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Copy pathPF4sunset-2mass23-dert-Coefficients.txt
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PF4sunset-2mass23-dert-Coefficients.txt
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q0 := 4*(884736*m1^26 + 22245037695*m5^26 - 49345867845*m5^24*t +
60567308388*m5^22*t^2 - 37934944272*m5^20*t^3 + 517161893*m5^18*t^4 +
10639096493*m5^16*t^5 - 5388344740*m5^14*t^6 + 878254316*m5^12*t^7 -
20627355*m5^10*t^8 - 6696439*m5^8*t^9 + 1290080*m5^6*t^10 +
10404*m5^4*t^11 - 681*m5^2*t^12 + 15*t^13 -
32768*m1^24*(1323*m5^2 + 271*t) + 2048*m1^22*(363465*m5^4 +
139942*m5^2*t - 40127*t^2) - 1024*m1^20*(6018507*m5^6 +
3817549*m5^4*t - 1806635*m5^2*t^2 - 50157*t^3) +
128*m1^18*(220645773*m5^8 + 219952684*m5^6*t - 123732946*m5^4*t^2 -
9590804*m5^2*t^3 + 258605*t^4) - 512*m1^16*(145548990*m5^10 +
234128111*m5^8*t - 132369736*m5^6*t^2 - 24365294*m5^4*t^3 +
1780994*m5^2*t^4 + 647*t^5) + 8*m1^14*(12431948031*m5^12 +
41642549998*m5^10*t - 21141203543*m5^8*t^2 - 7318595292*m5^6*t^3 +
631943265*m5^4*t^4 + 95983758*m5^2*t^5 - 9221033*t^6) +
4*m1^12*(4995109737*m5^14 - 170560425301*m5^12*t +
83532189169*m5^10*t^2 + 24712612075*m5^8*t^3 + 1611250227*m5^6*t^4 -
2501159719*m5^4*t^5 + 219580019*m5^2*t^6 + 9768337*t^7) -
8*m1^10*(44845777071*m5^16 - 143638147774*m5^14*t +
91966548995*m5^12*t^2 - 17726666620*m5^10*t^3 +
15388355839*m5^8*t^4 - 5742761134*m5^6*t^5 + 331021613*m5^4*t^6 +
65170120*m5^2*t^7 + 773442*t^8) + 2*m1^8*(369113320053*m5^18 -
795297563075*m5^16*t + 716284594834*m5^14*t^2 -
401699477226*m5^12*t^3 + 176440640884*m5^10*t^4 -
40172916168*m5^8*t^5 - 2436684498*m5^6*t^6 + 1398259514*m5^4*t^7 +
16538967*m5^2*t^8 + 608827*t^9) - 4*m1^6*(204524367975*m5^20 -
406123133386*m5^18*t + 446922678677*m5^16*t^2 -
304874796420*m5^14*t^3 + 98904006048*m5^12*t^4 -
3756702380*m5^10*t^5 - 9184891976*m5^8*t^6 + 1822237644*m5^6*t^7 +
10827897*m5^4*t^8 + 763502*m5^2*t^9 + 76787*t^10) +
4*m1^4*(131981382747*m5^22 - 267796541790*m5^20*t +
318536516442*m5^18*t^2 - 216536652939*m5^16*t^3 +
43485551397*m5^14*t^4 + 20804114537*m5^12*t^5 -
14627176229*m5^10*t^6 + 2316615431*m5^8*t^7 - 2284452*m5^6*t^8 -
1972599*m5^4*t^9 + 465135*m5^2*t^10 + 7920*t^11) -
4*m1^2*(45000863820*m5^24 - 96652145808*m5^22*t +
118621972899*m5^20*t^2 - 77967002178*m5^18*t^3 +
8661881195*m5^16*t^4 + 14180839344*m5^14*t^5 - 7786838260*m5^12*t^6 +
1196198680*m5^10*t^7 - 12216492*m5^8*t^8 - 4683496*m5^6*t^9 +
972273*m5^4*t^10 + 23346*m5^2*t^11 + 21*t^12));
q1 := -4*(5308416*m1^28 + 555332126985*m5^28 - 2929931306640*m5^26*t +
4707423164079*m5^24*t^2 - 3479905043568*m5^22*t^3 +
666470453527*m5^20*t^4 + 905602098696*m5^18*t^5 -
698198400123*m5^16*t^6 + 194378191896*m5^14*t^7 -
19105403113*m5^12*t^8 - 698769128*m5^10*t^9 + 368855481*m5^8*t^10 -
33310600*m5^6*t^11 - 388887*m5^4*t^12 + 23376*m5^2*t^13 - 525*t^14 -
32768*m1^26*(7209*m5^2 + 2599*t) + 4096*m1^24*
(695043*m5^4 + 849586*m5^2*t - 345189*t^2) +
4096*m1^22*(375705*m5^6 - 13567722*m5^4*t + 6972809*m5^2*t^2 +
528680*t^3) - 256*m1^20*(932127021*m5^8 - 1586530524*m5^6*t +
740545190*m5^4*t^2 + 187247252*m5^2*t^3 - 4974475*t^4) +
384*m1^18*(5084269173*m5^10 - 3978757781*m5^8*t + 965684738*m5^6*t^2 +
1124891110*m5^4*t^3 - 88169415*m5^2*t^4 - 1073153*t^5) -
16*m1^16*(515457663795*m5^12 - 195649239594*m5^10*t -
55702782443*m5^8*t^2 + 106471648340*m5^6*t^3 - 9220080083*m5^4*t^4 -
2908539402*m5^2*t^5 + 241711211*t^6) +
16*m1^14*(1370809856880*m5^14 - 204639137703*m5^12*t -
315911022206*m5^10*t^2 + 133688983407*m5^8*t^3 +
21477444588*m5^6*t^4 - 29307652825*m5^4*t^5 + 1892260482*m5^2*t^6 +
226478001*t^7) - 4*m1^12*(9703370855925*m5^16 +
396221365734*m5^14*t - 2920582854354*m5^12*t^2 -
462133879274*m5^10*t^3 + 554843184112*m5^8*t^4 -
336630526014*m5^6*t^5 - 13001037854*m5^4*t^6 + 10871071426*m5^2*t^7 +
290082443*t^8) + 4*m1^10*(11273055635511*m5^18 +
4578651981471*m5^16*t - 7579577708320*m5^14*t^2 +
840088941060*m5^12*t^3 - 769450796466*m5^10*t^4 +
201725719058*m5^8*t^5 - 231541359384*m5^6*t^6 +
40892654612*m5^4*t^7 + 3037410355*m5^2*t^8 + 51449015*t^9) -
2*m1^8*(15638984464761*m5^20 + 24020548037888*m5^18*t -
36559253240399*m5^16*t^2 + 20497079511404*m5^14*t^3 -
12899128619834*m5^12*t^4 + 3977794110700*m5^10*t^5 -
909412660642*m5^8*t^6 + 19322646692*m5^6*t^7 + 29012128657*m5^4*t^8 +
349246724*m5^2*t^9 + 24753441*t^10) +
8*m1^6*(1049358454497*m5^22 + 8504227584544*m5^20*t -
13384557301893*m5^18*t^2 + 9783524323490*m5^16*t^3 -
4950801728190*m5^14*t^4 + 829937235750*m5^12*t^5 +
192267131546*m5^10*t^6 - 122059877986*m5^8*t^7 +
18735718581*m5^6*t^8 - 7403126*m5^4*t^9 + 18763347*m5^2*t^10 +
1301936*t^11) + 4*m1^4*(998874652716*m5^24 - 13451757221052*m5^22*t +
21453922042503*m5^20*t^2 - 16152659886234*m5^18*t^3 +
5865416451772*m5^16*t^4 + 1033457364790*m5^14*t^5 -
1534376266420*m5^12*t^6 + 470265347674*m5^10*t^7 -
48961484782*m5^8*t^8 + 5943646*m5^6*t^9 + 56300925*m5^4*t^10 -
13003032*m5^2*t^11 - 220362*t^12) +
2*m1^2*(-1699641028575*m5^26 + 10836835880733*m5^24*t -
17502891543900*m5^22*t^2 + 13279454579808*m5^20*t^3 -
3686475519961*m5^18*t^4 - 2088684982737*m5^16*t^5 +
1899772025840*m5^14*t^6 - 532480806880*m5^12*t^7 +
50545353727*m5^10*t^8 + 898115555*m5^8*t^9 - 494163300*m5^6*t^10 +
45906960*m5^4*t^11 + 1262985*m5^2*t^12 + 1857*t^13));
q2 := 2*(1894396731975*m5^30 + 131072*m1^28*(1296*m5^2 - 1169*t) -
20200085564805*m5^28*t + 55677029224365*m5^26*t^2 -
62990203460607*m5^24*t^3 + 26436686133411*m5^22*t^4 +
10167732490259*m5^20*t^5 - 16214236204223*m5^18*t^6 +
7120225630945*m5^16*t^7 - 1340568845723*m5^14*t^8 +
67054037849*m5^12*t^9 + 15560582903*m5^10*t^10 - 3226932149*m5^8*t^11 +
187985585*m5^6*t^12 + 3249177*m5^4*t^13 - 176613*m5^2*t^14 +
3795*t^15 - 65536*m1^26*(168624*m5^4 - 119969*m5^2*t + 67557*t^2) +
8192*m1^24*(32371488*m5^6 - 15418227*m5^4*t + 7866358*m5^2*t^2 +
2315917*t^3) - 8192*m1^22*(374133600*m5^8 - 65641875*m5^6*t -
11923820*m5^4*t^2 + 50754633*m5^2*t^3 - 72746*t^4) +
512*m1^20*(39952976544*m5^10 + 5194654173*m5^8*t -
12805295060*m5^6*t^2 + 7262163278*m5^4*t^3 - 156188084*m5^2*t^4 -
14755395*t^5) - 256*m1^18*(340058645280*m5^12 +
140564187447*m5^10*t - 194295574827*m5^8*t^2 + 60998063206*m5^6*t^3 +
1263892298*m5^4*t^4 - 2060884461*m5^2*t^5 + 148695825*t^6) +
32*m1^16*(7788711435840*m5^14 + 5325500522307*m5^12*t -
6057010775698*m5^10*t^2 + 939827889965*m5^8*t^3 +
228044658180*m5^6*t^4 - 138383392147*m5^4*t^5 + 3384708590*m5^2*t^6 +
1860123523*t^7) - 32*m1^14*(15399874967040*m5^16 +
15058856817804*m5^14*t - 15042778939021*m5^12*t^2 +
598161619058*m5^10*t^3 + 701568892005*m5^8*t^4 -
298784593704*m5^6*t^5 - 71461102739*m5^4*t^6 + 19339594314*m5^2*t^7 +
999575707*t^8) + 8*m1^12*(84833297751924*m5^18 +
112363163798505*m5^16*t - 99959417691732*m5^14*t^2 -
5177168229972*m5^12*t^3 + 1963197554380*m5^10*t^4 +
785207557150*m5^8*t^5 - 1477664967020*m5^6*t^6 +
182224183708*m5^4*t^7 + 43344375424*m5^2*t^8 + 1063159729*t^9) -
8*m1^10*(81083466427590*m5^20 + 136365101016223*m5^18*t -
97838816965163*m5^16*t^2 - 34450146656344*m5^14*t^3 +
10993011826080*m5^12*t^4 - 1328131826698*m5^10*t^5 -
314338814738*m5^8*t^6 - 430253407072*m5^6*t^7 +
163977408338*m5^4*t^8 + 8222780579*m5^2*t^9 + 223293957*t^10) +
4*m1^8*(106561710666153*m5^22 + 191168217578602*m5^20*t -
38377274813395*m5^18*t^2 - 211842992936982*m5^16*t^3 +
118752046562018*m5^14*t^4 - 45284650774132*m5^12*t^5 +
12318834933634*m5^10*t^6 - 2675718635668*m5^8*t^7 +
212761322965*m5^6*t^8 + 68498220362*m5^4*t^9 + 1142411249*m5^2*t^10 +
110817130*t^11) - 4*m1^6*(48414891940029*m5^24 +
40085115082650*m5^22*t + 157816907996714*m5^20*t^2 -
330973383039062*m5^18*t^3 + 199970161019127*m5^16*t^4 -
60893817894524*m5^14*t^5 + 2243312550516*m5^12*t^6 +
4524260799684*m5^10*t^7 - 1444300937037*m5^8*t^8 +
186028874050*m5^6*t^9 - 1532425054*m5^4*t^10 + 349952050*m5^2*t^11 +
19257689*t^12) + 4*m1^4*(16118944901370*m5^26 -
42407963194689*m5^24*t + 196289670374730*m5^22*t^2 -
269762235641232*m5^20*t^3 + 142145732634188*m5^18*t^4 -
8508988147503*m5^16*t^5 - 29559143120996*m5^14*t^6 +
15322609053152*m5^12*t^7 - 3129969458102*m5^10*t^8 +
246862091065*m5^8*t^9 - 347916006*m5^6*t^10 - 340217088*m5^4*t^11 +
81622128*m5^2*t^12 + 1380327*t^13) -
2*m1^2*(8137732598145*m5^28 - 62490888134100*m5^26*t +
191452925657907*m5^24*t^2 - 230817712838256*m5^22*t^3 +
110732258136029*m5^20*t^4 + 13879339480792*m5^18*t^5 -
41562440796869*m5^16*t^6 + 19054341268384*m5^14*t^7 -
3599494316237*m5^12*t^8 + 216879727036*m5^10*t^9 +
18980641585*m5^8*t^10 - 4110006928*m5^6*t^11 + 237919503*m5^4*t^12 +
7562400*m5^2*t^13 + 17601*t^14));
q3 := -2*(491091342075*m5^32 - 11973649165200*m5^30*t +
56449190562390*m5^28*t^2 - 104822563797900*m5^26*t^3 +
83732172190794*m5^24*t^4 - 8122752076104*m5^22*t^5 -
35369768576546*m5^20*t^6 + 26646937025276*m5^18*t^7 -
8363930665280*m5^16*t^8 + 1110617350144*m5^14*t^9 +
12520019810*m5^12*t^10 - 25078381076*m5^10*t^11 +
3431109334*m5^8*t^12 - 141666088*m5^6*t^13 - 3683862*m5^4*t^14 +
181924*m5^2*t^15 - 3675*t^16 + 1048576*m1^28*(108*m5^4 - 924*m5^2*t +
299*t^2) - 262144*m1^26*(29160*m5^6 - 244152*m5^4*t +
203575*m5^2*t^2 - 53255*t^3) + 65536*m1^24*(2907900*m5^8 -
23697072*m5^6*t + 20499921*m5^4*t^2 - 4380502*m5^2*t^3 -
256631*t^4) - 16384*m1^22*(139734720*m5^10 - 1100584800*m5^8*t +
902604795*m5^6*t^2 - 137209421*m5^4*t^3 - 21068855*m5^2*t^4 +
506409*t^5) + 4096*m1^20*(3871952280*m5^12 - 29462728536*m5^10*t +
22486344339*m5^8*t^2 - 1615615524*m5^6*t^3 - 1093306302*m5^4*t^4 +
137755588*m5^2*t^5 - 7979189*t^6) - 1024*m1^18*
(68303988720*m5^14 - 503481200400*m5^12*t + 356532400485*m5^10*t^2 +
6365509607*m5^8*t^3 - 29546059198*m5^6*t^4 + 3818968862*m5^4*t^5 +
327860537*m5^2*t^6 - 99542213*t^7) +
256*m1^16*(811382128920*m5^16 - 5809523801760*m5^14*t +
3800818199715*m5^12*t^2 + 430661956922*m5^10*t^3 -
435100724831*m5^8*t^4 + 9976382620*m5^6*t^5 + 24901573909*m5^4*t^6 -
3355356886*m5^2*t^7 - 346917073*t^8) -
64*m1^14*(6693793823520*m5^18 - 46581212064960*m5^16*t +
27588480881241*m5^14*t^2 + 6600780970869*m5^12*t^3 -
4026108833243*m5^10*t^4 - 620093860863*m5^8*t^5 +
397939829435*m5^6*t^6 - 7929753169*m5^4*t^7 - 14540644761*m5^2*t^8 -
570793253*t^9) + 32*m1^12*(19420605543870*m5^20 -
131196800524662*m5^18*t + 67898976068475*m5^16*t^2 +
29180697214784*m5^14*t^3 - 12576362169600*m5^12*t^4 -
4039818169020*m5^10*t^5 + 1051661257858*m5^8*t^6 +
299115360848*m5^6*t^7 - 88804539174*m5^4*t^8 - 10642817502*m5^2*t^9 -
291137813*t^10) - 32*m1^10*(19737460271565*m5^22 -
129589448351655*m5^20*t + 58524881877754*m5^18*t^2 +
34594828714187*m5^16*t^3 - 6380796196968*m5^14*t^4 -
10740247446228*m5^12*t^5 + 2199193066906*m5^10*t^6 +
181232890576*m5^8*t^7 + 22279978555*m5^6*t^8 - 38697800877*m5^4*t^9 -
1606802740*m5^2*t^10 - 69560179*t^11) +
4*m1^8*(109927509124923*m5^24 - 711241735291956*m5^22*t +
342223582134790*m5^20*t^2 + 55831044980392*m5^18*t^3 +
188297518323769*m5^16*t^4 - 219143752509624*m5^14*t^5 +
65931199604196*m5^12*t^6 - 11192675339520*m5^10*t^7 +
2104010795661*m5^8*t^8 - 262285409396*m5^6*t^9 -
43481706538*m5^4*t^10 - 1294470216*m5^2*t^11 - 130325953*t^12) -
8*m1^6*(25022386775655*m5^26 - 168626282659479*m5^24*t +
141305407254468*m5^22*t^2 - 138380127082012*m5^20*t^3 +
208209767909263*m5^18*t^4 - 136956545576143*m5^16*t^5 +
28494722791912*m5^14*t^6 + 3290218341016*m5^12*t^7 -
2748848652547*m5^10*t^8 + 588435374147*m5^8*t^9 -
66498167980*m5^6*t^10 + 1128863108*m5^4*t^11 - 200364019*m5^2*t^12 -
9615581*t^13) + 8*m1^4*(6878208898845*m5^28 - 56524553394120*m5^26*
t + 107203492413864*m5^24*t^2 - 174678679869138*m5^22*t^3 +
174768485781789*m5^20*t^4 - 65315975305238*m5^18*t^5 -
20995547599228*m5^16*t^6 + 26009833366956*m5^14*t^7 -
8931031865481*m5^12*t^8 + 1384241202924*m5^10*t^9 -
89926303768*m5^8*t^10 + 453833030*m5^6*t^11 + 148417647*m5^4*t^12 -
35320110*m5^2*t^13 - 602676*t^14) -
4*m1^2*(2031712229025*m5^30 - 27084977137395*m5^28*t +
96733179737280*m5^26*t^2 - 177608709311760*m5^24*t^3 +
154844915752611*m5^22*t^4 - 36073023736457*m5^20*t^5 -
40348709582834*m5^18*t^6 + 34679394489838*m5^16*t^7 -
11089503396585*m5^14*t^8 + 1540754652747*m5^12*t^9 -
41727099628*m5^10*t^10 - 14826983484*m5^8*t^11 +
2081160005*m5^6*t^12 - 83092335*m5^4*t^13 - 3096450*m5^2*t^14 -
10754*t^15));
q4 := t*(-2946548052450*m5^32 + 27689958286875*m5^30*t -
85294551512475*m5^28*t^2 + 116358120380295*m5^26*t^3 -
59939468860563*m5^24*t^4 - 25027450022853*m5^22*t^5 +
49966284282629*m5^20*t^6 - 26645969779057*m5^18*t^7 +
6447905109489*m5^16*t^8 - 559870359431*m5^14*t^9 -
70075944601*m5^12*t^10 + 24078432717*m5^10*t^11 -
2488864001*m5^8*t^12 + 74033073*m5^6*t^13 + 3003567*m5^4*t^14 -
135779*m5^2*t^15 + 2565*t^16 - 2097152*m1^28*(324*m5^4 - 921*m5^2*t +
173*t^2) + 1048576*m1^26*(43740*m5^6 - 149859*m5^4*t +
113740*m5^2*t^2 - 18341*t^3) - 262144*m1^24*(4361850*m5^8 -
15217533*m5^6*t + 12449007*m5^4*t^2 - 1885807*m5^2*t^3 - 13373*t^4) +
262144*m1^22*(52400520*m5^10 - 182188035*m5^8*t + 151357122*m5^6*t^2 -
23946772*m5^4*t^3 + 237094*m5^2*t^4 + 9127*t^5) -
16384*m1^20*(5807928420*m5^12 - 20078297469*m5^10*t +
16801481925*m5^8*t^2 - 2730311234*m5^6*t^3 - 113144786*m5^4*t^4 +
57000303*m5^2*t^5 - 4767495*t^6) + 8192*m1^18*
(51227991540*m5^14 - 176130688689*m5^12*t + 147848363496*m5^10*t^2 -
23568753053*m5^8*t^3 - 4089809572*m5^6*t^4 + 1276808933*m5^4*t^5 -
18475128*m5^2*t^6 - 15716183*t^7) - 2048*m1^16*
(608536596690*m5^16 - 2078910481437*m5^14*t + 1736164329051*m5^12*
t^2 - 249486125641*m5^10*t^3 - 103655192317*m5^8*t^4 +
21592942777*m5^6*t^5 + 2822953649*m5^4*t^6 - 602062867*m5^2*t^7 -
41022753*t^8) + 4096*m1^14*(627543170955*m5^18 -
2123250677892*m5^16*t + 1734859863735*m5^14*t^2 -
178717521343*m5^12*t^3 - 184271443719*m5^10*t^4 +
23730874893*m5^8*t^5 + 8872923965*m5^6*t^6 - 665411501*m5^4*t^7 -
203180984*m5^2*t^8 - 7332573*t^9) -
32*m1^12*(116523633263220*m5^20 - 388809516986181*m5^18*t +
304114089910257*m5^16*t^2 - 7735445505460*m5^14*t^3 -
53164625131252*m5^12*t^4 + 4650139784330*m5^10*t^5 +
2667600950814*m5^8*t^6 + 128962235484*m5^6*t^7 -
84403097128*m5^4*t^8 - 7236945133*m5^2*t^9 - 246053479*t^10) +
16*m1^10*(236849523258780*m5^22 - 778643431694907*m5^20*t +
578212329999076*m5^18*t^2 + 38828554580639*m5^16*t^3 -
139631831484408*m5^14*t^4 + 2500126240370*m5^12*t^5 +
10221473855544*m5^10*t^6 + 270181120702*m5^8*t^7 -
58414796452*m5^6*t^8 - 48600058279*m5^4*t^9 - 1973637660*m5^2*t^10 -
125452269*t^11) - 4*m1^8*(659565054749538*m5^24 -
2159160963252093*m5^22*t + 1604467302627127*m5^20*t^2 +
72529849705805*m5^18*t^3 - 283251450029389*m5^16*t^4 -
126560860835906*m5^14*t^5 + 83287688686518*m5^12*t^6 -
8083942863270*m5^10*t^7 + 1163952218696*m5^8*t^8 -
186077650097*m5^6*t^9 - 18943339485*m5^4*t^10 -
1150096183*m5^2*t^11 - 107664237*t^12) +
4*m1^6*(300268641307860*m5^26 - 1019205011003301*m5^24*t +
906139000342098*m5^22*t^2 - 271308975588572*m5^20*t^3 +
140410435791418*m5^18*t^4 - 183347737340793*m5^16*t^5 +
48177337994868*m5^14*t^6 + 9733093701632*m5^12*t^7 -
4384274639960*m5^10*t^8 + 720930599193*m5^8*t^9 -
71480445478*m5^6*t^10 + 1880423388*m5^4*t^11 - 313062742*m5^2*t^12 -
13843707*t^13) - 4*m1^4*(82538506786140*m5^28 -
323966183968530*m5^26*t + 441501620987421*m5^24*t^2 -
368347095334368*m5^22*t^3 + 215681551342062*m5^20*t^4 -
32360729953490*m5^18*t^5 - 74330315050909*m5^16*t^6 +
52753472259888*m5^14*t^7 - 14009606651248*m5^12*t^8 +
1773644216234*m5^10*t^9 - 100705318413*m5^8*t^10 +
1047407664*m5^6*t^11 + 201433350*m5^4*t^12 - 44591430*m5^2*t^13 -
779091*t^14) + 2*m1^2*(24380546748300*m5^30 - 138236607288945*m5^28*
t + 315950089223070*m5^26*t^2 - 391334454238581*m5^24*t^3 +
225038372349996*m5^22*t^4 + 27597388720031*m5^20*t^5 -
121485711563714*m5^18*t^6 + 69382707424339*m5^16*t^7 -
17165421474028*m5^14*t^8 + 1782081288149*m5^12*t^9 +
27602515674*m5^10*t^10 - 27661211783*m5^8*t^11 +
2881241268*m5^6*t^12 - 82040835*m5^4*t^13 - 3669558*m5^2*t^14 -
18263*t^15));
q5 := t^2*(-4194304*m1^28*(81*m5^4 - 130*m5^2*t + 17*t^2) +
10485760*m1^26*(2187*m5^6 - 5292*m5^4*t + 3439*m5^2*t^2 - 398*t^3) -
262144*m1^24*(2180925*m5^8 - 5569566*m5^6*t + 3932580*m5^4*t^2 -
494498*m5^2*t^3 + 5855*t^4) + 1048576*m1^22*(6550065*m5^10 -
17065260*m5^8*t + 12632347*m5^6*t^2 - 2003899*m5^4*t^3 +
88800*m5^2*t^4 - 1349*t^5) - 32768*m1^20*(1451982105*m5^12 -
3842278434*m5^10*t + 2963291363*m5^8*t^2 - 552280908*m5^6*t^3 +
7514735*m5^4*t^4 + 7610254*m5^2*t^5 - 654475*t^6) +
16384*m1^18*(12806997885*m5^14 - 34327209648*m5^12*t +
27323945871*m5^10*t^2 - 5428236914*m5^8*t^3 - 439161445*m5^6*t^4 +
219380308*m5^4*t^5 - 6019527*m5^2*t^6 - 1601554*t^7) -
2048*m1^16*(304268298345*m5^16 - 822014667318*m5^14*t +
664376343430*m5^12*t^2 - 124645007150*m5^10*t^3 -
33991362120*m5^8*t^4 + 10124729566*m5^6*t^5 + 495316218*m5^4*t^6 -
124468346*m5^2*t^7 - 6996385*t^8) + 2048*m1^14*
(627543170955*m5^18 - 1696168755306*m5^16*t + 1357492266124*m5^14*
t^2 - 191766421424*m5^12*t^3 - 148082457750*m5^10*t^4 +
33104982700*m5^8*t^5 + 4218248540*m5^6*t^6 - 338629216*m5^4*t^7 -
63039837*m5^2*t^8 - 2341810*t^9) - 64*m1^12*(29130908315805*m5^20 -
78143655025050*m5^18*t + 60055516187409*m5^16*t^2 -
2763518793144*m5^14*t^3 - 12074196608790*m5^12*t^4 +
2300598658596*m5^10*t^5 + 391043536410*m5^8*t^6 +
1783783752*m5^6*t^7 - 6444972871*m5^4*t^8 - 461986330*m5^2*t^9 -
20688235*t^10) + 32*m1^10*(59212380814695*m5^22 -
156986184355844*m5^20*t + 113351250598479*m5^18*t^2 +
10372025781258*m5^16*t^3 - 36363842699090*m5^14*t^4 +
5937782307232*m5^12*t^5 + 1504493434614*m5^10*t^6 +
5495354348*m5^8*t^7 - 6799205173*m5^6*t^8 - 2678212300*m5^4*t^9 -
128309797*m5^2*t^10 - 10712262*t^11) -
4*m1^8*(329782527374769*m5^24 - 870281187764310*m5^22*t +
604881329379080*m5^20*t^2 + 111117322840398*m5^18*t^3 -
233473669740535*m5^16*t^4 + 20496773653572*m5^14*t^5 +
19471085592408*m5^12*t^6 - 1367153920068*m5^10*t^7 +
148272881683*m5^8*t^8 - 20393940430*m5^6*t^9 - 1381148064*m5^4*t^10 -
196421418*m5^2*t^11 - 16764557*t^12) - (9*m5^4 - 10*m5^2*t + t^2)^2*
(18188568225*m5^24 - 70842506850*m5^22*t + 72341540640*m5^20*t^2 +
5942279250*m5^18*t^3 - 51454374075*m5^16*t^4 +
25989957300*m5^14*t^5 - 3221878528*m5^12*t^6 - 272637428*m5^10*t^7 +
119869363*m5^8*t^8 - 11880466*m5^6*t^9 - 175200*m5^4*t^10 +
12642*m5^2*t^11 - 345*t^12) + 8*m1^6*(75067160326965*m5^26 -
203385315634974*m5^24*t + 154371411501840*m5^22*t^2 +
5519903670030*m5^20*t^3 - 39787923372795*m5^18*t^4 -
1688445501284*m5^16*t^5 + 4663747463880*m5^14*t^6 +
844663965308*m5^12*t^7 - 306299447089*m5^10*t^8 +
46065987610*m5^8*t^9 - 3780172440*m5^6*t^10 + 137534294*m5^4*t^11 -
22701129*m5^2*t^12 - 959096*t^13) -
8*m1^4*(20634626696535*m5^28 - 62210137862970*m5^26*t +
64107890913051*m5^24*t^2 - 24412837548420*m5^22*t^3 -
2009958987485*m5^20*t^4 + 7503441284586*m5^18*t^5 -
8528826808953*m5^16*t^6 + 4582595187592*m5^14*t^7 -
1010969032443*m5^12*t^8 + 111832205690*m5^10*t^9 -
5784579151*m5^8*t^10 + 92968380*m5^6*t^11 + 14012865*m5^4*t^12 -
2722794*m5^2*t^13 - 49555*t^14) + 4*m1^2*(6095136687075*m5^30 -
24419047024350*m5^28*t + 40498376268735*m5^26*t^2 -
34036708264956*m5^24*t^3 + 8542595639475*m5^22*t^4 +
11761196714090*m5^20*t^5 - 13641278338089*m5^18*t^6 +
6040138652060*m5^16*t^7 - 1211575538447*m5^14*t^8 +
90781405750*m5^12*t^9 + 7578758229*m5^10*t^10 -
2254002036*m5^8*t^11 + 185077753*m5^6*t^12 - 3732546*m5^4*t^13 -
208235*m5^2*t^14 - 1452*t^15));
q6 := t^3*(-4194304*m1^28*(9*m5^4 - 10*m5^2*t + t^2) +
10485760*m1^26*(243*m5^6 - 495*m5^4*t + 277*m5^2*t^2 - 25*t^3) -
262144*m1^24*(242325*m5^8 - 533652*m5^6*t + 327230*m5^4*t^2 -
36628*m5^2*t^3 + 725*t^4) + 524288*m1^22*(1455570*m5^10 -
3320415*m5^8*t + 2192032*m5^6*t^2 - 345818*m5^4*t^3 +
18998*m5^2*t^4 - 367*t^5) - 32768*m1^20*(161331345*m5^12 -
378855198*m5^10*t + 267424359*m5^8*t^2 - 51906628*m5^6*t^3 +
1460751*m5^4*t^4 + 592706*m5^2*t^5 - 47335*t^6) +
16384*m1^18*(1422999765*m5^14 - 3422536941*m5^12*t +
2543989093*m5^10*t^2 - 531151509*m5^8*t^3 - 32248889*m5^6*t^4 +
19562657*m5^4*t^5 - 518529*m5^2*t^6 - 95647*t^7) -
2048*m1^16*(33807588705*m5^16 - 82635448296*m5^14*t +
63156410060*m5^12*t^2 - 12197029240*m5^10*t^3 - 3178644586*m5^8*t^4 +
1025927144*m5^6*t^5 + 28797676*m5^4*t^6 - 7230728*m5^2*t^7 -
370735*t^8) + 2048*m1^14*(69727018995*m5^18 - 171420395067*m5^16*t +
130315063332*m5^14*t^2 - 17483805524*m5^12*t^3 -
15175416110*m5^10*t^4 + 3770281070*m5^8*t^5 + 291397860*m5^6*t^6 -
21090868*m5^4*t^7 - 2931917*m5^2*t^8 - 121771*t^9) -
64*m1^12*(3236767590645*m5^20 - 7918370385450*m5^18*t +
5753775159497*m5^16*t^2 - 82020759864*m5^14*t^3 -
1302253755046*m5^12*t^4 + 282937621764*m5^10*t^5 +
29739706890*m5^8*t^6 - 281435064*m5^6*t^7 - 273986831*m5^4*t^8 -
18623466*m5^2*t^9 - 1133075*t^10) - (9*m5^4 - 10*m5^2*t + t^2)^3*
(224550225*m5^20 - 328985550*m5^18*t - 13741695*m5^16*t^2 +
256646200*m5^14*t^3 - 107379234*m5^12*t^4 + 1002820*m5^10*t^5 +
1947054*m5^8*t^6 - 481016*m5^6*t^7 - 4815*m5^4*t^8 + 458*m5^2*t^9 -
15*t^10) + 32*m1^10*(6579153423855*m5^22 - 15912951580403*m5^20*t +
10686988121397*m5^18*t^2 + 1832804147023*m5^16*t^3 -
4114557017114*m5^14*t^4 + 814661022898*m5^12*t^5 +
115500980858*m5^10*t^6 - 1312720306*m5^8*t^7 - 199622693*m5^6*t^8 -
80321583*m5^4*t^9 - 5855583*m5^2*t^10 - 578349*t^11) -
4*m1^8*(36642503041641*m5^24 - 88030218722220*m5^22*t +
55085840700850*m5^20*t^2 + 19462209466308*m5^18*t^3 -
29264661672793*m5^16*t^4 + 4833247588008*m5^14*t^5 +
1353160539196*m5^12*t^6 - 90815079384*m5^10*t^7 +
9176508743*m5^8*t^8 - 411823356*m5^6*t^9 - 19184846*m5^4*t^10 -
10533356*m5^2*t^11 - 828791*t^12) +
8*m1^6*(8340795591885*m5^26 - 20414356507728*m5^24*t +
13230051544170*m5^22*t^2 + 4329737829820*m5^20*t^3 -
6883195078509*m5^18*t^4 + 1063863373964*m5^16*t^5 +
309824137100*m5^14*t^6 + 33236185784*m5^12*t^7 -
11964470589*m5^10*t^8 + 2131284968*m5^8*t^9 - 129036630*m5^6*t^10 +
6223628*m5^4*t^11 - 1034947*m5^2*t^12 - 42916*t^13) -
8*m1^4*(2292736299615*m5^28 - 6092700212340*m5^26*t +
5020735622643*m5^24*t^2 - 69713257320*m5^22*t^3 -
1887126756005*m5^20*t^4 + 1077557545284*m5^18*t^5 -
538588201841*m5^16*t^6 + 237975553936*m5^14*t^7 -
45388742083*m5^12*t^8 + 4734868884*m5^10*t^9 - 227898279*m5^8*t^10 +
4629720*m5^6*t^11 + 657225*m5^4*t^12 - 107364*m5^2*t^13 -
2075*t^14) + 4*m1^2*(677237409675*m5^30 - 2262912355575*m5^28*t +
2932932297105*m5^26*t^2 - 1519179257151*m5^24*t^3 -
407912902245*m5^22*t^4 + 1183369581805*m5^20*t^5 -
871908475863*m5^18*t^6 + 318266376005*m5^16*t^7 -
52916781447*m5^14*t^8 + 2553920987*m5^12*t^9 + 574332331*m5^10*t^10 -
111482237*m5^8*t^11 + 7445089*m5^6*t^12 - 100881*m5^4*t^13 -
7525*m5^2*t^14 - 73*t^15));
Source := 24*(5734400*m1^24 - 286212096*m1^22*m5^2 + 5158815744*m1^20*m5^4 -
47678939136*m1^18*m5^6 + 266637497472*m1^16*m5^8 -
993215192640*m1^14*m5^10 + 2600046287544*m1^12*m5^12 -
4865149365768*m1^10*m5^14 + 6428631348660*m1^8*m5^16 -
5788545062660*m1^6*m5^18 + 3313008672930*m1^4*m5^20 -
1045342251900*m1^2*m5^22 + 123779771325*m5^24 - 52314112*m1^22*t +
1549742080*m1^20*m5^2*t - 18488709120*m1^18*m5^4*t +
105641475584*m1^16*m5^6*t - 265920795200*m1^14*m5^8*t -
34798586640*m1^12*m5^10*t + 1922350626008*m1^10*m5^12*t -
5109066716240*m1^8*m5^14*t + 6654621315420*m1^6*m5^16*t -
4757224332000*m1^4*m5^18*t + 1738353373020*m1^2*m5^20*t -
220574400750*m5^22*t - 374372352*m1^20*t^2 + 7609794560*m1^18*m5^2*
t^2 - 50607834368*m1^16*m5^4*t^2 + 73049517952*m1^14*m5^6*t^2 +
623499811080*m1^12*m5^8*t^2 - 3406179967912*m1^10*m5^10*t^2 +
7579802587160*m1^8*m5^12*t^2 - 8992397718320*m1^6*m5^14*t^2 +
5905250983590*m1^4*m5^16*t^2 - 2022804259920*m1^2*m5^18*t^2 +
244727059230*m5^20*t^2 + 532803584*m1^18*t^3 -
14181057024*m1^16*m5^2*t^3 + 163521043840*m1^14*m5^4*t^3 -
988112751584*m1^12*m5^6*t^3 + 3324666599224*m1^10*m5^8*t^3 -
6328847383840*m1^8*m5^10*t^3 + 6753470202640*m1^6*m5^12*t^3 -
3939265088080*m1^4*m5^14*t^3 + 1211495091960*m1^2*m5^16*t^3 -
133951395370*m5^18*t^3 + 463516800*m1^16*t^4 -
13412034880*m1^14*m5^2*t^4 + 123219077960*m1^12*m5^4*t^4 -
504363685400*m1^10*m5^6*t^4 + 971640459120*m1^8*m5^8*t^4 -
785082445400*m1^6*m5^10*t^4 + 128901482380*m1^4*m5^12*t^4 +
62233241120*m1^2*m5^14*t^4 - 21139788525*m5^16*t^4 +
308448448*m1^14*t^5 - 2345549840*m1^12*m5^2*t^5 -
7583827576*m1^10*m5^4*t^5 + 117014416176*m1^8*m5^6*t^5 -
381227436632*m1^6*m5^8*t^5 + 488588440960*m1^4*m5^10*t^5 -
236091367824*m1^2*m5^12*t^5 + 38183716788*m5^14*t^5 -
436029448*m1^12*t^6 + 6723037640*m1^10*m5^2*t^6 -
39082144120*m1^8*m5^4*t^6 + 104667800656*m1^6*m5^6*t^6 -
129530988620*m1^4*m5^8*t^6 + 64866316120*m1^2*m5^10*t^6 -
11071131828*m5^12*t^6 + 68302952*m1^10*t^7 - 513592000*m1^8*m5^2*t^7 +
1035267088*m1^6*m5^4*t^7 + 189721968*m1^4*m5^6*t^7 -
1134485560*m1^2*m5^8*t^7 + 477133052*m5^10*t^7 - 10654404*m1^8*t^8 +
31253564*m1^6*m5^2*t^8 + 12780210*m1^4*m5^4*t^8 +
56365084*m1^2*m5^6*t^8 - 13983429*m5^8*t^8 + 2300380*m1^6*t^9 -
16393920*m1^4*m5^2*t^9 + 38161140*m1^2*m5^4*t^9 - 11614150*m5^6*t^9 -
276538*m1^4*t^10 + 819256*m1^2*m5^2*t^10 - 82218*m5^4*t^10 +
640*m1^2*t^11 + 4910*m5^2*t^11 - 75*t^12 + (m1^2 - m5^2)^2*
(1032192*m1^20 + 484300215*m5^20 + 12616741035*m5^18*t -
6411747294*m5^16*t^2 - 2638878714*m5^14*t^3 + 79491496*m5^12*t^4 +
121257268*m5^10*t^5 + 30521278*m5^8*t^6 + 2719162*m5^6*t^7 +
79377*m5^4*t^8 - 2207*m5^2*t^9 - 80*t^10 -
16384*m1^18*(3114*m5^2 + 449*t) + 1024*m1^16*(903429*m5^4 +
150302*m5^2*t - 8467*t^2) - 512*m1^14*(17231985*m5^6 +
2131481*m5^4*t - 535237*m5^2*t^2 - 56613*t^3) +
64*m1^12*(752441697*m5^8 + 65850996*m5^6*t - 57961874*m5^4*t^2 -
10091836*m5^2*t^3 - 437255*t^4) - 64*m1^10*(2398974093*m5^10 +
272392754*m5^8*t - 398008042*m5^6*t^2 - 88156528*m5^4*t^3 -
8116715*m5^2*t^4 - 93050*t^5) + 4*m1^8*(70903573587*m5^12 +
19386450166*m5^10*t - 23350449899*m5^8*t^2 - 6239882604*m5^6*t^3 -
827950515*m5^4*t^4 - 22505322*m5^2*t^5 + 136235*t^6) -
2*m1^6*(146533653081*m5^14 + 102000453929*m5^12*t -
90195411235*m5^10*t^2 - 29018436579*m5^8*t^3 -
4479084917*m5^6*t^4 - 195141541*m5^4*t^5 + 5726591*m5^2*t^6 +
162079*t^7) + 2*m1^4*(76254371433*m5^16 + 122110554411*m5^14*t -
83608149057*m5^12*t^2 - 31869815097*m5^10*t^3 -
4672735179*m5^8*t^4 - 201175135*m5^6*t^5 + 36193765*m5^4*t^6 +
1892525*m5^2*t^7 + 10110*t^8) - m1^2*(25624339065*m5^18 +
100631239461*m5^16*t - 58241013246*m5^14*t^2 - 23381362782*m5^12*
t^3 - 1439332508*m5^10*t^4 + 391746012*m5^8*t^5 +
151020526*m5^6*t^6 + 10631534*m5^4*t^7 + 111027*m5^2*t^8 -
1937*t^9))*log(m1^2)^2 - (m1^2 - m5^2)*(2850816*m1^22 +
41833100025*m5^22 - 31657997475*m5^20*t + 2202616935*m5^18*t^2 -
3627960465*m5^16*t^3 + 1015935390*m5^14*t^4 - 3173714818*m5^12*t^5 +
92383986*m5^10*t^6 - 29815558*m5^8*t^7 + 1821705*m5^6*t^8 -
9787*m5^4*t^9 + 519*m5^2*t^10 - 9*t^11 - 65536*m1^20*
(2022*m5^2 + 493*t) + 6144*m1^18*(326399*m5^4 + 179466*m5^2*t -
61737*t^2) - 1024*m1^16*(11968269*m5^6 + 15786663*m5^4*t -
8588677*m5^2*t^2 + 91537*t^3) + 128*m1^14*(189869865*m5^8 +
982308940*m5^6*t - 619328778*m5^4*t^2 + 16778764*m5^2*t^3 -
356471*t^4) + 128*m1^12*(534380361*m5^10 - 4424181021*m5^8*t +
2870678578*m5^6*t^2 - 133433906*m5^4*t^3 + 6618709*m5^2*t^4 -
857217*t^5) - 8*m1^10*(58687843269*m5^12 - 191539681158*m5^10*t +
119744274179*m5^8*t^2 - 8031373620*m5^6*t^3 + 783676731*m5^4*t^4 -
260293606*m5^2*t^5 + 1181*t^6) + 4*m1^8*(273913191795*m5^14 -
624144161995*m5^12*t + 356848603395*m5^10*t^2 -
31662233955*m5^8*t^3 + 5491462545*m5^6*t^4 - 3348806409*m5^4*t^5 +
5398649*m5^2*t^6 - 372553*t^7) - 4*m1^6*(341939630535*m5^16 -
596360962710*m5^14*t + 292437591650*m5^12*t^2 -
33548867430*m5^10*t^3 + 8903972600*m5^8*t^4 - 9272173714*m5^6*t^5 +
58713262*m5^4*t^6 - 4330738*m5^2*t^7 + 90033*t^8) +
4*m1^4*(238105147590*m5^18 - 315758103075*m5^16*t +
118151442900*m5^14*t^2 - 18430576740*m5^12*t^3 +
6247726440*m5^10*t^4 - 11128560650*m5^8*t^5 + 169976220*m5^6*t^6 -
16885044*m5^4*t^7 + 653922*m5^2*t^8 + 4037*t^9) -
4*m1^2*(83827558125*m5^20 - 82641797910*m5^18*t +
18255468690*m5^16*t^2 - 5271479970*m5^14*t^3 +
1442978030*m5^12*t^4 - 5259629058*m5^10*t^5 + 88232028*m5^8*t^6 -
26399134*m5^6*t^7 + 1479573*m5^4*t^8 + 12568*m5^2*t^9 - 30*t^10))*
log(m5^2) + (m1^2 - m5^2)^2*(1032192*m1^20 + 484300215*m5^20 +
12616741035*m5^18*t - 6411747294*m5^16*t^2 - 2638878714*m5^14*t^3 +
79491496*m5^12*t^4 + 121257268*m5^10*t^5 + 30521278*m5^8*t^6 +
2719162*m5^6*t^7 + 79377*m5^4*t^8 - 2207*m5^2*t^9 - 80*t^10 -
16384*m1^18*(3114*m5^2 + 449*t) + 1024*m1^16*(903429*m5^4 +
150302*m5^2*t - 8467*t^2) - 512*m1^14*(17231985*m5^6 +
2131481*m5^4*t - 535237*m5^2*t^2 - 56613*t^3) +
64*m1^12*(752441697*m5^8 + 65850996*m5^6*t - 57961874*m5^4*t^2 -
10091836*m5^2*t^3 - 437255*t^4) - 64*m1^10*(2398974093*m5^10 +
272392754*m5^8*t - 398008042*m5^6*t^2 - 88156528*m5^4*t^3 -
8116715*m5^2*t^4 - 93050*t^5) + 4*m1^8*(70903573587*m5^12 +
19386450166*m5^10*t - 23350449899*m5^8*t^2 - 6239882604*m5^6*t^3 -
827950515*m5^4*t^4 - 22505322*m5^2*t^5 + 136235*t^6) -
2*m1^6*(146533653081*m5^14 + 102000453929*m5^12*t -
90195411235*m5^10*t^2 - 29018436579*m5^8*t^3 -
4479084917*m5^6*t^4 - 195141541*m5^4*t^5 + 5726591*m5^2*t^6 +
162079*t^7) + 2*m1^4*(76254371433*m5^16 + 122110554411*m5^14*t -
83608149057*m5^12*t^2 - 31869815097*m5^10*t^3 -
4672735179*m5^8*t^4 - 201175135*m5^6*t^5 + 36193765*m5^4*t^6 +
1892525*m5^2*t^7 + 10110*t^8) - m1^2*(25624339065*m5^18 +
100631239461*m5^16*t - 58241013246*m5^14*t^2 - 23381362782*m5^12*
t^3 - 1439332508*m5^10*t^4 + 391746012*m5^8*t^5 +
151020526*m5^6*t^6 + 10631534*m5^4*t^7 + 111027*m5^2*t^8 -
1937*t^9))*log(m5^2)^2 - (m1^2 - m5^2)*log(m1^2)*
(-2850816*m1^22 - 41833100025*m5^22 + 31657997475*m5^20*t -
2202616935*m5^18*t^2 + 3627960465*m5^16*t^3 - 1015935390*m5^14*t^4 +
3173714818*m5^12*t^5 - 92383986*m5^10*t^6 + 29815558*m5^8*t^7 -
1821705*m5^6*t^8 + 9787*m5^4*t^9 - 519*m5^2*t^10 + 9*t^11 +
65536*m1^20*(2022*m5^2 + 493*t) - 6144*m1^18*(326399*m5^4 +
179466*m5^2*t - 61737*t^2) + 1024*m1^16*(11968269*m5^6 +
15786663*m5^4*t - 8588677*m5^2*t^2 + 91537*t^3) -
128*m1^14*(189869865*m5^8 + 982308940*m5^6*t - 619328778*m5^4*t^2 +
16778764*m5^2*t^3 - 356471*t^4) - 128*m1^12*(534380361*m5^10 -
4424181021*m5^8*t + 2870678578*m5^6*t^2 - 133433906*m5^4*t^3 +
6618709*m5^2*t^4 - 857217*t^5) + 8*m1^10*(58687843269*m5^12 -
191539681158*m5^10*t + 119744274179*m5^8*t^2 -
8031373620*m5^6*t^3 + 783676731*m5^4*t^4 - 260293606*m5^2*t^5 +
1181*t^6) - 4*m1^8*(273913191795*m5^14 - 624144161995*m5^12*t +
356848603395*m5^10*t^2 - 31662233955*m5^8*t^3 +
5491462545*m5^6*t^4 - 3348806409*m5^4*t^5 + 5398649*m5^2*t^6 -
372553*t^7) + 4*m1^6*(341939630535*m5^16 - 596360962710*m5^14*t +
292437591650*m5^12*t^2 - 33548867430*m5^10*t^3 +
8903972600*m5^8*t^4 - 9272173714*m5^6*t^5 + 58713262*m5^4*t^6 -
4330738*m5^2*t^7 + 90033*t^8) - 4*m1^4*(238105147590*m5^18 -
315758103075*m5^16*t + 118151442900*m5^14*t^2 -
18430576740*m5^12*t^3 + 6247726440*m5^10*t^4 -
11128560650*m5^8*t^5 + 169976220*m5^6*t^6 - 16885044*m5^4*t^7 +
653922*m5^2*t^8 + 4037*t^9) + 4*m1^2*(83827558125*m5^20 -
82641797910*m5^18*t + 18255468690*m5^16*t^2 - 5271479970*m5^14*
t^3 + 1442978030*m5^12*t^4 - 5259629058*m5^10*t^5 +
88232028*m5^8*t^6 - 26399134*m5^6*t^7 + 1479573*m5^4*t^8 +
12568*m5^2*t^9 - 30*t^10) + 2*(m1^2 - m5^2)*(1032192*m1^20 +
484300215*m5^20 + 12616741035*m5^18*t - 6411747294*m5^16*t^2 -
2638878714*m5^14*t^3 + 79491496*m5^12*t^4 + 121257268*m5^10*t^5 +
30521278*m5^8*t^6 + 2719162*m5^6*t^7 + 79377*m5^4*t^8 -
2207*m5^2*t^9 - 80*t^10 - 16384*m1^18*(3114*m5^2 + 449*t) +
1024*m1^16*(903429*m5^4 + 150302*m5^2*t - 8467*t^2) -
512*m1^14*(17231985*m5^6 + 2131481*m5^4*t - 535237*m5^2*t^2 -
56613*t^3) + 64*m1^12*(752441697*m5^8 + 65850996*m5^6*t -
57961874*m5^4*t^2 - 10091836*m5^2*t^3 - 437255*t^4) -
64*m1^10*(2398974093*m5^10 + 272392754*m5^8*t - 398008042*m5^6*
t^2 - 88156528*m5^4*t^3 - 8116715*m5^2*t^4 - 93050*t^5) +
4*m1^8*(70903573587*m5^12 + 19386450166*m5^10*t -
23350449899*m5^8*t^2 - 6239882604*m5^6*t^3 - 827950515*m5^4*t^4 -
22505322*m5^2*t^5 + 136235*t^6) - 2*m1^6*(146533653081*m5^14 +
102000453929*m5^12*t - 90195411235*m5^10*t^2 - 29018436579*m5^8*
t^3 - 4479084917*m5^6*t^4 - 195141541*m5^4*t^5 +
5726591*m5^2*t^6 + 162079*t^7) + 2*m1^4*(76254371433*m5^16 +
122110554411*m5^14*t - 83608149057*m5^12*t^2 - 31869815097*m5^10*
t^3 - 4672735179*m5^8*t^4 - 201175135*m5^6*t^5 +
36193765*m5^4*t^6 + 1892525*m5^2*t^7 + 10110*t^8) -
m1^2*(25624339065*m5^18 + 100631239461*m5^16*t - 58241013246*m5^14*
t^2 - 23381362782*m5^12*t^3 - 1439332508*m5^10*t^4 +
391746012*m5^8*t^5 + 151020526*m5^6*t^6 + 10631534*m5^4*t^7 +
111027*m5^2*t^8 - 1937*t^9))*log(m5^2)));