7 - 75*q^16*t^8 - 25*q^15*t^9 - 7*q^14*t^10 - q^13*t^11 - 78*q^22*t - 66*q^21*t^2 + 75*q^20*t^3 + 341*q^19*t^4 - 58*q^18*t^5 - 316*q^17*t^6 - 301*q^16*t^7 - 34*q^15*t^8 + 90*q^14*t^9 + 64*q^13*t^10 + 39*q^12*t^11 + 4*q^11*t^12 + 81*q^21*t + 160*q^20*t^2 + 298*q^19*t^3 - 206*q^18*t^4 - 412*q^17*t^5 - 236*q^16*t^6 + 506*q^15*t^7 + 666*q^14*t^8 + 276*q^13*t^9 - 14*q^12*t^10 - 161*q^11*t^11 - 37*q^10*t^12 - 6*q^9*t^13 - 42*q^20*t - 59*q^19*t^2 - 430*q^18*t^3 - 493*q^17*t^4 - 205*q^16*t^5 + 781*q^15*t^6 + 572*q^14*t^7 - 516*q^13*t^8 - 1020*q^12*t^9 - 613*q^11*t^10 + 104*q^10*t^11 + 67*q^9*t^12 + 31*q^8*t^13 - q^7*t^14 + 11*q^19*t - 39*q^18*t^2 + 116*q^17*t^3 + 400*q^16*t^4 + 1095*q^15*t^5 + 411*q^14*t^6 - 860*q^13*t^7 - 860*q^12*t^8 + 411*q^11*t^9 + 1095*q^10*t^10 + 400*q^9*t^11 + 116*q^8*t^12 - 39*q^7*t^13 + 11*q^6*t^14 - q^18*t + 31*q^17*t^2 + 67*q^16*t^3 + 104*q^15*t^4 - 613*q^14*t^5 - 1020*q^13*t^6 - 516*q^12*t^7 + 572*q^11*t^8 + 781*q^10*t^9 - 205*q^9*t^10 - 493*q^8*t^11 - 430*q^7*t^12 - 59*q^6*t^13 - 42*q^5*t^14 - 6*q^16*t^2 - 37*q^15*t^3 - 161*q^14*t^4 - 14*q^13*t^5 + 276*q^12*t^6 + 666*q^11*t^7 + 506*q^10*t^8 - 236*q^9*t^9 - 412*q^8*t^10 - 206*q^7*t^11 + 298*q^6*t^12 + 160*q^5*t^13 + 81*q^4*t^14 + 4*q^14*t^3 + 39*q^13*t^4 + 64*q^12*t^5 + 90*q^11*t^6 - 34*q^10*t^7 - 301*q^9*t^8 - 316*q^8*t^9 - 58*q^7*t^10 + 341*q^6*t^11 + 75*q^5*t^12 - 66*q^4*t^13 - 78*q^3*t^14 - q^12*t^4 - 7*q^11*t^5 - 25*q^10*t^6 - 75*q^9*t^7 - 37*q^8*t^8 + 90*q^7*t^9 + 185*q^6*t^10 - 45*q^5*t^11 - 82*q^4*t^12 - 24*q^3*t^13 + 23*q^2*t^14 - 3*q^9*t^6 + 10*q^8*t^7 + 24*q^7*t^8 + 20*q^6*t^9 - 36*q^5*t^10 - 10*q^4*t^11 + 3*q^3*t^12 + 6*q^2*t^13 + q*t^14 + t^15 - 3*q^5*t^9 - 3*q^3*t^11 + q^2*t^12 + 2*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 4], [0, 6], [1, 3], [1, 4], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0819] 'Fdhzw'

Zeta functions

ask[-]:

(q^10 + q^9*t - q^8*t^2 - q^8*t - q^7*t^2 - 5*q^7*t + 2*q^6*t^2 + 2*q^5*t^3 - q^6*t + 6*q^5*t^2 - q^4*t^3 + 2*q^5*t + 2*q^4*t^2 - 5*q^3*t^3 - q^3*t^2 - q^2*t^3 - q^2*t^2 + q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

(q^22*t^8 + q^21*t^9 + 2*q^20*t^10 + q^25*t^4 + 2*q^24*t^5 - 6*q^23*t^6 - 6*q^22*t^7 - 2*q^21*t^8 + 2*q^20*t^9 - 14*q^19*t^10 - 9*q^18*t^11 - 4*q^17*t^12 + 2*q^24*t^4 - 14*q^23*t^5 + 3*q^22*t^6 + 33*q^21*t^7 + 31*q^20*t^8 - 20*q^19*t^9 + 18*q^18*t^10 + 39*q^17*t^11 + 26*q^16*t^12 + 10*q^15*t^13 + 3*q^14*t^14 + q^13*t^15 + 10*q^24*t^3 - 9*q^23*t^4 - 13*q^22*t^5 + 27*q^21*t^6 + 46*q^20*t^7 - 62*q^19*t^8 - 83*q^18*t^9 - 22*q^17*t^10 - 6*q^16*t^11 - 35*q^15*t^12 - 50*q^14*t^13 - 18*q^13*t^14 - 11*q^12*t^15 - 2*q^11*t^16 - q^26 - 4*q^25*t + q^24*t^2 + q^23*t^3 - 28*q^22*t^4 - 8*q^21*t^5 + 63*q^20*t^6 - 87*q^19*t^7 - 216*q^18*t^8 + 89*q^17*t^9 + 200*q^16*t^10 + 53*q^15*t^11 - 59*q^14*t^12 - 5*q^13*t^13 + 26*q^12*t^14 + 45*q^11*t^15 + 13*q^10*t^16 + q^9*t^17 + q^24*t + 33*q^23*t^2 - 4*q^22*t^3 - 54*q^21*t^4 + 88*q^20*t^5 + 98*q^19*t^6 - 132*q^18*t^7 + 163*q^17*t^8 + 332*q^16*t^9 + 81*q^15*t^10 - 303*q^14*t^11 - 112*q^13*t^12 + 188*q^12*t^13 + 100*q^11*t^14 - 40*q^10*t^15 - 34*q^9*t^16 - 9*q^8*t^17 + 18*q^23*t - 28*q^22*t^2 - 82*q^21*t^3 + 44*q^20*t^4 + 164*q^19*t^5 - 115*q^18*t^6 - 229*q^17*t^7 + 61*q^16*t^8 + 59*q^15*t^9 - 488*q^14*t^10 - 212*q^13*t^11 + 294*q^12*t^12 + 8*q^11*t^13 - 157*q^10*t^14 - 116*q^9*t^15 + 4*q^8*t^16 + 27*q^7*t^17 - 12*q^22*t - 9*q^21*t^2 - 12*q^20*t^3 + 80*q^19*t^4 + 3*q^18*t^5 - 344*q^17*t^6 - q^16*t^7 + 377*q^15*t^8 - 69*q^14*t^9 - 242*q^13*t^10 + 295*q^12*t^11 + 294*q^11*t^12 - 17*q^10*t^13 - 140*q^9*t^14 + 129*q^8*t^15 + 81*q^7*t^16 - 19*q^6*t^17 + 2*q^5*t^18 + 2*q^21*t - 19*q^20*t^2 + 81*q^19*t^3 + 129*q^18*t^4 - 140*q^17*t^5 - 17*q^16*t^6 + 294*q^15*t^7 + 295*q^14*t^8 - 242*q^13*t^9 - 69*q^12*t^10 + 377*q^11*t^11 - q^10*t^12 - 344*q^9*t^13 + 3*q^8*t^14 + 80*q^7*t^15 - 12*q^6*t^16 - 9*q^5*t^17 - 12*q^4*t^18 + 27*q^19*t^2 + 4*q^18*t^3 - 116*q^17*t^4 - 157*q^16*t^5 + 8*q^15*t^6 + 294*q^14*t^7 - 212*q^13*t^8 - 488*q^12*t^9 + 59*q^11*t^10 + 61*q^10*t^11 - 229*q^9*t^12 - 115*q^8*t^13 + 164*q^7*t^14 + 44*q^6*t^15 - 82*q^5*t^16 - 28*q^4*t^17 + 18*q^3*t^18 - 9*q^18*t^2 - 34*q^17*t^3 - 40*q^16*t^4 + 100*q^15*t^5 + 188*q^14*t^6 - 112*q^13*t^7 - 303*q^12*t^8 + 81*q^11*t^9 + 332*q^10*t^10 + 163*q^9*t^11 - 132*q^8*t^12 + 98*q^7*t^13 + 88*q^6*t^14 - 54*q^5*t^15 - 4*q^4*t^16 + 33*q^3*t^17 + q^2*t^18 + q^17*t^2 + 13*q^16*t^3 + 45*q^15*t^4 + 26*q^14*t^5 - 5*q^13*t^6 - 59*q^12*t^7 + 53*q^11*t^8 + 200*q^10*t^9 + 89*q^9*t^10 - 216*q^8*t^11 - 87*q^7*t^12 + 63*q^6*t^13 - 8*q^5*t^14 - 28*q^4*t^15 + q^3*t^16 + q^2*t^17 - 4*q*t^18 - t^19 - 2*q^15*t^3 - 11*q^14*t^4 - 18*q^13*t^5 - 50*q^12*t^6 - 35*q^11*t^7 - 6*q^10*t^8 - 22*q^9*t^9 - 83*q^8*t^10 - 62*q^7*t^11 + 46*q^6*t^12 + 27*q^5*t^13 - 13*q^4*t^14 - 9*q^3*t^15 + 10*q^2*t^16 + q^13*t^4 + 3*q^12*t^5 + 10*q^11*t^6 + 26*q^10*t^7 + 39*q^9*t^8 + 18*q^8*t^9 - 20*q^7*t^10 + 31*q^6*t^11 + 33*q^5*t^12 + 3*q^4*t^13 - 14*q^3*t^14 + 2*q^2*t^15 - 4*q^9*t^7 - 9*q^8*t^8 - 14*q^7*t^9 + 2*q^6*t^10 - 2*q^5*t^11 - 6*q^4*t^12 - 6*q^3*t^13 + 2*q^2*t^14 + q*t^15 + 2*q^6*t^9 + q^5*t^10 + q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
14 edges:	[[0, 1], [0, 3], [0, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0820] 'FeK~W'

Zeta functions

ask[-]:

-(q^6 + 2*q^5*t - q^4*t - 4*q^3*t - q^2*t + 2*q*t + t^2)/((q*t - 1)*q^6*(t - 1)^2)

ask[+]:

-(2*q^26*t^2 + q^25*t^3 - q^24*t^4 + 3*q^23*t^5 - 11*q^22*t^6 + 2*q^21*t^7 + q^27 + 2*q^26*t + 10*q^25*t^2 - 28*q^24*t^3 - 40*q^23*t^4 - 8*q^22*t^5 + 121*q^21*t^6 - 9*q^20*t^7 - 15*q^19*t^8 + 8*q^18*t^9 + 11*q^17*t^10 - 5*q^16*t^11 + 9*q^25*t - 92*q^24*t^2 + q^23*t^3 + 168*q^22*t^4 + 267*q^21*t^5 - 360*q^20*t^6 - 193*q^19*t^7 - 36*q^18*t^8 + 6*q^17*t^9 - 38*q^16*t^10 + 2*q^15*t^11 + 2*q^14*t^12 - 51*q^24*t + 125*q^23*t^2 + 205*q^22*t^3 + 151*q^21*t^4 - 838*q^20*t^5 - 14*q^19*t^6 + 406*q^18*t^7 + 599*q^17*t^8 + 252*q^16*t^9 + 65*q^15*t^10 - q^14*t^11 - 40*q^13*t^12 + 19*q^12*t^13 + 2*q^11*t^14 + 53*q^23*t - 22*q^22*t^2 - 99*q^21*t^3 - 940*q^20*t^4 + 223*q^19*t^5 + 577*q^18*t^6 + 861*q^17*t^7 - 737*q^16*t^8 - 1302*q^15*t^9 - 663*q^14*t^10 - 119*q^13*t^11 + 254*q^12*t^12 - 49*q^11*t^13 - 11*q^10*t^14 - 6*q^9*t^15 - 25*q^22*t + 20*q^21*t^2 - 248*q^20*t^3 + 710*q^19*t^4 + 948*q^18*t^5 + 1117*q^17*t^6 - 1625*q^16*t^7 - 1365*q^15*t^8 + 974*q^14*t^9 + 1947*q^13*t^10 + 1163*q^12*t^11 - 433*q^11*t^12 - 17*q^10*t^13 - 28*q^9*t^14 + 30*q^8*t^15 + 5*q^21*t - 51*q^20*t^2 + 205*q^19*t^3 - 61*q^18*t^4 - 294*q^17*t^5 - 2438*q^16*t^6 - 940*q^15*t^7 + 1726*q^14*t^8 + 1726*q^13*t^9 - 940*q^12*t^10 - 2438*q^11*t^11 - 294*q^10*t^12 - 61*q^9*t^13 + 205*q^8*t^14 - 51*q^7*t^15 + 5*q^6*t^16 + 30*q^19*t^2 - 28*q^18*t^3 - 17*q^17*t^4 - 433*q^16*t^5 + 1163*q^15*t^6 + 1947*q^14*t^7 + 974*q^13*t^8 - 1365*q^12*t^9 - 1625*q^11*t^10 + 1117*q^10*t^11 + 948*q^9*t^12 + 710*q^8*t^13 - 248*q^7*t^14 + 20*q^6*t^15 - 25*q^5*t^16 - 6*q^18*t^2 - 11*q^17*t^3 - 49*q^16*t^4 + 254*q^15*t^5 - 119*q^14*t^6 - 663*q^13*t^7 - 1302*q^12*t^8 - 737*q^11*t^9 + 861*q^10*t^10 + 577*q^9*t^11 + 223*q^8*t^12 - 940*q^7*t^13 - 99*q^6*t^14 - 22*q^5*t^15 + 53*q^4*t^16 + 2*q^16*t^3 + 19*q^15*t^4 - 40*q^14*t^5 - q^13*t^6 + 65*q^12*t^7 + 252*q^11*t^8 + 599*q^10*t^9 + 406*q^9*t^10 - 14*q^8*t^11 - 838*q^7*t^12 + 151*q^6*t^13 + 205*q^5*t^14 + 125*q^4*t^15 - 51*q^3*t^16 + 2*q^13*t^5 + 2*q^12*t^6 - 38*q^11*t^7 + 6*q^10*t^8 - 36*q^9*t^9 - 193*q^8*t^10 - 360*q^7*t^11 + 267*q^6*t^12 + 168*q^5*t^13 + q^4*t^14 - 92*q^3*t^15 + 9*q^2*t^16 - 5*q^11*t^6 + 11*q^10*t^7 + 8*q^9*t^8 - 15*q^8*t^9 - 9*q^7*t^10 + 121*q^6*t^11 - 8*q^5*t^12 - 40*q^4*t^13 - 28*q^3*t^14 + 10*q^2*t^15 + 2*q*t^16 + t^17 + 2*q^6*t^10 - 11*q^5*t^11 + 3*q^4*t^12 - q^3*t^13 + q^2*t^14 + 2*q*t^15)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 3], [0, 6], [1, 3], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0821] 'Fh_}w'

Zeta functions

ask[-]:

(q^9 + 5*q^8*t + 3*q^7*t^2 - 8*q^7*t - 18*q^6*t^2 - q^5*t^3 - 7*q^6*t + 18*q^5*t^2 + 7*q^4*t^3 + 7*q^5*t + 18*q^4*t^2 - 7*q^3*t^3 - q^4*t - 18*q^3*t^2 - 8*q^2*t^3 + 3*q^2*t^2 + 5*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(3*q^23*t^8 - q^22*t^9 - 3*q^21*t^10 - 2*q^26*t^4 - 5*q^25*t^5 + 3*q^24*t^6 + 17*q^23*t^7 - 20*q^22*t^8 - 25*q^21*t^9 + 14*q^20*t^10 + 24*q^19*t^11 + 6*q^18*t^12 - 2*q^17*t^13 + q^16*t^14 - 6*q^25*t^4 + 25*q^24*t^5 + 66*q^23*t^6 - 50*q^22*t^7 - 83*q^21*t^8 + 78*q^20*t^9 + 95*q^19*t^10 - 55*q^18*t^11 - 76*q^17*t^12 - 34*q^16*t^13 - 15*q^15*t^14 + q^14*t^15 + q^13*t^16 + 4*q^26*t^2 - 13*q^25*t^3 + 3*q^24*t^4 + 42*q^23*t^5 - 159*q^22*t^6 - 288*q^21*t^7 + 191*q^20*t^8 + 332*q^19*t^9 - 162*q^18*t^10 - 219*q^17*t^11 + 40*q^16*t^12 + 189*q^15*t^13 + 154*q^14*t^14 + 35*q^13*t^15 - 3*q^12*t^16 - 3*q^11*t^17 + q^27 + 7*q^26*t - 26*q^24*t^3 + 49*q^23*t^4 + 39*q^22*t^5 - 154*q^21*t^6 + 538*q^20*t^7 + 692*q^19*t^8 - 478*q^18*t^9 - 739*q^17*t^10 + 37*q^16*t^11 + 503*q^15*t^12 + 56*q^14*t^13 - 427*q^13*t^14 - 269*q^12*t^15 - 58*q^11*t^16 + 7*q^10*t^17 + q^9*t^18 - 80*q^24*t^2 + 16*q^23*t^3 + 219*q^22*t^4 - 241*q^21*t^5 - 82*q^20*t^6 + 145*q^19*t^7 - 879*q^18*t^8 - 1118*q^17*t^9 + 480*q^16*t^10 + 1541*q^15*t^11 + 137*q^14*t^12 - 878*q^13*t^13 + 11*q^12*t^14 + 506*q^11*t^15 + 303*q^10*t^16 + 61*q^9*t^17 + q^8*t^18 + q^7*t^19 - 47*q^24*t + 70*q^23*t^2 + 270*q^22*t^3 - 223*q^21*t^4 - 531*q^20*t^5 + 302*q^19*t^6 + 518*q^18*t^7 - 124*q^17*t^8 + 761*q^16*t^9 + 1691*q^15*t^10 - 564*q^14*t^11 - 1943*q^13*t^12 - 164*q^12*t^13 + 704*q^11*t^14 + 113*q^10*t^15 - 374*q^9*t^16 - 270*q^8*t^17 - 37*q^7*t^18 - 9*q^6*t^19 + 58*q^23*t + 97*q^22*t^2 - 153*q^21*t^3 - 492*q^20*t^4 + 445*q^19*t^5 + 1144*q^18*t^6 - 284*q^17*t^7 - 1092*q^16*t^8 + 31*q^15*t^9 - 506*q^14*t^10 - 1548*q^13*t^11 + 203*q^12*t^12 + 1597*q^11*t^13 + 516*q^10*t^14 - 620*q^9*t^15 - 252*q^8*t^16 + 277*q^7*t^17 + 118*q^6*t^18 + 32*q^5*t^19 - 32*q^22*t - 118*q^21*t^2 - 277*q^20*t^3 + 252*q^19*t^4 + 620*q^18*t^5 - 516*q^17*t^6 - 1597*q^16*t^7 - 203*q^15*t^8 + 1548*q^14*t^9 + 506*q^13*t^10 - 31*q^12*t^11 + 1092*q^11*t^12 + 284*q^10*t^13 - 1144*q^9*t^14 - 445*q^8*t^15 + 492*q^7*t^16 + 153*q^6*t^17 - 97*q^5*t^18 - 58*q^4*t^19 + 9*q^21*t + 37*q^20*t^2 + 270*q^19*t^3 + 374*q^18*t^4 - 113*q^17*t^5 - 704*q^16*t^6 + 164*q^15*t^7 + 1943*q^14*t^8 + 564*q^13*t^9 - 1691*q^12*t^10 - 761*q^11*t^11 + 124*q^10*t^12 - 518*q^9*t^13 - 302*q^8*t^14 + 531*q^7*t^15 + 223*q^6*t^16 - 270*q^5*t^17 - 70*q^4*t^18 + 47*q^3*t^19 - q^20*t - q^19*t^2 - 61*q^18*t^3 - 303*q^17*t^4 - 506*q^16*t^5 - 11*q^15*t^6 + 878*q^14*t^7 - 137*q^13*t^8 - 1541*q^12*t^9 - 480*q^11*t^10 + 1118*q^10*t^11 + 879*q^9*t^12 - 145*q^8*t^13 + 82*q^7*t^14 + 241*q^6*t^15 - 219*q^5*t^16 - 16*q^4*t^17 + 80*q^3*t^18 - q^18*t^2 - 7*q^17*t^3 + 58*q^16*t^4 + 269*q^15*t^5 + 427*q^14*t^6 - 56*q^13*t^7 - 503*q^12*t^8 - 37*q^11*t^9 + 739*q^10*t^10 + 478*q^9*t^11 - 692*q^8*t^12 - 538*q^7*t^13 + 154*q^6*t^14 - 39*q^5*t^15 - 49*q^4*t^16 + 26*q^3*t^17 - 7*q*t^19 - t^20 + 3*q^16*t^3 + 3*q^15*t^4 - 35*q^14*t^5 - 154*q^13*t^6 - 189*q^12*t^7 - 40*q^11*t^8 + 219*q^10*t^9 + 162*q^9*t^10 - 332*q^8*t^11 - 191*q^7*t^12 + 288*q^6*t^13 + 159*q^5*t^14 - 42*q^4*t^15 - 3*q^3*t^16 + 13*q^2*t^17 - 4*q*t^18 - q^14*t^4 - q^13*t^5 + 15*q^12*t^6 + 34*q^11*t^7 + 76*q^10*t^8 + 55*q^9*t^9 - 95*q^8*t^10 - 78*q^7*t^11 + 83*q^6*t^12 + 50*q^5*t^13 - 66*q^4*t^14 - 25*q^3*t^15 + 6*q^2*t^16 - q^11*t^6 + 2*q^10*t^7 - 6*q^9*t^8 - 24*q^8*t^9 - 14*q^7*t^10 + 25*q^6*t^11 + 20*q^5*t^12 - 17*q^4*t^13 - 3*q^3*t^14 + 5*q^2*t^15 + 2*q*t^16 + 3*q^6*t^10 + q^5*t^11 - 3*q^4*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 4], [0, 6], [1, 2], [1, 6], [2, 3], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0822] 'Fie`w'

Zeta functions

ask[-]:

(q^11 + 6*q^10*t + 3*q^9*t^2 - 9*q^9*t - 27*q^8*t^2 - 5*q^7*t^3 + q^6*t^4 - 10*q^8*t + 31*q^7*t^2 + 30*q^6*t^3 - q^5*t^4 + 8*q^7*t + 28*q^6*t^2 - 28*q^5*t^3 - 8*q^4*t^4 + q^6*t - 30*q^5*t^2 - 31*q^4*t^3 + 10*q^3*t^4 - q^5*t + 5*q^4*t^2 + 27*q^3*t^3 + 9*q^2*t^4 - 3*q^2*t^3 - 6*q*t^4 - t^5)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^14*t^5 - q^13*t^6 + q^12*t^7 + q^11*t^8 - q^16*t^2 + q^15*t^3 + q^14*t^4 - 11*q^13*t^5 - 5*q^12*t^6 - q^11*t^7 + 3*q^10*t^8 - q^9*t^9 + 13*q^14*t^3 - 3*q^13*t^4 + 15*q^12*t^5 + 54*q^11*t^6 + q^10*t^7 - 37*q^9*t^8 - 3*q^8*t^9 - 2*q^7*t^10 - q^16 - 7*q^15*t + 19*q^14*t^2 - 8*q^13*t^3 - 91*q^12*t^4 + 21*q^11*t^5 - 57*q^10*t^6 - 61*q^9*t^7 + 93*q^8*t^8 + 39*q^7*t^9 + 11*q^6*t^10 + 10*q^14*t + 6*q^13*t^2 - 124*q^12*t^3 + 155*q^11*t^4 + 162*q^10*t^5 - 92*q^9*t^6 + 28*q^8*t^7 - 25*q^7*t^8 - 104*q^6*t^9 - 28*q^5*t^10 + 27*q^13*t - 38*q^12*t^2 + 106*q^11*t^3 + 174*q^10*t^4 - 413*q^9*t^5 - 82*q^8*t^6 + 262*q^7*t^7 - 68*q^6*t^8 + 74*q^5*t^9 + 42*q^4*t^10 - 42*q^12*t - 74*q^11*t^2 + 68*q^10*t^3 - 262*q^9*t^4 + 82*q^8*t^5 + 413*q^7*t^6 - 174*q^6*t^7 - 106*q^5*t^8 + 38*q^4*t^9 - 27*q^3*t^10 + 28*q^11*t + 104*q^10*t^2 + 25*q^9*t^3 - 28*q^8*t^4 + 92*q^7*t^5 - 162*q^6*t^6 - 155*q^5*t^7 + 124*q^4*t^8 - 6*q^3*t^9 - 10*q^2*t^10 - 11*q^10*t - 39*q^9*t^2 - 93*q^8*t^3 + 61*q^7*t^4 + 57*q^6*t^5 - 21*q^5*t^6 + 91*q^4*t^7 + 8*q^3*t^8 - 19*q^2*t^9 + 7*q*t^10 + t^11 + 2*q^9*t + 3*q^8*t^2 + 37*q^7*t^3 - q^6*t^4 - 54*q^5*t^5 - 15*q^4*t^6 + 3*q^3*t^7 - 13*q^2*t^8 + q^7*t^2 - 3*q^6*t^3 + q^5*t^4 + 5*q^4*t^5 + 11*q^3*t^6 - q^2*t^7 - q*t^8 + t^9 - q^5*t^3 - q^4*t^4 + q^3*t^5 - q^2*t^6)/((q^2 - t)^2*(q + t)*(q - t)^4*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 4], [0, 5], [1, 2], [1, 3], [2, 5], [2, 6], [3, 4], [3, 6], [4, 6], [5, 6]]

[0823] 'Fj]|w'

Zeta functions

ask[-]:

(q^9 - q^6*t^2 - q^6*t - 3*q^5*t + 3*q^4*t^2 + q^3*t^2 + q^3*t - t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(3*q^21*t^4 - q^19*t^6 - q^24 - 2*q^22*t^2 + q^21*t^3 - 4*q^20*t^4 + 4*q^19*t^5 - 2*q^18*t^6 - 3*q^17*t^7 - q^16*t^8 - 9*q^22*t + 10*q^21*t^2 + 18*q^20*t^3 - 4*q^19*t^4 - 41*q^18*t^5 - 15*q^17*t^6 + 13*q^16*t^7 + 17*q^15*t^8 + 3*q^14*t^9 + 20*q^21*t + 12*q^20*t^2 - 23*q^19*t^3 - 20*q^18*t^4 + 39*q^17*t^5 + 80*q^16*t^6 + 35*q^15*t^7 - 20*q^14*t^8 - 17*q^13*t^9 - 2*q^12*t^10 - 4*q^20*t - 5*q^19*t^2 - 31*q^18*t^3 - 57*q^17*t^4 + 38*q^16*t^5 - 19*q^15*t^6 - 83*q^14*t^7 - 44*q^13*t^8 - 16*q^12*t^9 - 25*q^11*t^10 - 5*q^19*t - 43*q^18*t^2 - 27*q^17*t^3 + 96*q^16*t^4 + 65*q^15*t^5 + 48*q^14*t^6 - 62*q^13*t^7 - 72*q^12*t^8 + 90*q^11*t^9 + 119*q^10*t^10 + 23*q^9*t^11 + 8*q^8*t^12 + 2*q^18*t + 35*q^17*t^2 + 69*q^16*t^3 + 97*q^15*t^4 - 25*q^14*t^5 - 256*q^13*t^6 + 256*q^11*t^8 + 25*q^10*t^9 - 97*q^9*t^10 - 69*q^8*t^11 - 35*q^7*t^12 - 2*q^6*t^13 - 8*q^16*t^2 - 23*q^15*t^3 - 119*q^14*t^4 - 90*q^13*t^5 + 72*q^12*t^6 + 62*q^11*t^7 - 48*q^10*t^8 - 65*q^9*t^9 - 96*q^8*t^10 + 27*q^7*t^11 + 43*q^6*t^12 + 5*q^5*t^13 + 25*q^13*t^4 + 16*q^12*t^5 + 44*q^11*t^6 + 83*q^10*t^7 + 19*q^9*t^8 - 38*q^8*t^9 + 57*q^7*t^10 + 31*q^6*t^11 + 5*q^5*t^12 + 4*q^4*t^13 + 2*q^12*t^4 + 17*q^11*t^5 + 20*q^10*t^6 - 35*q^9*t^7 - 80*q^8*t^8 - 39*q^7*t^9 + 20*q^6*t^10 + 23*q^5*t^11 - 12*q^4*t^12 - 20*q^3*t^13 - 3*q^10*t^5 - 17*q^9*t^6 - 13*q^8*t^7 + 15*q^7*t^8 + 41*q^6*t^9 + 4*q^5*t^10 - 18*q^4*t^11 - 10*q^3*t^12 + 9*q^2*t^13 + q^8*t^6 + 3*q^7*t^7 + 2*q^6*t^8 - 4*q^5*t^9 + 4*q^4*t^10 - q^3*t^11 + 2*q^2*t^12 + t^14 + q^5*t^8 - 3*q^3*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 1], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0824] 'FjaHw'

Zeta functions

ask[-]:

-(3*q^7*t^2 + q^6*t^3 - q^8 - 3*q^7*t - 2*q^6*t^2 - 3*q^5*t^3 + 5*q^6*t - 3*q^5*t^2 - 2*q^4*t^3 + 6*q^5*t - 2*q^4*t^2 + 6*q^3*t^3 - 2*q^4*t - 3*q^3*t^2 + 5*q^2*t^3 - 3*q^3*t - 2*q^2*t^2 - 3*q*t^3 - t^4 + q^2*t + 3*q*t^2)/((q^2 - t)*(q*t - 1)*q^6*(t - 1)^3)

ask[+]:

-(5*q^23*t^2 - q^22*t^3 + 12*q^21*t^4 - 42*q^20*t^5 + 17*q^19*t^6 - 13*q^18*t^7 + 2*q^17*t^8 + q^24 + 5*q^23*t + 24*q^22*t^2 - 29*q^21*t^3 - 154*q^20*t^4 + 234*q^19*t^5 + 52*q^18*t^6 + 99*q^17*t^7 - 39*q^16*t^8 + 31*q^15*t^9 - 4*q^14*t^10 + 15*q^22*t - 223*q^21*t^2 - 57*q^20*t^3 + 483*q^19*t^4 - 149*q^18*t^5 - 441*q^17*t^6 - 514*q^16*t^7 - 83*q^15*t^8 - 168*q^14*t^9 + 44*q^13*t^10 + q^12*t^11 - 8*q^11*t^12 - 100*q^21*t + 421*q^20*t^2 + 499*q^19*t^3 + 22*q^18*t^4 - 705*q^17*t^5 + 375*q^16*t^6 + 958*q^15*t^7 + 1097*q^14*t^8 + 790*q^13*t^9 - 48*q^12*t^10 - 33*q^11*t^11 + 13*q^10*t^12 + 11*q^9*t^13 + 139*q^20*t - 314*q^19*t^2 - 557*q^18*t^3 - 1775*q^17*t^4 + 327*q^16*t^5 + 290*q^15*t^6 + 348*q^14*t^7 - 2052*q^13*t^8 - 2420*q^12*t^9 - 567*q^11*t^10 - 69*q^10*t^11 + 101*q^9*t^12 - 56*q^8*t^13 + 5*q^7*t^14 - 95*q^19*t + 179*q^18*t^2 - 61*q^17*t^3 + 2217*q^16*t^4 + 1745*q^15*t^5 + 1141*q^14*t^6 - 1894*q^13*t^7 + 158*q^12*t^8 + 3212*q^11*t^9 + 1908*q^10*t^10 + 949*q^9*t^11 - 305*q^8*t^12 + 120*q^7*t^13 - 34*q^6*t^14 + 34*q^18*t - 120*q^17*t^2 + 305*q^16*t^3 - 949*q^15*t^4 - 1908*q^14*t^5 - 3212*q^13*t^6 - 158*q^12*t^7 + 1894*q^11*t^8 - 1141*q^10*t^9 - 1745*q^9*t^10 - 2217*q^8*t^11 + 61*q^7*t^12 - 179*q^6*t^13 + 95*q^5*t^14 - 5*q^17*t + 56*q^16*t^2 - 101*q^15*t^3 + 69*q^14*t^4 + 567*q^13*t^5 + 2420*q^12*t^6 + 2052*q^11*t^7 - 348*q^10*t^8 - 290*q^9*t^9 - 327*q^8*t^10 + 1775*q^7*t^11 + 557*q^6*t^12 + 314*q^5*t^13 - 139*q^4*t^14 - 11*q^15*t^2 - 13*q^14*t^3 + 33*q^13*t^4 + 48*q^12*t^5 - 790*q^11*t^6 - 1097*q^10*t^7 - 958*q^9*t^8 - 375*q^8*t^9 + 705*q^7*t^10 - 22*q^6*t^11 - 499*q^5*t^12 - 421*q^4*t^13 + 100*q^3*t^14 + 8*q^13*t^3 - q^12*t^4 - 44*q^11*t^5 + 168*q^10*t^6 + 83*q^9*t^7 + 514*q^8*t^8 + 441*q^7*t^9 + 149*q^6*t^10 - 483*q^5*t^11 + 57*q^4*t^12 + 223*q^3*t^13 - 15*q^2*t^14 + 4*q^10*t^5 - 31*q^9*t^6 + 39*q^8*t^7 - 99*q^7*t^8 - 52*q^6*t^9 - 234*q^5*t^10 + 154*q^4*t^11 + 29*q^3*t^12 - 24*q^2*t^13 - 5*q*t^14 - t^15 - 2*q^7*t^7 + 13*q^6*t^8 - 17*q^5*t^9 + 42*q^4*t^10 - 12*q^3*t^11 + q^2*t^12 - 5*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^2*(t^2 - q)*(q + t)*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
11 edges:	[[0, 1], [0, 4], [0, 5], [1, 2], [1, 3], [2, 3], [2, 6], [3, 6], [4, 5], [4, 6], [5, 6]]

[0825] 'Fjm~w'

Zeta functions

ask[-]:

(q^8 + q^6*t - 4*q^4*t + q^2*t + t^2)/((q^2 - t)*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^25 + 4*q^23*t^2 - q^21*t^4 + 4*q^23*t - 12*q^22*t^2 + 2*q^21*t^3 - 2*q^19*t^5 - 4*q^22*t + 6*q^21*t^2 - 26*q^20*t^3 - 2*q^19*t^4 + 10*q^18*t^5 - 15*q^21*t - 31*q^20*t^2 + 46*q^19*t^3 + 18*q^18*t^4 - 5*q^17*t^5 + 13*q^16*t^6 - 2*q^15*t^7 + 12*q^20*t + 59*q^19*t^2 + 6*q^18*t^3 + 47*q^17*t^4 - 47*q^15*t^6 + 10*q^14*t^7 + q^13*t^8 - q^19*t - 15*q^18*t^2 + 31*q^17*t^3 - 117*q^16*t^4 - 45*q^15*t^5 + 47*q^14*t^6 - 45*q^13*t^7 - 7*q^12*t^8 - q^18*t - 4*q^17*t^2 - 84*q^16*t^3 + 22*q^15*t^4 - 55*q^14*t^5 - 62*q^13*t^6 + 94*q^12*t^7 + 12*q^11*t^8 + 2*q^10*t^9 - 2*q^16*t^2 + 24*q^15*t^3 - 46*q^14*t^4 + 160*q^13*t^5 + 160*q^12*t^6 - 46*q^11*t^7 + 24*q^10*t^8 - 2*q^9*t^9 + 2*q^15*t^2 + 12*q^14*t^3 + 94*q^13*t^4 - 62*q^12*t^5 - 55*q^11*t^6 + 22*q^10*t^7 - 84*q^9*t^8 - 4*q^8*t^9 - q^7*t^10 - 7*q^13*t^3 - 45*q^12*t^4 + 47*q^11*t^5 - 45*q^10*t^6 - 117*q^9*t^7 + 31*q^8*t^8 - 15*q^7*t^9 - q^6*t^10 + q^12*t^3 + 10*q^11*t^4 - 47*q^10*t^5 + 47*q^8*t^7 + 6*q^7*t^8 + 59*q^6*t^9 + 12*q^5*t^10 - 2*q^10*t^4 + 13*q^9*t^5 - 5*q^8*t^6 + 18*q^7*t^7 + 46*q^6*t^8 - 31*q^5*t^9 - 15*q^4*t^10 + 10*q^7*t^6 - 2*q^6*t^7 - 26*q^5*t^8 + 6*q^4*t^9 - 4*q^3*t^10 - 2*q^6*t^6 + 2*q^4*t^8 - 12*q^3*t^9 + 4*q^2*t^10 - q^4*t^7 + 4*q^2*t^9 + t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
17 edges:	[[0, 1], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0826] 'Fk?gw'

Zeta functions

ask[-]:

(3*q^6*t^3 - q^5*t^4 + 15*q^6*t^2 - 27*q^5*t^3 + 7*q^4*t^4 + 10*q^6*t - 70*q^5*t^2 + 74*q^4*t^3 - 17*q^3*t^4 + q^6 - 18*q^5*t + 72*q^4*t^2 - 43*q^3*t^3 + 8*q^2*t^4 - 8*q^4*t + 43*q^3*t^2 - 72*q^2*t^3 + 18*q*t^4 - t^5 + 17*q^3*t - 74*q^2*t^2 + 70*q*t^3 - 10*t^4 - 7*q^2*t + 27*q*t^2 - 15*t^3 + q*t - 3*t^2)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(3*q^10*t^8 - 9*q^9*t^9 + 8*q^8*t^10 - 9*q^7*t^11 - q^6*t^12 + 22*q^10*t^7 - 87*q^9*t^8 + 137*q^8*t^9 - 72*q^7*t^10 + 47*q^6*t^11 + 9*q^5*t^12 + 95*q^10*t^6 - 456*q^9*t^7 + 843*q^8*t^8 - 771*q^7*t^9 + 262*q^6*t^10 - 85*q^5*t^11 - 32*q^4*t^12 + 177*q^10*t^5 - 1299*q^9*t^6 + 3435*q^8*t^7 - 4423*q^7*t^8 + 2806*q^6*t^9 - 718*q^5*t^10 + 78*q^4*t^11 + 56*q^3*t^12 + 222*q^10*t^4 - 2098*q^9*t^5 + 7808*q^8*t^6 - 14377*q^7*t^7 + 14546*q^6*t^8 - 7542*q^5*t^9 + 1857*q^4*t^10 - 177*q^3*t^11 - 39*q^2*t^12 + 144*q^10*t^3 - 2071*q^9*t^4 + 10280*q^8*t^5 - 25719*q^7*t^6 + 36148*q^6*t^7 - 29807*q^5*t^8 + 13299*q^4*t^9 - 3150*q^3*t^10 + 382*q^2*t^11 - 11*q*t^12 + t^13 + 61*q^10*t^2 - 1050*q^9*t^3 + 7561*q^8*t^4 - 26021*q^7*t^5 + 48900*q^6*t^6 - 54593*q^5*t^7 + 36650*q^4*t^8 - 13657*q^3*t^9 + 2705*q^2*t^10 - 279*q*t^11 + 11*t^12 + 11*q^10*t - 279*q^9*t^2 + 2705*q^8*t^3 - 13657*q^7*t^4 + 36650*q^6*t^5 - 54593*q^5*t^6 + 48900*q^4*t^7 - 26021*q^3*t^8 + 7561*q^2*t^9 - 1050*q*t^10 + 61*t^11 + q^10 - 11*q^9*t + 382*q^8*t^2 - 3150*q^7*t^3 + 13299*q^6*t^4 - 29807*q^5*t^5 + 36148*q^4*t^6 - 25719*q^3*t^7 + 10280*q^2*t^8 - 2071*q*t^9 + 144*t^10 - 39*q^8*t - 177*q^7*t^2 + 1857*q^6*t^3 - 7542*q^5*t^4 + 14546*q^4*t^5 - 14377*q^3*t^6 + 7808*q^2*t^7 - 2098*q*t^8 + 222*t^9 + 56*q^7*t + 78*q^6*t^2 - 718*q^5*t^3 + 2806*q^4*t^4 - 4423*q^3*t^5 + 3435*q^2*t^6 - 1299*q*t^7 + 177*t^8 - 32*q^6*t - 85*q^5*t^2 + 262*q^4*t^3 - 771*q^3*t^4 + 843*q^2*t^5 - 456*q*t^6 + 95*t^7 + 9*q^5*t + 47*q^4*t^2 - 72*q^3*t^3 + 137*q^2*t^4 - 87*q*t^5 + 22*t^6 - q^4*t - 9*q^3*t^2 + 8*q^2*t^3 - 9*q*t^4 + 3*t^5)/((q - t)^3*q^7*(t + 1)^3*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 1], [0, 3], [1, 2], [2, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0827] 'FkUhw'

Zeta functions

ask[-]:

(q^11 + 3*q^10*t - 2*q^9*t^2 - 4*q^9*t - 7*q^8*t^2 + 2*q^7*t^3 + q^6*t^4 - 9*q^8*t + 14*q^7*t^2 + 8*q^6*t^3 - 3*q^5*t^4 + 3*q^7*t + 15*q^6*t^2 - 15*q^5*t^3 - 3*q^4*t^4 + 3*q^6*t - 8*q^5*t^2 - 14*q^4*t^3 + 9*q^3*t^4 - q^5*t - 2*q^4*t^2 + 7*q^3*t^3 + 4*q^2*t^4 + 2*q^2*t^3 - 3*q*t^4 - t^5)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^12*t^6 + q^11*t^7 + q^15*t^2 - q^14*t^3 - q^13*t^4 + q^12*t^5 - 4*q^11*t^6 - 2*q^10*t^7 - q^9*t^8 - 2*q^14*t^2 - 7*q^13*t^3 + 4*q^12*t^4 + q^11*t^5 - 19*q^10*t^6 - 11*q^9*t^7 - q^7*t^9 + q^15 + 5*q^14*t - 9*q^13*t^2 + 10*q^12*t^3 + 38*q^11*t^4 - q^10*t^5 + 42*q^9*t^6 + 66*q^8*t^7 + 18*q^7*t^8 + 5*q^6*t^9 - 7*q^13*t - 4*q^12*t^2 + 47*q^11*t^3 - 49*q^10*t^4 - 86*q^9*t^5 - 31*q^8*t^6 - 84*q^7*t^7 - 64*q^6*t^8 - 12*q^5*t^9 - 17*q^12*t + 8*q^11*t^2 - 35*q^10*t^3 - 107*q^9*t^4 + 99*q^8*t^5 + 111*q^7*t^6 + 8*q^6*t^7 + 66*q^5*t^8 + 21*q^4*t^9 + 21*q^11*t + 66*q^10*t^2 + 8*q^9*t^3 + 111*q^8*t^4 + 99*q^7*t^5 - 107*q^6*t^6 - 35*q^5*t^7 + 8*q^4*t^8 - 17*q^3*t^9 - 12*q^10*t - 64*q^9*t^2 - 84*q^8*t^3 - 31*q^7*t^4 - 86*q^6*t^5 - 49*q^5*t^6 + 47*q^4*t^7 - 4*q^3*t^8 - 7*q^2*t^9 + 5*q^9*t + 18*q^8*t^2 + 66*q^7*t^3 + 42*q^6*t^4 - q^5*t^5 + 38*q^4*t^6 + 10*q^3*t^7 - 9*q^2*t^8 + 5*q*t^9 + t^10 - q^8*t - 11*q^6*t^3 - 19*q^5*t^4 + q^4*t^5 + 4*q^3*t^6 - 7*q^2*t^7 - 2*q*t^8 - q^6*t^2 - 2*q^5*t^3 - 4*q^4*t^4 + q^3*t^5 - q^2*t^6 - q*t^7 + t^8 + q^4*t^3 + 2*q^3*t^4)/((q^2 - t)^2*(q + t)*(q - t)^3*q^7*(t + 1)*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 3], [0, 5], [1, 2], [1, 4], [2, 5], [2, 6], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0828] 'FkYXw'

Zeta functions

ask[-]:

(q^11 + 3*q^10*t - 4*q^9*t - 13*q^8*t^2 + q^6*t^4 - 9*q^8*t + 18*q^7*t^2 + 14*q^6*t^3 - 3*q^5*t^4 + 3*q^7*t + 19*q^6*t^2 - 19*q^5*t^3 - 3*q^4*t^4 + 3*q^6*t - 14*q^5*t^2 - 18*q^4*t^3 + 9*q^3*t^4 - q^5*t + 13*q^3*t^3 + 4*q^2*t^4 - 3*q*t^4 - t^5)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(3*q^24*t^2 + q^23*t^3 - 6*q^20*t^6 + 2*q^19*t^7 + q^25 + q^24*t + 8*q^23*t^2 + 15*q^22*t^3 - 28*q^21*t^4 - 69*q^20*t^5 + 23*q^19*t^6 + 31*q^18*t^7 + 16*q^17*t^8 - 6*q^16*t^9 + 33*q^23*t - 30*q^22*t^2 - 143*q^21*t^3 - 66*q^20*t^4 + 301*q^19*t^5 + 156*q^18*t^6 - 37*q^17*t^7 - 88*q^16*t^8 - 24*q^15*t^9 - 16*q^14*t^10 - 6*q^13*t^11 - 114*q^22*t - 85*q^21*t^2 + 128*q^20*t^3 + 500*q^19*t^4 - 87*q^18*t^5 - 390*q^17*t^6 - 396*q^16*t^7 - 142*q^15*t^8 + 36*q^14*t^9 + 89*q^13*t^10 + 85*q^12*t^11 + 16*q^11*t^12 + 134*q^21*t + 204*q^20*t^2 + 393*q^19*t^3 - 294*q^18*t^4 - 568*q^17*t^5 - 597*q^16*t^6 + 385*q^15*t^7 + 969*q^14*t^8 + 623*q^13*t^9 + 91*q^12*t^10 - 268*q^11*t^11 - 100*q^10*t^12 - 12*q^9*t^13 - 83*q^20*t - 68*q^19*t^2 - 580*q^18*t^3 - 739*q^17*t^4 - 364*q^16*t^5 + 1455*q^15*t^6 + 1437*q^14*t^7 - 391*q^13*t^8 - 1550*q^12*t^9 - 1121*q^11*t^10 + 99*q^10*t^11 + 172*q^9*t^12 + 57*q^8*t^13 - 4*q^7*t^14 + 28*q^19*t - 72*q^18*t^2 + 113*q^17*t^3 + 682*q^16*t^4 + 1743*q^15*t^5 + 345*q^14*t^6 - 1831*q^13*t^7 - 1831*q^12*t^8 + 345*q^11*t^9 + 1743*q^10*t^10 + 682*q^9*t^11 + 113*q^8*t^12 - 72*q^7*t^13 + 28*q^6*t^14 - 4*q^18*t + 57*q^17*t^2 + 172*q^16*t^3 + 99*q^15*t^4 - 1121*q^14*t^5 - 1550*q^13*t^6 - 391*q^12*t^7 + 1437*q^11*t^8 + 1455*q^10*t^9 - 364*q^9*t^10 - 739*q^8*t^11 - 580*q^7*t^12 - 68*q^6*t^13 - 83*q^5*t^14 - 12*q^16*t^2 - 100*q^15*t^3 - 268*q^14*t^4 + 91*q^13*t^5 + 623*q^12*t^6 + 969*q^11*t^7 + 385*q^10*t^8 - 597*q^9*t^9 - 568*q^8*t^10 - 294*q^7*t^11 + 393*q^6*t^12 + 204*q^5*t^13 + 134*q^4*t^14 + 16*q^14*t^3 + 85*q^13*t^4 + 89*q^12*t^5 + 36*q^11*t^6 - 142*q^10*t^7 - 396*q^9*t^8 - 390*q^8*t^9 - 87*q^7*t^10 + 500*q^6*t^11 + 128*q^5*t^12 - 85*q^4*t^13 - 114*q^3*t^14 - 6*q^12*t^4 - 16*q^11*t^5 - 24*q^10*t^6 - 88*q^9*t^7 - 37*q^8*t^8 + 156*q^7*t^9 + 301*q^6*t^10 - 66*q^5*t^11 - 143*q^4*t^12 - 30*q^3*t^13 + 33*q^2*t^14 - 6*q^9*t^6 + 16*q^8*t^7 + 31*q^7*t^8 + 23*q^6*t^9 - 69*q^5*t^10 - 28*q^4*t^11 + 15*q^3*t^12 + 8*q^2*t^13 + q*t^14 + t^15 + 2*q^6*t^8 - 6*q^5*t^9 + q^2*t^12 + 3*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 3], [0, 5], [1, 2], [1, 4], [2, 4], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0829] 'Fk]~w'

Zeta functions

ask[-]:

(q^10 + 2*q^8*t - 3*q^7*t - 5*q^6*t - 3*q^5*t^2 + 3*q^5*t + 5*q^4*t^2 + 3*q^3*t^2 - 2*q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^25 + 7*q^23*t^2 + 8*q^23*t - 21*q^22*t^2 + 14*q^21*t^3 - 3*q^20*t^4 - 6*q^19*t^5 - 14*q^22*t + 24*q^21*t^2 - 90*q^20*t^3 + 24*q^18*t^5 - 8*q^17*t^6 - 8*q^21*t - 83*q^20*t^2 + 164*q^19*t^3 - 31*q^18*t^4 - 31*q^17*t^5 + 58*q^16*t^6 - 5*q^15*t^7 + 13*q^20*t + 154*q^19*t^2 - 120*q^18*t^3 + 265*q^17*t^4 + 61*q^16*t^5 - 148*q^15*t^6 + 46*q^14*t^7 + q^13*t^8 - 4*q^19*t - 103*q^18*t^2 + 188*q^17*t^3 - 468*q^16*t^4 - 79*q^15*t^5 + 205*q^14*t^6 - 177*q^13*t^7 - 2*q^12*t^8 + 39*q^17*t^2 - 276*q^16*t^3 + 320*q^15*t^4 - 242*q^14*t^5 - 345*q^13*t^6 + 315*q^12*t^7 - 30*q^11*t^8 + 3*q^10*t^9 - 13*q^16*t^2 + 156*q^15*t^3 - 284*q^14*t^4 + 525*q^13*t^5 + 525*q^12*t^6 - 284*q^11*t^7 + 156*q^10*t^8 - 13*q^9*t^9 + 3*q^15*t^2 - 30*q^14*t^3 + 315*q^13*t^4 - 345*q^12*t^5 - 242*q^11*t^6 + 320*q^10*t^7 - 276*q^9*t^8 + 39*q^8*t^9 - 2*q^13*t^3 - 177*q^12*t^4 + 205*q^11*t^5 - 79*q^10*t^6 - 468*q^9*t^7 + 188*q^8*t^8 - 103*q^7*t^9 - 4*q^6*t^10 + q^12*t^3 + 46*q^11*t^4 - 148*q^10*t^5 + 61*q^9*t^6 + 265*q^8*t^7 - 120*q^7*t^8 + 154*q^6*t^9 + 13*q^5*t^10 - 5*q^10*t^4 + 58*q^9*t^5 - 31*q^8*t^6 - 31*q^7*t^7 + 164*q^6*t^8 - 83*q^5*t^9 - 8*q^4*t^10 - 8*q^8*t^5 + 24*q^7*t^6 - 90*q^5*t^8 + 24*q^4*t^9 - 14*q^3*t^10 - 6*q^6*t^6 - 3*q^5*t^7 + 14*q^4*t^8 - 21*q^3*t^9 + 8*q^2*t^10 + 7*q^2*t^9 + t^11)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 1], [0, 3], [0, 5], [0, 6], [1, 2], [1, 4], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0830] 'Fk_zw'

Zeta functions

ask[-]:

ask[+]:

(2*q^21*t^14 + q^20*t^15 - q^25*t^9 + 3*q^24*t^10 - 13*q^22*t^12 - 2*q^21*t^13 - 2*q^20*t^14 - 14*q^19*t^15 - 8*q^18*t^16 - 2*q^17*t^17 - q^26*t^7 - 2*q^25*t^8 + 11*q^24*t^9 + 6*q^23*t^10 - 17*q^22*t^11 + 31*q^21*t^12 + 63*q^20*t^13 + 19*q^19*t^14 + 41*q^18*t^15 + 31*q^17*t^16 + 26*q^16*t^17 + 16*q^15*t^18 + 2*q^14*t^19 - q^13*t^20 + q^26*t^6 + 4*q^25*t^7 - 12*q^24*t^8 + 6*q^23*t^9 - 47*q^22*t^10 - 47*q^21*t^11 + 86*q^20*t^12 - 189*q^19*t^13 - 202*q^18*t^14 - 89*q^17*t^15 - 64*q^16*t^16 - 72*q^15*t^17 - 82*q^14*t^18 - 30*q^13*t^19 - 6*q^12*t^20 + 2*q^11*t^21 + 3*q^26*t^5 + 11*q^25*t^6 - 71*q^24*t^7 + 69*q^23*t^8 + 75*q^22*t^9 - 210*q^21*t^10 + 249*q^20*t^11 + 53*q^19*t^12 - 34*q^18*t^13 + 330*q^17*t^14 + 398*q^16*t^15 + 231*q^15*t^16 + 14*q^14*t^17 + 169*q^13*t^18 + 114*q^12*t^19 + 51*q^11*t^20 - 7*q^26*t^4 + 19*q^25*t^5 - 61*q^24*t^6 + 57*q^23*t^7 + 315*q^22*t^8 - 334*q^21*t^9 + 18*q^20*t^10 + 502*q^19*t^11 - 255*q^18*t^12 - 246*q^17*t^13 + 56*q^16*t^14 - 227*q^15*t^15 - 702*q^14*t^16 - 137*q^13*t^17 - 82*q^12*t^18 - 157*q^11*t^19 - 123*q^10*t^20 - 40*q^9*t^21 + q^8*t^22 - q^7*t^23 + q^27*t^2 - 8*q^26*t^3 + 27*q^25*t^4 + 40*q^24*t^5 - 205*q^23*t^6 + 232*q^22*t^7 - 204*q^21*t^8 - 968*q^20*t^9 + 648*q^19*t^10 - 146*q^18*t^11 - 1055*q^17*t^12 - 103*q^16*t^13 + 466*q^15*t^14 - 290*q^14*t^15 + 43*q^13*t^16 + 531*q^12*t^17 + 191*q^11*t^18 + 49*q^10*t^19 + 33*q^9*t^20 + 126*q^8*t^21 - q^7*t^22 + 5*q^6*t^23 - 6*q^26*t^2 - 18*q^25*t^3 + 109*q^24*t^4 - 266*q^23*t^5 + 27*q^22*t^6 + 695*q^21*t^7 - 844*q^20*t^8 + 836*q^19*t^9 + 1537*q^18*t^10 - 319*q^17*t^11 - 268*q^16*t^12 + 1671*q^15*t^13 + 1037*q^14*t^14 - 724*q^13*t^15 + 584*q^12*t^16 + 305*q^11*t^17 - 312*q^10*t^18 - 200*q^9*t^19 + 143*q^8*t^20 - 68*q^7*t^21 - 7*q^6*t^22 - 12*q^5*t^23 + q^27 + 6*q^26*t - 16*q^25*t^2 + 97*q^24*t^3 - 56*q^23*t^4 - 213*q^22*t^5 + 836*q^21*t^6 - 231*q^20*t^7 - 917*q^19*t^8 + 686*q^18*t^9 - 225*q^17*t^10 - 2353*q^16*t^11 - 311*q^15*t^12 + 1528*q^14*t^13 - 2486*q^13*t^14 - 1303*q^12*t^15 + 400*q^11*t^16 - 447*q^10*t^17 - 454*q^9*t^18 + 87*q^8*t^19 + 111*q^7*t^20 - 110*q^6*t^21 - 31*q^5*t^22 + 19*q^4*t^23 - 14*q^25*t - 19*q^24*t^2 + 36*q^23*t^3 - 261*q^22*t^4 + 57*q^21*t^5 + 352*q^20*t^6 - 1546*q^19*t^7 - 239*q^18*t^8 + 1450*q^17*t^9 - 556*q^16*t^10 - 1314*q^15*t^11 + 2642*q^14*t^12 + 197*q^13*t^13 - 1634*q^12*t^14 + 1518*q^11*t^15 + 1558*q^10*t^16 - 37*q^9*t^17 - 211*q^8*t^18 + 663*q^7*t^19 - 146*q^6*t^20 - 9*q^5*t^21 + 98*q^4*t^22 - 11*q^3*t^23 - 11*q^24*t + 98*q^23*t^2 - 9*q^22*t^3 - 146*q^21*t^4 + 663*q^20*t^5 - 211*q^19*t^6 - 37*q^18*t^7 + 1558*q^17*t^8 + 1518*q^16*t^9 - 1634*q^15*t^10 + 197*q^14*t^11 + 2642*q^13*t^12 - 1314*q^12*t^13 - 556*q^11*t^14 + 1450*q^10*t^15 - 239*q^9*t^16 - 1546*q^8*t^17 + 352*q^7*t^18 + 57*q^6*t^19 - 261*q^5*t^20 + 36*q^4*t^21 - 19*q^3*t^22 - 14*q^2*t^23 + 19*q^23*t - 31*q^22*t^2 - 110*q^21*t^3 + 111*q^20*t^4 + 87*q^19*t^5 - 454*q^18*t^6 - 447*q^17*t^7 + 400*q^16*t^8 - 1303*q^15*t^9 - 2486*q^14*t^10 + 1528*q^13*t^11 - 311*q^12*t^12 - 2353*q^11*t^13 - 225*q^10*t^14 + 686*q^9*t^15 - 917*q^8*t^16 - 231*q^7*t^17 + 836*q^6*t^18 - 213*q^5*t^19 - 56*q^4*t^20 + 97*q^3*t^21 - 16*q^2*t^22 + 6*q*t^23 + t^24 - 12*q^22*t - 7*q^21*t^2 - 68*q^20*t^3 + 143*q^19*t^4 - 200*q^18*t^5 - 312*q^17*t^6 + 305*q^16*t^7 + 584*q^15*t^8 - 724*q^14*t^9 + 1037*q^13*t^10 + 1671*q^12*t^11 - 268*q^11*t^12 - 319*q^10*t^13 + 1537*q^9*t^14 + 836*q^8*t^15 - 844*q^7*t^16 + 695*q^6*t^17 + 27*q^5*t^18 - 266*q^4*t^19 + 109*q^3*t^20 - 18*q^2*t^21 - 6*q*t^22 + 5*q^21*t - q^20*t^2 + 126*q^19*t^3 + 33*q^18*t^4 + 49*q^17*t^5 + 191*q^16*t^6 + 531*q^15*t^7 + 43*q^14*t^8 - 290*q^13*t^9 + 466*q^12*t^10 - 103*q^11*t^11 - 1055*q^10*t^12 - 146*q^9*t^13 + 648*q^8*t^14 - 968*q^7*t^15 - 204*q^6*t^16 + 232*q^5*t^17 - 205*q^4*t^18 + 40*q^3*t^19 + 27*q^2*t^20 - 8*q*t^21 + t^22 - q^20*t + q^19*t^2 - 40*q^18*t^3 - 123*q^17*t^4 - 157*q^16*t^5 - 82*q^15*t^6 - 137*q^14*t^7 - 702*q^13*t^8 - 227*q^12*t^9 + 56*q^11*t^10 - 246*q^10*t^11 - 255*q^9*t^12 + 502*q^8*t^13 + 18*q^7*t^14 - 334*q^6*t^15 + 315*q^5*t^16 + 57*q^4*t^17 - 61*q^3*t^18 + 19*q^2*t^19 - 7*q*t^20 + 51*q^16*t^4 + 114*q^15*t^5 + 169*q^14*t^6 + 14*q^13*t^7 + 231*q^12*t^8 + 398*q^11*t^9 + 330*q^10*t^10 - 34*q^9*t^11 + 53*q^8*t^12 + 249*q^7*t^13 - 210*q^6*t^14 + 75*q^5*t^15 + 69*q^4*t^16 - 71*q^3*t^17 + 11*q^2*t^18 + 3*q*t^19 + 2*q^16*t^3 - 6*q^15*t^4 - 30*q^14*t^5 - 82*q^13*t^6 - 72*q^12*t^7 - 64*q^11*t^8 - 89*q^10*t^9 - 202*q^9*t^10 - 189*q^8*t^11 + 86*q^7*t^12 - 47*q^6*t^13 - 47*q^5*t^14 + 6*q^4*t^15 - 12*q^3*t^16 + 4*q^2*t^17 + q*t^18 - q^14*t^4 + 2*q^13*t^5 + 16*q^12*t^6 + 26*q^11*t^7 + 31*q^10*t^8 + 41*q^9*t^9 + 19*q^8*t^10 + 63*q^7*t^11 + 31*q^6*t^12 - 17*q^5*t^13 + 6*q^4*t^14 + 11*q^3*t^15 - 2*q^2*t^16 - q*t^17 - 2*q^10*t^7 - 8*q^9*t^8 - 14*q^8*t^9 - 2*q^7*t^10 - 2*q^6*t^11 - 13*q^5*t^12 + 3*q^3*t^14 - q^2*t^15 + q^7*t^9 + 2*q^6*t^10)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^3*(q + t)*(q - t)^4*q^7*(t + 1)^2*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 3], [0, 4], [1, 2], [1, 6], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0831] 'Fkoxw'

Zeta functions

ask[-]:

(q^9 + 3*q^8*t - 2*q^7*t^2 - q^6*t^3 - 3*q^7*t - 3*q^6*t^2 + 3*q^5*t^3 - 9*q^6*t + 8*q^5*t^2 + 3*q^4*t^3 + 3*q^5*t + 8*q^4*t^2 - 9*q^3*t^3 + 3*q^4*t - 3*q^3*t^2 - 3*q^2*t^3 - q^3*t - 2*q^2*t^2 + 3*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

-(q^18*t^7 + q^17*t^8 - 6*q^16*t^9 - 5*q^15*t^10 - q^14*t^11 - 2*q^20*t^4 - 4*q^19*t^5 + 7*q^18*t^6 + 21*q^17*t^7 - q^16*t^8 + 2*q^15*t^9 + 6*q^14*t^10 + 12*q^13*t^11 + 10*q^12*t^12 + 3*q^11*t^13 - q^20*t^3 - 6*q^19*t^4 + 9*q^18*t^5 + 21*q^17*t^6 - 59*q^16*t^7 - 57*q^15*t^8 + 24*q^14*t^9 + 76*q^13*t^10 + 7*q^12*t^11 - 29*q^11*t^12 - 16*q^10*t^13 - 5*q^9*t^14 + 3*q^20*t^2 - 11*q^19*t^3 - q^18*t^4 + 41*q^17*t^5 - 37*q^16*t^6 - 114*q^15*t^7 + 8*q^14*t^8 + 51*q^13*t^9 - 164*q^12*t^10 - 164*q^11*t^11 - 55*q^10*t^12 + 3*q^9*t^13 + 22*q^8*t^14 - 2*q^7*t^15 + q^21 + 7*q^20*t + 2*q^19*t^2 + 2*q^18*t^3 + 45*q^17*t^4 + 48*q^16*t^5 - 101*q^15*t^6 + 209*q^14*t^7 + 437*q^13*t^8 + 114*q^12*t^9 + 66*q^11*t^10 + 221*q^10*t^11 + 270*q^9*t^12 + 136*q^8*t^13 - 20*q^7*t^14 + 13*q^6*t^15 + 3*q^19*t - 41*q^18*t^2 - 42*q^17*t^3 + 76*q^16*t^4 - 148*q^15*t^5 - 40*q^14*t^6 + 29*q^13*t^7 - 396*q^12*t^8 - 588*q^11*t^9 - 314*q^10*t^10 - 42*q^9*t^11 - 201*q^8*t^12 - 273*q^7*t^13 - 56*q^6*t^14 - 37*q^5*t^15 - 48*q^18*t - 13*q^17*t^2 + 134*q^16*t^3 - 60*q^15*t^4 - 223*q^14*t^5 - 49*q^13*t^6 + 116*q^12*t^7 - 37*q^11*t^8 + 220*q^10*t^9 + 598*q^9*t^10 + 208*q^8*t^11 - 67*q^7*t^12 + 85*q^6*t^13 + 108*q^5*t^14 + 60*q^4*t^15 + 60*q^17*t + 108*q^16*t^2 + 85*q^15*t^3 - 67*q^14*t^4 + 208*q^13*t^5 + 598*q^12*t^6 + 220*q^11*t^7 - 37*q^10*t^8 + 116*q^9*t^9 - 49*q^8*t^10 - 223*q^7*t^11 - 60*q^6*t^12 + 134*q^5*t^13 - 13*q^4*t^14 - 48*q^3*t^15 - 37*q^16*t - 56*q^15*t^2 - 273*q^14*t^3 - 201*q^13*t^4 - 42*q^12*t^5 - 314*q^11*t^6 - 588*q^10*t^7 - 396*q^9*t^8 + 29*q^8*t^9 - 40*q^7*t^10 - 148*q^6*t^11 + 76*q^5*t^12 - 42*q^4*t^13 - 41*q^3*t^14 + 3*q^2*t^15 + 13*q^15*t - 20*q^14*t^2 + 136*q^13*t^3 + 270*q^12*t^4 + 221*q^11*t^5 + 66*q^10*t^6 + 114*q^9*t^7 + 437*q^8*t^8 + 209*q^7*t^9 - 101*q^6*t^10 + 48*q^5*t^11 + 45*q^4*t^12 + 2*q^3*t^13 + 2*q^2*t^14 + 7*q*t^15 + t^16 - 2*q^14*t + 22*q^13*t^2 + 3*q^12*t^3 - 55*q^11*t^4 - 164*q^10*t^5 - 164*q^9*t^6 + 51*q^8*t^7 + 8*q^7*t^8 - 114*q^6*t^9 - 37*q^5*t^10 + 41*q^4*t^11 - q^3*t^12 - 11*q^2*t^13 + 3*q*t^14 - 5*q^12*t^2 - 16*q^11*t^3 - 29*q^10*t^4 + 7*q^9*t^5 + 76*q^8*t^6 + 24*q^7*t^7 - 57*q^6*t^8 - 59*q^5*t^9 + 21*q^4*t^10 + 9*q^3*t^11 - 6*q^2*t^12 - q*t^13 + 3*q^10*t^3 + 10*q^9*t^4 + 12*q^8*t^5 + 6*q^7*t^6 + 2*q^6*t^7 - q^5*t^8 + 21*q^4*t^9 + 7*q^3*t^10 - 4*q^2*t^11 - 2*q*t^12 - q^7*t^5 - 5*q^6*t^6 - 6*q^5*t^7 + q^4*t^8 + q^3*t^9)/((q^3 - t^2)*(q^2 - t)^2*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 3], [0, 4], [1, 2], [1, 4], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0832] 'Flqzw'

Zeta functions

ask[-]:

(q^10 + 3*q^8*t - 4*q^7*t - 6*q^6*t - 4*q^5*t^2 + 4*q^5*t + 6*q^4*t^2 + 4*q^3*t^2 - 3*q^2*t^2 - t^3)/((q^2 - t)^2*(q*t - 1)*q^6*(t - 1))

ask[+]:

(q^17 + 9*q^15*t^2 + 12*q^15*t - 26*q^14*t^2 + 18*q^13*t^3 - 4*q^12*t^4 - 10*q^11*t^5 - 29*q^14*t + 22*q^13*t^2 - 113*q^12*t^3 - 16*q^11*t^4 + 42*q^10*t^5 - 6*q^9*t^6 + 15*q^13*t - 64*q^12*t^2 + 217*q^11*t^3 + 102*q^10*t^4 - 52*q^9*t^5 + 42*q^8*t^6 - 2*q^12*t + 144*q^11*t^2 - 136*q^10*t^3 - 87*q^9*t^4 + 38*q^8*t^5 - 117*q^7*t^6 - 117*q^10*t^2 + 38*q^9*t^3 - 87*q^8*t^4 - 136*q^7*t^5 + 144*q^6*t^6 - 2*q^5*t^7 + 42*q^9*t^2 - 52*q^8*t^3 + 102*q^7*t^4 + 217*q^6*t^5 - 64*q^5*t^6 + 15*q^4*t^7 - 6*q^8*t^2 + 42*q^7*t^3 - 16*q^6*t^4 - 113*q^5*t^5 + 22*q^4*t^6 - 29*q^3*t^7 - 10*q^6*t^3 - 4*q^5*t^4 + 18*q^4*t^5 - 26*q^3*t^6 + 12*q^2*t^7 + 9*q^2*t^6 + t^8)/((q^2 - t)^3*(q + t)^2*(q - t)^2*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 3], [0, 4], [0, 5], [1, 2], [1, 4], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0833] 'Fo?Zw'

Zeta functions

ask[-]:

(2*q^4*t^2 - q^4*t - q^3*t^2 - 5*q^2*t^2 + q*t^3 - q^3 + 5*q^2*t + q*t + t^2 - 2*t)*(q - t)/((q*t - 1)^4*q^4*(t - 1))

ask[+]:

-(q^12*t^9 - 2*q^11*t^10 - q^10*t^11 - q^11*t^9 + 5*q^10*t^10 + 4*q^9*t^11 - 2*q^12*t^7 + 9*q^11*t^8 - 10*q^10*t^9 + q^9*t^10 - 4*q^8*t^11 + 3*q^12*t^6 - 13*q^11*t^7 + 3*q^10*t^8 - 4*q^9*t^9 - 5*q^7*t^11 - 7*q^11*t^6 + 29*q^10*t^7 - 21*q^9*t^8 + 28*q^8*t^9 - 6*q^7*t^10 + 9*q^6*t^11 + 8*q^11*t^5 - 24*q^10*t^6 + 51*q^9*t^7 - 65*q^8*t^8 + 33*q^7*t^9 - 24*q^6*t^10 + 6*q^5*t^11 - q^4*t^12 - 6*q^11*t^4 + 12*q^10*t^5 - 16*q^9*t^6 - 17*q^8*t^7 + 5*q^7*t^8 + 12*q^6*t^9 - 5*q^5*t^10 - q^4*t^11 + 14*q^10*t^4 - 35*q^9*t^5 + 78*q^8*t^6 - 66*q^7*t^7 + 81*q^6*t^8 - 39*q^5*t^9 + 17*q^4*t^10 - 2*q^3*t^11 - 6*q^10*t^3 + 30*q^9*t^4 - 89*q^8*t^5 + 103*q^7*t^6 - 105*q^6*t^7 + 47*q^5*t^8 - 36*q^4*t^9 + 4*q^3*t^10 + 2*q^10*t^2 - 12*q^9*t^3 - 6*q^8*t^4 + 17*q^7*t^5 - 17*q^5*t^7 + 6*q^4*t^8 + 12*q^3*t^9 - 2*q^2*t^10 - 4*q^9*t^2 + 36*q^8*t^3 - 47*q^7*t^4 + 105*q^6*t^5 - 103*q^5*t^6 + 89*q^4*t^7 - 30*q^3*t^8 + 6*q^2*t^9 + 2*q^9*t - 17*q^8*t^2 + 39*q^7*t^3 - 81*q^6*t^4 + 66*q^5*t^5 - 78*q^4*t^6 + 35*q^3*t^7 - 14*q^2*t^8 + q^8*t + 5*q^7*t^2 - 12*q^6*t^3 - 5*q^5*t^4 + 17*q^4*t^5 + 16*q^3*t^6 - 12*q^2*t^7 + 6*q*t^8 + q^8 - 6*q^7*t + 24*q^6*t^2 - 33*q^5*t^3 + 65*q^4*t^4 - 51*q^3*t^5 + 24*q^2*t^6 - 8*q*t^7 - 9*q^6*t + 6*q^5*t^2 - 28*q^4*t^3 + 21*q^3*t^4 - 29*q^2*t^5 + 7*q*t^6 + 5*q^5*t + 4*q^3*t^3 - 3*q^2*t^4 + 13*q*t^5 - 3*t^6 + 4*q^4*t - q^3*t^2 + 10*q^2*t^3 - 9*q*t^4 + 2*t^5 - 4*q^3*t - 5*q^2*t^2 + q*t^3 + q^2*t + 2*q*t^2 - t^3)/((q*t^2 - 1)*(q^2 - t)*(q*t + 1)^2*(q*t - 1)^4*(q - t)^2*q^4*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 2], [1, 6], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0834] 'Fo?yo'

Zeta functions

ask[-]:

(q^8*t^5 + q^7*t^6 + q^9*t^3 - 7*q^8*t^4 + 3*q^7*t^5 - 5*q^6*t^6 + 3*q^9*t^2 - 10*q^8*t^3 + 22*q^7*t^4 - 15*q^6*t^5 + 6*q^5*t^6 + q^8*t^2 - 2*q^7*t^3 + 16*q^6*t^4 - 6*q^5*t^5 + 7*q^4*t^6 - 4*q^8*t + q^7*t^2 + 6*q^6*t^3 - 46*q^5*t^4 + 28*q^4*t^5 - 13*q^3*t^6 - q^8 + 7*q^7*t - 15*q^6*t^2 + 25*q^5*t^3 - 25*q^4*t^4 + 15*q^3*t^5 - 7*q^2*t^6 + q*t^7 + 13*q^6*t - 28*q^5*t^2 + 46*q^4*t^3 - 6*q^3*t^4 - q^2*t^5 + 4*q*t^6 - 7*q^5*t + 6*q^4*t^2 - 16*q^3*t^3 + 2*q^2*t^4 - q*t^5 - 6*q^4*t + 15*q^3*t^2 - 22*q^2*t^3 + 10*q*t^4 - 3*t^5 + 5*q^3*t - 3*q^2*t^2 + 7*q*t^3 - t^4 - q^2*t - q*t^2)/((q*t - 1)^3*(q - t)^3*q^5*(t - 1)^2)

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
8 edges:	[[0, 1], [0, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6]]

[0835] 'Fo?yw'

Zeta functions

ask[-]:

-(2*q^6*t^3 - q^5*t^4 + 3*q^6*t^2 - 12*q^5*t^3 + 6*q^4*t^4 - 3*q^5*t^2 + 9*q^4*t^3 - 5*q^3*t^4 - 3*q^5*t + 2*q^4*t^2 + 13*q^3*t^3 - 8*q^2*t^4 + q*t^5 - q^5 + 8*q^4*t - 13*q^3*t^2 - 2*q^2*t^3 + 3*q*t^4 + 5*q^3*t - 9*q^2*t^2 + 3*q*t^3 - 6*q^2*t + 12*q*t^2 - 3*t^3 + q*t - 2*t^2)/((q*t - 1)^3*q^5*(t - 1)^3)

ask[+]:

-(2*q^15*t^10 + q^14*t^11 - q^13*t^12 + 6*q^16*t^8 - 12*q^15*t^9 - 5*q^14*t^10 - 4*q^13*t^11 + 4*q^12*t^12 - q^11*t^13 + 6*q^16*t^7 - 44*q^15*t^8 + 41*q^14*t^9 + 33*q^13*t^10 - 10*q^12*t^11 - 9*q^11*t^12 + 7*q^10*t^13 - 9*q^15*t^7 + 65*q^14*t^8 + 39*q^13*t^9 - 154*q^12*t^10 + 40*q^11*t^11 + 34*q^10*t^12 - 19*q^9*t^13 - 12*q^15*t^6 + 37*q^14*t^7 - 75*q^13*t^8 - 152*q^12*t^9 + 176*q^11*t^10 + 40*q^10*t^11 - 95*q^9*t^12 + 23*q^8*t^13 - 11*q^15*t^5 + 74*q^14*t^6 - 152*q^13*t^7 + 130*q^12*t^8 + 144*q^11*t^9 - 47*q^10*t^10 - 143*q^9*t^11 + 107*q^8*t^12 - 6*q^7*t^13 + 2*q^15*t^4 + q^14*t^5 - 23*q^13*t^6 + 21*q^12*t^7 + 177*q^11*t^8 - 396*q^10*t^9 + 168*q^9*t^10 + 51*q^8*t^11 - 40*q^7*t^12 - 9*q^6*t^13 - q^14*t^4 + 7*q^13*t^5 - 28*q^12*t^6 - 35*q^11*t^7 - 153*q^10*t^8 + 208*q^9*t^9 + 22*q^8*t^10 - 144*q^7*t^11 + 67*q^6*t^12 - 8*q^5*t^13 + q^4*t^14 + 4*q^14*t^3 - 30*q^13*t^4 + 102*q^12*t^5 - 203*q^11*t^6 + 411*q^10*t^7 - 106*q^9*t^8 - 7*q^8*t^9 - 99*q^7*t^10 + 125*q^6*t^11 - 37*q^5*t^12 + 4*q^4*t^13 - q^14*t^2 + 23*q^13*t^3 - 61*q^12*t^4 + 66*q^11*t^5 - 54*q^10*t^6 + 106*q^9*t^7 - 503*q^8*t^8 + 382*q^7*t^9 - 83*q^6*t^10 - 26*q^5*t^11 - 2*q^4*t^12 + q^3*t^13 + 4*q^13*t^2 - 65*q^12*t^3 + 114*q^11*t^4 - 6*q^10*t^5 - 158*q^9*t^6 + 158*q^7*t^8 + 6*q^6*t^9 - 114*q^5*t^10 + 65*q^4*t^11 - 4*q^3*t^12 - q^13*t + 2*q^12*t^2 + 26*q^11*t^3 + 83*q^10*t^4 - 382*q^9*t^5 + 503*q^8*t^6 - 106*q^7*t^7 + 54*q^6*t^8 - 66*q^5*t^9 + 61*q^4*t^10 - 23*q^3*t^11 + q^2*t^12 - 4*q^12*t + 37*q^11*t^2 - 125*q^10*t^3 + 99*q^9*t^4 + 7*q^8*t^5 + 106*q^7*t^6 - 411*q^6*t^7 + 203*q^5*t^8 - 102*q^4*t^9 + 30*q^3*t^10 - 4*q^2*t^11 - q^12 + 8*q^11*t - 67*q^10*t^2 + 144*q^9*t^3 - 22*q^8*t^4 - 208*q^7*t^5 + 153*q^6*t^6 + 35*q^5*t^7 + 28*q^4*t^8 - 7*q^3*t^9 + q^2*t^10 + 9*q^10*t + 40*q^9*t^2 - 51*q^8*t^3 - 168*q^7*t^4 + 396*q^6*t^5 - 177*q^5*t^6 - 21*q^4*t^7 + 23*q^3*t^8 - q^2*t^9 - 2*q*t^10 + 6*q^9*t - 107*q^8*t^2 + 143*q^7*t^3 + 47*q^6*t^4 - 144*q^5*t^5 - 130*q^4*t^6 + 152*q^3*t^7 - 74*q^2*t^8 + 11*q*t^9 - 23*q^8*t + 95*q^7*t^2 - 40*q^6*t^3 - 176*q^5*t^4 + 152*q^4*t^5 + 75*q^3*t^6 - 37*q^2*t^7 + 12*q*t^8 + 19*q^7*t - 34*q^6*t^2 - 40*q^5*t^3 + 154*q^4*t^4 - 39*q^3*t^5 - 65*q^2*t^6 + 9*q*t^7 - 7*q^6*t + 9*q^5*t^2 + 10*q^4*t^3 - 33*q^3*t^4 - 41*q^2*t^5 + 44*q*t^6 - 6*t^7 + q^5*t - 4*q^4*t^2 + 4*q^3*t^3 + 5*q^2*t^4 + 12*q*t^5 - 6*t^6 + q^3*t^2 - q^2*t^3 - 2*q*t^4)/((q*t^2 - 1)*(q^2 - t)^3*(q*t + 1)^2*(q*t - 1)^3*(q - t)*q^5*(t - 1)^4)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 2], [1, 6], [2, 5], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0836] 'FoCZW'

Zeta functions

ask[-]:

ask[+]:

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 2], [1, 6], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0837] 'FoCZw'

Zeta functions

ask[-]:

(2*q^6*t^2 - q^5*t^3 - q^5*t^2 - q^4*t^3 - q^5*t - 4*q^4*t^2 + 4*q^3*t^3 - q^5 + 3*q^4*t + 3*q^2*t^3 - q*t^4 + 4*q^3*t - 4*q^2*t^2 - q*t^3 - q^2*t - q*t^2 - q*t + 2*t^2)/((q*t - 1)^3*q^5*(t - 1)^2)

ask[+]:

(2*q^13*t^9 - 6*q^12*t^10 - q^11*t^11 + q^10*t^12 + q^9*t^13 - 2*q^14*t^7 + 21*q^13*t^8 - 37*q^12*t^9 + 32*q^11*t^10 + 2*q^10*t^11 + 2*q^9*t^12 + q^8*t^13 + 2*q^7*t^14 - 19*q^14*t^6 + 71*q^13*t^7 - 142*q^12*t^8 + 156*q^11*t^9 - 68*q^10*t^10 + 12*q^9*t^11 - 39*q^8*t^12 - 23*q^7*t^13 - 8*q^6*t^14 - 30*q^14*t^5 + 156*q^13*t^6 - 324*q^12*t^7 + 279*q^11*t^8 - 192*q^10*t^9 + 61*q^9*t^10 - 40*q^8*t^11 + 99*q^7*t^12 + 71*q^6*t^13 + 10*q^5*t^14 - 22*q^14*t^4 + 153*q^13*t^5 - 342*q^12*t^6 + 400*q^11*t^7 + q^10*t^8 - 43*q^9*t^9 - 25*q^8*t^10 - 76*q^7*t^11 - 7*q^6*t^12 - 125*q^5*t^13 + 2*q^4*t^14 - 5*q^14*t^3 + 74*q^13*t^4 - 225*q^12*t^5 + 106*q^11*t^6 + 62*q^10*t^7 - 406*q^9*t^8 + 210*q^8*t^9 - 104*q^7*t^10 + 468*q^6*t^11 - 195*q^5*t^12 + 102*q^4*t^13 - 9*q^3*t^14 + 33*q^13*t^3 - 131*q^12*t^4 + 216*q^11*t^5 + 284*q^10*t^6 - 221*q^9*t^7 + 238*q^8*t^8 - 321*q^7*t^9 + 298*q^6*t^10 - 568*q^5*t^11 + 45*q^4*t^12 + 49*q^3*t^13 - 10*q^2*t^14 + q*t^15 + 27*q^13*t^2 - 167*q^12*t^3 + 240*q^11*t^4 - 324*q^10*t^5 - 343*q^9*t^6 + 23*q^8*t^7 - 45*q^7*t^8 + 448*q^6*t^9 + 21*q^5*t^10 + 7*q^4*t^11 + 248*q^3*t^12 - 98*q^2*t^13 + 8*q*t^14 + 8*q^13*t - 98*q^12*t^2 + 248*q^11*t^3 + 7*q^10*t^4 + 21*q^9*t^5 + 448*q^8*t^6 - 45*q^7*t^7 + 23*q^6*t^8 - 343*q^5*t^9 - 324*q^4*t^10 + 240*q^3*t^11 - 167*q^2*t^12 + 27*q*t^13 + q^13 - 10*q^12*t + 49*q^11*t^2 + 45*q^10*t^3 - 568*q^9*t^4 + 298*q^8*t^5 - 321*q^7*t^6 + 238*q^6*t^7 - 221*q^5*t^8 + 284*q^4*t^9 + 216*q^3*t^10 - 131*q^2*t^11 + 33*q*t^12 - 9*q^11*t + 102*q^10*t^2 - 195*q^9*t^3 + 468*q^8*t^4 - 104*q^7*t^5 + 210*q^6*t^6 - 406*q^5*t^7 + 62*q^4*t^8 + 106*q^3*t^9 - 225*q^2*t^10 + 74*q*t^11 - 5*t^12 + 2*q^10*t - 125*q^9*t^2 - 7*q^8*t^3 - 76*q^7*t^4 - 25*q^6*t^5 - 43*q^5*t^6 + q^4*t^7 + 400*q^3*t^8 - 342*q^2*t^9 + 153*q*t^10 - 22*t^11 + 10*q^9*t + 71*q^8*t^2 + 99*q^7*t^3 - 40*q^6*t^4 + 61*q^5*t^5 - 192*q^4*t^6 + 279*q^3*t^7 - 324*q^2*t^8 + 156*q*t^9 - 30*t^10 - 8*q^8*t - 23*q^7*t^2 - 39*q^6*t^3 + 12*q^5*t^4 - 68*q^4*t^5 + 156*q^3*t^6 - 142*q^2*t^7 + 71*q*t^8 - 19*t^9 + 2*q^7*t + q^6*t^2 + 2*q^5*t^3 + 2*q^4*t^4 + 32*q^3*t^5 - 37*q^2*t^6 + 21*q*t^7 - 2*t^8 + q^5*t^2 + q^4*t^3 - q^3*t^4 - 6*q^2*t^5 + 2*q*t^6)/((q^3 - t^2)*(q*t^2 - 1)^2*(q^2 - t)*(t^2 - q)*(q - t)*q^6*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 2], [1, 6], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0838] 'FoCiw'

Zeta functions

ask[-]:

(5*q^6*t^2 - 6*q^5*t^3 + 2*q^4*t^4 + 6*q^6*t - 32*q^5*t^2 + 31*q^4*t^3 - 10*q^3*t^4 + q^6 - 10*q^5*t + 36*q^4*t^2 - 26*q^3*t^3 + 9*q^2*t^4 - 9*q^4*t + 26*q^3*t^2 - 36*q^2*t^3 + 10*q*t^4 - t^5 + 10*q^3*t - 31*q^2*t^2 + 32*q*t^3 - 6*t^4 - 2*q^2*t + 6*q*t^2 - 5*t^3)/((q*t - 1)*q^6*(t - 1)^5)

ask[+]:

(q^10*t^12 + 5*q^9*t^13 + 3*q^8*t^14 - 2*q^10*t^11 - 6*q^9*t^12 - 33*q^8*t^13 - 30*q^7*t^14 - q^6*t^15 + 5*q^12*t^8 - 25*q^11*t^9 + 47*q^10*t^10 - 89*q^9*t^11 + 53*q^8*t^12 + 103*q^7*t^13 + 113*q^6*t^14 + 9*q^5*t^15 + 15*q^12*t^7 - 116*q^11*t^8 + 362*q^10*t^9 - 491*q^9*t^10 + 650*q^8*t^11 - 95*q^7*t^12 - 314*q^6*t^13 - 194*q^5*t^14 - 33*q^4*t^15 + 76*q^12*t^6 - 505*q^11*t^7 + 1525*q^10*t^8 - 2592*q^9*t^9 + 2626*q^8*t^10 - 2409*q^7*t^11 - 33*q^6*t^12 + 795*q^5*t^13 + 130*q^4*t^14 + 63*q^3*t^15 + 90*q^12*t^5 - 1123*q^11*t^6 + 4766*q^10*t^7 - 10704*q^9*t^8 + 13582*q^8*t^9 - 11716*q^7*t^10 + 8340*q^6*t^11 - 1267*q^5*t^12 - 770*q^4*t^13 - 62*q^3*t^14 - 56*q^2*t^15 + 139*q^12*t^4 - 1421*q^11*t^5 + 7716*q^10*t^6 - 23611*q^9*t^7 + 43298*q^8*t^8 - 46577*q^7*t^9 + 35361*q^6*t^10 - 21123*q^5*t^11 + 5704*q^4*t^12 - 486*q^3*t^13 + 203*q^2*t^14 + 4*q*t^15 + t^16 + 68*q^12*t^3 - 1379*q^11*t^4 + 8203*q^10*t^5 - 28312*q^9*t^6 + 65998*q^8*t^7 - 100444*q^7*t^8 + 92817*q^6*t^9 - 60422*q^5*t^10 + 29947*q^4*t^11 - 8229*q^3*t^12 + 1133*q^2*t^13 - 178*q*t^14 + 6*t^15 + 39*q^12*t^2 - 525*q^11*t^3 + 5076*q^10*t^4 - 22066*q^9*t^5 + 56150*q^8*t^6 - 104318*q^7*t^7 + 133070*q^6*t^8 - 104318*q^5*t^9 + 56150*q^4*t^10 - 22066*q^3*t^11 + 5076*q^2*t^12 - 525*q*t^13 + 39*t^14 + 6*q^12*t - 178*q^11*t^2 + 1133*q^10*t^3 - 8229*q^9*t^4 + 29947*q^8*t^5 - 60422*q^7*t^6 + 92817*q^6*t^7 - 100444*q^5*t^8 + 65998*q^4*t^9 - 28312*q^3*t^10 + 8203*q^2*t^11 - 1379*q*t^12 + 68*t^13 + q^12 + 4*q^11*t + 203*q^10*t^2 - 486*q^9*t^3 + 5704*q^8*t^4 - 21123*q^7*t^5 + 35361*q^6*t^6 - 46577*q^5*t^7 + 43298*q^4*t^8 - 23611*q^3*t^9 + 7716*q^2*t^10 - 1421*q*t^11 + 139*t^12 - 56*q^10*t - 62*q^9*t^2 - 770*q^8*t^3 - 1267*q^7*t^4 + 8340*q^6*t^5 - 11716*q^5*t^6 + 13582*q^4*t^7 - 10704*q^3*t^8 + 4766*q^2*t^9 - 1123*q*t^10 + 90*t^11 + 63*q^9*t + 130*q^8*t^2 + 795*q^7*t^3 - 33*q^6*t^4 - 2409*q^5*t^5 + 2626*q^4*t^6 - 2592*q^3*t^7 + 1525*q^2*t^8 - 505*q*t^9 + 76*t^10 - 33*q^8*t - 194*q^7*t^2 - 314*q^6*t^3 - 95*q^5*t^4 + 650*q^4*t^5 - 491*q^3*t^6 + 362*q^2*t^7 - 116*q*t^8 + 15*t^9 + 9*q^7*t + 113*q^6*t^2 + 103*q^5*t^3 + 53*q^4*t^4 - 89*q^3*t^5 + 47*q^2*t^6 - 25*q*t^7 + 5*t^8 - q^6*t - 30*q^5*t^2 - 33*q^4*t^3 - 6*q^3*t^4 - 2*q^2*t^5 + 3*q^4*t^2 + 5*q^3*t^3 + q^2*t^4)/((q - t)^5*q^7*(t + 1)^4*(t - 1)^8)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
9 edges:	[[0, 1], [0, 2], [1, 6], [2, 5], [3, 4], [3, 6], [4, 5], [4, 6], [5, 6]]

[0839] 'FoCyw'

Zeta functions

ask[-]:

-(2*q^6*t^2 + 4*q^6*t - 9*q^5*t^2 + q^6 - 5*q^5*t + q^4*t^2 + 5*q^3*t^3 - 8*q^4*t + 18*q^3*t^2 - 8*q^2*t^3 + 5*q^3*t + q^2*t^2 - 5*q*t^3 + t^4 - 9*q*t^2 + 4*t^3 + 2*t^2)/((q*t - 1)*q^6*(t - 1)^4)

ask[+]:

(2*q^19*t^13 + 8*q^18*t^14 + 24*q^17*t^15 + 16*q^16*t^16 + 12*q^15*t^17 - 2*q^20*t^11 - 10*q^19*t^12 - 24*q^18*t^13 - 40*q^17*t^14 - 172*q^16*t^15 - 208*q^15*t^16 - 178*q^14*t^17 - 48*q^13*t^18 + 4*q^20*t^10 - 6*q^19*t^11 - 64*q^18*t^12 - 63*q^17*t^13 + 178*q^16*t^14 + 600*q^15*t^15 + 912*q^14*t^16 + 998*q^13*t^17 + 532*q^12*t^18 + 72*q^11*t^19 - 2*q^10*t^20 + q^9*t^21 - 3*q^21*t^8 + 8*q^20*t^9 + 110*q^19*t^10 + 196*q^18*t^11 + 400*q^17*t^12 + 1135*q^16*t^13 + 313*q^15*t^14 - 1356*q^14*t^15 - 2471*q^13*t^16 - 2882*q^12*t^17 - 2222*q^11*t^18 - 672*q^10*t^19 - 54*q^9*t^20 - 5*q^8*t^21 + q^7*t^22 + 3*q^22*t^6 - 3*q^21*t^7 - 19*q^20*t^8 + 15*q^19*t^9 - 150*q^18*t^10 - 979*q^17*t^11 - 1934*q^16*t^12 - 3941*q^15*t^13 - 3868*q^14*t^14 + 67*q^13*t^15 + 4501*q^12*t^16 + 5741*q^11*t^17 + 4910*q^10*t^18 + 2347*q^9*t^19 + 468*q^8*t^20 + 41*q^7*t^21 - 7*q^6*t^22 + q^22*t^5 - 38*q^21*t^6 + 44*q^20*t^7 - 336*q^19*t^8 - 412*q^18*t^9 - 317*q^17*t^10 - 205*q^16*t^11 + 5189*q^15*t^12 + 10565*q^14*t^13 + 10887*q^13*t^14 + 6858*q^12*t^15 - 2198*q^11*t^16 - 8658*q^10*t^17 - 7443*q^9*t^18 - 4145*q^8*t^19 - 1415*q^7*t^20 - 208*q^6*t^21 + 15*q^5*t^22 + 11*q^22*t^4 - 40*q^21*t^5 + 366*q^20*t^6 - 384*q^19*t^7 + 748*q^18*t^8 + 4533*q^17*t^9 + 2545*q^16*t^10 + 4667*q^15*t^11 - 1049*q^14*t^12 - 19961*q^13*t^13 - 23806*q^12*t^14 - 15730*q^11*t^15 - 7466*q^10*t^16 + 6191*q^9*t^17 + 9177*q^8*t^18 + 4703*q^7*t^19 + 2004*q^6*t^20 + 509*q^5*t^21 - 2*q^4*t^22 + 2*q^22*t^3 - 127*q^21*t^4 + 300*q^20*t^5 - 278*q^19*t^6 - 123*q^18*t^7 + 1473*q^17*t^8 - 9956*q^16*t^9 - 16899*q^15*t^10 - 10656*q^14*t^11 - 10731*q^13*t^12 + 12614*q^12*t^13 + 38855*q^11*t^14 + 27649*q^10*t^15 + 14083*q^9*t^16 + 2960*q^8*t^17 - 6869*q^7*t^18 - 4672*q^6*t^19 - 1538*q^5*t^20 - 582*q^4*t^21 - 41*q^3*t^22 + 9*q^22*t^2 - 11*q^21*t^3 + 193*q^20*t^4 - 62*q^19*t^5 - 2772*q^18*t^6 - 1645*q^17*t^7 - 1708*q^16*t^8 + 3965*q^15*t^9 + 34167*q^14*t^10 + 35630*q^13*t^11 + 17192*q^12*t^12 + 6428*q^11*t^13 - 27418*q^10*t^14 - 40857*q^9*t^15 - 17396*q^8*t^16 - 6123*q^7*t^17 + 438*q^6*t^18 + 3387*q^5*t^19 + 1119*q^4*t^20 + 236*q^3*t^21 + 64*q^2*t^22 + q^22*t - 24*q^21*t^2 - 262*q^20*t^3 + 270*q^19*t^4 - 380*q^18*t^5 + 4972*q^17*t^6 + 14137*q^16*t^7 + 4978*q^15*t^8 - 6*q^14*t^9 - 22275*q^13*t^10 - 61366*q^12*t^11 - 40804*q^11*t^12 - 9220*q^10*t^13 + 2148*q^9*t^14 + 28232*q^8*t^15 + 22674*q^7*t^16 + 3933*q^6*t^17 + 1281*q^5*t^18 - 568*q^4*t^19 - 874*q^3*t^20 - 20*q^2*t^21 - 22*q*t^22 - t^23 + q^22 + 22*q^21*t + 20*q^20*t^2 + 874*q^19*t^3 + 568*q^18*t^4 - 1281*q^17*t^5 - 3933*q^16*t^6 - 22674*q^15*t^7 - 28232*q^14*t^8 - 2148*q^13*t^9 + 9220*q^12*t^10 + 40804*q^11*t^11 + 61366*q^10*t^12 + 22275*q^9*t^13 + 6*q^8*t^14 - 4978*q^7*t^15 - 14137*q^6*t^16 - 4972*q^5*t^17 + 380*q^4*t^18 - 270*q^3*t^19 + 262*q^2*t^20 + 24*q*t^21 - t^22 - 64*q^20*t - 236*q^19*t^2 - 1119*q^18*t^3 - 3387*q^17*t^4 - 438*q^16*t^5 + 6123*q^15*t^6 + 17396*q^14*t^7 + 40857*q^13*t^8 + 27418*q^12*t^9 - 6428*q^11*t^10 - 17192*q^10*t^11 - 35630*q^9*t^12 - 34167*q^8*t^13 - 3965*q^7*t^14 + 1708*q^6*t^15 + 1645*q^5*t^16 + 2772*q^4*t^17 + 62*q^3*t^18 - 193*q^2*t^19 + 11*q*t^20 - 9*t^21 + 41*q^19*t + 582*q^18*t^2 + 1538*q^17*t^3 + 4672*q^16*t^4 + 6869*q^15*t^5 - 2960*q^14*t^6 - 14083*q^13*t^7 - 27649*q^12*t^8 - 38855*q^11*t^9 - 12614*q^10*t^10 + 10731*q^9*t^11 + 10656*q^8*t^12 + 16899*q^7*t^13 + 9956*q^6*t^14 - 1473*q^5*t^15 + 123*q^4*t^16 + 278*q^3*t^17 - 300*q^2*t^18 + 127*q*t^19 - 2*t^20 + 2*q^18*t - 509*q^17*t^2 - 2004*q^16*t^3 - 4703*q^15*t^4 - 9177*q^14*t^5 - 6191*q^13*t^6 + 7466*q^12*t^7 + 15730*q^11*t^8 + 23806*q^10*t^9 + 19961*q^9*t^10 + 1049*q^8*t^11 - 4667*q^7*t^12 - 2545*q^6*t^13 - 4533*q^5*t^14 - 748*q^4*t^15 + 384*q^3*t^16 - 366*q^2*t^17 + 40*q*t^18 - 11*t^19 - 15*q^17*t + 208*q^16*t^2 + 1415*q^15*t^3 + 4145*q^14*t^4 + 7443*q^13*t^5 + 8658*q^12*t^6 + 2198*q^11*t^7 - 6858*q^10*t^8 - 10887*q^9*t^9 - 10565*q^8*t^10 - 5189*q^7*t^11 + 205*q^6*t^12 + 317*q^5*t^13 + 412*q^4*t^14 + 336*q^3*t^15 - 44*q^2*t^16 + 38*q*t^17 - t^18 + 7*q^16*t - 41*q^15*t^2 - 468*q^14*t^3 - 2347*q^13*t^4 - 4910*q^12*t^5 - 5741*q^11*t^6 - 4501*q^10*t^7 - 67*q^9*t^8 + 3868*q^8*t^9 + 3941*q^7*t^10 + 1934*q^6*t^11 + 979*q^5*t^12 + 150*q^4*t^13 - 15*q^3*t^14 + 19*q^2*t^15 + 3*q*t^16 - 3*t^17 - q^15*t + 5*q^14*t^2 + 54*q^13*t^3 + 672*q^12*t^4 + 2222*q^11*t^5 + 2882*q^10*t^6 + 2471*q^9*t^7 + 1356*q^8*t^8 - 313*q^7*t^9 - 1135*q^6*t^10 - 400*q^5*t^11 - 196*q^4*t^12 - 110*q^3*t^13 - 8*q^2*t^14 + 3*q*t^15 - q^13*t^2 + 2*q^12*t^3 - 72*q^11*t^4 - 532*q^10*t^5 - 998*q^9*t^6 - 912*q^8*t^7 - 600*q^7*t^8 - 178*q^6*t^9 + 63*q^5*t^10 + 64*q^4*t^11 + 6*q^3*t^12 - 4*q^2*t^13 + 48*q^9*t^5 + 178*q^8*t^6 + 208*q^7*t^7 + 172*q^6*t^8 + 40*q^5*t^9 + 24*q^4*t^10 + 10*q^3*t^11 + 2*q^2*t^12 - 12*q^7*t^6 - 16*q^6*t^7 - 24*q^5*t^8 - 8*q^4*t^9 - 2*q^3*t^10)/((q^2 - t)^3*(t^2 - q)*(q + t)^3*(q - t)^5*q^7*(t + 1)^4*(t - 1)^7)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
10 edges:	[[0, 1], [0, 2], [1, 6], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0840] 'FoL^w'

Zeta functions

ask[-]:

(q^9 + 4*q^8*t + 2*q^7*t^2 - 7*q^7*t - 13*q^6*t^2 - q^5*t^3 - 6*q^6*t + 14*q^5*t^2 + 6*q^4*t^3 + 6*q^5*t + 14*q^4*t^2 - 6*q^3*t^3 - q^4*t - 13*q^3*t^2 - 7*q^2*t^3 + 2*q^2*t^2 + 4*q*t^3 + t^4)/((q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(q^30*t^8 + q^29*t^9 + 4*q^28*t^10 + q^33*t^4 + 3*q^32*t^5 - 6*q^31*t^6 - 8*q^30*t^7 - 4*q^29*t^8 + 10*q^28*t^9 - 25*q^27*t^10 - 17*q^26*t^11 - 2*q^25*t^12 + 6*q^32*t^4 - 18*q^31*t^5 - 24*q^30*t^6 + 34*q^29*t^7 + 82*q^28*t^8 - 63*q^27*t^9 + 12*q^26*t^10 + 78*q^25*t^11 + 27*q^24*t^12 + 4*q^23*t^13 - 2*q^33*t^2 + 11*q^32*t^3 + 3*q^31*t^4 - 28*q^30*t^5 + 84*q^29*t^6 + 153*q^28*t^7 - 220*q^27*t^8 - 55*q^26*t^9 + 64*q^25*t^10 - 30*q^24*t^11 - 71*q^23*t^12 - 17*q^22*t^13 + 9*q^21*t^14 - 3*q^20*t^15 - q^34 - 6*q^33*t - 2*q^32*t^2 + 20*q^31*t^3 - 81*q^30*t^4 - 29*q^29*t^5 + 123*q^28*t^6 - 346*q^27*t^7 - 117*q^26*t^8 + 164*q^25*t^9 + 215*q^24*t^10 - 171*q^23*t^11 - 24*q^22*t^12 + q^21*t^13 - 72*q^20*t^14 + 15*q^19*t^15 - q^18*t^16 + 3*q^32*t + 58*q^31*t^2 - 40*q^30*t^3 - 102*q^29*t^4 + 229*q^28*t^5 + 31*q^27*t^6 - 82*q^26*t^7 + 87*q^25*t^8 + 482*q^24*t^9 - 432*q^23*t^10 + 148*q^22*t^11 + 162*q^21*t^12 - 12*q^20*t^13 + 214*q^19*t^14 - 27*q^18*t^15 + 7*q^17*t^16 + 26*q^31*t - 28*q^30*t^2 - 116*q^29*t^3 + 216*q^28*t^4 + 308*q^27*t^5 - 358*q^26*t^6 - 294*q^25*t^7 + 775*q^24*t^8 - 350*q^23*t^9 + 61*q^22*t^10 - 310*q^21*t^11 - 202*q^20*t^12 + 226*q^19*t^13 - 210*q^18*t^14 + 69*q^17*t^15 - 34*q^16*t^16 + 5*q^15*t^17 - 19*q^30*t - 82*q^29*t^2 - 33*q^28*t^3 + 142*q^27*t^4 - 400*q^26*t^5 - 291*q^25*t^6 + 401*q^24*t^7 - 265*q^23*t^8 - 154*q^22*t^9 - 442*q^21*t^10 + 412*q^20*t^11 + 169*q^19*t^12 - 277*q^18*t^13 + 124*q^17*t^14 - 241*q^16*t^15 + 95*q^15*t^16 - 29*q^14*t^17 + 2*q^13*t^18 + 15*q^28*t^2 + 238*q^27*t^3 - 21*q^26*t^4 - 54*q^25*t^5 - 282*q^24*t^6 + 414*q^23*t^7 + 291*q^22*t^8 - 344*q^21*t^9 + 461*q^20*t^10 - 440*q^19*t^11 + 472*q^18*t^12 + 384*q^17*t^13 - 469*q^16*t^14 + 321*q^15*t^15 - 193*q^14*t^16 + 71*q^13*t^17 - 12*q^12*t^18 + 4*q^28*t + 63*q^27*t^2 - 89*q^26*t^3 + 77*q^25*t^4 - 246*q^24*t^5 + 812*q^23*t^6 - 76*q^22*t^7 - 291*q^21*t^8 + 331*q^20*t^9 - 881*q^19*t^10 + 924*q^18*t^11 - 146*q^17*t^12 - 750*q^16*t^13 + 589*q^15*t^14 - 199*q^14*t^15 + 279*q^13*t^16 - 124*q^12*t^17 + 38*q^11*t^18 - 3*q^10*t^19 - q^27*t - 51*q^26*t^2 + 21*q^25*t^3 - 339*q^24*t^4 + 252*q^23*t^5 - 533*q^22*t^6 + 336*q^21*t^7 + 214*q^20*t^8 - 922*q^19*t^9 + 632*q^18*t^10 + 101*q^17*t^11 - 31*q^16*t^12 - 98*q^15*t^13 - 373*q^14*t^14 + 341*q^13*t^15 - 247*q^12*t^16 + 266*q^11*t^17 - 54*q^10*t^18 + 18*q^9*t^19 + 18*q^25*t^2 - 54*q^24*t^3 + 266*q^23*t^4 - 247*q^22*t^5 + 341*q^21*t^6 - 373*q^20*t^7 - 98*q^19*t^8 - 31*q^18*t^9 + 101*q^17*t^10 + 632*q^16*t^11 - 922*q^15*t^12 + 214*q^14*t^13 + 336*q^13*t^14 - 533*q^12*t^15 + 252*q^11*t^16 - 339*q^10*t^17 + 21*q^9*t^18 - 51*q^8*t^19 - q^7*t^20 - 3*q^24*t^2 + 38*q^23*t^3 - 124*q^22*t^4 + 279*q^21*t^5 - 199*q^20*t^6 + 589*q^19*t^7 - 750*q^18*t^8 - 146*q^17*t^9 + 924*q^16*t^10 - 881*q^15*t^11 + 331*q^14*t^12 - 291*q^13*t^13 - 76*q^12*t^14 + 812*q^11*t^15 - 246*q^10*t^16 + 77*q^9*t^17 - 89*q^8*t^18 + 63*q^7*t^19 + 4*q^6*t^20 - 12*q^22*t^3 + 71*q^21*t^4 - 193*q^20*t^5 + 321*q^19*t^6 - 469*q^18*t^7 + 384*q^17*t^8 + 472*q^16*t^9 - 440*q^15*t^10 + 461*q^14*t^11 - 344*q^13*t^12 + 291*q^12*t^13 + 414*q^11*t^14 - 282*q^10*t^15 - 54*q^9*t^16 - 21*q^8*t^17 + 238*q^7*t^18 + 15*q^6*t^19 + 2*q^21*t^3 - 29*q^20*t^4 + 95*q^19*t^5 - 241*q^18*t^6 + 124*q^17*t^7 - 277*q^16*t^8 + 169*q^15*t^9 + 412*q^14*t^10 - 442*q^13*t^11 - 154*q^12*t^12 - 265*q^11*t^13 + 401*q^10*t^14 - 291*q^9*t^15 - 400*q^8*t^16 + 142*q^7*t^17 - 33*q^6*t^18 - 82*q^5*t^19 - 19*q^4*t^20 + 5*q^19*t^4 - 34*q^18*t^5 + 69*q^17*t^6 - 210*q^16*t^7 + 226*q^15*t^8 - 202*q^14*t^9 - 310*q^13*t^10 + 61*q^12*t^11 - 350*q^11*t^12 + 775*q^10*t^13 - 294*q^9*t^14 - 358*q^8*t^15 + 308*q^7*t^16 + 216*q^6*t^17 - 116*q^5*t^18 - 28*q^4*t^19 + 26*q^3*t^20 + 7*q^17*t^5 - 27*q^16*t^6 + 214*q^15*t^7 - 12*q^14*t^8 + 162*q^13*t^9 + 148*q^12*t^10 - 432*q^11*t^11 + 482*q^10*t^12 + 87*q^9*t^13 - 82*q^8*t^14 + 31*q^7*t^15 + 229*q^6*t^16 - 102*q^5*t^17 - 40*q^4*t^18 + 58*q^3*t^19 + 3*q^2*t^20 - q^16*t^5 + 15*q^15*t^6 - 72*q^14*t^7 + q^13*t^8 - 24*q^12*t^9 - 171*q^11*t^10 + 215*q^10*t^11 + 164*q^9*t^12 - 117*q^8*t^13 - 346*q^7*t^14 + 123*q^6*t^15 - 29*q^5*t^16 - 81*q^4*t^17 + 20*q^3*t^18 - 2*q^2*t^19 - 6*q*t^20 - t^21 - 3*q^14*t^6 + 9*q^13*t^7 - 17*q^12*t^8 - 71*q^11*t^9 - 30*q^10*t^10 + 64*q^9*t^11 - 55*q^8*t^12 - 220*q^7*t^13 + 153*q^6*t^14 + 84*q^5*t^15 - 28*q^4*t^16 + 3*q^3*t^17 + 11*q^2*t^18 - 2*q*t^19 + 4*q^11*t^8 + 27*q^10*t^9 + 78*q^9*t^10 + 12*q^8*t^11 - 63*q^7*t^12 + 82*q^6*t^13 + 34*q^5*t^14 - 24*q^4*t^15 - 18*q^3*t^16 + 6*q^2*t^17 - 2*q^9*t^9 - 17*q^8*t^10 - 25*q^7*t^11 + 10*q^6*t^12 - 4*q^5*t^13 - 8*q^4*t^14 - 6*q^3*t^15 + 3*q^2*t^16 + q*t^17 + 4*q^6*t^11 + q^5*t^12 + q^4*t^13)/((q^5 - t^2)*(q^3 - t)^2*(q^2 + t)*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 2], [0, 6], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0841] 'FoNZw'

Zeta functions

ask[-]:

ask[+]:

(q^16*t^9 + 2*q^15*t^10 + q^20*t^4 + 2*q^19*t^5 - 5*q^18*t^6 - 6*q^17*t^7 + 6*q^16*t^8 + 5*q^15*t^9 - 17*q^14*t^10 - 12*q^13*t^11 - q^12*t^12 + 5*q^19*t^4 - 15*q^18*t^5 - 23*q^17*t^6 + 36*q^16*t^7 + 42*q^15*t^8 - 49*q^14*t^9 - q^13*t^10 + 73*q^12*t^11 + 31*q^11*t^12 + 3*q^10*t^13 - 2*q^20*t^2 + 11*q^19*t^3 - 3*q^18*t^4 - 33*q^17*t^5 + 97*q^16*t^6 + 136*q^15*t^7 - 186*q^14*t^8 - 131*q^13*t^9 + 151*q^12*t^10 - 42*q^11*t^11 - 149*q^10*t^12 - 45*q^9*t^13 - 2*q^8*t^14 - q^21 - 5*q^20*t + 2*q^19*t^2 + 18*q^18*t^3 - 70*q^17*t^4 - 8*q^16*t^5 + 120*q^15*t^6 - 400*q^14*t^7 - 269*q^13*t^8 + 608*q^12*t^9 + 115*q^11*t^10 - 287*q^10*t^11 + 146*q^9*t^12 + 169*q^8*t^13 + 25*q^7*t^14 + 2*q^6*t^15 + 52*q^18*t^2 - 44*q^17*t^3 - 105*q^16*t^4 + 300*q^15*t^5 - 16*q^14*t^6 - 207*q^13*t^7 + 854*q^12*t^8 + 55*q^11*t^9 - 864*q^10*t^10 + 119*q^9*t^11 + 219*q^8*t^12 - 165*q^7*t^13 - 86*q^6*t^14 - 13*q^5*t^15 + 33*q^18*t - 41*q^17*t^2 - 159*q^16*t^3 + 277*q^15*t^4 + 197*q^14*t^5 - 658*q^13*t^6 + 110*q^12*t^7 + 154*q^11*t^8 - 930*q^10*t^9 + 195*q^9*t^10 + 626*q^8*t^11 - 191*q^7*t^12 - 126*q^6*t^13 + 84*q^5*t^14 + 33*q^4*t^15 - 33*q^17*t - 84*q^16*t^2 + 126*q^15*t^3 + 191*q^14*t^4 - 626*q^13*t^5 - 195*q^12*t^6 + 930*q^11*t^7 - 154*q^10*t^8 - 110*q^9*t^9 + 658*q^8*t^10 - 197*q^7*t^11 - 277*q^6*t^12 + 159*q^5*t^13 + 41*q^4*t^14 - 33*q^3*t^15 + 13*q^16*t + 86*q^15*t^2 + 165*q^14*t^3 - 219*q^13*t^4 - 119*q^12*t^5 + 864*q^11*t^6 - 55*q^10*t^7 - 854*q^9*t^8 + 207*q^8*t^9 + 16*q^7*t^10 - 300*q^6*t^11 + 105*q^5*t^12 + 44*q^4*t^13 - 52*q^3*t^14 - 2*q^15*t - 25*q^14*t^2 - 169*q^13*t^3 - 146*q^12*t^4 + 287*q^11*t^5 - 115*q^10*t^6 - 608*q^9*t^7 + 269*q^8*t^8 + 400*q^7*t^9 - 120*q^6*t^10 + 8*q^5*t^11 + 70*q^4*t^12 - 18*q^3*t^13 - 2*q^2*t^14 + 5*q*t^15 + t^16 + 2*q^13*t^2 + 45*q^12*t^3 + 149*q^11*t^4 + 42*q^10*t^5 - 151*q^9*t^6 + 131*q^8*t^7 + 186*q^7*t^8 - 136*q^6*t^9 - 97*q^5*t^10 + 33*q^4*t^11 + 3*q^3*t^12 - 11*q^2*t^13 + 2*q*t^14 - 3*q^11*t^3 - 31*q^10*t^4 - 73*q^9*t^5 + q^8*t^6 + 49*q^7*t^7 - 42*q^6*t^8 - 36*q^5*t^9 + 23*q^4*t^10 + 15*q^3*t^11 - 5*q^2*t^12 + q^9*t^4 + 12*q^8*t^5 + 17*q^7*t^6 - 5*q^6*t^7 - 6*q^5*t^8 + 6*q^4*t^9 + 5*q^3*t^10 - 2*q^2*t^11 - q*t^12 - 2*q^6*t^6 - q^5*t^7)/((q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 2], [0, 5], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0842] 'Fo\\g'

Zeta functions

ask[-]:

(q^13 + 3*q^12*t + q^11*t^2 - 5*q^11*t - 20*q^10*t^2 - 9*q^10*t + 27*q^9*t^2 + 27*q^8*t^3 + q^7*t^4 - q^6*t^5 + 3*q^9*t + 28*q^8*t^2 - 37*q^7*t^3 - 22*q^6*t^4 + 3*q^5*t^5 + 3*q^8*t - 22*q^7*t^2 - 37*q^6*t^3 + 28*q^5*t^4 + 3*q^4*t^5 - q^7*t + q^6*t^2 + 27*q^5*t^3 + 27*q^4*t^4 - 9*q^3*t^5 - 20*q^3*t^4 - 5*q^2*t^5 + q^2*t^4 + 3*q*t^5 + t^6)/((q^2 - t)^2*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(3*q^23*t^8 + 3*q^21*t^10 - 3*q^20*t^11 + q^26*t^4 + 2*q^25*t^5 - 11*q^24*t^6 - 5*q^23*t^7 - 3*q^22*t^8 + 30*q^21*t^9 - 49*q^20*t^10 - 9*q^19*t^11 + 4*q^18*t^12 + 9*q^17*t^13 - 2*q^16*t^14 + 8*q^25*t^4 - 18*q^24*t^5 - 11*q^23*t^6 + 8*q^22*t^7 + 113*q^21*t^8 - 154*q^20*t^9 + 79*q^19*t^10 + 61*q^18*t^11 + 74*q^17*t^12 + 2*q^16*t^13 + 2*q^15*t^14 - 4*q^14*t^15 - q^13*t^16 - 2*q^26*t^2 + 15*q^25*t^3 - 5*q^24*t^4 - 27*q^23*t^5 + 52*q^22*t^6 + 323*q^21*t^7 - 305*q^20*t^8 + 27*q^19*t^9 - 97*q^18*t^10 + 117*q^17*t^11 - 217*q^16*t^12 - 199*q^15*t^13 - 98*q^14*t^14 - 35*q^13*t^15 + 18*q^12*t^16 + 4*q^11*t^17 - q^27 - 6*q^26*t - 2*q^25*t^2 + 16*q^24*t^3 - 73*q^23*t^4 - 77*q^22*t^5 + 215*q^21*t^6 - 635*q^20*t^7 - 344*q^19*t^8 - 104*q^18*t^9 + 819*q^17*t^10 - 129*q^16*t^11 - 92*q^15*t^12 + 323*q^14*t^13 + 425*q^13*t^14 + 349*q^12*t^15 - 11*q^11*t^16 - 4*q^10*t^17 - 6*q^9*t^18 - 2*q^25*t + 67*q^24*t^2 - 47*q^23*t^3 - 127*q^22*t^4 + 289*q^21*t^5 + 161*q^20*t^6 + 123*q^19*t^7 + 529*q^18*t^8 + 1595*q^17*t^9 - 520*q^16*t^10 - 911*q^15*t^11 - 193*q^14*t^12 + 71*q^13*t^13 - 270*q^12*t^14 - 925*q^11*t^15 - 199*q^10*t^16 - 92*q^9*t^17 + 24*q^8*t^18 - 2*q^7*t^19 + 48*q^24*t - 47*q^23*t^2 - 91*q^22*t^3 + 175*q^21*t^4 + 541*q^20*t^5 - 675*q^19*t^6 - 792*q^18*t^7 + 154*q^17*t^8 - 1256*q^16*t^9 - 1506*q^15*t^10 - 104*q^14*t^11 + 1298*q^13*t^12 + 664*q^12*t^13 - 442*q^11*t^14 + 827*q^10*t^15 + 399*q^9*t^16 + 381*q^8*t^17 - 16*q^7*t^18 + 13*q^6*t^19 - 60*q^23*t - 88*q^22*t^2 - 144*q^21*t^3 + 327*q^20*t^4 - 880*q^19*t^5 - 509*q^18*t^6 + 544*q^17*t^7 + 1375*q^16*t^8 + 483*q^15*t^9 + 463*q^14*t^10 + 1963*q^13*t^11 + 466*q^12*t^12 - 1472*q^11*t^13 - 217*q^10*t^14 - 374*q^9*t^15 + 31*q^8*t^16 - 518*q^7*t^17 - 66*q^6*t^18 - 37*q^5*t^19 + 37*q^22*t + 66*q^21*t^2 + 518*q^20*t^3 - 31*q^19*t^4 + 374*q^18*t^5 + 217*q^17*t^6 + 1472*q^16*t^7 - 466*q^15*t^8 - 1963*q^14*t^9 - 463*q^13*t^10 - 483*q^12*t^11 - 1375*q^11*t^12 - 544*q^10*t^13 + 509*q^9*t^14 + 880*q^8*t^15 - 327*q^7*t^16 + 144*q^6*t^17 + 88*q^5*t^18 + 60*q^4*t^19 - 13*q^21*t + 16*q^20*t^2 - 381*q^19*t^3 - 399*q^18*t^4 - 827*q^17*t^5 + 442*q^16*t^6 - 664*q^15*t^7 - 1298*q^14*t^8 + 104*q^13*t^9 + 1506*q^12*t^10 + 1256*q^11*t^11 - 154*q^10*t^12 + 792*q^9*t^13 + 675*q^8*t^14 - 541*q^7*t^15 - 175*q^6*t^16 + 91*q^5*t^17 + 47*q^4*t^18 - 48*q^3*t^19 + 2*q^20*t - 24*q^19*t^2 + 92*q^18*t^3 + 199*q^17*t^4 + 925*q^16*t^5 + 270*q^15*t^6 - 71*q^14*t^7 + 193*q^13*t^8 + 911*q^12*t^9 + 520*q^11*t^10 - 1595*q^10*t^11 - 529*q^9*t^12 - 123*q^8*t^13 - 161*q^7*t^14 - 289*q^6*t^15 + 127*q^5*t^16 + 47*q^4*t^17 - 67*q^3*t^18 + 2*q^2*t^19 + 6*q^18*t^2 + 4*q^17*t^3 + 11*q^16*t^4 - 349*q^15*t^5 - 425*q^14*t^6 - 323*q^13*t^7 + 92*q^12*t^8 + 129*q^11*t^9 - 819*q^10*t^10 + 104*q^9*t^11 + 344*q^8*t^12 + 635*q^7*t^13 - 215*q^6*t^14 + 77*q^5*t^15 + 73*q^4*t^16 - 16*q^3*t^17 + 2*q^2*t^18 + 6*q*t^19 + t^20 - 4*q^16*t^3 - 18*q^15*t^4 + 35*q^14*t^5 + 98*q^13*t^6 + 199*q^12*t^7 + 217*q^11*t^8 - 117*q^10*t^9 + 97*q^9*t^10 - 27*q^8*t^11 + 305*q^7*t^12 - 323*q^6*t^13 - 52*q^5*t^14 + 27*q^4*t^15 + 5*q^3*t^16 - 15*q^2*t^17 + 2*q*t^18 + q^14*t^4 + 4*q^13*t^5 - 2*q^12*t^6 - 2*q^11*t^7 - 74*q^10*t^8 - 61*q^9*t^9 - 79*q^8*t^10 + 154*q^7*t^11 - 113*q^6*t^12 - 8*q^5*t^13 + 11*q^4*t^14 + 18*q^3*t^15 - 8*q^2*t^16 + 2*q^11*t^6 - 9*q^10*t^7 - 4*q^9*t^8 + 9*q^8*t^9 + 49*q^7*t^10 - 30*q^6*t^11 + 3*q^5*t^12 + 5*q^4*t^13 + 11*q^3*t^14 - 2*q^2*t^15 - q*t^16 + 3*q^7*t^9 - 3*q^6*t^10 - 3*q^4*t^12)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [0, 6], [1, 4], [1, 5], [2, 4], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [5, 6]]

[0843] 'Fo\sw'

Zeta functions

ask[-]:

(2*q^7*t^2 - q^8 - 2*q^7*t - q^5*t^3 + 4*q^6*t - 4*q^5*t^2 - 2*q^4*t^3 + 5*q^5*t - 2*q^4*t^2 + 5*q^3*t^3 - 2*q^4*t - 4*q^3*t^2 + 4*q^2*t^3 - q^3*t - 2*q*t^3 - t^4 + 2*q*t^2)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

-(q^8*t^6 - q^9*t^4 - q^8*t^5 - 2*q^7*t^6 + 2*q^10*t^2 - 5*q^9*t^3 + 10*q^8*t^4 - 6*q^7*t^5 + 3*q^6*t^6 - q^5*t^7 + q^10*t - 9*q^9*t^2 + 14*q^8*t^3 - 2*q^7*t^4 - 4*q^6*t^5 + 9*q^5*t^6 - q^4*t^7 + q^10 - q^9*t - 6*q^8*t^2 + 20*q^7*t^3 - 47*q^6*t^4 + 31*q^5*t^5 - 14*q^4*t^6 + 2*q^3*t^7 - 6*q^8*t + 24*q^7*t^2 - 23*q^6*t^3 + 23*q^4*t^5 - 24*q^3*t^6 + 6*q^2*t^7 - 2*q^7*t + 14*q^6*t^2 - 31*q^5*t^3 + 47*q^4*t^4 - 20*q^3*t^5 + 6*q^2*t^6 + q*t^7 - t^8 + q^6*t - 9*q^5*t^2 + 4*q^4*t^3 + 2*q^3*t^4 - 14*q^2*t^5 + 9*q*t^6 - t^7 + q^5*t - 3*q^4*t^2 + 6*q^3*t^3 - 10*q^2*t^4 + 5*q*t^5 - 2*t^6 + 2*q^3*t^2 + q^2*t^3 + q*t^4 - q^2*t^2)/((q - t)^3*q^7*(t + 1)*(t - 1)^5)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [0, 6], [1, 4], [1, 5], [2, 4], [2, 5], [3, 4], [3, 5], [3, 6], [4, 6], [5, 6]]

[0844] 'FpLYw'

Zeta functions

ask[-]:

(2*q^7*t^2 + q^6*t^3 - q^8 - 2*q^7*t - 3*q^5*t^3 + 3*q^6*t - 4*q^5*t^2 - 2*q^4*t^3 + 7*q^5*t - 2*q^4*t^2 + 7*q^3*t^3 - 2*q^4*t - 4*q^3*t^2 + 3*q^2*t^3 - 3*q^3*t - 2*q*t^3 - t^4 + q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)^2*q^6*(t - 1)^2)

ask[+]:

(2*q^24*t^8 + 2*q^23*t^9 + 10*q^22*t^10 - 2*q^21*t^11 + 2*q^27*t^4 - 12*q^25*t^6 - 4*q^24*t^7 - 2*q^23*t^8 + 40*q^22*t^9 - 86*q^21*t^10 - 70*q^20*t^11 - 26*q^19*t^12 + 26*q^18*t^13 + 4*q^17*t^14 - 4*q^16*t^15 + 3*q^26*t^4 - 9*q^25*t^5 - 31*q^24*t^6 - 36*q^23*t^7 + 187*q^22*t^8 - 124*q^21*t^9 + 71*q^20*t^10 + 236*q^19*t^11 + 304*q^18*t^12 + 55*q^17*t^13 - 10*q^16*t^14 + 2*q^15*t^15 - 8*q^14*t^16 - 4*q^13*t^17 + 24*q^26*t^3 + 26*q^25*t^4 - 57*q^24*t^5 + 49*q^23*t^6 + 507*q^22*t^7 - 240*q^21*t^8 - 231*q^20*t^9 - 274*q^19*t^10 - 63*q^18*t^11 - 494*q^17*t^12 - 588*q^16*t^13 - 309*q^15*t^14 - 166*q^14*t^15 + 30*q^13*t^16 + 58*q^12*t^17 + 12*q^11*t^18 - q^28 - 3*q^27*t - 15*q^26*t^2 - 22*q^25*t^3 - 125*q^24*t^4 - 8*q^23*t^5 + 138*q^22*t^6 - 765*q^21*t^7 - 752*q^20*t^8 - 274*q^19*t^9 + 1168*q^18*t^10 + 732*q^17*t^11 - 28*q^16*t^12 + 642*q^15*t^13 + 891*q^14*t^14 + 1073*q^13*t^15 + 248*q^12*t^16 - 163*q^11*t^17 - 72*q^10*t^18 - 12*q^9*t^19 - 27*q^26*t + 71*q^25*t^2 + 39*q^24*t^3 + 46*q^23*t^4 - 93*q^22*t^5 + 368*q^21*t^6 + 680*q^20*t^7 + 835*q^19*t^8 + 2096*q^18*t^9 + 500*q^17*t^10 - 1934*q^16*t^11 - 842*q^15*t^12 - 308*q^14*t^13 - 118*q^13*t^14 - 1921*q^12*t^15 - 1213*q^11*t^16 - 46*q^10*t^17 + 93*q^9*t^18 + 62*q^8*t^19 - 4*q^7*t^20 + 108*q^25*t - 7*q^24*t^2 - 49*q^23*t^3 - 288*q^22*t^4 + 916*q^21*t^5 - 126*q^20*t^6 - 1738*q^19*t^7 - 983*q^18*t^8 - 1568*q^17*t^9 - 2829*q^16*t^10 - 790*q^15*t^11 + 976*q^14*t^12 + 1890*q^13*t^13 - 562*q^12*t^14 + 990*q^11*t^15 + 1597*q^10*t^16 + 604*q^9*t^17 + 214*q^8*t^18 - 99*q^7*t^19 + 28*q^6*t^20 - 132*q^24*t - 98*q^23*t^2 - 395*q^22*t^3 + 483*q^21*t^4 - 712*q^20*t^5 - 1172*q^19*t^6 + 552*q^18*t^7 + 1938*q^17*t^8 + 2309*q^16*t^9 + 1548*q^15*t^10 + 2363*q^14*t^11 + 2542*q^13*t^12 - 1082*q^12*t^13 - 692*q^11*t^14 - 576*q^10*t^15 - 678*q^9*t^16 - 349*q^8*t^17 - 620*q^7*t^18 + 2*q^6*t^19 - 83*q^5*t^20 + 83*q^23*t - 2*q^22*t^2 + 620*q^21*t^3 + 349*q^20*t^4 + 678*q^19*t^5 + 576*q^18*t^6 + 692*q^17*t^7 + 1082*q^16*t^8 - 2542*q^15*t^9 - 2363*q^14*t^10 - 1548*q^13*t^11 - 2309*q^12*t^12 - 1938*q^11*t^13 - 552*q^10*t^14 + 1172*q^9*t^15 + 712*q^8*t^16 - 483*q^7*t^17 + 395*q^6*t^18 + 98*q^5*t^19 + 132*q^4*t^20 - 28*q^22*t + 99*q^21*t^2 - 214*q^20*t^3 - 604*q^19*t^4 - 1597*q^18*t^5 - 990*q^17*t^6 + 562*q^16*t^7 - 1890*q^15*t^8 - 976*q^14*t^9 + 790*q^13*t^10 + 2829*q^12*t^11 + 1568*q^11*t^12 + 983*q^10*t^13 + 1738*q^9*t^14 + 126*q^8*t^15 - 916*q^7*t^16 + 288*q^6*t^17 + 49*q^5*t^18 + 7*q^4*t^19 - 108*q^3*t^20 + 4*q^21*t - 62*q^20*t^2 - 93*q^19*t^3 + 46*q^18*t^4 + 1213*q^17*t^5 + 1921*q^16*t^6 + 118*q^15*t^7 + 308*q^14*t^8 + 842*q^13*t^9 + 1934*q^12*t^10 - 500*q^11*t^11 - 2096*q^10*t^12 - 835*q^9*t^13 - 680*q^8*t^14 - 368*q^7*t^15 + 93*q^6*t^16 - 46*q^5*t^17 - 39*q^4*t^18 - 71*q^3*t^19 + 27*q^2*t^20 + 12*q^19*t^2 + 72*q^18*t^3 + 163*q^17*t^4 - 248*q^16*t^5 - 1073*q^15*t^6 - 891*q^14*t^7 - 642*q^13*t^8 + 28*q^12*t^9 - 732*q^11*t^10 - 1168*q^10*t^11 + 274*q^9*t^12 + 752*q^8*t^13 + 765*q^7*t^14 - 138*q^6*t^15 + 8*q^5*t^16 + 125*q^4*t^17 + 22*q^3*t^18 + 15*q^2*t^19 + 3*q*t^20 + t^21 - 12*q^17*t^3 - 58*q^16*t^4 - 30*q^15*t^5 + 166*q^14*t^6 + 309*q^13*t^7 + 588*q^12*t^8 + 494*q^11*t^9 + 63*q^10*t^10 + 274*q^9*t^11 + 231*q^8*t^12 + 240*q^7*t^13 - 507*q^6*t^14 - 49*q^5*t^15 + 57*q^4*t^16 - 26*q^3*t^17 - 24*q^2*t^18 + 4*q^15*t^4 + 8*q^14*t^5 - 2*q^13*t^6 + 10*q^12*t^7 - 55*q^11*t^8 - 304*q^10*t^9 - 236*q^9*t^10 - 71*q^8*t^11 + 124*q^7*t^12 - 187*q^6*t^13 + 36*q^5*t^14 + 31*q^4*t^15 + 9*q^3*t^16 - 3*q^2*t^17 + 4*q^12*t^6 - 4*q^11*t^7 - 26*q^10*t^8 + 26*q^9*t^9 + 70*q^8*t^10 + 86*q^7*t^11 - 40*q^6*t^12 + 2*q^5*t^13 + 4*q^4*t^14 + 12*q^3*t^15 - 2*q*t^17 + 2*q^7*t^10 - 10*q^6*t^11 - 2*q^5*t^12 - 2*q^4*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^3*(q - t)^4*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0845] 'FpL]w'

Zeta functions

ask[-]:

(q^10 + 2*q^9*t - q^8*t - 4*q^7*t^2 - q^6*t^3 - 8*q^7*t + q^6*t^2 + 4*q^5*t^3 + 12*q^5*t^2 + 4*q^5*t + q^4*t^2 - 8*q^3*t^3 - q^4*t - 4*q^3*t^2 - q^2*t^3 + 2*q*t^3 + t^4)/((q^2 - t)*(q*t - 1)*(q - t)^2*q^6*(t - 1))

ask[+]:

-(2*q^24*t^2 - q^23*t^3 - 3*q^22*t^4 - 4*q^20*t^6 + 2*q^19*t^7 + q^25 + 6*q^23*t^2 + 11*q^22*t^3 - 10*q^21*t^4 - 36*q^20*t^5 + 31*q^19*t^6 + 23*q^18*t^7 + 8*q^17*t^8 - 6*q^16*t^9 + 27*q^23*t - 35*q^22*t^2 - 94*q^21*t^3 - 22*q^20*t^4 + 208*q^19*t^5 + 39*q^18*t^6 - 91*q^17*t^7 - 75*q^16*t^8 - 10*q^15*t^9 - 7*q^14*t^10 - 4*q^13*t^11 - 85*q^22*t - 12*q^21*t^2 + 108*q^20*t^3 + 260*q^19*t^4 - 182*q^18*t^5 - 256*q^17*t^6 - 109*q^16*t^7 + 35*q^15*t^8 + 84*q^14*t^9 + 66*q^13*t^10 + 60*q^12*t^11 + 11*q^11*t^12 + 89*q^21*t + 51*q^20*t^2 + 180*q^19*t^3 - 130*q^18*t^4 - 179*q^17*t^5 - 160*q^16*t^6 + 272*q^15*t^7 + 474*q^14*t^8 + 201*q^13*t^9 - 55*q^12*t^10 - 233*q^11*t^11 - 81*q^10*t^12 - 9*q^9*t^13 - 49*q^20*t + 57*q^19*t^2 - 209*q^18*t^3 - 438*q^17*t^4 - 355*q^16*t^5 + 592*q^15*t^6 + 640*q^14*t^7 - 362*q^13*t^8 - 909*q^12*t^9 - 501*q^11*t^10 + 253*q^10*t^11 + 198*q^9*t^12 + 53*q^8*t^13 - 2*q^7*t^14 + 15*q^19*t - 108*q^18*t^2 - 108*q^17*t^3 + 232*q^16*t^4 + 1040*q^15*t^5 + 463*q^14*t^6 - 862*q^13*t^7 - 862*q^12*t^8 + 463*q^11*t^9 + 1040*q^10*t^10 + 232*q^9*t^11 - 108*q^8*t^12 - 108*q^7*t^13 + 15*q^6*t^14 - 2*q^18*t + 53*q^17*t^2 + 198*q^16*t^3 + 253*q^15*t^4 - 501*q^14*t^5 - 909*q^13*t^6 - 362*q^12*t^7 + 640*q^11*t^8 + 592*q^10*t^9 - 355*q^9*t^10 - 438*q^8*t^11 - 209*q^7*t^12 + 57*q^6*t^13 - 49*q^5*t^14 - 9*q^16*t^2 - 81*q^15*t^3 - 233*q^14*t^4 - 55*q^13*t^5 + 201*q^12*t^6 + 474*q^11*t^7 + 272*q^10*t^8 - 160*q^9*t^9 - 179*q^8*t^10 - 130*q^7*t^11 + 180*q^6*t^12 + 51*q^5*t^13 + 89*q^4*t^14 + 11*q^14*t^3 + 60*q^13*t^4 + 66*q^12*t^5 + 84*q^11*t^6 + 35*q^10*t^7 - 109*q^9*t^8 - 256*q^8*t^9 - 182*q^7*t^10 + 260*q^6*t^11 + 108*q^5*t^12 - 12*q^4*t^13 - 85*q^3*t^14 - 4*q^12*t^4 - 7*q^11*t^5 - 10*q^10*t^6 - 75*q^9*t^7 - 91*q^8*t^8 + 39*q^7*t^9 + 208*q^6*t^10 - 22*q^5*t^11 - 94*q^4*t^12 - 35*q^3*t^13 + 27*q^2*t^14 - 6*q^9*t^6 + 8*q^8*t^7 + 23*q^7*t^8 + 31*q^6*t^9 - 36*q^5*t^10 - 10*q^4*t^11 + 11*q^3*t^12 + 6*q^2*t^13 + t^15 + 2*q^6*t^8 - 4*q^5*t^9 - 3*q^3*t^11 - q^2*t^12 + 2*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 2], [0, 6], [1, 5], [1, 6], [2, 3], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0846] 'FpUZw'

Zeta functions

ask[-]:

(q^11 + q^10*t - 2*q^9*t^2 + q^8*t^3 - q^9*t - 4*q^8*t^2 + q^6*t^4 - 8*q^8*t + 12*q^7*t^2 + 5*q^6*t^3 - 4*q^5*t^4 + 10*q^6*t^2 - 10*q^5*t^3 + 4*q^6*t - 5*q^5*t^2 - 12*q^4*t^3 + 8*q^3*t^4 - q^5*t + 4*q^3*t^3 + q^2*t^4 - q^3*t^2 + 2*q^2*t^3 - q*t^4 - t^5)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(2*q^22*t^8 + 2*q^21*t^9 + 4*q^20*t^10 + q^25*t^4 + 2*q^24*t^5 - 8*q^23*t^6 - 9*q^22*t^7 - 9*q^21*t^8 + 9*q^20*t^9 - 22*q^19*t^10 - 16*q^18*t^11 - 8*q^17*t^12 + 5*q^24*t^4 - 11*q^23*t^5 + q^22*t^6 + 19*q^21*t^7 + 61*q^20*t^8 - 50*q^19*t^9 + 10*q^18*t^10 + 37*q^17*t^11 + 35*q^16*t^12 + 17*q^15*t^13 + 6*q^14*t^14 + 2*q^13*t^15 - q^25*t^2 + 12*q^24*t^3 - 5*q^23*t^4 - 22*q^22*t^5 + 11*q^21*t^6 + 158*q^20*t^7 - 22*q^19*t^8 + 13*q^17*t^10 + 82*q^16*t^11 + 41*q^15*t^12 - 30*q^14*t^13 - 19*q^13*t^14 - 22*q^12*t^15 - 4*q^11*t^16 - q^26 - 5*q^25*t - 2*q^24*t^2 + 3*q^23*t^3 - 39*q^22*t^4 - 49*q^21*t^5 + 94*q^20*t^6 - 235*q^19*t^7 - 474*q^18*t^8 - 320*q^17*t^9 + 38*q^16*t^10 - 123*q^15*t^11 - 351*q^14*t^12 - 213*q^13*t^13 - 78*q^12*t^14 + 53*q^11*t^15 + 19*q^10*t^16 + 3*q^9*t^17 - 2*q^24*t + 44*q^23*t^2 + 2*q^22*t^3 - 83*q^21*t^4 + 100*q^20*t^5 + 171*q^19*t^6 + 13*q^18*t^7 + 409*q^17*t^8 + 1091*q^16*t^9 + 739*q^15*t^10 + 147*q^14*t^11 + 328*q^13*t^12 + 597*q^12*t^13 + 493*q^11*t^14 + 69*q^10*t^15 - 12*q^9*t^16 - 15*q^8*t^17 + q^7*t^18 + 34*q^23*t - 15*q^22*t^2 - 76*q^21*t^3 + 80*q^20*t^4 + 392*q^19*t^5 - 62*q^18*t^6 - 375*q^17*t^7 - 64*q^16*t^8 - 471*q^15*t^9 - 1316*q^14*t^10 - 1173*q^13*t^11 - 389*q^12*t^12 - 390*q^11*t^13 - 720*q^10*t^14 - 404*q^9*t^15 - 126*q^8*t^16 + 21*q^7*t^17 - 6*q^6*t^18 - 35*q^22*t - 63*q^21*t^2 - 136*q^20*t^3 + 16*q^19*t^4 - 376*q^18*t^5 - 776*q^17*t^6 - 361*q^16*t^7 + 293*q^15*t^8 + 126*q^14*t^9 - 7*q^13*t^10 + 1060*q^12*t^11 + 1162*q^11*t^12 + 448*q^10*t^13 + 318*q^9*t^14 + 371*q^8*t^15 + 293*q^7*t^16 + 25*q^6*t^17 + 18*q^5*t^18 + 18*q^21*t + 25*q^20*t^2 + 293*q^19*t^3 + 371*q^18*t^4 + 318*q^17*t^5 + 448*q^16*t^6 + 1162*q^15*t^7 + 1060*q^14*t^8 - 7*q^13*t^9 + 126*q^12*t^10 + 293*q^11*t^11 - 361*q^10*t^12 - 776*q^9*t^13 - 376*q^8*t^14 + 16*q^7*t^15 - 136*q^6*t^16 - 63*q^5*t^17 - 35*q^4*t^18 - 6*q^20*t + 21*q^19*t^2 - 126*q^18*t^3 - 404*q^17*t^4 - 720*q^16*t^5 - 390*q^15*t^6 - 389*q^14*t^7 - 1173*q^13*t^8 - 1316*q^12*t^9 - 471*q^11*t^10 - 64*q^10*t^11 - 375*q^9*t^12 - 62*q^8*t^13 + 392*q^7*t^14 + 80*q^6*t^15 - 76*q^5*t^16 - 15*q^4*t^17 + 34*q^3*t^18 + q^19*t - 15*q^18*t^2 - 12*q^17*t^3 + 69*q^16*t^4 + 493*q^15*t^5 + 597*q^14*t^6 + 328*q^13*t^7 + 147*q^12*t^8 + 739*q^11*t^9 + 1091*q^10*t^10 + 409*q^9*t^11 + 13*q^8*t^12 + 171*q^7*t^13 + 100*q^6*t^14 - 83*q^5*t^15 + 2*q^4*t^16 + 44*q^3*t^17 - 2*q^2*t^18 + 3*q^17*t^2 + 19*q^16*t^3 + 53*q^15*t^4 - 78*q^14*t^5 - 213*q^13*t^6 - 351*q^12*t^7 - 123*q^11*t^8 + 38*q^10*t^9 - 320*q^9*t^10 - 474*q^8*t^11 - 235*q^7*t^12 + 94*q^6*t^13 - 49*q^5*t^14 - 39*q^4*t^15 + 3*q^3*t^16 - 2*q^2*t^17 - 5*q*t^18 - t^19 - 4*q^15*t^3 - 22*q^14*t^4 - 19*q^13*t^5 - 30*q^12*t^6 + 41*q^11*t^7 + 82*q^10*t^8 + 13*q^9*t^9 - 22*q^7*t^11 + 158*q^6*t^12 + 11*q^5*t^13 - 22*q^4*t^14 - 5*q^3*t^15 + 12*q^2*t^16 - q*t^17 + 2*q^13*t^4 + 6*q^12*t^5 + 17*q^11*t^6 + 35*q^10*t^7 + 37*q^9*t^8 + 10*q^8*t^9 - 50*q^7*t^10 + 61*q^6*t^11 + 19*q^5*t^12 + q^4*t^13 - 11*q^3*t^14 + 5*q^2*t^15 - 8*q^9*t^7 - 16*q^8*t^8 - 22*q^7*t^9 + 9*q^6*t^10 - 9*q^5*t^11 - 9*q^4*t^12 - 8*q^3*t^13 + 2*q^2*t^14 + q*t^15 + 4*q^6*t^9 + 2*q^5*t^10 + 2*q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
13 edges:	[[0, 1], [0, 2], [0, 5], [1, 4], [1, 6], [2, 3], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0847] 'FsLZW'

Zeta functions

ask[-]:

(q^11 + 2*q^10*t - q^9*t^2 + q^8*t^3 - q^9*t - 11*q^8*t^2 - 2*q^7*t^3 + 2*q^6*t^4 - 11*q^8*t + 19*q^7*t^2 + 13*q^6*t^3 - 6*q^5*t^4 + q^7*t + 15*q^6*t^2 - 15*q^5*t^3 - q^4*t^4 + 6*q^6*t - 13*q^5*t^2 - 19*q^4*t^3 + 11*q^3*t^4 - 2*q^5*t + 2*q^4*t^2 + 11*q^3*t^3 + q^2*t^4 - q^3*t^2 + q^2*t^3 - 2*q*t^4 - t^5)/((q^2 - t)*(q*t - 1)*(q - t)^3*q^6*(t - 1))

ask[+]:

(3*q^22*t^8 + 3*q^21*t^9 + 6*q^20*t^10 + q^25*t^4 + 2*q^24*t^5 - 10*q^23*t^6 - 13*q^22*t^7 - 16*q^21*t^8 + 23*q^20*t^9 - 26*q^19*t^10 - 21*q^18*t^11 - 12*q^17*t^12 + 8*q^24*t^4 - 6*q^23*t^5 - 2*q^22*t^6 - 8*q^21*t^7 + 87*q^20*t^8 - 113*q^19*t^9 - 26*q^18*t^10 - 2*q^17*t^11 + 29*q^16*t^12 + 21*q^15*t^13 + 9*q^14*t^14 + 3*q^13*t^15 - 2*q^25*t^2 + 13*q^24*t^3 + q^23*t^4 - 27*q^22*t^5 - 9*q^21*t^6 + 332*q^20*t^7 + 65*q^19*t^8 + 210*q^18*t^9 + 139*q^17*t^10 + 319*q^16*t^11 + 218*q^15*t^12 + 41*q^14*t^13 - q^13*t^14 - 33*q^12*t^15 - 6*q^11*t^16 - q^26 - 6*q^25*t - 6*q^24*t^2 + 8*q^23*t^3 - 46*q^22*t^4 - 118*q^21*t^5 + 127*q^20*t^6 - 505*q^19*t^7 - 855*q^18*t^8 - 1075*q^17*t^9 - 380*q^16*t^10 - 643*q^15*t^11 - 929*q^14*t^12 - 622*q^13*t^13 - 305*q^12*t^14 + 42*q^11*t^15 + 16*q^10*t^16 + 6*q^9*t^17 - 6*q^24*t + 55*q^23*t^2 - 145*q^21*t^4 + 113*q^20*t^5 + 250*q^19*t^6 + 317*q^18*t^7 + 799*q^17*t^8 + 2371*q^16*t^9 + 1911*q^15*t^10 + 1213*q^14*t^11 + 1296*q^13*t^12 + 1388*q^12*t^13 + 1211*q^11*t^14 + 270*q^10*t^15 + 65*q^9*t^16 - 23*q^8*t^17 + 3*q^7*t^18 + 55*q^23*t + 10*q^22*t^2 - 29*q^21*t^3 + 184*q^20*t^4 + 769*q^19*t^5 + 90*q^18*t^6 - 572*q^17*t^7 - 275*q^16*t^8 - 1422*q^15*t^9 - 2712*q^14*t^10 - 2913*q^13*t^11 - 1823*q^12*t^12 - 1267*q^11*t^13 - 1764*q^10*t^14 - 867*q^9*t^15 - 392*q^8*t^16 + 9*q^7*t^17 - 17*q^6*t^18 - 68*q^22*t - 144*q^21*t^2 - 378*q^20*t^3 - 159*q^19*t^4 - 1100*q^18*t^5 - 1535*q^17*t^6 - 1057*q^16*t^7 + 74*q^15*t^8 + 438*q^14*t^9 + 499*q^13*t^10 + 2375*q^12*t^11 + 2755*q^11*t^12 + 1388*q^10*t^13 + 1253*q^9*t^14 + 785*q^8*t^15 + 678*q^7*t^16 + 92*q^6*t^17 + 44*q^5*t^18 + 44*q^21*t + 92*q^20*t^2 + 678*q^19*t^3 + 785*q^18*t^4 + 1253*q^17*t^5 + 1388*q^16*t^6 + 2755*q^15*t^7 + 2375*q^14*t^8 + 499*q^13*t^9 + 438*q^12*t^10 + 74*q^11*t^11 - 1057*q^10*t^12 - 1535*q^9*t^13 - 1100*q^8*t^14 - 159*q^7*t^15 - 378*q^6*t^16 - 144*q^5*t^17 - 68*q^4*t^18 - 17*q^20*t + 9*q^19*t^2 - 392*q^18*t^3 - 867*q^17*t^4 - 1764*q^16*t^5 - 1267*q^15*t^6 - 1823*q^14*t^7 - 2913*q^13*t^8 - 2712*q^12*t^9 - 1422*q^11*t^10 - 275*q^10*t^11 - 572*q^9*t^12 + 90*q^8*t^13 + 769*q^7*t^14 + 184*q^6*t^15 - 29*q^5*t^16 + 10*q^4*t^17 + 55*q^3*t^18 + 3*q^19*t - 23*q^18*t^2 + 65*q^17*t^3 + 270*q^16*t^4 + 1211*q^15*t^5 + 1388*q^14*t^6 + 1296*q^13*t^7 + 1213*q^12*t^8 + 1911*q^11*t^9 + 2371*q^10*t^10 + 799*q^9*t^11 + 317*q^8*t^12 + 250*q^7*t^13 + 113*q^6*t^14 - 145*q^5*t^15 + 55*q^3*t^17 - 6*q^2*t^18 + 6*q^17*t^2 + 16*q^16*t^3 + 42*q^15*t^4 - 305*q^14*t^5 - 622*q^13*t^6 - 929*q^12*t^7 - 643*q^11*t^8 - 380*q^10*t^9 - 1075*q^9*t^10 - 855*q^8*t^11 - 505*q^7*t^12 + 127*q^6*t^13 - 118*q^5*t^14 - 46*q^4*t^15 + 8*q^3*t^16 - 6*q^2*t^17 - 6*q*t^18 - t^19 - 6*q^15*t^3 - 33*q^14*t^4 - q^13*t^5 + 41*q^12*t^6 + 218*q^11*t^7 + 319*q^10*t^8 + 139*q^9*t^9 + 210*q^8*t^10 + 65*q^7*t^11 + 332*q^6*t^12 - 9*q^5*t^13 - 27*q^4*t^14 + q^3*t^15 + 13*q^2*t^16 - 2*q*t^17 + 3*q^13*t^4 + 9*q^12*t^5 + 21*q^11*t^6 + 29*q^10*t^7 - 2*q^9*t^8 - 26*q^8*t^9 - 113*q^7*t^10 + 87*q^6*t^11 - 8*q^5*t^12 - 2*q^4*t^13 - 6*q^3*t^14 + 8*q^2*t^15 - 12*q^9*t^7 - 21*q^8*t^8 - 26*q^7*t^9 + 23*q^6*t^10 - 16*q^5*t^11 - 13*q^4*t^12 - 10*q^3*t^13 + 2*q^2*t^14 + q*t^15 + 6*q^6*t^9 + 3*q^5*t^10 + 3*q^4*t^11)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [0, 3], [1, 5], [1, 6], [2, 4], [2, 6], [3, 4], [3, 5], [4, 5], [4, 6], [5, 6]]

[0848] 'Fs\zw'

Zeta functions

ask[-]:

(q^7 + q^6*t - 2*q^4*t - 2*q^3*t + q*t + t^2)/((q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^15*t^4 + 2*q^14*t^5 - 2*q^13*t^6 - q^14*t^4 - 15*q^13*t^5 + 4*q^12*t^6 + 8*q^11*t^7 - 2*q^10*t^8 + q^15*t^2 + 7*q^14*t^3 - 9*q^13*t^4 + 14*q^12*t^5 + 18*q^11*t^6 - 13*q^10*t^7 + q^9*t^8 - 5*q^8*t^9 - q^16 - 3*q^15*t + q^14*t^2 - 4*q^13*t^3 - 8*q^12*t^4 + 14*q^11*t^5 - 5*q^10*t^6 - 29*q^9*t^7 - 8*q^8*t^8 + 27*q^7*t^9 + q^6*t^10 + 3*q^14*t + 20*q^13*t^2 - 18*q^12*t^3 - 12*q^11*t^4 + 42*q^10*t^5 - 36*q^9*t^6 + 15*q^8*t^7 + 36*q^7*t^8 - 40*q^6*t^9 - 4*q^5*t^10 + 7*q^13*t - 29*q^12*t^2 - 27*q^11*t^3 + 59*q^10*t^4 - 21*q^9*t^5 - 29*q^8*t^6 + 11*q^7*t^7 + 10*q^6*t^8 + 18*q^5*t^9 + q^4*t^10 + q^12*t + 18*q^11*t^2 + 10*q^10*t^3 + 11*q^9*t^4 - 29*q^8*t^5 - 21*q^7*t^6 + 59*q^6*t^7 - 27*q^5*t^8 - 29*q^4*t^9 + 7*q^3*t^10 - 4*q^11*t - 40*q^10*t^2 + 36*q^9*t^3 + 15*q^8*t^4 - 36*q^7*t^5 + 42*q^6*t^6 - 12*q^5*t^7 - 18*q^4*t^8 + 20*q^3*t^9 + 3*q^2*t^10 + q^10*t + 27*q^9*t^2 - 8*q^8*t^3 - 29*q^7*t^4 - 5*q^6*t^5 + 14*q^5*t^6 - 8*q^4*t^7 - 4*q^3*t^8 + q^2*t^9 - 3*q*t^10 - t^11 - 5*q^8*t^2 + q^7*t^3 - 13*q^6*t^4 + 18*q^5*t^5 + 14*q^4*t^6 - 9*q^3*t^7 + 7*q^2*t^8 + q*t^9 - 2*q^6*t^3 + 8*q^5*t^4 + 4*q^4*t^5 - 15*q^3*t^6 - q^2*t^7 - 2*q^3*t^5 + 2*q^2*t^6 + q*t^7)/((q^2 - t)^3*(t^2 - q)^2*(q - t)*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 2], [0, 3], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0849] 'Fs\~w'

Zeta functions

ask[-]:

(q^9 - q^6*t^2 - q^6*t - 3*q^5*t + 3*q^4*t^2 + q^3*t^2 + q^3*t - t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(3*q^22*t^4 + q^21*t^5 + q^23*t^2 + q^22*t^3 - 9*q^21*t^4 - 5*q^20*t^5 - 4*q^19*t^6 - q^24 - 2*q^23*t - 2*q^22*t^2 + 4*q^21*t^3 + q^20*t^4 - 4*q^19*t^5 + 9*q^18*t^6 + 3*q^17*t^7 + q^16*t^8 - q^15*t^9 + 2*q^22*t + 14*q^21*t^2 - 9*q^20*t^3 - 4*q^19*t^4 + 19*q^18*t^5 + 16*q^17*t^6 + 5*q^16*t^7 - q^15*t^8 + 2*q^14*t^9 + q^21*t - 4*q^20*t^2 - 2*q^19*t^3 - 5*q^18*t^4 + 13*q^17*t^5 - 12*q^16*t^6 - 28*q^15*t^7 - 12*q^14*t^8 - 3*q^13*t^9 + 10*q^20*t - 6*q^19*t^2 - 29*q^18*t^3 - q^17*t^4 + 5*q^16*t^5 - 13*q^15*t^6 - 10*q^14*t^7 + 2*q^13*t^8 - 2*q^12*t^9 + 2*q^11*t^10 + 2*q^10*t^11 - 6*q^19*t - 9*q^18*t^2 + 2*q^17*t^3 + 41*q^16*t^4 + 18*q^15*t^5 - 37*q^14*t^6 - 8*q^13*t^7 + 30*q^12*t^8 + 35*q^11*t^9 + 3*q^10*t^10 - 5*q^9*t^11 - q^18*t - 4*q^17*t^2 + 16*q^16*t^3 + 11*q^15*t^4 - 13*q^14*t^5 + 4*q^13*t^6 + 37*q^12*t^7 + 23*q^11*t^8 - 23*q^10*t^9 - 12*q^9*t^10 - q^8*t^11 - q^7*t^12 + q^17*t + q^16*t^2 + 12*q^15*t^3 + 23*q^14*t^4 - 23*q^13*t^5 - 37*q^12*t^6 - 4*q^11*t^7 + 13*q^10*t^8 - 11*q^9*t^9 - 16*q^8*t^10 + 4*q^7*t^11 + q^6*t^12 + 5*q^15*t^2 - 3*q^14*t^3 - 35*q^13*t^4 - 30*q^12*t^5 + 8*q^11*t^6 + 37*q^10*t^7 - 18*q^9*t^8 - 41*q^8*t^9 - 2*q^7*t^10 + 9*q^6*t^11 + 6*q^5*t^12 - 2*q^14*t^2 - 2*q^13*t^3 + 2*q^12*t^4 - 2*q^11*t^5 + 10*q^10*t^6 + 13*q^9*t^7 - 5*q^8*t^8 + q^7*t^9 + 29*q^6*t^10 + 6*q^5*t^11 - 10*q^4*t^12 + 3*q^11*t^4 + 12*q^10*t^5 + 28*q^9*t^6 + 12*q^8*t^7 - 13*q^7*t^8 + 5*q^6*t^9 + 2*q^5*t^10 + 4*q^4*t^11 - q^3*t^12 - 2*q^10*t^4 + q^9*t^5 - 5*q^8*t^6 - 16*q^7*t^7 - 19*q^6*t^8 + 4*q^5*t^9 + 9*q^4*t^10 - 14*q^3*t^11 - 2*q^2*t^12 + q^9*t^4 - q^8*t^5 - 3*q^7*t^6 - 9*q^6*t^7 + 4*q^5*t^8 - q^4*t^9 - 4*q^3*t^10 + 2*q^2*t^11 + 2*q*t^12 + t^13 + 4*q^5*t^7 + 5*q^4*t^8 + 9*q^3*t^9 - q^2*t^10 - q*t^11 - q^3*t^8 - 3*q^2*t^9)/((q^3 - t)^2*(q^2 + t)*(q^2 - t)^2*(q + t)^2*(q - t)^3*q^7*(t + 1)*(t - 1)^3)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
16 edges:	[[0, 1], [0, 2], [0, 3], [0, 6], [1, 4], [1, 5], [1, 6], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0850] 'Ftpzw'

Zeta functions

ask[-]:

(q^9 + q^7*t - q^6*t^2 - 2*q^6*t - q^5*t^2 - 4*q^5*t + 4*q^4*t^2 + q^4*t + 2*q^3*t^2 + q^3*t - q^2*t^2 - t^3)/((q^2 - t)*(q*t - 1)*(q - t)*q^6*(t - 1))

ask[+]:

(q^18 + 9*q^16*t^2 - 3*q^15*t^3 + q^13*t^5 + 8*q^16*t - 35*q^15*t^2 + 4*q^14*t^3 - 20*q^13*t^4 - 10*q^12*t^5 + 5*q^11*t^6 - 22*q^15*t + 35*q^14*t^2 - 24*q^13*t^3 + 81*q^12*t^4 + 63*q^11*t^5 - 16*q^10*t^6 + 3*q^9*t^7 + 7*q^14*t - 42*q^13*t^2 + 105*q^12*t^3 - 70*q^11*t^4 - 146*q^10*t^5 + 5*q^9*t^6 - 26*q^8*t^7 - q^7*t^8 + 5*q^13*t + 98*q^12*t^2 - 91*q^11*t^3 - 11*q^10*t^4 + 86*q^9*t^5 - 3*q^8*t^6 + 80*q^7*t^7 + 4*q^6*t^8 - 4*q^12*t - 80*q^11*t^2 + 3*q^10*t^3 - 86*q^9*t^4 + 11*q^8*t^5 + 91*q^7*t^6 - 98*q^6*t^7 - 5*q^5*t^8 + q^11*t + 26*q^10*t^2 - 5*q^9*t^3 + 146*q^8*t^4 + 70*q^7*t^5 - 105*q^6*t^6 + 42*q^5*t^7 - 7*q^4*t^8 - 3*q^9*t^2 + 16*q^8*t^3 - 63*q^7*t^4 - 81*q^6*t^5 + 24*q^5*t^6 - 35*q^4*t^7 + 22*q^3*t^8 - 5*q^7*t^3 + 10*q^6*t^4 + 20*q^5*t^5 - 4*q^4*t^6 + 35*q^3*t^7 - 8*q^2*t^8 - q^5*t^4 + 3*q^3*t^6 - 9*q^2*t^7 - t^9)/((q^2 - t)^3*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
15 edges:	[[0, 1], [0, 2], [0, 3], [0, 4], [1, 4], [1, 5], [1, 6], [2, 3], [2, 5], [2, 6], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0851] 'FwC}w'

Zeta functions

ask[-]:

-(2*q^6*t^2 - q^5*t^3 - q^7 - q^6*t - q^4*t^3 + 4*q^5*t - 5*q^4*t^2 + 3*q^3*t^3 + 3*q^4*t - 5*q^3*t^2 + 4*q^2*t^3 - q^3*t - q*t^3 - t^4 - q^2*t + 2*q*t^2)/((q*t - 1)*(q - t)*q^6*(t - 1)^3)

ask[+]:

-(4*q^26*t^2 + 5*q^25*t^3 + 6*q^24*t^4 - 21*q^23*t^5 - 23*q^22*t^6 - 4*q^21*t^7 - 3*q^20*t^8 + q^27 + 6*q^26*t + 23*q^25*t^2 - 21*q^24*t^3 - 132*q^23*t^4 + 56*q^22*t^5 + 246*q^21*t^6 + 178*q^20*t^7 + 55*q^19*t^8 + 10*q^18*t^9 + 11*q^17*t^10 - q^16*t^11 + 3*q^25*t - 172*q^24*t^2 - 226*q^23*t^3 + 316*q^22*t^4 + 377*q^21*t^5 - 498*q^20*t^6 - 1083*q^19*t^7 - 733*q^18*t^8 - 277*q^17*t^9 - 72*q^16*t^10 - 5*q^15*t^11 - 5*q^14*t^12 - q^13*t^13 - 59*q^24*t + 232*q^23*t^2 + 941*q^22*t^3 + 690*q^21*t^4 - 833*q^20*t^5 - 592*q^19*t^6 + 1711*q^18*t^7 + 2841*q^17*t^8 + 2082*q^16*t^9 + 781*q^15*t^10 + 112*q^14*t^11 + q^13*t^12 + 10*q^12*t^13 + 3*q^11*t^14 + 76*q^23*t - 10*q^22*t^2 - 1067*q^21*t^3 - 2795*q^20*t^4 - 1663*q^19*t^5 + 1156*q^18*t^6 + 550*q^17*t^7 - 3291*q^16*t^8 - 5516*q^15*t^9 - 3905*q^14*t^10 - 1243*q^13*t^11 - 113*q^12*t^12 + 8*q^11*t^13 - 6*q^10*t^14 - q^9*t^15 - 44*q^22*t - 110*q^21*t^2 + 323*q^20*t^3 + 2800*q^19*t^4 + 5236*q^18*t^5 + 3390*q^17*t^6 - 873*q^16*t^7 - 860*q^15*t^8 + 4701*q^14*t^9 + 7803*q^13*t^10 + 4778*q^12*t^11 + 1353*q^11*t^12 + 71*q^10*t^13 - 47*q^9*t^14 - 8*q^8*t^15 - q^7*t^16 + 12*q^21*t + 58*q^20*t^2 + 95*q^19*t^3 - 1033*q^18*t^4 - 4304*q^17*t^5 - 7288*q^16*t^6 - 5273*q^15*t^7 + 1101*q^14*t^8 + 1101*q^13*t^9 - 5273*q^12*t^10 - 7288*q^11*t^11 - 4304*q^10*t^12 - 1033*q^9*t^13 + 95*q^8*t^14 + 58*q^7*t^15 + 12*q^6*t^16 - q^20*t - 8*q^19*t^2 - 47*q^18*t^3 + 71*q^17*t^4 + 1353*q^16*t^5 + 4778*q^15*t^6 + 7803*q^14*t^7 + 4701*q^13*t^8 - 860*q^12*t^9 - 873*q^11*t^10 + 3390*q^10*t^11 + 5236*q^9*t^12 + 2800*q^8*t^13 + 323*q^7*t^14 - 110*q^6*t^15 - 44*q^5*t^16 - q^18*t^2 - 6*q^17*t^3 + 8*q^16*t^4 - 113*q^15*t^5 - 1243*q^14*t^6 - 3905*q^13*t^7 - 5516*q^12*t^8 - 3291*q^11*t^9 + 550*q^10*t^10 + 1156*q^9*t^11 - 1663*q^8*t^12 - 2795*q^7*t^13 - 1067*q^6*t^14 - 10*q^5*t^15 + 76*q^4*t^16 + 3*q^16*t^3 + 10*q^15*t^4 + q^14*t^5 + 112*q^13*t^6 + 781*q^12*t^7 + 2082*q^11*t^8 + 2841*q^10*t^9 + 1711*q^9*t^10 - 592*q^8*t^11 - 833*q^7*t^12 + 690*q^6*t^13 + 941*q^5*t^14 + 232*q^4*t^15 - 59*q^3*t^16 - q^14*t^4 - 5*q^13*t^5 - 5*q^12*t^6 - 72*q^11*t^7 - 277*q^10*t^8 - 733*q^9*t^9 - 1083*q^8*t^10 - 498*q^7*t^11 + 377*q^6*t^12 + 316*q^5*t^13 - 226*q^4*t^14 - 172*q^3*t^15 + 3*q^2*t^16 - q^11*t^6 + 11*q^10*t^7 + 10*q^9*t^8 + 55*q^8*t^9 + 178*q^7*t^10 + 246*q^6*t^11 + 56*q^5*t^12 - 132*q^4*t^13 - 21*q^3*t^14 + 23*q^2*t^15 + 6*q*t^16 + t^17 - 3*q^7*t^9 - 4*q^6*t^10 - 23*q^5*t^11 - 21*q^4*t^12 + 6*q^3*t^13 + 5*q^2*t^14 + 4*q*t^15)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^5*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [0, 6], [1, 2], [1, 6], [2, 5], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0852] 'FwL[w'

Zeta functions

ask[-]:

ask[+]:

-(3*q^24*t^2 + 3*q^23*t^3 - 6*q^20*t^6 + q^25 + 2*q^24*t + 8*q^23*t^2 + 7*q^22*t^3 - 25*q^21*t^4 - 68*q^20*t^5 + 16*q^19*t^6 + 32*q^18*t^7 + 18*q^17*t^8 - 3*q^16*t^9 + 29*q^23*t - 21*q^22*t^2 - 134*q^21*t^3 - 99*q^20*t^4 + 276*q^19*t^5 + 192*q^18*t^6 + 13*q^17*t^7 - 81*q^16*t^8 - 37*q^15*t^9 - 15*q^14*t^10 - 3*q^13*t^11 - 107*q^22*t - 131*q^21*t^2 + 111*q^20*t^3 + 594*q^19*t^4 + 34*q^18*t^5 - 417*q^17*t^6 - 571*q^16*t^7 - 232*q^15*t^8 + 33*q^14*t^9 + 75*q^13*t^10 + 62*q^12*t^11 + 9*q^11*t^12 + 126*q^21*t + 301*q^20*t^2 + 478*q^19*t^3 - 378*q^18*t^4 - 794*q^17*t^5 - 704*q^16*t^6 + 600*q^15*t^7 + 1184*q^14*t^8 + 710*q^13*t^9 + 165*q^12*t^10 - 184*q^11*t^11 - 55*q^10*t^12 - 9*q^9*t^13 - 76*q^20*t - 176*q^19*t^2 - 769*q^18*t^3 - 799*q^17*t^4 - 215*q^16*t^5 + 1653*q^15*t^6 + 1362*q^14*t^7 - 566*q^13*t^8 - 1666*q^12*t^9 - 1266*q^11*t^10 - 75*q^10*t^11 + 41*q^9*t^12 + 35*q^8*t^13 - 3*q^7*t^14 + 24*q^19*t - 5*q^18*t^2 + 324*q^17*t^3 + 872*q^16*t^4 + 1807*q^15*t^5 + 294*q^14*t^6 - 1804*q^13*t^7 - 1804*q^12*t^8 + 294*q^11*t^9 + 1807*q^10*t^10 + 872*q^9*t^11 + 324*q^8*t^12 - 5*q^7*t^13 + 24*q^6*t^14 - 3*q^18*t + 35*q^17*t^2 + 41*q^16*t^3 - 75*q^15*t^4 - 1266*q^14*t^5 - 1666*q^13*t^6 - 566*q^12*t^7 + 1362*q^11*t^8 + 1653*q^10*t^9 - 215*q^9*t^10 - 799*q^8*t^11 - 769*q^7*t^12 - 176*q^6*t^13 - 76*q^5*t^14 - 9*q^16*t^2 - 55*q^15*t^3 - 184*q^14*t^4 + 165*q^13*t^5 + 710*q^12*t^6 + 1184*q^11*t^7 + 600*q^10*t^8 - 704*q^9*t^9 - 794*q^8*t^10 - 378*q^7*t^11 + 478*q^6*t^12 + 301*q^5*t^13 + 126*q^4*t^14 + 9*q^14*t^3 + 62*q^13*t^4 + 75*q^12*t^5 + 33*q^11*t^6 - 232*q^10*t^7 - 571*q^9*t^8 - 417*q^8*t^9 + 34*q^7*t^10 + 594*q^6*t^11 + 111*q^5*t^12 - 131*q^4*t^13 - 107*q^3*t^14 - 3*q^12*t^4 - 15*q^11*t^5 - 37*q^10*t^6 - 81*q^9*t^7 + 13*q^8*t^8 + 192*q^7*t^9 + 276*q^6*t^10 - 99*q^5*t^11 - 134*q^4*t^12 - 21*q^3*t^13 + 29*q^2*t^14 - 3*q^9*t^6 + 18*q^8*t^7 + 32*q^7*t^8 + 16*q^6*t^9 - 68*q^5*t^10 - 25*q^4*t^11 + 7*q^3*t^12 + 8*q^2*t^13 + 2*q*t^14 + t^15 - 6*q^5*t^9 + 3*q^2*t^12 + 3*q*t^13)/((q^3 - t^2)^2*(q^2 - t)^3*(t^2 - q)*(q + t)^2*(q - t)^3*q^7*(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
12 edges:	[[0, 1], [0, 2], [0, 6], [1, 2], [1, 5], [2, 4], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

[0853] 'F~~~w'

Zeta functions
ask[-]:	(q^6 - t)/((qt - 1)q^6*(t - 1))
ask[+]:	(q^15 + 6q^11t^2 + 20q^11t - 14q^10t^2 - 56q^10t + 7q^9t^2 + 49q^9t + 15q^7t^3 - 15q^8t - 49q^6t^3 - 7q^6t^2 + 56q^5t^3 + 14q^5t^2 - 20q^4t^3 - 6q^4t^2 - t^4)/((q^4 - t)(q^2 + t)(q^2 - t)q^7(t - 1)^2)

Graph:
7 vertices:	[0, 1, 2, 3, 4, 5, 6]
21 edges:	[[0, 1], [0, 2], [0, 3], [0, 4], [0, 5], [0, 6], [1, 2], [1, 3], [1, 4], [1, 5], [1, 6], [2, 3], [2, 4], [2, 5], [2, 6], [3, 4], [3, 5], [3, 6], [4, 5], [4, 6], [5, 6]]

Created: 2021-03-19 17:53:42.011881+00:00