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December 1, 2015 13:48
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1/240 (-\[Pi]^2 (31 Log[7/6] - 15 Log[6/5] - 27 Log[5/4] - | |
16 Log[4/3] - 66 Log[7/5] + 15 Log[3/2] + 54 Log[5/3] + | |
30 Log[7/4] + 30 Log[3] - 15 Log[7/2] - 30 Log[5] - 11 Log[6] + | |
Log[2048]) + | |
1/4 (24 (-2 Log[12/7]^2 + 5 Log[3/2] Log[15/7] - 5 Log[15/7]^2 - | |
2 Log[6/5] Log[7/3] + | |
Log[10/7] (5 Log[15/7] + Log[144/49]) - 2 Log[10/3] Log[4] - | |
5 Log[3/2] Log[5] - 5 Log[10/3] Log[5] - 2 Log[4] Log[5] + | |
5 Log[5]^2 + Log[16] Log[20]) Log[ | |
100] + \[Pi]^2 (-16 Log[8/7] + | |
Log[292864493081364151603271584401369534163423232120910340080\ | |
1/533243263934221264577217880287207663059234619140625]) + | |
12 (-Log[8/7]^2 Log[64/49] + 2 Log[5/4] Log[10/7]^2 - | |
5 Log[7/5] Log[10/7]^2 + 5 Log[10/7]^2 Log[3/2] - | |
10 Log[5/4] Log[3/2]^2 + 10 Log[5/4]^2 Log[8/5] + | |
5 Log[5/4] Log[5/3]^2 - 5 Log[7/5]^2 Log[12/7] + | |
2 Log[10/7]^2 Log[12/7] - 2 Log[7/5] Log[12/7]^2 - | |
4 Log[10/7] Log[12/7]^2 + 10 Log[5/4]^2 Log[15/8] + | |
20 Log[5/4] Log[3/2] Log[15/8] + 10 Log[3/2]^2 Log[15/8] - | |
10 Log[10/7] Log[15/8]^2 - 10 Log[3/2] Log[15/8]^2 - | |
10 Log[5/4]^2 Log[2] + 10 Log[7/5] Log[10/7] Log[2] + | |
20 Log[5/4] Log[3/2] Log[2] - 20 Log[5/4] Log[8/5] Log[2] - | |
10 Log[8/5]^2 Log[2] - 5 Log[5/3]^2 Log[2] + | |
20 Log[5/4] Log[2]^2 - 5 Log[7/5] Log[2]^2 + | |
10 Log[8/5] Log[2]^2 - 5 Log[5/3] Log[2]^2 + | |
5 Log[10/7]^2 Log[15/7] - 5 Log[3/2]^2 Log[15/7] + | |
5 Log[5/4] Log[15/7]^2 - 10 Log[10/7] Log[15/7]^2 + | |
5 Log[3/2] Log[15/7]^2 - 10 Log[2]^2 Log[12/5] - | |
10 Log[10/7] Log[12/5]^2 + 10 Log[12/7] Log[12/5]^2 + | |
10 Log[2] Log[12/5]^2 - 2 Log[5/4]^2 Log[8/3] - | |
10 Log[8/5]^2 Log[8/3] + 5 Log[5/3]^2 Log[8/3] - | |
2 Log[5/4] Log[8/3]^2 + Log[8/3]^2 Log[25/9] + | |
10 Log[5/4]^2 Log[10/3] + 10 Log[8/5]^2 Log[10/3] + | |
10 Log[5/3] Log[2] Log[10/3] + | |
4 Log[5/4] Log[8/3] Log[10/3] - 2 Log[5/4] Log[10/3]^2 - | |
5 Log[3/2] Log[10/3]^2 - 5 Log[5/3] Log[10/3]^2 - | |
5 Log[2] Log[10/3]^2 - 2 Log[8/3] Log[10/3]^2 + | |
Log[10/3]^3 - 10 Log[5/4]^2 Log[4] + Log[12/7]^2 Log[4] + | |
Log[8/3]^2 Log[4] - 2 Log[10/3]^2 Log[4] + | |
Log[9/4] Log[4]^2 + 5 Log[3/2]^2 Log[5] - | |
4 Log[10/3]^2 Log[5] - 4 Log[10/3] Log[4] Log[5] - | |
2 Log[4]^2 Log[5] - 5 Log[3/2] Log[5]^2 + | |
10 Log[10/3] Log[5]^2 - 5 Log[4] Log[5]^2 + | |
Log[6/5] (5 Log[7/5]^2 + 2 Log[10/7]^2 + | |
20 Log[5/4] Log[3/2] + 2 Log[12/7]^2 + | |
20 Log[3/2] Log[2] + 20 Log[2]^2 - 20 Log[2] Log[12/5] - | |
Log[10/3]^2 - 2 Log[4]^2 + 5 Log[5]^2) + | |
Log[6/5]^2 Log[49/9] - Log[10/3]^2 Log[20] + | |
4 Log[10/3] Log[4] Log[20] + Log[7/5]^2 Log[32] + | |
Log[10/7]^2 Log[32] - 4 Log[4] PolyLog[2, -4] + | |
10 Log[5/3] PolyLog[2, -(5/3)] + | |
Log[8/7] (2 Log[5/4]^2 - 4 Log[5/4] Log[10/7] + | |
2 Log[10/7]^2 + 10 Log[15/8]^2 + 5 Log[15/7]^2 - | |
4 PolyLog[2, -(8/7)]) + 10 Log[7/5] PolyLog[2, -(5/7)] + | |
20 Log[12/5] PolyLog[2, 5/12] - | |
20 Log[8/5] PolyLog[2, 5/8] + 4 PolyLog[3, -4] - | |
10 PolyLog[3, -(5/3)] + 4 PolyLog[3, -(8/7)] + | |
10 PolyLog[3, -(5/7)] + 20 PolyLog[3, 5/12] - | |
20 PolyLog[3, 5/8] + | |
2 Re[10 Log[5/4] PolyLog[2, 5/4] + | |
2 Log[12/7] PolyLog[2, 12/7] - | |
10 Log[15/8] PolyLog[2, 15/8] + | |
5 Log[15/7] PolyLog[2, 15/7] + | |
Log[64/9] PolyLog[2, 8/3] - 5 Log[5] PolyLog[2, 5] - | |
10 PolyLog[3, 5/4] - 2 PolyLog[3, 12/7] + | |
10 PolyLog[3, 15/8] - 5 PolyLog[3, 15/7] - | |
2 PolyLog[3, 8/3] + 5 PolyLog[3, 5]])) - | |
3 (10 Log[5/3] Log[2]^2 + Log[16/9] Log[2]^2 - 2 Log[2]^3 + | |
Log[7/4]^2 Log[9/4] + 5 Log[5/4] Log[7/3]^2 - | |
5 Log[7/4] Log[7/3]^2 + Log[7/6]^2 Log[144/49] - | |
5 Log[3/2]^2 Log[3] + 5 Log[7/3]^2 Log[3] + | |
5 Log[5/4] Log[3]^2 + 5 Log[4/3] Log[3]^2 - | |
4 Log[7/5] Log[7/4] Log[7/2] - 10 Log[15/7] Log[7/3] Log[7/2] + | |
5 Log[3] Log[7/2]^2 + 20 Log[5/4] Log[4/3] Log[4] - | |
2 Log[7/5]^2 Log[4] - 4 Log[4/3] Log[5/3] Log[4] + | |
Log[5/3]^2 Log[4] + 4 Log[7/5] Log[7/4] Log[4] - | |
2 Log[7/4]^2 Log[4] + 4 Log[5/3] Log[2] Log[4] - | |
20 Log[5/4] Log[4]^2 - 10 Log[4/3] Log[4]^2 + | |
10 Log[5/3] Log[4]^2 + Log[7/4]^2 Log[49/9] - | |
Log[5/3]^2 Log[6] + 20 Log[6/5] Log[2] Log[6] - | |
2 Log[2]^2 Log[6] - 20 Log[6/5] Log[6]^2 + | |
10 Log[7/5] Log[6]^2 - 10 Log[7/5] Log[7/2] Log[7] + | |
5 Log[6/5] Log[7]^2 + Log[7/5]^2 Log[36] - | |
Log[4/3]^2 Log[5189853515625/68719476736] - | |
Log[3/2] (Log[5/3]^2 + 10 Log[5/3] Log[3] - | |
2 (6 Log[2]^2 - 5 Log[4]^2 - 10 Log[2] Log[6] + 5 Log[6]^2 + | |
Log[16/9] Log[5120/3])) + | |
20 Log[4/3] PolyLog[2, -(3/4)] + 10 Log[3] PolyLog[2, -(2/3)] - | |
4 Log[7/4] PolyLog[2, -(1/2)] + Log[16] PolyLog[2, -(1/2)] - | |
20 Log[4/3] PolyLog[2, -(2/5)] - 20 Log[6] PolyLog[2, -(2/5)] - | |
10 Log[3] PolyLog[2, -(1/3)] - 20 Log[4/3] PolyLog[2, -(1/4)] + | |
20 Log[4] PolyLog[2, -(1/4)] - 10 Log[7] PolyLog[2, -(1/5)] + | |
20 Log[6] PolyLog[2, -(1/6)] + 10 Log[7] PolyLog[2, 1/7] + | |
20 Log[2] PolyLog[2, 1/6] - 20 Log[6] PolyLog[2, 1/6] + | |
10 Log[7/3] PolyLog[2, 1/5] + 10 Log[3] PolyLog[2, 1/5] - | |
20 Log[4] PolyLog[2, 1/4] + 10 Log[7/3] PolyLog[2, 2/7] - | |
10 Log[7] PolyLog[2, 2/7] + 20 Log[4/3] PolyLog[2, 1/3] - | |
20 Log[2] PolyLog[2, 1/3] + 20 Log[2] PolyLog[2, 2/5] + | |
20 Log[4] PolyLog[2, 2/5] - 10 Log[7/3] PolyLog[2, 3/7] + | |
4 Log[7/4] PolyLog[2, 4/7] - 10 Log[7/3] PolyLog[2, 2/3] - | |
4 Log[7/4] PolyLog[2, 5/7] - 4 Log[2] PolyLog[2, 5/6] - | |
Log[7/6] (4 Log[7/5] Log[12/7] + 2 Log[2]^2 + 10 Log[6]^2 - | |
5 Log[7]^2 - 4 PolyLog[2, 5/7] + 4 PolyLog[2, 5/6] + | |
4 PolyLog[2, 6/7]) + 20 PolyLog[3, -(3/4)] - | |
8 PolyLog[3, -(1/2)] - 40 PolyLog[3, -(2/5)] - | |
10 PolyLog[3, -(1/3)] - 20 PolyLog[3, -(1/5)] + | |
20 PolyLog[3, -(1/6)] + 10 PolyLog[3, 1/7] + | |
20 PolyLog[3, 1/5] - 20 PolyLog[3, 1/4] + 40 PolyLog[3, 2/5] - | |
10 PolyLog[3, 3/7] + 4 PolyLog[3, 4/7] - 4 PolyLog[3, 6/7] + | |
Re[4 Log[7/4] PolyLog[2, 5/4] + | |
4 Log[4/3] (PolyLog[2, 5/4] + PolyLog[2, 4/3] - | |
PolyLog[2, 5/3]) + Log[16] PolyLog[2, 5/3] - | |
4 Log[2] PolyLog[2, 2] - 10 Log[3] PolyLog[2, 2] + | |
10 Log[7] PolyLog[2, 2] - 4 PolyLog[3, 4/3] + | |
4 PolyLog[3, 2]] - 18 Zeta[3])) |
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