(* ::Package:: *)

ttt={r01->(72 (1-2 \[Epsilon])^3)/((1-5 \[Epsilon]) (2-5 \[Epsilon]) (3-5 \[Epsilon]) (4-5 \[Epsilon]) (1-4 \[Epsilon]) (3-4 \[Epsilon])),
h01->SeriesData[\[Epsilon], 0, {Rational[-1, 576], 0, 0, Rational[13, 144] Zeta[3], Rational[13, 8640] Pi^4, Rational[67, 48] Zeta[5], Rational[47, 13608] Pi^6 + Rational[-169, 72] Zeta[3]^2, Rational[-169, 2160] Pi^4 Zeta[3] + Rational[373, 16] Zeta[7], Rational[11, 1620] Pi^8 + Rational[-871, 12] Zeta[3] Zeta[5], Rational[-611, 3402] Pi^6 Zeta[3] + Rational[2197, 54] Zeta[3]^3 + Rational[-871, 720] Pi^4 Zeta[5] + Rational[184435, 432] Zeta[9], Rational[3287, 249480] Pi^10 + Rational[2197, 1080] Pi^4 Zeta[3]^2 + Rational[-4489, 8] Zeta[5]^2 + Rational[-4849, 4] Zeta[3] Zeta[7], Rational[-143, 405] Pi^8 Zeta[3] + Rational[-3149, 1134] Pi^6 Zeta[5] + Rational[11323, 6] Zeta[3]^2 Zeta[5] + Rational[-4849, 240] Pi^4 Zeta[7] + Rational[401623, 48] Zeta[11], Rational[173181461, 6686971200] Pi^12 + Rational[7943, 1701] Pi^6 Zeta[3]^2 + Rational[-28561, 54] Zeta[3]^4 + Rational[11323, 180] Pi^4 Zeta[3] Zeta[5] + Rational[-74973, 4] Zeta[5] Zeta[7] + Rational[-2397655, 108] Zeta[3] Zeta[9], Rational[-42731, 62370] Pi^10 Zeta[3] + Rational[-28561, 810] Pi^4 Zeta[3]^3 + Rational[-737, 135] Pi^8 Zeta[5] + Rational[58357, 2] Zeta[3] Zeta[5]^2 + Rational[-17531, 378] Pi^6 Zeta[7] + Rational[63037, 2] Zeta[3]^2 Zeta[7] + Rational[-479531, 1296] Pi^4 Zeta[9] + Rational[2751665, 16] Zeta[13]}, -1, 13, 1],
r11->(6 (1-2 \[Epsilon])^2)/((1-4 \[Epsilon]) (3-4 \[Epsilon]) (1-3 \[Epsilon]) (2-3 \[Epsilon])),
h11->SeriesData[\[Epsilon], 0, {Rational[1, 36], 0, 0, Rational[-11, 18] Zeta[3], Rational[-11, 1080] Pi^4, Rational[-13, 2] Zeta[5], Rational[-53, 3402] Pi^6 + Rational[121, 18] Zeta[3]^2, Rational[121, 540] Pi^4 Zeta[3] + Rational[-433, 6] Zeta[7], Rational[-253, 12960] Pi^8 + 143 Zeta[3] Zeta[5], Rational[583, 1701] Pi^6 Zeta[3] + Rational[-1331, 27] Zeta[3]^3 + Rational[143, 60] Pi^4 Zeta[5] + Rational[-46715, 54] Zeta[9], Rational[-2941, 124740] Pi^10 + Rational[-1331, 540] Pi^4 Zeta[3]^2 + Rational[1521, 2] Zeta[5]^2 + Rational[4763, 3] Zeta[3] Zeta[7], Rational[2783, 6480] Pi^8 Zeta[3] + Rational[689, 189] Pi^6 Zeta[5] - 1573 Zeta[3]^2 Zeta[5] + Rational[4763, 180] Pi^4 Zeta[7] + Rational[-22047, 2] Zeta[11], Rational[-27400703, 955281600] Pi^12 + Rational[-6413, 1701] Pi^6 Zeta[3]^2 + Rational[14641, 54] Zeta[3]^4 + Rational[-1573, 30] Pi^4 Zeta[3] Zeta[5] + 16887 Zeta[5] Zeta[7] + Rational[513865, 27] Zeta[3] Zeta[9]}, -2, 11, 1],
r12->(4 (1-2 \[Epsilon])^2)/((1-3 \[Epsilon])^2 (2-3 \[Epsilon])^2),
h12->SeriesData[\[Epsilon], 0, {Rational[1, 16], 0, 0, Rational[-3, 4] Zeta[3], Rational[-1, 80] Pi^4, Rational[-21, 4] Zeta[5], Rational[-1, 84] Pi^6 + Rational[9, 2] Zeta[3]^2, Rational[3, 20] Pi^4 Zeta[3] + Rational[-147, 4] Zeta[7], Rational[-1, 120] Pi^8 + 63 Zeta[3] Zeta[5], Rational[1, 7] Pi^6 Zeta[3] - 18 Zeta[3]^3 + Rational[21, 20] Pi^4 Zeta[5] + Rational[-1065, 4] Zeta[9], Rational[-53, 10395] Pi^10 + Rational[-9, 10] Pi^4 Zeta[3]^2 + Rational[441, 2] Zeta[5]^2 + 441 Zeta[3] Zeta[7], Rational[1, 10] Pi^8 Zeta[3] + Pi^6 Zeta[5] - 378 Zeta[3]^2 Zeta[5] + Rational[147, 20] Pi^4 Zeta[7] + Rational[-7959, 4] Zeta[11], Rational[-8507, 2948400] Pi^12 + Rational[-6, 7] Pi^6 Zeta[3]^2 + 54 Zeta[3]^4 + Rational[-63, 5] Pi^4 Zeta[3] Zeta[5] + 3087 Zeta[5] Zeta[7] + 3195 Zeta[3] Zeta[9]}, -2, 11, 1],
r13->(12 (1-2 \[Epsilon])^2)/((1-5 \[Epsilon]) (2-5 \[Epsilon]) (3-5 \[Epsilon]) (2-3 \[Epsilon])),
h13->SeriesData[\[Epsilon], 0, {Rational[1, 32], 0, 0, Rational[-9, 8] Zeta[3], Rational[-3, 160] Pi^4, Rational[-153, 8] Zeta[5], Rational[-1, 21] Pi^6 + Rational[81, 4] Zeta[3]^2, Rational[27, 40] Pi^4 Zeta[3] + Rational[-2781, 8] Zeta[7], Rational[-8, 75] Pi^8 + Rational[1377, 2] Zeta[3] Zeta[5], Rational[12, 7] Pi^6 Zeta[3] - 243 Zeta[3]^3 + Rational[459, 40] Pi^4 Zeta[5] + Rational[-54225, 8] Zeta[9], Rational[-1069, 4620] Pi^10 + Rational[-243, 20] Pi^4 Zeta[3]^2 + Rational[23409, 4] Zeta[5]^2 + Rational[25029, 2] Zeta[3] Zeta[7], Rational[96, 25] Pi^8 Zeta[3] + Rational[204, 7] Pi^6 Zeta[5] - 12393 Zeta[3]^2 Zeta[5] + Rational[8343, 40] Pi^4 Zeta[7] + Rational[-1109637, 8] Zeta[11], Rational[-14562131, 29484000] Pi^12 + Rational[-216, 7] Pi^6 Zeta[3]^2 + 2187 Zeta[3]^4 + Rational[-4131, 10] Pi^4 Zeta[3] Zeta[5] + Rational[425493, 2] Zeta[5] Zeta[7] + Rational[488025, 2] Zeta[3] Zeta[9]}, -2, 11, 1],
r14->(6 (1-3 \[Epsilon]) (1-2 \[Epsilon]))/((1-5 \[Epsilon]) (2-5 \[Epsilon]) (3-5 \[Epsilon]) (1-4 \[Epsilon])),
h14->SeriesData[\[Epsilon], 0, {Rational[1, 24], 0, 0, Rational[-23, 12] Zeta[3], Rational[-23, 720] Pi^4, Rational[-127, 4] Zeta[5], Rational[-179, 2268] Pi^6 + Rational[529, 12] Zeta[3]^2, Rational[529, 360] Pi^4 Zeta[3] + Rational[-2189, 4] Zeta[7], Rational[-7049, 43200] Pi^8 + Rational[2921, 2] Zeta[3] Zeta[5], Rational[4117, 1134] Pi^6 Zeta[3] + Rational[-12167, 18] Zeta[3]^3 + Rational[2921, 120] Pi^4 Zeta[5] + Rational[-365675, 36] Zeta[9], Rational[-27031, 83160] Pi^10 + Rational[-12167, 360] Pi^4 Zeta[3]^2 + Rational[48387, 4] Zeta[5]^2 + Rational[50347, 2] Zeta[3] Zeta[7], Rational[162127, 21600] Pi^8 Zeta[3] + Rational[22733, 378] Pi^6 Zeta[5] + Rational[-67183, 2] Zeta[3]^2 Zeta[5] + Rational[50347, 120] Pi^4 Zeta[7] + Rational[-800593, 4] Zeta[11], Rational[-2057784559, 3184272000] Pi^12 + Rational[-94691, 1134] Pi^6 Zeta[3]^2 + Rational[279841, 36] Zeta[3]^4 + Rational[-67183, 60] Pi^4 Zeta[3] Zeta[5] + Rational[834009, 2] Zeta[5] Zeta[7] + Rational[8410525, 18] Zeta[3] Zeta[9]}, -2, 11, 1],
r23->(2 (1-2 \[Epsilon]))/((1-3 \[Epsilon]) (2-3 \[Epsilon])),
h23->SeriesData[\[Epsilon], 0, {Rational[-1, 4], 0, 0, Rational[3, 2] Zeta[3], Rational[1, 40] Pi^4, Rational[21, 2] Zeta[5], Rational[1, 42] Pi^6 + Rational[-9, 2] Zeta[3]^2, Rational[-3, 20] Pi^4 Zeta[3] + Rational[147, 2] Zeta[7], Rational[43, 2400] Pi^8 - 63 Zeta[3] Zeta[5], Rational[-1, 7] Pi^6 Zeta[3] + 9 Zeta[3]^3 + Rational[-21, 20] Pi^4 Zeta[5] + Rational[1065, 2] Zeta[9], Rational[523, 41580] Pi^10 + Rational[9, 20] Pi^4 Zeta[3]^2 + Rational[-441, 2] Zeta[5]^2 - 441 Zeta[3] Zeta[7], Rational[-43, 400] Pi^8 Zeta[3] - Pi^6 Zeta[5] + 189 Zeta[3]^2 Zeta[5] + Rational[-147, 20] Pi^4 Zeta[7] + Rational[7959, 2] Zeta[11], Rational[3589517, 412776000] Pi^12 + Rational[3, 7] Pi^6 Zeta[3]^2 + Rational[-27, 2] Zeta[3]^4 + Rational[63, 10] Pi^4 Zeta[3] Zeta[5] - 3087 Zeta[5] Zeta[7] - 3195 Zeta[3] Zeta[9]}, -3, 10, 1],
r24->1/(1-4 \[Epsilon]),
h24->SeriesData[\[Epsilon], 0, {Rational[-1, 3], 0, 0, Rational[16, 3] Zeta[3], Rational[4, 45] Pi^4, 64 Zeta[5], Rational[88, 567] Pi^6 + Rational[-128, 3] Zeta[3]^2, Rational[-64, 45] Pi^4 Zeta[3] + 768 Zeta[7], Rational[148, 675] Pi^8 - 1024 Zeta[3] Zeta[5], Rational[-1408, 567] Pi^6 Zeta[3] + Rational[2048, 9] Zeta[3]^3 + Rational[-256, 15] Pi^4 Zeta[5] + Rational[87040, 9] Zeta[9], Rational[3016, 10395] Pi^10 + Rational[512, 45] Pi^4 Zeta[3]^2 - 6144 Zeta[5]^2 - 12288 Zeta[3] Zeta[7], Rational[-2368, 675] Pi^8 Zeta[3] + Rational[-5632, 189] Pi^6 Zeta[5] + 8192 Zeta[3]^2 Zeta[5] + Rational[-1024, 5] Pi^4 Zeta[7] + 126976 Zeta[11], Rational[65421448, 174139875] Pi^12 + Rational[11264, 567] Pi^6 Zeta[3]^2 + Rational[-8192, 9] Zeta[3]^4 + Rational[4096, 15] Pi^4 Zeta[3] Zeta[5] - 147456 Zeta[5] Zeta[7] + Rational[-1392640, 9] Zeta[3] Zeta[9]}, -3, 10, 1],
r25->(2 (1-2 \[Epsilon]))/((1-5 \[Epsilon]) (2-5 \[Epsilon])),
h25->SeriesData[\[Epsilon], 0, {Rational[-3, 8], 0, 0, Rational[45, 4] Zeta[3], Rational[3, 16] Pi^4, Rational[855, 4] Zeta[5], Rational[15, 28] Pi^6 + Rational[-675, 4] Zeta[3]^2, Rational[-45, 8] Pi^4 Zeta[3] + Rational[16245, 4] Zeta[7], Rational[407, 320] Pi^8 + Rational[-12825, 2] Zeta[3] Zeta[5], Rational[-225, 14] Pi^6 Zeta[3] + Rational[3375, 2] Zeta[3]^3 + Rational[-855, 8] Pi^4 Zeta[5] + Rational[322155, 4] Zeta[9], Rational[15685, 5544] Pi^10 + Rational[675, 8] Pi^4 Zeta[3]^2 + Rational[-243675, 4] Zeta[5]^2 + Rational[-243675, 2] Zeta[3] Zeta[7], Rational[-1221, 32] Pi^8 Zeta[3] + Rational[-4275, 14] Pi^6 Zeta[5] + Rational[192375, 2] Zeta[3]^2 Zeta[5] + Rational[-16245, 8] Pi^4 Zeta[7] + Rational[6633945, 4] Zeta[11], Rational[37335709, 6115200] Pi^12 + Rational[3375, 14] Pi^6 Zeta[3]^2 + Rational[-50625, 4] Zeta[3]^4 + Rational[12825, 4] Pi^4 Zeta[3] Zeta[5] + Rational[-4629825, 2] Zeta[5] Zeta[7] + Rational[-4832325, 2] Zeta[3] Zeta[9]}, -3, 10, 1],
r31->1,
h31->1/\[Epsilon]^4,
r21a->1/(1-4 \[Epsilon]),
h21a->SeriesData[\[Epsilon], 0, {Rational[-5, 48], 0, 0, Rational[-19, 12] Zeta[3], Rational[-19, 720] Pi^4, Rational[-341, 4] Zeta[5], Rational[-251, 1134] Pi^6 + Rational[493, 6] Zeta[3]^2, Rational[493, 180] Pi^4 Zeta[3] + Rational[-16619, 8] Zeta[7], Rational[-8789, 21600] Pi^8 + Rational[-1215, 2] MZV[{2, 6}] + 2402 Zeta[3] Zeta[5], Rational[1, 22680] (207160 Pi^6 Zeta[3] - 33178320 Zeta[3]^3 + 1826496 Pi^4 Zeta[5] - 1026517275 Zeta[9]), Rational[1, 776160] ((-1068255) Pi^10 + 1679312250 MZV[{3, 7}] - 56771792 Pi^4 Zeta[3]^2 + 29753047170 Zeta[5]^2 + 54638081190 Zeta[3] Zeta[7]), Rational[1, 604800] ((-5660928000) MZV[{2, 1, 8}] + 11659712 Pi^8 Zeta[3] + 11539584000 MZV[{2, 6}] Zeta[3] + 145192000 Pi^6 Zeta[5] - 29958163200 Zeta[3]^2 Zeta[5] + 832301820 Pi^4 Zeta[7] - 17454528000 Pi^2 Zeta[9] - 425908348425 Zeta[11]), Rational[1, 490377888000] ((-1792356175927) Pi^12 + 162682864344000 Pi^4 MZV[{2, 6}] + 896866130160000 Pi^2 MZV[{3, 7}] - 5529725821620000 MZV[{3, 9}] - 8370750548160000 MZV[{2, 1, 1, 8}] - 91130935896000 Pi^6 Zeta[3]^2 + 7909659117360000 Zeta[3]^4 - 1462740029150400 Pi^4 Zeta[3] Zeta[5] - 12107692757160000 Pi^2 Zeta[5]^2 - 24613992683280000 Pi^2 Zeta[3] Zeta[7] + 1061217225051984000 Zeta[5] Zeta[7] + 1000498423824900000 Zeta[3] Zeta[9])}, -3, 10, 1],
c2101->((3-7 \[Epsilon]) (3-5 \[Epsilon]) (4-5 \[Epsilon]) (3-4 \[Epsilon]))/((1-3 \[Epsilon]) (1-2 \[Epsilon])^3),
c2113->-(((3-5 \[Epsilon]) (2-3 \[Epsilon]) (1-\[Epsilon]))/(2 (1-4 \[Epsilon]) (1-2 \[Epsilon])^2)),
r22a->(2 (1-2 \[Epsilon]))/((1-5 \[Epsilon]) (2-5 \[Epsilon])),
h22a->SeriesData[\[Epsilon], 0, {Rational[-1, 4], 0, 0, 10 Zeta[3], Rational[1, 6] Pi^4, 185 Zeta[5], Rational[25, 54] Pi^6 - 204 Zeta[3]^2, Rational[-34, 5] Pi^4 Zeta[3] + Rational[13157, 4] Zeta[7], Rational[3227, 3600] Pi^8 + 243 MZV[{2, 6}] - 6830 Zeta[3] Zeta[5], Rational[-3454, 189] Pi^6 Zeta[3] + Rational[8644, 3] Zeta[3]^3 + Rational[-3901, 30] Pi^4 Zeta[5] + Rational[735227, 12] Zeta[9], Rational[250819, 129360] Pi^10 + Rational[-40851, 56] MZV[{3, 7}] + Rational[2161, 15] Pi^4 Zeta[3]^2 + Rational[-3770679, 56] Zeta[5]^2 + Rational[-7170073, 56] Zeta[3] Zeta[7], 882 MZV[{2, 1, 8}] + Rational[-63887, 1800] Pi^8 Zeta[3] - 9144 MZV[{2, 6}] Zeta[3] + Rational[-659003, 1890] Pi^6 Zeta[5] + 133222 Zeta[3]^2 Zeta[5] + Rational[-548273, 240] Pi^4 Zeta[7] + Rational[5439, 2] Pi^2 Zeta[9] + Rational[75373337, 64] Zeta[11], Rational[3004859323, 754427520] Pi^12 + Rational[-737, 5] Pi^4 MZV[{2, 6}] + Rational[-1773, 7] Pi^2 MZV[{3, 7}] + Rational[-19445, 12] MZV[{3, 9}] + 2364 MZV[{2, 1, 1, 8}] + Rational[707359, 1890] Pi^6 Zeta[3]^2 + Rational[-94907, 3] Zeta[3]^4 + Rational[153001, 30] Pi^4 Zeta[3] Zeta[5] + Rational[47871, 14] Pi^2 Zeta[5]^2 + Rational[48659, 7] Pi^2 Zeta[3] Zeta[7] + Rational[-4983229, 2] Zeta[5] Zeta[7] + Rational[-9870127, 4] Zeta[3] Zeta[9]}, -3, 10, 1],
c2201->-((4 (3-5 \[Epsilon]) (4-5 \[Epsilon]) (3-4 \[Epsilon]))/((1-3 \[Epsilon]) (1-2 \[Epsilon])^2)),
c2212->(2-3 \[Epsilon])^2/((2-5 \[Epsilon]) (1-2 \[Epsilon])),
r26a->(2(1-2\[Epsilon])^2)/((1-5\[Epsilon])(2-5\[Epsilon])(1-3\[Epsilon])),
h26a->SeriesData[\[Epsilon], 0, {Rational[-1, 8], 0, 0, 2 Zeta[3], Rational[1, 30] Pi^4, 24 Zeta[5], Rational[11, 189] Pi^6 + Rational[49, 2] Zeta[3]^2, Rational[49, 60] Pi^4 Zeta[3] + Rational[2475, 4] Zeta[7], Rational[2311, 7200] Pi^8 - 243 MZV[{2, 6}] + 507 Zeta[3] Zeta[5], Rational[472, 189] Pi^6 Zeta[3] + Rational[-3875, 3] Zeta[3]^3 + Rational[493, 20] Pi^4 Zeta[5] + Rational[49652, 3] Zeta[9], Rational[30407, 38808] Pi^10 + Rational[17253, 28] MZV[{3, 7}] + Rational[-775, 12] Pi^4 Zeta[3]^2 + Rational[327123, 28] Zeta[5]^2 + Rational[239661, 28] Zeta[3] Zeta[7], (-2187) MZV[{2, 1, 8}] + Rational[-47417, 25200] Pi^8 Zeta[3] + 10449 MZV[{2, 6}] Zeta[3] + Rational[89897, 1260] Pi^6 Zeta[5] - 45204 Zeta[3]^2 Zeta[5] + Rational[8709, 40] Pi^4 Zeta[7] + Rational[-26973, 4] Pi^2 Zeta[9] + Rational[7592883, 16] Zeta[11], Rational[15899977637, 8172964800] Pi^12 + Rational[972, 5] Pi^4 MZV[{2, 6}] + Rational[1458, 7] Pi^2 MZV[{3, 7}] + 675 MZV[{3, 9}] - 1944 MZV[{2, 1, 1, 8}] + Rational[-149047, 945] Pi^6 Zeta[3]^2 + Rational[143995, 6] Zeta[3]^4 + Rational[-20981, 10] Pi^4 Zeta[3] Zeta[5] + Rational[-19683, 7] Pi^2 Zeta[5]^2 + Rational[-40014, 7] Pi^2 Zeta[3] Zeta[7] + Rational[727515, 2] Zeta[5] Zeta[7] + Rational[161044, 3] Zeta[3] Zeta[9]}, -3, 10, 1],
c2601->(4(3-5\[Epsilon])(4-5\[Epsilon])(3-4\[Epsilon]))/((1-3\[Epsilon])^2 (1-2\[Epsilon])),
r27a->(2(1-2\[Epsilon]))/((1-4\[Epsilon])(2-3\[Epsilon])),
h27a->SeriesData[\[Epsilon], 0, {Rational[1, 48], 0, 0, Rational[7, 6] Zeta[3], Rational[7, 360] Pi^4, Rational[221, 4] Zeta[5], Rational[649, 4536] Pi^6 + Rational[-145, 3] Zeta[3]^2, Rational[-29, 18] Pi^4 Zeta[3] + Rational[11289, 8] Zeta[7], Rational[1063, 5400] Pi^8 + Rational[1215, 2] MZV[{2, 6}] - 875 Zeta[3] Zeta[5], Rational[-2990, 567] Pi^6 Zeta[3] + Rational[8404, 9] Zeta[3]^3 + Rational[-661, 12] Pi^4 Zeta[5] + Rational[286295, 9] Zeta[9], Rational[514249, 582120] Pi^10 + Rational[-71685, 28] MZV[{3, 7}] + Rational[2101, 45] Pi^4 Zeta[3]^2 + Rational[-600375, 28] Zeta[5]^2 + Rational[-1124475, 28] Zeta[3] Zeta[7], 10935 MZV[{2, 1, 8}] + Rational[-96139, 9450] Pi^8 Zeta[3] - 20655 MZV[{2, 6}] Zeta[3] + Rational[-123731, 756] Pi^6 Zeta[5] + 17701 Zeta[3]^2 Zeta[5] + Rational[-1829, 2] Pi^4 Zeta[7] + Rational[134865, 4] Pi^2 Zeta[9] + Rational[3052633, 8] Zeta[11], Rational[36344694233, 15324309000] Pi^12 + Rational[-891, 2] Pi^4 MZV[{2, 6}] + Rational[-7290, 7] Pi^2 MZV[{3, 7}] - 11475 MZV[{3, 9}] + 9720 MZV[{2, 1, 1, 8}] + Rational[64753, 567] Pi^6 Zeta[3]^2 + Rational[-105418, 9] Zeta[3]^4 + Rational[21608, 15] Pi^4 Zeta[3] Zeta[5] + Rational[98415, 7] Pi^2 Zeta[5]^2 + Rational[200070, 7] Pi^2 Zeta[3] Zeta[7] - 1237050 Zeta[5] Zeta[7] + Rational[-10667105, 9] Zeta[3] Zeta[9]}, -3, 10, 1],
c2701->-(((3-5 \[Epsilon]) (4-5 \[Epsilon]) (3-4 \[Epsilon]) (7-41 \[Epsilon]+58 \[Epsilon]^2))/((1-4 \[Epsilon]) (1-3 \[Epsilon]) (2-3 \[Epsilon]) (1-2 \[Epsilon])^2)),
r32a->(1-2 \[Epsilon])/(1-3 \[Epsilon]),
h32a->SeriesData[\[Epsilon], 0, {Rational[1, 3], 0, 0, Rational[14, 3] Zeta[3], Rational[7, 90] Pi^4, 126 Zeta[5], Rational[26, 81] Pi^6 + Rational[-226, 3] Zeta[3]^2, Rational[-113, 45] Pi^4 Zeta[3] + 1960 Zeta[7], Rational[1693, 5400] Pi^8 + 648 MZV[{2, 6}] - 612 Zeta[3] Zeta[5], Rational[-2636, 567] Pi^6 Zeta[3] + Rational[5260, 9] Zeta[3]^3 + Rational[-267, 5] Pi^4 Zeta[5] + Rational[247094, 9] Zeta[9], Rational[93703, 207900] Pi^10 + 5751 MZV[{2, 8}] + Rational[263, 9] Pi^4 Zeta[3]^2 - 6912 Zeta[5]^2 - 11926 Zeta[3] Zeta[7], 5832 MZV[{2, 1, 8}] + Rational[-115061, 18900] Pi^8 Zeta[3] - 8424 MZV[{2, 6}] Zeta[3] + Rational[-10366, 105] Pi^6 Zeta[5] + 8244 Zeta[3]^2 Zeta[5] + Rational[-8449, 15] Pi^4 Zeta[7] + 17982 Pi^2 Zeta[9] + Rational[417459, 2] Zeta[11], Rational[6042577367, 6129723600] Pi^12 + Rational[-972, 5] Pi^4 MZV[{2, 6}] + 1944 Pi^2 MZV[{2, 8}] + 8100 MZV[{2, 10}] + 5184 MZV[{2, 1, 1, 8}] + Rational[122876, 2835] Pi^6 Zeta[3]^2 + Rational[-25330, 9] Zeta[3]^4 + Rational[2778, 5] Pi^4 Zeta[3] Zeta[5] + 9720 Pi^2 Zeta[5]^2 + 18576 Pi^2 Zeta[3] Zeta[7] - 524340 Zeta[5] Zeta[7] + Rational[-4054892, 9] Zeta[3] Zeta[9]}, -4, 9, 1],
c3211->(4 (3-4 \[Epsilon]) (2-3 \[Epsilon]))/((1-3 \[Epsilon]) (1-2 \[Epsilon])),
r33a->(1-2 \[Epsilon])/(1-4 \[Epsilon]),
h33a->SeriesData[\[Epsilon], 0, {Rational[1, 6], 0, 0, Rational[31, 3] Zeta[3], Rational[31, 180] Pi^4, 449 Zeta[5], Rational[94, 81] Pi^6 + Rational[-983, 3] Zeta[3]^2, Rational[-983, 90] Pi^4 Zeta[3] + 11338 Zeta[7], Rational[17323, 10800] Pi^8 + 4860 MZV[{2, 6}] - 3914 Zeta[3] Zeta[5], Rational[-19468, 567] Pi^6 Zeta[3] + Rational[47918, 9] Zeta[3]^3 + Rational[-11677, 30] Pi^4 Zeta[5] + Rational[2293555, 9] Zeta[9], Rational[524497, 72765] Pi^10 + Rational[-143370, 7] MZV[{3, 7}] + Rational[23959, 90] Pi^4 Zeta[3]^2 + Rational[-1069773, 7] Zeta[5]^2 + Rational[-1753546, 7] Zeta[3] Zeta[7], 87480 MZV[{2, 1, 8}] + Rational[-2732573, 37800] Pi^8 Zeta[3] - 136080 MZV[{2, 6}] Zeta[3] + Rational[-230294, 189] Pi^6 Zeta[5] + 93802 Zeta[3]^2 Zeta[5] + Rational[-92047, 15] Pi^4 Zeta[7] + 269730 Pi^2 Zeta[9] + 3055286 Zeta[11], Rational[1180748875591, 61297236000] Pi^12 - 3078 Pi^4 MZV[{2, 6}] + Rational[-58320, 7] Pi^2 MZV[{3, 7}] - 91800 MZV[{3, 9}] + 77760 MZV[{2, 1, 1, 8}] + Rational[368492, 567] Pi^6 Zeta[3]^2 + Rational[-499487, 9] Zeta[3]^4 + Rational[119801, 15] Pi^4 Zeta[3] Zeta[5] + Rational[787320, 7] Pi^2 Zeta[5]^2 + Rational[1600560, 7] Pi^2 Zeta[3] Zeta[7] - 9290256 Zeta[5] Zeta[7] + Rational[-71396590, 9] Zeta[3] Zeta[9]}, -4, 9, 1],
c3314->(4 (2-5 \[Epsilon]) (3-5 \[Epsilon]))/((1-4 \[Epsilon]) (1-3 \[Epsilon])),
r34a->(1-2 \[Epsilon])^2/((1-4 \[Epsilon]) (1-3 \[Epsilon])),
h34a->SeriesData[\[Epsilon], 0, {Rational[1, 12], 0, 0, Rational[25, 6] Zeta[3], Rational[5, 72] Pi^4, Rational[465, 2] Zeta[5], Rational[685, 1134] Pi^6 + Rational[-1247, 6] Zeta[3]^2, Rational[-1247, 180] Pi^4 Zeta[3] + Rational[12503, 2] Zeta[7], Rational[26071, 21600] Pi^8 + 1944 MZV[{2, 6}] - 5895 Zeta[3] Zeta[5], Rational[-14051, 567] Pi^6 Zeta[3] + Rational[37081, 9] Zeta[3]^3 + Rational[-4557, 20] Pi^4 Zeta[5] + Rational[2619709, 18] Zeta[9], Rational[3904141, 873180] Pi^10 + Rational[-55656, 7] MZV[{3, 7}] + Rational[37081, 180] Pi^4 Zeta[3]^2 + Rational[-1520763, 14] Zeta[5]^2 + Rational[-1391503, 7] Zeta[3] Zeta[7], 32736 MZV[{2, 1, 8}] + Rational[-4252007, 75600] Pi^8 Zeta[3] - 59952 MZV[{2, 6}] Zeta[3] + Rational[-680047, 945] Pi^6 Zeta[5] + 144561 Zeta[3]^2 Zeta[5] + Rational[-247121, 60] Pi^4 Zeta[7] + 100936 Pi^2 Zeta[9] + Rational[4622343, 2] Zeta[11], Rational[886692508699, 73556683200] Pi^12 + Rational[-16388, 15] Pi^4 MZV[{2, 6}] + Rational[-40704, 7] Pi^2 MZV[{3, 7}] + Rational[94000, 9] MZV[{3, 9}] + 54272 MZV[{2, 1, 1, 8}] + Rational[222439, 405] Pi^6 Zeta[3]^2 + Rational[-870911, 18] Zeta[3]^4 + Rational[261233, 30] Pi^4 Zeta[3] Zeta[5] + Rational[549504, 7] Pi^2 Zeta[5]^2 + Rational[3351296, 21] Pi^2 Zeta[3] Zeta[7] + Rational[-19417073, 3] Zeta[5] Zeta[7] + Rational[-55088251, 9] Zeta[3] Zeta[9]}, -4, 9, 1],
c3414->(2 (2-5 \[Epsilon]) (3-5 \[Epsilon]) (1-2 \[Epsilon]))/((1-4 \[Epsilon]) (1-3 \[Epsilon])^2),
r36->(1-2 \[Epsilon])^3/(1-5 \[Epsilon]),
h36->SeriesData[\[Epsilon], 0, {5 Zeta[5], Rational[5, 378] Pi^6 - 7 Zeta[3]^2, Rational[-7, 30] Pi^4 Zeta[3] + Rational[127, 2] Zeta[7], Rational[-139, 720] Pi^8 + 486 MZV[{2, 6}] + 994 Zeta[3] Zeta[5], Rational[1, 42] (4 Pi^6 Zeta[3] + 24388 Zeta[3]^3 - 665 Pi^4 Zeta[5] + 4844 Zeta[9]), Rational[1, 48510] ((-9208) Pi^10 - 81767070 MZV[{3, 7}] + 1408407 Pi^4 Zeta[3]^2 - 228398940 Zeta[5]^2 + 507490830 Zeta[3] Zeta[7]), Rational[1, 7560] ((-41096160) MZV[{2, 1, 8}] + 76761 Pi^8 Zeta[3] - 61780320 MZV[{2, 6}] Zeta[3] - 302744 Pi^6 Zeta[5] + 2525040 Zeta[3]^2 Zeta[5] - 3351600 Pi^4 Zeta[7] - 126713160 Pi^2 Zeta[9] + 1026211410 Zeta[11]), Rational[1, 61297236000] ((-23122877963) Pi^12 + 784604620800 Pi^4 MZV[{2, 6}] - 46025467488000 Pi^2 MZV[{3, 7}] - 303216994080000 MZV[{3, 9}] + 429571029888000 MZV[{2, 1, 1, 8}] + 3057337483200 Pi^6 Zeta[3]^2 - 851479905276000 Zeta[3]^4 + 92456664300000 Pi^4 Zeta[3] Zeta[5] + 621343811088000 Pi^2 Zeta[5]^2 + 1263143385504000 Pi^2 Zeta[3] Zeta[7] - 25137751294656000 Zeta[5] Zeta[7] + 5546133048456000 Zeta[3] Zeta[9])}, -1, 7, 1],
r35->(1-2 \[Epsilon])^3/((1-5 \[Epsilon]) (1-4 \[Epsilon])),
h35->SeriesData[\[Epsilon], 0, {Rational[1, 2] Zeta[3], Rational[1, 120] Pi^4, Rational[-23, 2] Zeta[5], Rational[-2, 63] Pi^6 + Rational[29, 2] Zeta[3]^2, Rational[29, 60] Pi^4 Zeta[3] + Rational[-1105, 4] Zeta[7], Rational[-461, 2400] Pi^8 + 243 MZV[{2, 6}] + 1639 Zeta[3] Zeta[5], Rational[562, 189] Pi^6 Zeta[3] - 967 Zeta[3]^3 + Rational[667, 60] Pi^4 Zeta[5] - 5144 Zeta[9], Rational[1, 13860] ((-3919) Pi^10 - 17962560 MZV[{3, 7}] - 670131 Pi^4 Zeta[3]^2 + 244178550 Zeta[5]^2 + 300491730 Zeta[3] Zeta[7]), Rational[1, 151200] ((-485805600) MZV[{2, 1, 8}] + 1835358 Pi^8 Zeta[3] - 1645207200 MZV[{2, 6}] Zeta[3] + 11530760 Pi^6 Zeta[5] - 13077590400 Zeta[3]^2 Zeta[5] - 11896920 Pi^4 Zeta[7] - 1497900600 Pi^2 Zeta[9] + 57215025 Zeta[11]), Rational[1, 61297236000] ((-55562910103) Pi^12 - 16709626533600 Pi^4 MZV[{2, 6}] + 114117939936000 Pi^2 MZV[{3, 7}] - 2977870805910000 MZV[{3, 9}] - 1065100772736000 MZV[{2, 1, 1, 8}] - 8894780294400 Pi^6 Zeta[3]^2 + 1228774609062000 Zeta[3]^4 - 174695079358800 Pi^4 Zeta[3] Zeta[5] - 1540592189136000 Pi^2 Zeta[5]^2 - 3131903462688000 Pi^2 Zeta[3] Zeta[7] + 76651427402550000 Zeta[5] Zeta[7] + 58579347204378000 Zeta[3] Zeta[9])}, -2, 8, 1],
r41->(1-2 \[Epsilon])^2,
h41->SeriesData[\[Epsilon], 0, {20 Zeta[5], Rational[10, 189] Pi^6 - 22 Zeta[3]^2, Rational[-11, 15] Pi^4 Zeta[3] + Rational[4685, 8] Zeta[7], Rational[-17141, 21600] Pi^8 + Rational[4563, 2] MZV[{2, 6}] + 4835 Zeta[3] Zeta[5], Rational[1, 7560] (6320 Pi^6 Zeta[3] + 6501600 Zeta[3]^3 - 540666 Pi^4 Zeta[5] + 96821865 Zeta[9]), Rational[1, 17248] ((-11279) Pi^10 - 186487686 MZV[{3, 7}] + 741664 Pi^4 Zeta[3]^2 + 95819570 Zeta[5]^2 + 614138910 Zeta[3] Zeta[7]), Rational[1, 604800] (7859980800 MZV[{2, 1, 8}] + 20292296 Pi^8 Zeta[3] - 43311542400 MZV[{2, 6}] Zeta[3] - 92322880 Pi^6 Zeta[5] - 74245248000 Zeta[3]^2 Zeta[5] - 992049660 Pi^4 Zeta[7] + 24234940800 Pi^2 Zeta[9] - 69569458875 Zeta[11]), Rational[1, 42032390400] ((-97335384001) Pi^12 - 69419294904960 Pi^4 MZV[{2, 6}] + 130465537488000 Pi^2 MZV[{3, 7}] - 8286418978437600 MZV[{3, 9}] - 1217678349888000 MZV[{2, 1, 1, 8}] + 1241716132800 Pi^6 Zeta[3]^2 - 852297785539200 Zeta[3]^4 - 96982034909760 Pi^4 Zeta[3] Zeta[5] - 1761284756088000 Pi^2 Zeta[5]^2 - 3580554195504000 Pi^2 Zeta[3] Zeta[7] + 58726675111104000 Zeta[5] Zeta[7] + 81910187041082400 Zeta[3] Zeta[9])}, -1, 7, 1],
r42->(1-2 \[Epsilon])^2,
h42->SeriesData[\[Epsilon], 0, {20 Zeta[5], Rational[10, 189] Pi^6 + 8 Zeta[3]^2, Rational[4, 15] Pi^4 Zeta[3] + 520 Zeta[7], Rational[497, 675] Pi^8 - 1296 MZV[{2, 6}] - 4120 Zeta[3] Zeta[5], Rational[1, 1890] ((-7720) Pi^6 Zeta[3] - 604800 Zeta[3]^3 + 33516 Pi^4 Zeta[5] + 22446585 Zeta[9]), Rational[1, 38808] (38383 Pi^10 + 210199374 MZV[{3, 7}] - 620928 Pi^4 Zeta[3]^2 - 958370490 Zeta[5]^2 - 1823137470 Zeta[3] Zeta[7]), Rational[1, 151200] ((-1260100800) MZV[{2, 1, 8}] - 3753616 Pi^8 Zeta[3] + 5277182400 MZV[{2, 6}] Zeta[3] - 5071120 Pi^6 Zeta[5] + 12995640000 Zeta[3]^2 Zeta[5] + 40850460 Pi^4 Zeta[7] - 3885310800 Pi^2 Zeta[9] + 75865285125 Zeta[11]), Rational[1, 4903778880] (6129927227 Pi^12 + 2293007004288 Pi^4 MZV[{2, 6}] + 15951292156800 Pi^2 MZV[{3, 7}] + 11189606107680 MZV[{3, 9}] - 148878726796800 MZV[{2, 1, 1, 8}] + 415368233280 Pi^6 Zeta[3]^2 + 18055713836160 Zeta[3]^4 - 1958569284672 Pi^4 Zeta[3] Zeta[5] - 215342444116800 Pi^2 Zeta[5]^2 - 437774351414400 Pi^2 Zeta[3] Zeta[7] + 950707870912800 Zeta[5] Zeta[7] + 326404512514080 Zeta[3] Zeta[9])}, -1, 7, 1],
r43->(1-2 \[Epsilon])^3/(1+3 \[Epsilon]),
h43->SeriesData[\[Epsilon], 0, {(-5) Zeta[5], Rational[-5, 378] Pi^6 - 17 Zeta[3]^2, Rational[-17, 30] Pi^4 Zeta[3] + Rational[-225, 2] Zeta[7], Rational[-5743, 10800] Pi^8 + 1134 MZV[{2, 6}] + 3030 Zeta[3] Zeta[5], Rational[1, 1890] (3980 Pi^6 Zeta[3] + 1694700 Zeta[3]^3 - 47439 Pi^4 Zeta[5] - 4621890 Zeta[9]), Rational[1, 523908] ((-211861) Pi^10 - 1590921486 MZV[{3, 7}] + 23488542 Pi^4 Zeta[3]^2 + 4693654350 Zeta[5]^2 + 10844708490 Zeta[3] Zeta[7]), Rational[1, 113400] (576752400 MZV[{2, 1, 8}] + 2792763 Pi^8 Zeta[3] - 5463385200 MZV[{2, 6}] Zeta[3] - 605140 Pi^6 Zeta[5] - 11310516000 Zeta[3]^2 Zeta[5] - 26139330 Pi^4 Zeta[7] + 1778319900 Pi^2 Zeta[9] - 21779533125 Zeta[11]), Rational[1, 110335024800] ((-18913297873) Pi^12 - 94392839661120 Pi^4 MZV[{2, 6}] - 45710224560000 Pi^2 MZV[{3, 7}] - 1652973957835200 MZV[{3, 9}] + 426628762560000 MZV[{2, 1, 1, 8}] - 3502050552000 Pi^6 Zeta[3]^2 - 2506162012754400 Zeta[3]^4 - 43675506594720 Pi^4 Zeta[3] Zeta[5] + 617088031560000 Pi^2 Zeta[5]^2 + 1254491718480000 Pi^2 Zeta[3] Zeta[7] + 14717895444252000 Zeta[5] Zeta[7] + 21648925118620800 Zeta[3] Zeta[9])}, -1, 7, 1],
r44->(1-2 \[Epsilon])^3,
h44->SeriesData[\[Epsilon], 0, {Rational[441, 8] Zeta[7], Rational[91, 2400] Pi^8 + Rational[-81, 2] MZV[{2, 6}] - 216 Zeta[3] Zeta[5], Rational[1, 70] ((-25) Pi^6 Zeta[3] - 18690 Zeta[3]^3 - 63 Pi^4 Zeta[5] + 160405 Zeta[9]), Rational[1, 1164240] (147215 Pi^10 + 383388390 MZV[{3, 7}] - 15542604 Pi^4 Zeta[3]^2 - 10442546730 Zeta[5]^2 - 160727490 Zeta[3] Zeta[7]), Rational[1, 10080] (31706640 MZV[{2, 1, 8}] - 15972 Pi^8 Zeta[3] - 3129840 MZV[{2, 6}] Zeta[3] - 477364 Pi^6 Zeta[5] - 122547600 Zeta[3]^2 Zeta[5] + 1951614 Pi^4 Zeta[7] + 97762140 Pi^2 Zeta[9] - 126655515 Zeta[11]), Rational[1, 122594472000] (104287641323 Pi^12 + 3886244762400 Pi^4 MZV[{2, 6}] - 140755967352000 Pi^2 MZV[{3, 7}] + 3885733952100000 MZV[{3, 9}] + 1313722361952000 MZV[{2, 1, 1, 8}] - 5254956907200 Pi^6 Zeta[3]^2 + 738386504856000 Zeta[3]^4 - 9071990928000 Pi^4 Zeta[3] Zeta[5] + 1900205559252000 Pi^2 Zeta[5]^2 + 3862969326216000 Pi^2 Zeta[3] Zeta[7] - 107328824454852000 Zeta[5] Zeta[7] - 39425483169072000 Zeta[3] Zeta[9])}, 0, 6, 1],
r52->(1-2 \[Epsilon])^2,
h52->SeriesData[\[Epsilon], 0, {20 Zeta[5], Rational[10, 189] Pi^6 + 68 Zeta[3]^2, Rational[34, 15] Pi^4 Zeta[3] + 450 Zeta[7], Rational[5743, 2700] Pi^8 - 4536 MZV[{2, 6}] - 11520 Zeta[3] Zeta[5], Rational[-1292, 189] Pi^6 Zeta[3] + Rational[-4640, 3] Zeta[3]^3 + Rational[552, 5] Pi^4 Zeta[5] + Rational[88036, 9] Zeta[9], Rational[6483199, 1871100] Pi^10 - 42513 MZV[{2, 8}] + Rational[-232, 3] Pi^4 Zeta[3]^2 - 73022 Zeta[5]^2 - 142178 Zeta[3] Zeta[7], (-20344) MZV[{2, 1, 8}] + Rational[-5874, 175] Pi^8 Zeta[3] + 56632 MZV[{2, 6}] Zeta[3] + Rational[227014, 2835] Pi^6 Zeta[5] + 83120 Zeta[3]^2 Zeta[5] + Rational[51616, 45] Pi^4 Zeta[7] + Rational[-188182, 3] Pi^2 Zeta[9] + Rational[1536475, 2] Zeta[11], Rational[1053638471, 283783500] Pi^12 + Rational[51932, 45] Pi^4 MZV[{2, 6}] - 5800 Pi^2 MZV[{2, 8}] + Rational[-808996, 3] MZV[{2, 10}] + Rational[-46400, 3] MZV[{2, 1, 1, 8}] + Rational[-8140, 1701] Pi^6 Zeta[3]^2 + Rational[124708, 9] Zeta[3]^4 + Rational[5732, 45] Pi^4 Zeta[3] Zeta[5] - 29000 Pi^2 Zeta[5]^2 + Rational[-498800, 9] Pi^2 Zeta[3] Zeta[7] + Rational[-2338736, 3] Zeta[5] Zeta[7] + Rational[-26211464, 27] Zeta[3] Zeta[9]}, -1, 7, 1],
r45->(1-2 \[Epsilon])^3/(1-6 \[Epsilon]),
h45->SeriesData[\[Epsilon], 0, {36 Zeta[3]^2, Rational[6, 5] Pi^4 Zeta[3] - 378 Zeta[7], Rational[-47, 60] Pi^8 + 1512 MZV[{2, 6}] + 5868 Zeta[3] Zeta[5], Rational[22, 3] Pi^6 Zeta[3] - 732 Zeta[3]^3 - 3 Pi^4 Zeta[5] + Rational[-42458, 3] Zeta[9], Rational[-27137, 19845] Pi^10 + Rational[-58563, 7] MZV[{3, 7}] + Rational[-183, 5] Pi^4 Zeta[3]^2 + Rational[202569, 7] Zeta[5]^2 + Rational[697887, 7] Zeta[3] Zeta[7], (-54192) MZV[{2, 1, 8}] + Rational[93607, 1260] Pi^8 Zeta[3] - 33504 MZV[{2, 6}] Zeta[3] + Rational[105454, 945] Pi^6 Zeta[5] - 223152 Zeta[3]^2 Zeta[5] + Rational[-14321, 6] Pi^4 Zeta[7] - 167092 Pi^2 Zeta[9] + Rational[4736453, 4] Zeta[11], Rational[-1223266721, 170586000] Pi^12 + Rational[-9836, 15] Pi^4 MZV[{2, 6}] + 12864 Pi^2 MZV[{3, 7}] + Rational[-3234680, 9] MZV[{3, 9}] - 120064 MZV[{2, 1, 1, 8}] + Rational[-553066, 2835] Pi^6 Zeta[3]^2 + Rational[-22816, 3] Zeta[3]^4 + Rational[-20368, 3] Pi^4 Zeta[3] Zeta[5] - 173664 Pi^2 Zeta[5]^2 + Rational[-1059136, 3] Pi^2 Zeta[3] Zeta[7] + Rational[17993629, 3] Zeta[5] Zeta[7] + Rational[60130438, 9] Zeta[3] Zeta[9]}, 0, 7, 1],
r51->(1-2 \[Epsilon])^3/(1+3 \[Epsilon]),
h51->SeriesData[\[Epsilon], 0, {(-5) Zeta[5], Rational[-5, 378] Pi^6 - 17 Zeta[3]^2, Rational[-17, 30] (Pi^4 Zeta[3] + 75 Zeta[7]), Rational[731, 400] Pi^8 - 4266 MZV[{2, 6}] - 11650 Zeta[3] Zeta[5], Rational[1, 630] ((-5140) Pi^6 Zeta[3] - 905100 Zeta[3]^3 + 56847 Pi^4 Zeta[5] + 3408720 Zeta[9]), Rational[1, 9702] (26612 Pi^10 + 237741966 MZV[{3, 7}] - 696927 Pi^4 Zeta[3]^2 - 1197462420 Zeta[5]^2 - 794171070 Zeta[3] Zeta[7]), Rational[1, 37800] (1185256800 MZV[{2, 1, 8}] - 4475049 Pi^8 Zeta[3] + 7167333600 MZV[{2, 6}] Zeta[3] - 12509480 Pi^6 Zeta[5] + 17243226000 Zeta[3]^2 Zeta[5] + 222798240 Pi^4 Zeta[7] + 3654541800 Pi^2 Zeta[9] - 22429811250 Zeta[11]), Rational[1, 5254048800] (68086932383 Pi^12 + 22972102433280 Pi^4 MZV[{2, 6}] - 117180299808000 Pi^2 MZV[{3, 7}] + 3952483139404800 MZV[{3, 9}] + 1093682798208000 MZV[{2, 1, 1, 8}] + 66699547200 Pi^6 Zeta[3]^2 + 344842487589600 Zeta[3]^4 + 60799502443680 Pi^4 Zeta[3] Zeta[5] + 1581934047408000 Pi^2 Zeta[5]^2 + 3215948228064000 Pi^2 Zeta[3] Zeta[7] - 68256433797552000 Zeta[5] Zeta[7] - 45478080835387200 Zeta[3] Zeta[9])}, -1, 7, 1],
r61->(1-2 \[Epsilon])^3/(1+3 \[Epsilon])^3,
qh61->SeriesData[\[Epsilon], 0, {(-10) Zeta[5], Rational[-5, 189] Pi^6 - 10 Zeta[3]^2 - 100 Zeta[5], Rational[-50, 189] Pi^6 + Rational[-1, 3] Pi^4 Zeta[3] - 100 Zeta[3]^2 - 210 Zeta[5] + Rational[19, 2] Zeta[7], Rational[-5, 9] Pi^6 + Rational[-3, 50] Pi^8 + 162 MZV[{2, 6}] + Rational[-10, 3] Pi^4 Zeta[3] - 66 Zeta[3]^2 + 1564 Zeta[3] Zeta[5] + 1257 Zeta[7], Rational[149, 1350] Pi^8 + 972 MZV[{2, 6}] + Rational[-11, 5] Pi^4 Zeta[3] + Rational[10, 3] Pi^6 Zeta[3] + Rational[3440, 3] Zeta[3]^3 + Rational[229, 15] Pi^4 Zeta[5] + 19344 Zeta[3] Zeta[5] + Rational[11151, 2] Zeta[7] + Rational[21637, 3] Zeta[9], Rational[271, 90] Pi^8 + Rational[7043, 14553] Pi^10 - 1782 MZV[{2, 6}] + Rational[6642, 7] MZV[{3, 7}] + Rational[8800, 189] Pi^6 Zeta[3] + Rational[172, 3] Pi^4 Zeta[3]^2 + Rational[40792, 3] Zeta[3]^3 + Rational[1288, 5] Pi^4 Zeta[5] + 43092 Zeta[3] Zeta[5] + Rational[287486, 7] Zeta[5]^2 + Rational[-286, 7] Zeta[3] Zeta[7] + Rational[339727, 3] Zeta[9], Rational[23897, 3564] Pi^10 + Rational[17127, 2] MZV[{3, 7}] + 36888 MZV[{2, 1, 8}] + Rational[1114, 9] Pi^6 Zeta[3] + Rational[66802, 4725] Pi^8 Zeta[3] - 78360 MZV[{2, 6}] Zeta[3] + Rational[10198, 15] Pi^4 Zeta[3]^2 + 17848 Zeta[3]^3 + 837 Pi^4 Zeta[5] + Rational[158884, 945] Pi^6 Zeta[5] - 196432 Zeta[3]^2 Zeta[5] + Rational[807571, 2] Zeta[5]^2 + Rational[7843, 5] Pi^4 Zeta[7] + Rational[313421, 2] Zeta[3] Zeta[7] + Rational[1061648, 3] Zeta[9] + 113738 Pi^2 Zeta[9] + Rational[-17560877, 24] Zeta[11], Rational[18585103, 873180] Pi^10 + Rational[530242449679, 275837562000] Pi^12 + Rational[-21944, 9] Pi^4 MZV[{2, 6}] + Rational[490491, 14] MZV[{3, 7}] + Rational[46568, 7] Pi^2 MZV[{3, 7}] + Rational[-2444290, 27] MZV[{3, 9}] + 391128 MZV[{2, 1, 8}] + Rational[-186272, 3] MZV[{2, 1, 1, 8}] + Rational[462961, 4725] Pi^8 Zeta[3] - 583584 MZV[{2, 6}] Zeta[3] + Rational[4462, 5] Pi^4 Zeta[3]^2 + Rational[-1498208, 8505] Pi^6 Zeta[3]^2 + Rational[-720896, 9] Zeta[3]^4 + Rational[1489454, 945] Pi^6 Zeta[5] + Rational[-388552, 45] Pi^4 Zeta[3] Zeta[5] - 1439456 Zeta[3]^2 Zeta[5] + Rational[13986207, 14] Zeta[5]^2 + Rational[-628668, 7] Pi^2 Zeta[5]^2 + Rational[1132607, 60] Pi^4 Zeta[7] + Rational[4863417, 14] Zeta[3] Zeta[7] + Rational[-11502296, 63] Pi^2 Zeta[3] Zeta[7] + Rational[32644190, 9] Zeta[5] Zeta[7] + 1205978 Pi^2 Zeta[9] + Rational[42933380, 27] Zeta[3] Zeta[9] + Rational[-330988949, 48] Zeta[11]}, -1, 7, 1],
r62->(1-2 \[Epsilon])^3/((1+3 \[Epsilon])^3 (1+4 \[Epsilon])),
qh62->SeriesData[\[Epsilon], 0, {(-10) Zeta[5], Rational[-5, 189] Pi^6 - 10 Zeta[3]^2 - 60 Zeta[5] - 70 Zeta[7], Rational[-10, 63] Pi^6 + Rational[-133, 270] Pi^8 + 1080 MZV[{2, 6}] + Rational[-1, 3] Pi^4 Zeta[3] + 780 Zeta[3]^2 - 50 Zeta[5] + 2560 Zeta[3] Zeta[5] + Rational[-1829, 2] Zeta[7], Rational[-25, 189] Pi^6 + Rational[-2533, 450] Pi^8 + 12258 MZV[{2, 6}] + 26 Pi^4 Zeta[3] + Rational[200, 189] Pi^6 Zeta[3] + 6046 Zeta[3]^2 + Rational[4528, 3] Zeta[3]^3 + 120 Zeta[5] + Rational[-88, 3] Pi^4 Zeta[5] + 29776 Zeta[3] Zeta[5] + 7575 Zeta[7] + Rational[-58460, 9] Zeta[9], Rational[20, 63] Pi^6 + Rational[-1027, 45] Pi^8 + Rational[-207794, 130977] Pi^10 + 59940 MZV[{2, 6}] + Rational[-88260, 7] MZV[{3, 7}] + Rational[3023, 15] Pi^4 Zeta[3] + Rational[880, 63] Pi^6 Zeta[3] + 10704 Zeta[3]^2 + Rational[1132, 15] Pi^4 Zeta[3]^2 + Rational[73244, 3] Zeta[3]^3 + Rational[-4814, 15] Pi^4 Zeta[5] + 214920 Zeta[3] Zeta[5] + Rational[143960, 7] Zeta[5]^2 + Rational[156783, 2] Zeta[7] + Rational[495583, 7] Zeta[3] Zeta[7] + Rational[-1510937, 18] Zeta[9], Rational[-56471, 1350] Pi^8 + Rational[-21684359, 1047816] Pi^10 + 167994 MZV[{2, 6}] + Rational[-4631493, 28] MZV[{3, 7}] + 205010 MZV[{2, 1, 8}] + Rational[1784, 5] Pi^4 Zeta[3] + Rational[15580, 63] Pi^6 Zeta[3] + Rational[-1567351, 18900] Pi^8 Zeta[3] - 11366 MZV[{2, 6}] Zeta[3] + Rational[18311, 15] Pi^4 Zeta[3]^2 + 140784 Zeta[3]^3 - 414 Pi^4 Zeta[5] + Rational[-487799, 1134] Pi^6 Zeta[5] + 908472 Zeta[3] Zeta[5] + 390194 Zeta[3]^2 Zeta[5] + Rational[8380551, 28] Zeta[5]^2 + 146088 Zeta[7] + Rational[244393, 45] Pi^4 Zeta[7] + Rational[26770505, 28] Zeta[3] Zeta[7] + Rational[166790, 3] Zeta[9] + Rational[3792685, 6] Pi^2 Zeta[9] + Rational[-100223975, 16] Zeta[11], Rational[-1544, 45] Pi^8 + Rational[-3649741, 43659] Pi^10 + Rational[-20209082167, 866052000] Pi^12 + 211248 MZV[{2, 6}] + Rational[-421942, 45] Pi^4 MZV[{2, 6}] + Rational[-6015150, 7] MZV[{3, 7}] + Rational[519320, 7] Pi^2 MZV[{3, 7}] + Rational[-43891225, 27] MZV[{3, 9}] + 2893672 MZV[{2, 1, 8}] + Rational[-2077280, 3] MZV[{2, 1, 1, 8}] + Rational[40028, 27] Pi^6 Zeta[3] + Rational[-5604724, 4725] Pi^8 Zeta[3] - 143668 MZV[{2, 6}] Zeta[3] + Rational[35196, 5] Pi^4 Zeta[3]^2 + Rational[1590362, 1701] Pi^6 Zeta[3]^2 + Rational[1085348, 3] Zeta[3]^3 + Rational[-696554, 9] Zeta[3]^4 + Rational[19708, 5] Pi^4 Zeta[5] + Rational[-2364916, 405] Pi^6 Zeta[5] + 1388592 Zeta[3] Zeta[5] + Rational[-2120776, 45] Pi^4 Zeta[3] Zeta[5] + 5634364 Zeta[3]^2 Zeta[5] + Rational[15929910, 7] Zeta[5]^2 + Rational[-7010820, 7] Pi^2 Zeta[5]^2 + Rational[28467331, 360] Pi^4 Zeta[7] + Rational[43860237, 7] Zeta[3] Zeta[7] + Rational[-128272040, 63] Pi^2 Zeta[3] Zeta[7] + Rational[254930897, 9] Zeta[5] Zeta[7] + Rational[45002569, 18] Zeta[9] + Rational[26766466, 3] Pi^2 Zeta[9] + Rational[714442631, 27] Zeta[3] Zeta[9] + Rational[-2821800989, 32] Zeta[11]}, -1, 6, 1],
r63->(1-2 \[Epsilon])^3/((1+3 \[Epsilon]) (1+4 \[Epsilon])),
qh63->SeriesData[\[Epsilon], 0, {(-5) Zeta[5], Rational[-5, 378] Pi^6 - 41 Zeta[3]^2 - 20 Zeta[5] + Rational[161, 2] Zeta[7], Rational[-10, 189] Pi^6 + Rational[-3493, 5400] Pi^8 + 1566 MZV[{2, 6}] + Rational[-41, 30] Pi^4 Zeta[3] - 308 Zeta[3]^2 + 4862 Zeta[3] Zeta[5] + 514 Zeta[7], Rational[-35459, 3600] Pi^8 + 23220 MZV[{2, 6}] + Rational[-154, 15] Pi^4 Zeta[3] + Rational[865, 189] Pi^6 Zeta[3] + Rational[1526, 3] Zeta[3]^3 + Rational[-701, 30] Pi^4 Zeta[5] + 68636 Zeta[3] Zeta[5] - 1500 Zeta[7] + Rational[111709, 36] Zeta[9], Rational[-101473, 2700] Pi^8 + Rational[-7815019, 10478160] Pi^10 + 85536 MZV[{2, 6}] + Rational[-500565, 56] MZV[{3, 7}] + Rational[3713, 63] Pi^6 Zeta[3] + Rational[763, 30] Pi^4 Zeta[3]^2 + Rational[22048, 3] Zeta[3]^3 + Rational[-6061, 15] Pi^4 Zeta[5] + 235200 Zeta[3] Zeta[5] + Rational[1341143, 56] Zeta[5]^2 + Rational[3816969, 56] Zeta[3] Zeta[7] + Rational[237103, 12] Zeta[9], Rational[-44938409, 3492720] Pi^10 + Rational[-7724781, 56] MZV[{3, 7}] - 148606 MZV[{2, 1, 8}] + Rational[32372, 189] Pi^6 Zeta[3] + Rational[24257, 175] Pi^8 Zeta[3] - 87752 MZV[{2, 6}] Zeta[3] + Rational[5512, 15] Pi^4 Zeta[3]^2 + Rational[61040, 3] Zeta[3]^3 + Rational[-8912, 5] Pi^4 Zeta[5] + Rational[1346777, 5670] Pi^6 Zeta[5] - 453668 Zeta[3]^2 Zeta[5] + Rational[12859479, 56] Zeta[5]^2 + Rational[-4654793, 720] Pi^4 Zeta[7] + Rational[60035137, 56] Zeta[3] Zeta[7] + Rational[-460411, 9] Zeta[9] + Rational[-2749211, 6] Pi^2 Zeta[9] + Rational[280574047, 64] Zeta[11], Rational[-28430167, 523908] Pi^10 + Rational[-29828681054659, 2206700496000] Pi^12 + Rational[-113818, 45] Pi^4 MZV[{2, 6}] + Rational[-7239597, 14] MZV[{3, 7}] + Rational[318917, 7] Pi^2 MZV[{3, 7}] + Rational[-105698899, 108] MZV[{3, 9}] - 1597650 MZV[{2, 1, 8}] + Rational[-1275668, 3] MZV[{2, 1, 1, 8}] + Rational[20913853, 12600] Pi^8 Zeta[3] - 1085340 MZV[{2, 6}] Zeta[3] + Rational[3052, 3] Pi^4 Zeta[3]^2 + Rational[-1752859, 17010] Pi^6 Zeta[3]^2 + Rational[-705626, 9] Zeta[3]^4 + Rational[74189, 42] Pi^6 Zeta[5] + Rational[-1729457, 90] Pi^4 Zeta[3] Zeta[5] - 5183674 Zeta[3]^2 Zeta[5] + Rational[5319415, 14] Zeta[5]^2 + Rational[-8610759, 14] Pi^2 Zeta[5]^2 + Rational[-17834627, 240] Pi^4 Zeta[7] + Rational[55472425, 14] Zeta[3] Zeta[7] + Rational[-78772499, 63] Pi^2 Zeta[3] Zeta[7] + Rational[311533051, 18] Zeta[5] Zeta[7] + Rational[-9852175, 2] Pi^2 Zeta[9] + Rational[1792012205, 108] Zeta[3] Zeta[9] + Rational[2990096591, 64] Zeta[11]}, -1, 6, 1]};
