PFSunsetEqualMass-1to20-epsilon.txt

PFEqualMass1 := -(-t^2+4*t)*Dt+epsilon*t+t-2;
PFEqualMass2 := (t^3-10*t^2+9*t)*Dt^2+(3*epsilon*t^2-10*epsilon*t+3*t^2-9*epsilon-20*t+9)*Dt+2*epsilon^2*t+2*epsilon^2+3*epsilon*t-5*epsilon+t-3;
PFEqualMass3 := -(-t^4+20*t^3-64*t^2)*Dt^3-(-6*epsilon*t^3+60*epsilon*t^2-6*t^3 +90*t^2-192*t)*Dt^2-(-11*epsilon^2*t^2+28*epsilon^2*t-18*epsilon*t^2+64*epsilon^2+120*epsilon*t-7*t^2+68*t-64)*Dt+6*epsilon^3*t+12*epsilon^3+11*epsilon^2*t-14 *epsilon^2+6*epsilon*t-18*epsilon+t-4;
PFEqualMass4 := (t^5-35*t^4+259*t^3-225*t^2)*Dt^4+(10*epsilon*t^4-210*epsilon*t^3+10*t^4+518*epsilon*t^2-280*t^3+450*epsilon*t+1554*t^2-900*t)*Dt^3+(35*epsilon^2*t^3-343*epsilon^2*t^2+60*epsilon*t^3-363*epsilon^2*t-945*epsilon*t^2+25*t^3-225*epsilon^2+1554*epsilon*t-518*t^2+675*epsilon+1839*t-450)*Dt^2+(50*epsilon^3*t^2-84*epsilon^3*t+105*epsilon^2*t^2-414*epsilon^3-686*epsilon^2*t+70*epsilon*t^2-363*epsilon^2-714*epsilon*t+15*t^2+492*epsilon-196*t+285)*Dt+24*epsilon^4*t+72*epsilon^4+50*epsilon^3*t-42*epsilon^3+35*epsilon^2*t-103*epsilon^2+10*epsilon*t-42*epsilon+t-5;
PFEqualMass5 := -(-t^6+56*t^5-784*t^4+2304*t^3)*Dt^5-(-15*epsilon*t^5+560*epsilon*t^4-15*t^5-3920*epsilon*t^3+700*t^4-7840*t^3+17280*t^2)*Dt^4-(-85*epsilon^2*t^4+1848*epsilon^2*t^3-150*epsilon*t^4-2976*epsilon^2*t^2+4480*epsilon*t^3-65*t^4-6912*epsilon^2*t-23520*epsilon*t^2+2408*t^3-19836*t^2+27648*t)*Dt^3-(-225*epsilon^3*t^3+2128*epsilon^3*t^2-510*epsilon^2*t^3+4864*epsilon^3 *t+8316*epsilon^2*t^2-375*epsilon*t^3+4608*epsilon^3-8928*epsilon^2*t+8288*epsilon*t^2-90*t^3-10368*epsilon^2-27676*epsilon*t+2436*t^2-1152*epsilon-12468*t+6912)*Dt^2-(-274*epsilon^4*t^2+208*epsilon^4*t-675*epsilon^3*t^2+2816*epsilon^4+4256*epsilon^3*t-595*epsilon^2*t^2+4864*epsilon^3+6284*epsilon^2*t-225*epsilon*t^2-2504*epsilon^2+3136*epsilon*t-31*t^2-4156*epsilon+516*t-1020)*Dt+120*epsilon^5*t+480*epsilon^5+274*epsilon^4*t-104*epsilon^4+225*epsilon^3*t-640 *epsilon^3+85*epsilon^2*t-370*epsilon^2+15*epsilon*t-80*epsilon+t-6;
PFEqualMass6 := (t^7-84*t^6+1974*t^5-12916*t^4+11025*t^3)*Dt^6+(21*epsilon*t^6-1260*epsilon*t^5+21*t^6+17766*epsilon*t^4-1512*t^5-38748*epsilon*t^3+29610*t^4-33075*epsilon*t^2-154992*t^3+99225*t^2)*Dt^5+(175*epsilon^2*t^5-6888*epsilon^2*t^4+315*epsilon*t^5+44598*epsilon^2*t^3-15750*epsilon*t^4+140*t^5+46544*epsilon^2*t^2+177660*epsilon*t^3-8358*t^4+33075*epsilon^2*t-290610*epsilon*t^2+129498*t^3-165375*epsilon*t-495986*t^2+198450*t)*Dt^4+(735*epsilon^3*t^4-16380*epsilon^3*t^3+1750*epsilon^2*t^4+10602*epsilon^3*t^2-55104*epsilon^2*t^3+1365*epsilon*t^4+74820*epsilon^3*t+267588*epsilon^2*t^2-54180*epsilon*t^3+350*t^4-11025*epsilon^3+186176*epsilon^2*t+448902*epsilon*t^2-16464*t^3+66150*epsilon^2-454620*epsilon*t+184788*t^2-121275*epsilon-434024*t+66150)*Dt^3+(1624*epsilon^4 *t^3-14628*epsilon^4*t^2+4410*epsilon^3*t^3-54240*epsilon^4*t-73710*epsilon^3*t^2+4375*epsilon^2*t^3-69700*epsilon^4+31806*epsilon^3*t-101946*epsilon^2*t^2+1890*epsilon*t^3+112230*epsilon^3+312711*epsilon^2*t-54810*epsilon*t^2+301*t^3+120200*epsilon^2+280746*epsilon*t-10218*t^2-100710*epsilon+69561*t-62020)*Dt^2+(1764*epsilon^5*t^2+360*epsilon^5*t+4872*epsilon^4*t^2-20700*epsilon^5-29256*epsilon^4*t+5145*epsilon^3*t^2-54240*epsilon^4-55710*epsilon^3*t+2625*epsilon^2 *t^2+4137*epsilon^3-38580*epsilon^2*t+651*epsilon*t^2+45123*epsilon^2-11610*epsilon*t+63*t^2+22467*epsilon-1284*t+3213)*Dt+720*epsilon^6*t+3600*epsilon^6+1764*epsilon^5*t+180*epsilon^5+1624*epsilon^4*t-4408*epsilon^4+735*epsilon^3*t-3285*epsilon^3+175*epsilon^2*t-985*epsilon^2+21*epsilon*t-135*epsilon+t-7;
PFEqualMass7 := -(-t^8+120*t^7-4368*t^6+52480*t^5-147456*t^4)*Dt^7-(-28*t^7+2940*t^6-91728*t^5+918400*t^4-2064384*t^3)*Dt^6-(-266*t^6+23856*t^5-615900*t^4+4865024*t^3-7962624*t^2)*Dt^5-(-1050*t^5+77700*t^4-1572600*t^3+8935680*t^2-8847360*t)*Dt^4-(-1701*t^4+98460*t^3-1424832*t^2+4850688*t-1769472)*Dt^3-(-966*t^3+39870*t^2-342576*t+425472)*Dt^2-(-127*t^2+3076*t-9312)*Dt-8+t;
PFEqualMass8 := -9+t-308*epsilon+36*epsilon*t+546*epsilon^2*t+4536*epsilon^3*t+22449*epsilon^4*t+67284*epsilon^5*t+118124*epsilon^6*t+109584*epsilon^7*t+(t^9-165*t^8+8778*t^7-172810*t^6+1057221*t^5-893025*t^4)*Dt^8+(36*epsilon*t^8-4620*epsilon*t^7+36*t^8+175560*epsilon*t^6-5280*t^7-2073720*epsilon*t^5+245784*t^6+4228884*epsilon*t^4-4147440*t^5+3572100*epsilon*t^3+21144420*t^4-14288400*t^3)*Dt^7+(546*epsilon^2*t^7-52206*epsilon^2*t^6+1008*epsilon*t^7+1299012*epsilon^2*t^5-113190*epsilon*t^6+462*t^7-6978444*epsilon^2*t^4+3686760*epsilon*t^5-59136*t^6-7195302*epsilon^2*t^3-36290100*epsilon*t^4+2348148*t^5-5358150*epsilon^2*t^2+59204376*epsilon*t^3-32730984*t^4+37507050*epsilon*t^2+131308398*t^3-64297800 *t^2)*Dt^6+(4536*epsilon^3*t^6-303996*epsilon^3*t^5+11466*epsilon^2*t^6+4229280 *epsilon^3*t^4-939708*epsilon^2*t^5+9576*epsilon*t^6-1367080*epsilon^3*t^3+19485180*epsilon^2*t^4-918456*epsilon*t^5+2646*t^6-14359608*epsilon^3*t^2-83741328*epsilon^2*t^3+24750000*epsilon*t^4-288288*t^5+3572100*epsilon^3*t-64757718*epsilon^2*t^2-191995760*epsilon*t^3+9414900*t^4-32148900*epsilon^2*t+225606312*epsilon*t^2-102451008*t^3+92874600*epsilon*t+293709942*t^2-85730400*t)*Dt^5+(22449*epsilon^4*t^5-959145*epsilon^4*t^4+68040*epsilon^3*t^5+4916406*epsilon^4*t^3-3799950*epsilon^3*t^4+76440*epsilon^2*t^5+19288938*epsilon^4*t^2+42292800*epsilon^3*t^3-5194530*epsilon^2*t^4+37800*epsilon*t^5+28103481*epsilon^4*t-10253100*epsilon^3*t^2+85143993*epsilon^2*t^3-2991450*epsilon*t^4+6951*t^5 -893025*epsilon^4-71798040*epsilon^3*t-265483983*epsilon^2*t^2+63162000*epsilon *t^3-621885*t^4+8930250*epsilon^3-140505885*epsilon^2*t-351265200*epsilon*t^2+15792777*t^3-31255875*epsilon^2+239965920*epsilon*t-121955391*t^2+44651250*epsilon+206820324*t-21432600)*Dt^4+(67284*epsilon^5*t^4-1543080*epsilon^5*t^3+224490*epsilon^4*t^4-2419296*epsilon^5*t^2-7673160*epsilon^4*t^3+294840*epsilon^3*t^4+4842600*epsilon^5*t+29498436*epsilon^4*t^2-13072290*epsilon^3*t^3+191100 *epsilon^2*t^4-11834676*epsilon^5+77155752*epsilon^4*t+106562478*epsilon^3*t^2-10232640*epsilon^2*t^3+61236*epsilon*t^4+56206962*epsilon^4-8768022*epsilon^3*t +121160358*epsilon^2*t^2-3790710*epsilon*t^3+7770*t^4-45816750*epsilon^3-224522652*epsilon^2*t+57153954*epsilon*t^2-539880*t^3-65152710*epsilon^2-188633682*epsilon*t+9687942*t^2+39945906*epsilon-43953084*t+26651268)*Dt^3+( 118124*epsilon^6*t^3-928884*epsilon^6*t^2+403704*epsilon^5*t^3-6805596*epsilon^6*t-6943860*epsilon^5*t^2+561225*epsilon^4*t^3-13539484*epsilon^6-7257888*epsilon^5*t-14197579*epsilon^4*t^2+408240*epsilon^3*t^3+7263900*epsilon^5+33765603*epsilon^4*t-13225905*epsilon^3*t^2+164346*epsilon^2*t^3+45028127*epsilon^4+65930634*epsilon^3*t-6350971*epsilon^2*t^2+34776*epsilon*t^3+7354167*epsilon^3+45241422*epsilon^2*t-1534995*epsilon*t^2+3025*t^3-27731053*epsilon^2+13695462*epsilon*t-148126*t^2-15901323*epsilon+1547883*t-2474334)*Dt^2+(109584*epsilon^7*t^2+243936*epsilon^7*t+354372*epsilon^6*t^2-1404144*epsilon^7-1857768 *epsilon^6*t+470988*epsilon^5*t^2-6805596*epsilon^6-5250784*epsilon^5*t+336735*epsilon^4*t^2-3493548*epsilon^5-5375678*epsilon^4*t+140616*epsilon^3*t^2+4267167*epsilon^4-2802646*epsilon^3*t+34398*epsilon^2*t^2+5021406*epsilon^3-798182*epsilon^2*t+4572*epsilon*t^2+2021784*epsilon^2-118426*epsilon*t+255*t^2+367470*epsilon-7172*t+25461)*Dt+40320*epsilon^8*t-4354*epsilon^2-32648*epsilon^3-137641*epsilon^4-310772*epsilon^5-281356*epsilon^6+121968*epsilon^7+282240*epsilon^8;
PFEqualMass9 := -10+t-(-t^10+220*t^9-16368*t^8+489280*t^7-5395456*t^6+14745600*t^5)*Dt^9-(-45*t^9+8910*t^8-589248*t^7+15412320*t^6-145677312*t^5+331776000*t^4)*Dt^8-(-750*t^8+131736*t^7-7596468*t^6+169294224*t^5-1319750400*t^4+2359296000 *t^3)*Dt^7-(-5880*t^7+899052*t^6-44033220*t^5+804924120*t^4-4879956480*t^3+6193152000*t^2)*Dt^6-(-22827*t^6+2960760*t^5-118612032*t^4+1677924960*t^3-7168504320*t^2+5308416000*t)*Dt^5-(-42525*t^5+4507800*t^4-139385400*t^3+1383062400*t^2-3432821760*t+884736000)*Dt^4-(-34105*t^4+2788016*t^3-60253948*t^2+345205440*t-298091520)*Dt^3-(-9330*t^3+531432*t^2-6569364*t+12859200)*Dt^2-(-511*t^2+16388*t-66700)*Dt;
PFEqualMass10 := -11+t+(t^11-286*t^10+28743*t^9-1234948*t^8+21967231*t^7-128816766*t^6+108056025*t^5)*Dt^10+(55*t^10-14300*t^9+1293435*t^8-49397920*t^7+768853085*t^6-3864502980*t^5+2701400625*t^4)*Dt^9+(1155*t^9-269841*t^8+21637902 *t^7-719986410*t^6+9538336743*t^5-39482604549*t^4+21611205000*t^3)*Dt^8+(11880*t^8-2457312*t^7+171267096*t^6-4831398000*t^5+52373179560*t^4-167981315184*t^3+64833615000*t^2)*Dt^7+(63987*t^7-11492052*t^6+677621802*t^5-15585074700*t^4+130174390851*t^3-292175560728*t^2+64833615000*t)*Dt^6+(179487*t^6-27253512*t^5+1307759310*t^4-23098898160*t^3+134401840659*t^2-173155247424*t+12966723000)*Dt^5+(246730*t^5-30475016*t^4+1120850848*t^3-13742174184*t^2+45732936798*t-20101793976)*Dt^4+(145750*t^4-13787488*t^3+350800008*t^2-2444401536*t+2760323346)*Dt^3+(28501*t^3-1857986*t^2+26593653*t-61607568)*Dt^2+(1023*t^2-36868*t+169125)*Dt;

PFEqualMass11 := -12+t-(-t^12+364*t^11-48048*t^10+2846272*t^9-75851776*t^8+791691264*t^7-2123366400*t^6)*Dt^11-(-66*t^11+22022*t^10-2642640*t^9+140890464*t^8-3337478144*t^7+30480113664*t^6-70071091200*t^5)*Dt^10-(-1705*t^10+516516*t^9-55668756*t^8+2629705936*t^7-54234905088*t^6+421184323584*t^5-796262400000*t^4)*Dt^9-(-22275*t^9+6054048*t^8-577049616*t^7+23661742104*t^6-413036822016*t^5+2618621706240*t^4-3822059520000*t^3)*Dt^8-(-159027*t^8+38191296*t^7-3154675524*t^6+109188057888*t^5-1549455376896*t^4+7537632215040*t^3-7644119040000*t^2)*Dt^7-(-627396*t^7+130498368*t^6-9085864788*t^5+255018975120*t^4-2766643375104*t^3+9312209141760*t^2-5350883328000*t)*Dt^6-(-1323652*t^6+231991760*t^5-13081502980 *t^4+280020435264*t^3-2095141837824*t^2+3991769579520*t-764411904000)*Dt^5-(-1379400*t^5+195755560*t^4-8404701760*t^3+123688607040*t^2-521919498240*t+332784599040)*Dt^4-(-611501*t^4+66013220*t^3-1941666384*t^2+16005356928*t-22400243712)*Dt^3-(-86526*t^3+6369090*t^2-103770912*t+277575552)*Dt^2-(-2047*t^2+81924*t-417984)*Dt;
PFEqualMass12 := -13+t-990*epsilon+78*epsilon*t+2717*epsilon^2*t+55770*epsilon^3*t+749463*epsilon^4*t+6926634*epsilon^5*t+44990231*epsilon^6*t+206070150*epsilon^7*t+657206836*epsilon^8*t+1414014888*epsilon^9*t+1931559552*epsilon^10*t-33473*epsilon^2-661650*epsilon^3-8467899*epsilon^4-73334250*epsilon^5-435345779*epsilon^6-1748673630*epsilon^7-4528243588*epsilon^8-6624674760*epsilon^9-2931435648*epsilon^10+4854833280*epsilon^11+5269017600*epsilon^12+1486442880*epsilon^11*t+(t^13-455*t^12+77077*t^11-6092515*t^10+230673443*t^9-3841278805*t^8+21878089479*t^7-18261468225*t^6)*Dt^12+(78*epsilon*t^12-30030*epsilon*t^11+78*t^12+4162158*epsilon*t^10-32760*t^11-255885630*epsilon*t^9+5087082*t^10+6920203290*epsilon*t^8-365550900*t^9-69143018490*epsilon*t^7+12456365922*t^8+131268536874*epsilon*t^6-184381382640*t^7+109568809350*epsilon*t^5+918879758118*t^6-657412856100*t^5)*Dt^11+(2717*epsilon^2*t^11-869869*epsilon^2*t^10+5148*epsilon*t^11+96112445*epsilon^2*t^9-1816815*epsilon*t^10+2431*t^11-4399637957*epsilon^2*t^8+228918690*epsilon*t^9-934934*t^10+77721825727*epsilon^2*t^7-12666338685*epsilon*t^8+131763775*t^9-349390106879*epsilon^2*t^6+304488944760*epsilon*t^7-8500371022*t^8-354659389209*epsilon^2*t^5-2662006211865*epsilon*t^6+256512649757*t^7-273922023375*epsilon^2*t^4+4331861716842*epsilon*t^5-3303541338394*t^6+3013142257125*epsilon*t^4+13986721188837*t^5-8217660701250*t^4)*Dt^10+(55770*epsilon^3*t^10-14534520*epsilon^3*t^9+149435*epsilon^2*t^10+1237437630*epsilon^3*t^8-43493450*epsilon^2 *t^9+132990*epsilon*t^10-39560435772*epsilon^3*t^7+4325060025*epsilon^2*t^8-42612570*epsilon*t^9+39325*t^10+384937283094*epsilon^3*t^6-175985518280*epsilon^2*t^7+4822234560*epsilon*t^8-13713700*t^9-29566379808*epsilon^3*t^5+2720263900445*epsilon^2*t^6-236399809932*epsilon*t^7+1732527225*t^8-961464238830*epsilon^3*t^4-10481703206370*epsilon^2*t^5+4946863826814*epsilon*t^6-98751246880*t^7+365229364500*epsilon^3*t^3-8866484730225*epsilon^2*t^4-36753646568898*epsilon*t^5+2583674901535*t^6-5478440467500*epsilon^2*t^3+48973810374180*epsilon*t^4-28119407835420*t^5+27026972973000*epsilon*t^3+96976096238475*t^4-43827523740000*t^3)*Dt^9+(749463*epsilon^4*t^9-154776765*epsilon^4*t^8+2509650*epsilon^3*t^9+9689800263*epsilon^4*t^7-588648060*epsilon^3*t^8+3138135*epsilon^2*t^9-194611174485*epsilon^4*t^6+44547754680*epsilon^3*t^7-820722045*epsilon^2*t^8+1737450*epsilon*t^9+621424903341*epsilon^4*t^5-1246153726818*epsilon^3*t^6+72350644509*epsilon^2*t^7-499458960*epsilon*t^8+359502*t^9+2583211662561*epsilon^4*t^4+10393306643538*epsilon^3*t^5-2564424239559*epsilon^2*t^6+49984351560*epsilon*t^7-112299330*t^8+4001346978165 *epsilon^4*t^3-665243545680*epsilon^3*t^4+33715719060393*epsilon^2*t^5-2126731765158*epsilon*t^6+12518358996*t^7-273922023375*epsilon^4*t^2-17306356298940*epsilon^3*t^3-106573014261315*epsilon^2*t^4+37651305724578*epsilon*t^5-617322841044*t^6+4930596420750*epsilon^3*t^2-72506514435165*epsilon^2*t^3-228005650130580*epsilon*t^4+13605300853662*t^5-32596720781625*epsilon^2*t^2+231749329208940*epsilon*t^3-120047378379186*t^4+93681331994250*epsilon*t^2+316368890848800*t^3-98611928415000*t^2)*Dt^8+(6926634*epsilon^5*t^8-1094477670*epsilon^5*t^7+26980668*epsilon^4*t^8+47008980018*epsilon^5*t^6-4952856480*epsilon^4*t^7+41827500*epsilon^3*t^8-475543368846*epsilon^5*t^5+271314407364*epsilon^4*t^6-8703298890*epsilon^3*t^7+32277960*epsilon^2*t^8-1063949490306*epsilon^5*t^4-4670668187640*epsilon^4*t^5+574232266608*epsilon^3*t^6-7473935040 *epsilon^2*t^7+12404106*epsilon*t^8-414263454354*epsilon^5*t^3+12428498066820*epsilon^4*t^4-13678829361834*epsilon^3*t^5+572597877852*epsilon^2*t^6-3150781920*epsilon*t^7+1899612*t^8-5117129541594*epsilon^5*t^2+41331386600976*epsilon^4*t^3+93830976979788*epsilon^3*t^4-17197831142856*epsilon^2*t^5+273240597630*epsilon*t^6-523311360*t^7+109568809350*epsilon^5*t+48016163737980*epsilon^4*t^2-2117096368590*epsilon^3*t^3+184666879127760*epsilon^2*t^4-9810644509848*epsilon*t^5+50412730368*t^6-2191376187000*epsilon^4*t-87380926040520*epsilon^3*t^2-447363843416640*epsilon^2*t^3+141075601526454*epsilon*t^4-2090119108896*t^5+16983165449250*epsilon^3*t-231691272645780*epsilon^2*t^2-653300110231296*epsilon*t^3+37238177035500*t^4-63549909423000*epsilon^2*t+448582689858114*epsilon*t^2-250113089410176*t^3+114389836961400*epsilon*t+452911603162680*t^2-78889542732000*t)*Dt^7+(44990231*epsilon^6*t^7-5184966787*epsilon^6*t^6+193945752*epsilon^5*t^7+135968133119*epsilon^6*t^5-26814702915*epsilon^5*t^6+346251906*epsilon^4*t^7-268012854635*epsilon^6*t^4+987188580378*epsilon^5*t^5-55472514097*epsilon^4*t^6+327927600*epsilon^3*t^7-3101796143795*epsilon^6*t^3-8322008954805*epsilon^5*t^4+2591282158556*epsilon^4 *t^5-59397463125*epsilon^3*t^6+173852679*epsilon^2*t^7-7160405016209*epsilon^6*t^2-14895292864284*epsilon^5*t^3-36784632481629*epsilon^4*t^4+3327517681488*epsilon^3*t^5-34953306388*epsilon^2*t^6+48936888*epsilon*t^7+2908614202461*epsilon^6*t-4349766270717*epsilon^5*t^2+75638531900938*epsilon^4*t^3-64917992077575*epsilon^3*t^4+2264964933413*epsilon^2*t^5-10766115360*epsilon*t^6+5715424*t^7-18261468225*epsilon^6-35819906791158*epsilon^5*t+188744386700557*epsilon^4*t^2+343591724320152*epsilon^3*t^3-55408132951728*epsilon^2*t^4+786870474390*epsilon*t^5-1360286928*t^6+383490832725*epsilon^5+139838423612040*epsilon^4*t+15024126687885*epsilon^3*t^2+456586666172401*epsilon^2*t^3-22899974735820*epsilon*t^4+110066467056*t^5-3195756939375*epsilon^4-127088505913320*epsilon^3*t-754331258432516*epsilon^2*t^2+251331548931876*epsilon*t^3-3682402938784*t^4+13422179145375*epsilon^3-268181097487101*epsilon^2*t-799590404015928*epsilon*t^2+49810716252408*t^3-29656624397400*epsilon^2+289861453303758*epsilon*t-229265744776992*t^2+32213229948900*epsilon+232380461214360*t-13148257122000)*Dt^6+(206070150*epsilon^7*t^6-16152476340*epsilon^7*t^5+944794851*epsilon^6*t^6+200932600050*epsilon^7*t^4-93329402166*epsilon^6*t^5+1842484644*epsilon^5*t^6+989907263304*epsilon^7*t^3+2039521996785 *epsilon^6*t^4-217587380010*epsilon^5*t^5+1983079098*epsilon^4*t^6+1866548817066*epsilon^7*t^2-3216154255620*epsilon^6*t^3+6623060595060*epsilon^5 *t^4-270435351186*epsilon^4*t^5+1273061790*epsilon^3*t^6+7989657645420*epsilon^7*t-27916165294155*epsilon^6*t^2-43744563066492*epsilon^5*t^3+10381219605120*epsilon^4*t^4-195611185770*epsilon^3*t^5+487666179*epsilon^2*t^6-629854637346*epsilon^7-42962430097254*epsilon^6*t-60519326708316*epsilon^5*t^2-114468816644748*epsilon^4*t^3+8957509022280*epsilon^3*t^4-82892673864*epsilon^2 *t^5+103244856*epsilon*t^6+8725842607383*epsilon^6-17925956838570*epsilon^5*t+158749868302002*epsilon^4*t^2-134793382784796*epsilon^3*t^3+4369320363135*epsilon^2*t^4-19139320200*epsilon*t^5+9321312*t^6-42911514699372*epsilon^5+264507201582846*epsilon^4*t+493423585831950*epsilon^3*t^2-81926323912656*epsilon^2*t^3+1132664848770*epsilon*t^4-1863205344*t^5+83402124670260*epsilon^4 +58681964236470*epsilon^3*t+466310089658529*epsilon^2*t^2-25117743037200*epsilon*t^3+121537634400*t^4-27434965701924*epsilon^3-414125254856136*epsilon^2 *t+189495304915332*epsilon*t^2-3081193883328*t^3-76446044747523*epsilon^2-335611333404840*epsilon*t+28485755038872*t^2+30871434460482*epsilon-73297286538336*t+24422978048040)*Dt^5+(657206836*epsilon^8*t^5-31273549580*epsilon^8*t^4+3091052250*epsilon^7*t^5+47480069800*epsilon^8*t^3-201905954250*epsilon^7*t^4+6298632340*epsilon^6*t^5+1260839597384*epsilon^8*t^2+2009326000500*epsilon^7*t^3-515934976830*epsilon^6*t^4+7272965700*epsilon^5*t^5 +3809850075812*epsilon^8*t+7424304474780*epsilon^7*t^2+8897089405356*epsilon^6*t^3-708739531500*epsilon^5*t^4+5209517313*epsilon^4*t^5-2546260053436*epsilon^8 +9332744085330*epsilon^7*t-9474653066104*epsilon^6*t^2+16871176931700*epsilon^5 *t^3-583405344795*epsilon^4*t^4+2371619250*epsilon^3*t^5+19974144113550*epsilon^7-56539638567360*epsilon^6*t-78423954354540*epsilon^5*t^2+17382118948731*epsilon^4*t^3-297830482950*epsilon^3*t^4+670365410*epsilon^2*t^5-38554232334282 *epsilon^6-79167240577320*epsilon^5*t-134389525190241*epsilon^4*t^2+10512805321200*epsilon^3*t^3-92692146820*epsilon^2*t^4+107593200*epsilon*t^5-23066060742840*epsilon^5+92331071995368*epsilon^4*t-110179739085840*epsilon^3*t^2+3741819829394*epsilon^2*t^3-16149833700*epsilon*t^4+7508501*t^5+76736610473880*epsilon^4+223367924548110*epsilon^3*t-48508837852274*epsilon^2*t^2+727441969800*epsilon*t^3-1209710775*t^4+34330638593670*epsilon^3+154732975555684*epsilon^2*t-11071573989120*epsilon*t^2+59703905919*t^3-36216245979938*epsilon^2+46747485528360*epsilon*t-1031329488221*t^2-26170358030940*epsilon+5308282864944*t-4488236039664)*Dt^4+(1414014888*epsilon^9*t^4-32564532000*epsilon^9*t^3+6572068360*epsilon^8*t^4-231223894416*epsilon^9 *t^2-250188396640*epsilon^8*t^3+13394559750*epsilon^7*t^4-559481625120*epsilon^9*t+284880418800*epsilon^8*t^2-694664770800*epsilon^7*t^3+15746580850*epsilon^6 *t^4-2601888147672*epsilon^9+5043358389536*epsilon^8*t+5026111530972*epsilon^7*t^2-1016499742440*epsilon^6*t^3+11782204434*epsilon^5*t^4+7619700151624*epsilon^8+12768483742848*epsilon^7*t+12592096496436*epsilon^6*t^2-898242194850*epsilon^5*t^3+5823327510*epsilon^4*t^4+9601299739278*epsilon^7-5737069708216*epsilon^6 *t+15198049799934*epsilon^5*t^2-506530402560*epsilon^4*t^3+1902035850*epsilon^3 *t^4-20025392820870*epsilon^6-39715285879806*epsilon^5*t+10620372682866*epsilon^4*t^2-184215731700*epsilon^3*t^3+396002750*epsilon^2*t^4-24576071810352*epsilon^5-46763480583084*epsilon^4*t+4532388229248*epsilon^3*t^2-41936672960*epsilon^2*t^3+47697078*epsilon*t^4+3493862188356*epsilon^4-26955693003036*epsilon^3*t+1169200203504*epsilon^2*t^2-5446090650*epsilon*t^3+2532530*t^4+15786578959974*epsilon^3-8534448019976*epsilon^2*t+167927355702*epsilon*t^2-308326200*t^3+8591584519418*epsilon^2-1425922880262*epsilon*t+10328484474*t^2+1945472640276*epsilon-98594070644*t+164854579968)*Dt^3+(1931559552*epsilon^10*t^3-9489740544*epsilon^10*t^2+8484089328*epsilon^9*t^3-201368433024*epsilon^10*t -146540394000*epsilon^9*t^2+16430170900*epsilon^8*t^3-708875785728*epsilon^10-693671683248*epsilon^9*t-463066644324*epsilon^8*t^2+18546313500*epsilon^7*t^3-839222437680*epsilon^9+257419782156*epsilon^8*t-703120017600*epsilon^7*t^2+13542059531*epsilon^6*t^3+2712749781956*epsilon^8+3022378589916*epsilon^7*t-631165638387*epsilon^6*t^2+6691128444*epsilon^5*t^3+4304116664712*epsilon^7+4626668181357*epsilon^6*t-363862023525*epsilon^5*t^2+2267125575*epsilon^4*t^3+599385592027*epsilon^6+3598402632282*epsilon^5*t-139009152852*epsilon^4*t^2+520334100*epsilon^3*t^3-2589127568289*epsilon^5+1679799466737*epsilon^4*t-35118433350*epsilon^3*t^2+77437217*epsilon^2*t^3-2310020124180*epsilon^4+490937925024*epsilon^3*t-5651595519*epsilon^2*t^2+6749028*epsilon*t^3-936177391134*epsilon^3+88291688127*epsilon^2*t-525449925*epsilon*t^2+261625*t^3 -207286959377*epsilon^2+8958810906*epsilon*t-21498774*t^2-24349564953*epsilon+393257367*t-1192207354)*Dt^2+(1486442880*epsilon^11*t^2+9709666560*epsilon^11*t +5794678656*epsilon^10*t^2-9825045120*epsilon^11-18979481088*epsilon^10*t+9898104216*epsilon^9*t^2-201368433024*epsilon^10-110942945520*epsilon^9*t+9858102540*epsilon^8*t^2-276656833320*epsilon^9-175568098728*epsilon^8*t+6388174650*epsilon^7*t^2-27460636644*epsilon^8-149194498860*epsilon^7*t+2834384553*epsilon^6*t^2+198651496242*epsilon^7-79420092774*epsilon^6*t+879682518*epsilon^5*t^2+192659672061*epsilon^6-28099343250*epsilon^5*t+191113065*epsilon^4*t^2+91968340212*epsilon^5-6734678544*epsilon^4*t+28498470*epsilon^3*t^2+26576320671*epsilon^4-1083304200*epsilon^3*t+2779491*epsilon^2*t^2+4864588818*epsilon^3-112156638*epsilon^2*t+159666*epsilon*t^2+553657323*epsilon^2-6758730*epsilon*t+4095*t^2+35860848*epsilon-180228*t+1011933)*Dt+479001600*epsilon^12*t;
PFEqualMass13 := -14+t-(-t^14+560*t^13-119392*t^12+12263680*t^11-633721088*t^10 +15658639360*t^9-157294854144*t^8+416179814400*t^7)*Dt^13-(-91*t^13+47320*t^12-9312576*t^11+876853120*t^10-41191870720*t^9+916030402560*t^8-8179332415488*t^7+18936181555200*t^6)*Dt^12-(-3367*t^12+1614704*t^11-290899752*t^10+24851349952*t^9-1047681375104*t^8+20622693709824*t^7-160111621619712*t^6+314631939686400*t^5)*Dt^11-(-66066*t^11+28980952*t^10-4731269400*t^9+362057233824*t^8-13474018894336*t^7+229698979851264*t^6-1504831937495040*t^5+2403438428160000*t^4)*Dt^10-(-752752*t^10+299035880*t^9-43682437656*t^8+2945850526528*t^7-94707664006928*t^6+1357441119111168*t^5-7190787115008000*t^4+8739776102400000*t^3)*Dt^9-(-5135130*t^9+1824476940*t^8-234649711296*t^7+13649358838752*t^6-368100557916336*t^5+4252517472430080*t^4-17074924724551680*t^3+14158437285888000*t^2)*Dt^8-(-20912320*t^8+6539861328*t^7-724936410744*t^6+35323779908896*t^5-766236210195120*t^4+6692074688839680*t^3-18294528151388160*t^2+8390185058304000*t)*Dt^7-(-49329280*t^7+13294857576*t^6-1233655696728*t^5+48284762382640*t^4-790230464032800*t^3+4689430858506240*t^2-7098254038794240*t+1048773132288000)*Dt^6-(-63436373*t^6+14311976952*t^5-1065889147344*t^4+31422096669632*t^3-348562874892960*t^2+1143246987509760*t-561027111321600)*Dt^5 -(-40075035*t^5+7254838500*t^4-406316828400*t^3+8093073947520*t^2-49387266694080*t+52320382894080)*Dt^4-(-10391745*t^4+1412392824*t^3-53217694236 *t^2+578452162944*t-1125267393600)*Dt^3-(-788970*t^3+71678988*t^2-1455385428*t+4928735616)*Dt^2-(-8191*t^2+393220*t-2408700)*Dt;
PFEqualMass14 := -15+t-1547*epsilon+105*epsilon*t+5005*epsilon^2*t+143325*epsilon^3*t+2749747*epsilon^4*t+37312275*epsilon^5*t+368411615*epsilon^6*t+2681453775*epsilon^7*t+14409322928*epsilon^8*t+56663366760*epsilon^9*t+159721605680*epsilon^10*t-72163*epsilon^2-2012647*epsilon^3-37370333*epsilon^4-486567081*epsilon^5-4554547569*epsilon^6-30877908061*epsilon^7-150403036784*epsilon^8-512226266552*epsilon^9-1146974050768*epsilon^10-1441483981392*epsilon^11-398007600768*epsilon^12+310989260400*epsilon^11*t+392156797824*epsilon^12*t +283465647360*epsilon^13*t+(t^15-680*t^14+179452*t^13-23434840*t^12+1601489318*t^11-55742803480*t^10+886165820604*t^9-4940831601000*t^8+4108830350625*t^7)*Dt^14+(105*epsilon*t^14-61880*epsilon*t^13+105*t^14+13817804*epsilon*t^12-66640*t^13-1476394920*epsilon*t^11+16330132*t^12+78472976582*epsilon*t^10-1968526560*t^11-1950998121800*epsilon*t^9+123314677486*t^10+18609482232684*epsilon*t^8-3901996243600*t^9-34585821207000*epsilon*t^7+55828446698052*t^8-28761812454375*epsilon*t^6-276686569656000*t^7+201332687180625*t^6)*Dt^13+(5005*epsilon^2*t^13 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*t+7235853239070)*Dt^3+(392156797824*epsilon^12*t^3-1257091104384*epsilon^12*t^2+1865935562400*epsilon^11*t^3-48994124579712*epsilon^12*t-31710068361504*epsilon^11*t^2+3993040142000*epsilon^10*t^3-213431147010432*epsilon^12-220912277428512*epsilon^11*t-116763044711328*epsilon^10*t^2+5099703008400*epsilon^9*t^3-414368648834400*epsilon^11-62496088227792*epsilon^10*t-205116256844304*epsilon^9*t^2+4337206201328*epsilon^8*t^3+714840601770368*epsilon^10+780078153999216*epsilon^9*t-217245744280216*epsilon^8*t^2+2590284346650*epsilon^7*t^3+1838634701243472*epsilon^9+1581951424597440*epsilon^8*t-152706448611522*epsilon^7*t^2+1114445135375*epsilon^6*t^3+929987322000520*epsilon^8+1559930285444958*epsilon^7*t-74561577538814*epsilon^6*t^2+348123525750*epsilon^5*t^3-686568127219302*epsilon^7+949634467072335*epsilon^6*t-25769010812922*epsilon^5*t^2+78370539247*epsilon^4*t^3-1151623840543188*epsilon^6+384505896997782*epsilon^5*t-6299630200086*epsilon^4*t^2+12401338950*epsilon^3*t^3-705435146585478*epsilon^5+105980244367347*epsilon^4*t-1067211142374*epsilon^3*t^2+1309433125*epsilon^2*t^3-249035840567564*epsilon^4+19725612569754*epsilon^3*t-119303437658*epsilon^2*t^2+82841850*epsilon*t^3-54901781978562*epsilon^3+2378343125757*epsilon^2*t-7920528174*epsilon*t^2+2375101*t^3-7495903479916*epsilon^2+167974727202*epsilon*t-236593114*t^2-582436872258*epsilon+5281830225*t-19751923260)*Dt^2+(283465647360*epsilon^13*t^2+2488122524160*epsilon^13*t+1176470393472*epsilon^12*t^2+306347408640*epsilon^13-2514182208768*epsilon^12*t+2176924822800*epsilon^11*t^2-48994124579712*epsilon^12-24023013537120*epsilon^11*t+2395824085200*epsilon^10*t^2-86309058841968*epsilon^11-44301049615680*epsilon^10*t+1756564369560*epsilon^9*t^2-31565550001296*epsilon^10-43555539124240*epsilon^9*t+907787344464*epsilon^8*t^2+45156222237528*epsilon^9-27356485675376*epsilon^8*t+340544629425*epsilon^7*t^2+63227289246720*epsilon^8-11801217955670*epsilon^7*t+93944961825*epsilon^6*t^2+38917905169545*epsilon^7-3614695178380*epsilon^6*t+19066572525*epsilon^5*t^2 +14763518580123*epsilon^6-795343001310*epsilon^5*t+2812991181*epsilon^4*t^2+3756500524893*epsilon^5-125070486684*epsilon^4*t+293386275*epsilon^3*t^2+656518425447*epsilon^4-13730997410*epsilon^3*t+20495475*epsilon^2*t^2+78092374203*epsilon^3-1000232740*epsilon^2*t+860055*epsilon*t^2+6057105393*epsilon^2-43450810*epsilon*t+16383*t^2+276697719*epsilon-851972*t+5652765)*Dt+1244061262080*epsilon^13+1133317785600*epsilon^14+87178291200*epsilon^14*t;
PFEqualMass15 := -16+t-(-t^16+816*t^15-262752*t^14+42828032*t^13-3773223168*t^12+177891237888*t^11-4165906530304*t^10+40683662475264*t^9-106542032486400*t^8) *Dt^15-(-120*t^15+91800*t^14-27588960*t^13+4175733120*t^12-339590085120*t^11+14676027125760*t^10-312442989772800*t^9+2746147217080320*t^8-6392521949184000*t^7)*Dt^14-(-6020*t^14+4295424*t^13-1197574248*t^12+167094655936*t^11-12433649614464*t^10+487249767192576*t^9-9302563281747968*t^8+72307455572312064*t^7-146175668571340800*t^6)*Dt^13-(-165620*t^13+109564728*t^12-28135311984*t^11 +3587450193184*t^10-241637766264960*t^9+8471334354103296*t^8-142545545818996736 *t^7+957594858833313792*t^6-1628814592652083200*t^5)*Dt^12-(-2757118*t^12+1679124408*t^11-393730633296*t^10+45391826267840*t^9-2730751120464144*t^8+84184349594001408*t^7-1220428360831860736*t^6+6868293328828366848*t^5-9397007265300480000*t^4)*Dt^11-(-28936908*t^11+16085995068*t^10-3408123335760*t^9+350563614841440*t^8-18517372672725696*t^7+490793626926231552*t^6-5943841361542250496*t^5+26809791528440954880*t^4-27564554644881408000*t^3)*Dt^10-(-193754990*t^10+97294473848*t^9-18381673520184*t^8+1658593477421216*t^7-75218511594299072*t^6+1662317094464888832*t^5-16097116026028032000*t^4+54430562648693145600*t^3-37588029061201920000*t^2)*Dt^9-(-820784250*t^9+367487910504*t^8-60876317552544*t^7+4712065670282544*t^6-177956323820273664*t^5 +3139362811635056640*t^4-22749679754147266560*t^3+51638375079298990080*t^2-19330986374332416000*t)*Dt^8-(-2141764053*t^8+840818016168*t^7-119441207978568*t^6+7692745586998272*t^5-231618961031737344*t^4+3053017679507619840*t^3-14835477738128670720*t^2+18297779032990679040*t-2147887374925824000)*Dt^7-(-3281882604*t^7+1104953431764*t^6-130551973196904*t^5+6696927272011200*t^4-150427919136262656*t^3+1327275365068800000*t^2-3503078424151326720*t+1364516914184847360)*Dt^6-(-2734926558*t^6+765873035952*t^5-72016684881420*t^4+2751484971977472*t^3-41264274780135936*t^2+197154431876136960*t-164230353487134720)*Dt^5-(-1096190550*t^5+244162835580*t^4-17067285152040*t^3+433778605718400*t^2-3502350336245760*t+5240294176849920)*Dt^4-(-171798901*t^4+28374310700*t^3-1312578712000*t^2+17797870024704*t-44331143251968)*Dt^3-(-7141686*t^3+774447750*t^2-18857526960*t+77142491136)*Dt^2-(-32767*t^2+1835012*t -13107520)*Dt;
PFEqualMass16 := -17+t-2280*epsilon+136*epsilon*t+8500*epsilon^2*t+323680*epsilon^3*t+8394022*epsilon^4*t+156952432*epsilon^5*t+2185031420*epsilon^6*t+23057159840*epsilon^7*t+185953177553*epsilon^8*t+1146901283528*epsilon^9*t+5374523477960*epsilon^10*t-140180*epsilon^2-5234880*epsilon^3-132608294*epsilon^4-2409672720*epsilon^5-32381574940*epsilon^6-326814671040*epsilon^7-2488531949761*epsilon^8-14219492206920*epsilon^9-59943887665480*epsilon^10-180084900166080*epsilon^11-359213750918928*epsilon^12+18861567058880*epsilon^11 *t+48366009233424*epsilon^12*t+87077748875904*epsilon^13*t-395617841470080*epsilon^13-49084087622400*epsilon^14+391484959488000*epsilon^15+102992244837120 *epsilon^14*t+70734282393600*epsilon^15*t+(t^17-969*t^16+375972*t^15-75296468*t^14+8374158078*t^13-518573216382*t^12+16995836026324*t^11-261042753755556*t^10+1432009163039625*t^9-1187451971330625*t^8)*Dt^16+(136*epsilon*t^16-116280*epsilon*t^15+136*t^16+39101088*epsilon*t^14-124032*t^15-6626089184*epsilon*t^13 +45116640*t^14+602939381616*epsilon*t^12-8433204416*t^13-29040100117392*epsilon *t^11+870912440112*t^12+679833441052960*epsilon*t^10-49783028772672*t^11-6265026090133344*epsilon*t^9+1495633570316512*t^10+11456073304317000*epsilon*t^8-20883420300444480*t^9+9499615770645000*epsilon*t^7+103104659738853000*t^8-75996926165160000*t^7)*Dt^15+(8500*epsilon^2*t^15-6352764*epsilon^2*t^14+16320*epsilon*t^15+1828557264*epsilon^2*t^13-13081500*epsilon*t^14+7820*t^15-257685911600*epsilon^2*t^12+4105614240*epsilon*t^13-6682224*t^14+18689808021144 *epsilon^2*t^11-646043695440*epsilon*t^12+2266777824*t^13-669912929128776*epsilon^2*t^10+54264544345440*epsilon*t^11-393004565200*t^12+10229307082478992*epsilon^2*t^9-2395808259684840*epsilon*t^10+37407692336664*t^11-42165856696754160*epsilon^2*t^8+50987508078972000*epsilon*t^9-1956079088802096*t^10-42410021209843500*epsilon^2*t^7-422889261084000720*epsilon*t^8+53273994575854592*t^9-33248655197257500*epsilon^2*t^6+687364398259020000*epsilon*t^7-666864481821479280*t^8+498729827958862500*epsilon*t^6+2910421060457701500*t^7-1861924691046420000*t^6)*Dt^14+(323680*epsilon^3*t^14-209187720*epsilon^3*t^13+892500*epsilon^2*t^14+50784654336*epsilon^3*t^12-622570872*epsilon^2*t^13+818720*epsilon*t^14-5824840303776*epsilon^3*t^11+166398711024*epsilon^2*t^12-612097920*epsilon*t^13+249900*t^14+325277959536192*epsilon^3*t^10-21645616574400*epsilon^2*t^11+178214898576*epsilon*t^12-199040352*t^13-8123649123231216*epsilon^3*t^9+1439115217628088*epsilon^2*t^10-25851559973616*epsilon*t^11+62580283584*t^12+67758730610831360*epsilon^3*t^8-46893905039014320*epsilon^2*t^9+1986762589058832*epsilon*t^10-9989735421120*t^11+1629710212324320*epsilon^3*t^7+644446346196176496*epsilon^2*t^8-79535468923916976*epsilon*t^9+868584573264408*t^10-144188673747300000*epsilon^3 *t^6-2361287975018232960*epsilon^2*t^7+1517784310524349360*epsilon*t^8-41093205828753120*t^9+66497310394515000*epsilon^3*t^5-2078091039282331500*epsilon^2*t^6-11128660020152433360*epsilon*t^7+1000638785030332896*t^8-1396443518284815000*epsilon^2*t^5+15673587228829530000*epsilon*t^6-11031301403442794880*t^7+9708607317599190000*epsilon*t^5+41568065418351433500*t^6-22343096292557040000*t^5)*Dt^13+(8394022*epsilon^4*t^13-4631942094*epsilon^4 *t^12+29454880*epsilon^3*t^13+931622522688*epsilon^4*t^11-17676362340*epsilon^3 *t^12+38675000*epsilon^2*t^13-84607553180592*epsilon^4*t^10+3961203038208*epsilon^3*t^11-25031801028*epsilon^2*t^12+22524320*epsilon*t^13+3465100347770940*epsilon^4*t^9-416476081719984*epsilon^3*t^10+6168793301502*epsilon^2*t^11-15612973740*epsilon*t^12+4910178*t^13-53895450516461052*epsilon^4*t^8+21143067369852480*epsilon^3*t^9-734386743374466*epsilon^2*t^10+4186878797088*epsilon*t^11-3623174334*t^12+137748812754017840*epsilon^4*t^7-475233473709026136*epsilon^3*t^8+44283672861050694*epsilon^2*t^9-555007059842664*epsilon*t^10+1048145503314*t^11+591911253230333760*epsilon^4*t^6+3523453991763230720*epsilon^3*t^7-1294295080460478066*epsilon^2*t^8+38608220139181680*epsilon*t^9-152690757181014*t^10+933769228305768750*epsilon^4 *t^5+74151814660756560*epsilon^3*t^6+15729781256534015482*epsilon^2*t^7-1382546657579336496*epsilon*t^8+11995472578948974*t^9-83121637993143750*epsilon^4*t^4-5623358276144700000*epsilon^3*t^5-49975717674759678630*epsilon^2*t^6+23246425325028742720*epsilon*t^7-506465531198140314*t^8+2161162587821737500*epsilon^3*t^4-37774405880065653750*epsilon^2*t^5-147180085169591106360*epsilon*t^6+10834009874616228102*t^7-20863531136279081250*epsilon^2*t^4+173418780233355930000*epsilon*t^5-102769131211271464050*t^6+88607666100691237500*epsilon*t^4+323846398045206855000*t^5-139644351828481500000*t^4)*Dt^12+(156952432*epsilon^5*t^12-72844419960*epsilon^5*t^11+654733716*epsilon^4*t^12+11871735484752*epsilon^5*t^10-333499830768*epsilon^4*t^11+1089830560*epsilon^3*t^12-822912610612560*epsilon^5*t^9+61487086497408*epsilon^4*t^10-603172325340*epsilon^3*t^11+904995000*epsilon^2*t^12+22937929244834160*epsilon^5*t^8-5076453190835520*epsilon^4*t^9+123735325405692*epsilon^3*t^10-539715945600*epsilon^2*t^11+374968048*epsilon*t^12-173048201568646080*epsilon^5*t^7+187115418779630760*epsilon^4*t^8-11802718687680180*epsilon^3*t^9+121600169781948*epsilon^2*t^10-239275228140*epsilon*t^11+62022324*t^12-426267294470099344*epsilon^5*t^6-2586981624790130496 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*epsilon^7*t-58537448992177557639*epsilon^6*t^2+2069603214587449200*epsilon^5*t^3-12316835586029492*epsilon^4*t^4+12971487328800*epsilon^3*t^5+83134874632551637590*epsilon^7+159961179505417153731*epsilon^6*t-35059417326056376360*epsilon^5*t^2+719688838756295625*epsilon^4*t^3-2710274128095150*epsilon^3*t^4+1791518820000*epsilon^2*t^5+47318154191527952817 *epsilon^6+143558949534482779560*epsilon^5*t-14112974275177657635*epsilon^4*t^2 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*epsilon^6*t+476653610381178990*epsilon^5*t^2-3139607706981136*epsilon^4*t^3+3363600021600*epsilon^3*t^4+6899027442582700422*epsilon^6-4438551634296823710*epsilon^5*t+124220455637310990*epsilon^4*t^2-527674234916310*epsilon^3*t^3+360025575000*epsilon^2*t^4+5175256013699968170*epsilon^5-1328946236331022620*epsilon^4*t+22554820844393170*epsilon^3*t^2-59517684830176*epsilon^2*t^3+23364650536*epsilon*t^4+2096871046396026930*epsilon^4-269187024793263906*epsilon^3*t+2715820804956810*epsilon^2*t^2-4043339274750*epsilon*t^3+694337290*t^4+520791442112715462*epsilon^3-35414821202176404*epsilon^2*t+195098518593530*epsilon*t^2-125080677640*t^3+79556950037616018*epsilon^2-2737262803912218*epsilon*t+6333082312110*t^2+6898926289396086*epsilon-94477513286892*t+260965076790204)*Dt^3+(102992244837120*epsilon^14*t^3-142359450220800*epsilon^14*t^2+522466493255424*epsilon^13*t^3-14730745357152000*epsilon^14*t-8651738839403520*epsilon^13*t^2+1209150230835600*epsilon^12*t^3-77340547668960000*epsilon^14-82157164067923200*epsilon^13*t-36404227397773872*epsilon^12*t^2+1697541035299200*epsilon^11*t^3-206524058408640000*epsilon^13-63033515004321360*epsilon^12*t-71819148466498320*epsilon^11*t^2+1617731566865960*epsilon^10*t^3+197359609795254000*epsilon^12+231760934658882720*epsilon^11*t-86257234031538184*epsilon^10*t^2+1107906639888048*epsilon^9*t^3+838706268234870000*epsilon^11+617223471290603256 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+34373520090*epsilon^4*t^2+99154600275582*epsilon^5-1836452408518*epsilon^4*t+2651262880*epsilon^3*t^2+11876680713228*epsilon^4-146958127890*epsilon^3*t+139255500*epsilon^2*t^2+1004007640914*epsilon^3-7960695430*epsilon^2*t+4456312*epsilon*t^2+56878282266*epsilon^2-261489210*epsilon*t+65535*t^2+1938995874*epsilon-3932164*t+30081381)*Dt+313841848320000*epsilon^16+20922789888000*epsilon^16*t;
PFEqualMass17 := -18+t-(-t^18+1140*t^17-527136*t^16+127959680*t^15-17649505536*t^14+1400415544320*t^13-61802667606016*t^12+1390437378293760*t^11-13288048674471936*t^10+34519618525593600*t^9)*Dt^17-(-153*t^17+164730*t^16-71690496*t^15+16314859200*t^14-2100291158784*t^13+154745917647360*t^12-6303872095813632*t^11+130005894870466560*t^10-1129484137330114560*t^9+2640750817207910400*t^8)*Dt^16-(-9996*t^16+10124112*t^15-4127746200*t^14+875913766944*t^13-104574124896384*t^12+7100175953573376*t^11-264536608364494848 *t^10+4944434764002951168*t^9-38498284234522755072*t^8+79533201082967654400*t^7)*Dt^15-(-367200*t^15+348258600*t^14-132313267800*t^13+26015504789040*t^12-2858762825268480*t^11+177235293580773120*t^10-5971727016547123200*t^9+99738735803359395840*t^8-683439896316000337920*t^7+1217852141582942208000*t^6)*Dt^14-(-8408778*t^14+7428586560*t^13-2613569326992*t^12+472593047566848*t^11-47366223981473616*t^10+2651612051875178304*t^9-79671347871671900160*t^8+1167841033896067596288*t^7-6877014960698969554944*t^6+10229957989296714547200*t^5)*Dt^13-(-125854638*t^13+102927063720*t^12-33285775260816*t^11+5485551743566752*t^10-495922353246699600*t^9+24721607063747921184*t^8-650668651854014177280*t^7+8175936515545017483264*t^6-40063011412001094107136*t^5+47496233521734746112000*t^4)*Dt^12-(-1256328866*t^12+944197822256*t^11-278171151521952*t^10+41323065487574336*t^9-3323437905074748992*t^8+144933613773401339136*t^7-3264368074882449223680*t^6+34059014406107964112896*t^5-132684263126732478873600*t^4+116913805591962451968000*t^3)*Dt^11-(-8391004908 *t^11+5744255816728*t^10-1524932828047200*t^9+201406827319216992*t^8-14158066311831806848*t^7+527726942940953492352*t^6-9854513339041767813120*t^5+81604478189521171906560*t^4-235975772787768651939840*t^3+137791270876241461248000*t^2)*Dt^10-(-37112163803*t^10+22892292536100*t^9-5401752294199776*t^8+623251523611205504*t^7-37416269843586315360*t^6+1154993953682260106496*t^5-17095720423817212416000*t^4+104968278552516703027200 *t^3-201235967135784212889600*t^2+62632395852837027840000*t)*Dt^9-(-106175395755*t^9+58217585359050*t^8-11998228681247616*t^7+1181665444093880256*t^6-58701518239223492640*t^5+1434753629853600637440*t^4-15728628977436738355200*t^3+64004724471178183311360*t^2-65605898717748925562880*t+6263239585283702784000)*Dt^8-(-189036065010*t^8+90542223347496*t^7-15924788705519148*t^6+1297041376590309168*t^5-50967365690416564512*t^4+921451782584629923840*t^3-6687210884517244108800*t^2+14557448947815866695680*t-4610673689198560542720)*Dt^7-(-197462483400*t^7+80722956309492*t^6-11737083286484892*t^5+755476171343941320*t^4-21925572911438793408*t^3+261892917883824675840*t^2-1014942818544979968000*t+683522154642769182720)*Dt^6- (-110687251039*t^6+37400416857272*t^5-4293529994242720*t^4+203729331991378464*t^3-3894753825817103808*t^2+24740720821027584000*t-29531008751874048000)*Dt^5-(-28958095545*t^5+7717254244000*t^4-651523536201160*t^3+20278147275515520*t^2-204791537173576320*t+396714809234165760)*Dt^4-(-2798806985*t^4+546654352832*t^3 -30090563756700*t^2+489938232886848*t-1485677909775744)*Dt^3-(-64439010*t^3+8133733104*t^2-231043134900*t+1106270281152)*Dt^2-(-131071*t^2+8388612*t-68419980)*Dt;
PFEqualMass18 := -19+t-3213*epsilon+171*epsilon*t+13566*epsilon^2*t+662796*epsilon^3*t+22323822*epsilon^4*t+549789282*epsilon^5*t+10246937272*epsilon^6*t+147560703732*epsilon^7*t+1661573386473*epsilon^8*t+14710753408923*epsilon^9*t+102417740732658*epsilon^10*t-251634*epsilon^2-12110868*epsilon^3-400774218*epsilon^4-9665717166*epsilon^5-175679673208*epsilon^6-2453775764076*epsilon^7-26607586615467*epsilon^8-224649980584029*epsilon^9-1471204285384782*epsilon^10-7388206071553944*epsilon^11-27836501112595936*epsilon^12+557921681547048*epsilon^11*t+2353125040549984*epsilon^12*t+7551527592063024*epsilon^13*t-75639397447251792*epsilon^13-137048166825185376*epsilon^14-133893550545818112*epsilon^15+17950712280921504*epsilon^14*t+30321254007719424*epsilon^15*t+3122126394416640*epsilon^16+34012249593822720*epsilon^16*t+149923343588659200*epsilon^17+22376988058521600*epsilon^17*t+(t^19-1330*t^18+725781*t^17-211022360 *t^16+35556183026*t^15-3541644282540*t^14+204200767140226*t^13-6396539559258520 *t^12+95668443268795341*t^11-518142759828635250*t^10+428670161650355625*t^9)*Dt^18+(171*epsilon*t^18-203490*epsilon*t^17+171*t^18+97980435*epsilon*t^16-215460 *t^17-24689616120*epsilon*t^15+111044493*t^16+3520062119574*epsilon*t^14-30387219840*t^15-286873186885740*epsilon*t^13+4800084708510*t^14+12864648329834238*epsilon*t^12-446247179600040*t^13-287844280166633400*epsilon*t^11+23891489755406442*t^12+2583047968257474207*epsilon*t^10-690826272399920160 *t^11-4663284838457717250*epsilon*t^9+9471175883610738759*t^10-3858031454853200625*epsilon*t^8-46632848384577172500*t^9+34722283093678805625*t^8)*Dt^17+(13566*epsilon^2*t^17-14339262*epsilon^2*t^16+26163*epsilon*t^17+6035548284*epsilon^2*t^15-29404305*epsilon*t^16+12597*t^17-1301850779064*epsilon^2*t^14+13325339160*epsilon*t^15-14983647*t^16+154349079949428*epsilon^2 *t^13-3147926055300*epsilon*t^14+7263627876*t^15-10025560632529476*epsilon^2*t^12+418887392229306*epsilon*t^13-1861942333404*t^14+334517954539700208*epsilon^2 *t^11-31699487150874270*epsilon*t^12+274218250183878*t^13-4879519849064601048*epsilon^2*t^10+1312194129643092276*epsilon*t^11-23638913346648546*t^12+19546396758079762014*epsilon^2*t^9-26913440195580222900*epsilon*t^10+1166079206263258068*t^11+19595279067999599250*epsilon^2*t^8+219559077301885307595*epsilon*t^9-30831580634288478828*t^10+15432125819412802500*epsilon^2*t^7-356741290142015369625*epsilon*t^8+383001104043810769581*t^9-262346138930017642500*epsilon*t^7-1689510467659850256375*t^8+1111113058997721780000*t^7)*Dt^16+(662796*epsilon^3*t^16-617144472*epsilon^3*t^15+1844976*epsilon^2*t^16+224635343580*epsilon^3*t^14-1835425536*epsilon^2*t^15+1709316*epsilon*t^16-40866909723360*epsilon^3*t^13 +724265794080*epsilon^2*t^14-1807153992*epsilon*t^15+527136*t^16+3943084118769432*epsilon^3*t^12-145807287255168*epsilon^2*t^13+767236079700*epsilon*t^14-589524096*t^15-197131189868856144*epsilon^3*t^11+16052304314740512 *epsilon^2*t^12-169005195984240*epsilon*t^13+267553303200*t^14+4579070902559766936*epsilon^3*t^10-962453820722829696*epsilon^2*t^11+20856214422264312*epsilon*t^12-63894374902848*t^13-36379987801109303904*epsilon^3*t^9+29437579999493618304*epsilon^2*t^10-1454410823792206464*epsilon*t^11+8716748568283392*t^12-1995699325995963684*epsilon^3*t^8-390361587925168083840*epsilon^2*t^9+55060880827405844088*epsilon*t^10-691405654212518976*t^11+73293152819917257000*epsilon^3*t^7+1407340566581742865008*epsilon^2*t^8-1023402436007436679824*epsilon*t^9+31131632802990635520*t^10-36008293578629872500*epsilon^3*t^6+1254097860351974352000*epsilon^2*t^7+7480144824915725136324*epsilon*t^8-744066278225944040640*t^9+864199045887116940000*epsilon^2*t^6-10720561992465440403000*epsilon*t^7+8254880688588468341472*t^8-6877584073518305647500*epsilon*t^6-32023861366600470888000*t^7+18148179963629455740000*t^6)*Dt^15+(22323822*epsilon^4*t^15-18137916420*epsilon^4*t^14+79535520*epsilon^3*t^15+5637291894486 *epsilon^4*t^13-69428753100*epsilon^3*t^14+106086120*epsilon^2*t^15-849576141562512*epsilon^4*t^12+23586711075900*epsilon^3*t^13-98883562380*epsilon^2*t^14+62791200*epsilon*t^15+64881615042531516*epsilon^4*t^11-3984523698027600*epsilon^3*t^12+36388866769458*epsilon^2*t^13-62164160100*epsilon*t^14+13916778*t^15-2376503389797744312*epsilon^4*t^10+354877570689248880*epsilon^3*t^11-6794813660624808*epsilon^2*t^12+24593363896500*epsilon*t^13-14565852960*t^14+34274155833120621948*epsilon^4*t^9 -16263323164180631880*epsilon^3*t^10+689454498071604024*epsilon^2*t^11-5019555767171400*epsilon*t^12+6155465762712*t^13-81401237830537300176*epsilon^4 *t^8+343430317691982520200*epsilon^3*t^9-37813002251493363504*epsilon^2*t^10+570130634248353360*epsilon*t^11-1360709963174016*t^12-354025310788521358506*epsilon^4*t^7-2455649176574878013520*epsilon^3*t^8+1048307095340663438988*epsilon^2*t^9-36302246884548960480*epsilon*t^10+170642399231927868*t^11-561193977648947926500*epsilon^4*t^6-119741959559757821040*epsilon^3*t^7-12457640712063273919608*epsilon^2*t^8+1242738976840635299400*epsilon*t^9-12338936726005641792*t^10+54012440367944808750*epsilon^4*t^5+3847890523045655992500*epsilon^3*t^6+39635501378162731772400*epsilon^2*t^7-20635472078457574668120*epsilon*t^8+501364353938905751160*t^9-1620373211038344262500*epsilon^3*t^5+30947303557708618657500*epsilon^2*t^6+132643618180228665242640*epsilon*t^7-10677922028522115846912*t^8+18094167523261510931250*epsilon^2*t^5-163279259645378407177500*epsilon*t^6+103872298164422924639466*t^7-89120526607108934437500*epsilon*t^5-345862765879609497876000*t^6+163333619672665101660000*t^5)*Dt^14+(549789282*epsilon^5*t^14-385528491180*epsilon^5*t^13+2344001310*epsilon^4*t^14+100776735689994*epsilon^5*t^12-1777515809160*epsilon^4*t^13+3990031920*epsilon^3*t^14-12302232510793680*epsilon^5*t^11+512993562398226*epsilon^4*t^12-3248649884340*epsilon^3*t^13+3390143400*epsilon^2*t^14+716361776629610436*epsilon^5*t^10-71364395891251008*epsilon^4*t^11+1023838096222578*epsilon^3*t^12 -2945400268440*epsilon^2*t^13+1437901038*epsilon*t^14-17806538783853521928*epsilon^5*t^9+4995884358274926732*epsilon^4*t^10-159438241532208912*epsilon^3*t^11+1004600321875878*epsilon^2*t^12-1326002700960*epsilon*t^13+243577530*t^14+122899231694303554212*epsilon^5*t^8-166355237285842101840*epsilon^4*t^9+12992203357528699200*epsilon^3*t^10-172710453285875232*epsilon^2*t^11+485787119013924*epsilon*t^12-237313836480*t^13+310813540404563678256*epsilon^5*t^7+2159271817486599182724*epsilon^4*t^8-539823813176208597672*epsilon^3*t^9+16007173384462927128*epsilon^2*t^10-91182296854058592*epsilon*t^11+92790374417832*t^12+305520534844583452506*epsilon^5*t^6-4558469318510088809856*epsilon^4*t^7+10219036198859070229572*epsilon^3*t^8-794186552713088280480*epsilon^2*t^9+9445803951891813324*epsilon*t^10-18843162297208704*t^11+1448817893989936060500*epsilon^5*t^5-17347240228637546566794*epsilon^4*t^6-64534043079516382305456*epsilon^3*t^7+19679158507259347827444*epsilon^2*t^8-543040833770057003424*epsilon*t^9+2152276194411853356*t^10-54012440367944808750 *epsilon^5*t^4-23570147061255812913000*epsilon^4*t^5-3438535275525902388480*epsilon^3*t^6-205772279089831553859648*epsilon^2*t^7+16574680947152298916920*epsilon*t^8-140272746881606351040*t^9+1890435412878068306250*epsilon^4*t^4+74048312301441691657500*epsilon^3*t^5+562945812279865849139760*epsilon^2*t^6-241442032726240735942752*epsilon*t^7+5070883898116274835240*t^8-26196033578453232243750*epsilon^3*t^4+378024822065060834895000*epsilon^2*t^5+1331999779582121573416374*epsilon*t^6-94500086506866831151872*t^7+179591364223416489093750*epsilon^2*t^4-1357720247064324987648000*epsilon*t^5+786914500542942118089834*t^6-608936252708209773847500*epsilon*t^4-2176104921345854799552000*t^5+816668098363325508300000*t^4)*Dt^13+(10246937272*epsilon^6*t^13-6122139463804*epsilon^6*t^12+50030824662*epsilon^5*t^13+1321407793848324*epsilon^6*t^11-32577157504710*epsilon^5*t^12+101573390100*epsilon^4*t^13-126934581347276384*epsilon^6*t^10+7860585383819532*epsilon^5*t^11-71468906610374*epsilon^4*t^12+109772273520*epsilon^3*t^13+5341426630291664048*epsilon^6*t^9-879609624521748120*epsilon^5*t^10+19017775106880368*epsilon^4*t^11-82864413753030*epsilon^3*t^12+66611474748*epsilon^2*t^13-78293196910909678584*epsilon^6*t^8+46563515480924678340*epsilon^5*t^9-2421164650881965644*epsilon^4*t^10+24053213099781684*epsilon^3*t^11-53615779588826*epsilon^2*t^12+21521143098*epsilon*t^13+37842192427355417128*epsilon^6*t^7-1041682518855431032788*epsilon^5*t^8+153717253423003128276*epsilon^4*t^9-3422817826101682008*epsilon^3*t^10+16825607762759432*epsilon^2*t^11-18372480874020*epsilon*t^12+2892439160*t^13+1075047413726113094144*epsilon^6 *t^6+6390760048103784819024*epsilon^5*t^7-4590350108403303289352*epsilon^4*t^8+252439137806135233200*epsilon^3*t^9-2639675689648155520*epsilon^2*t^10+6186808364117472*epsilon*t^11-2606803209556*t^12+2555194579438104818424*epsilon^6*t^5+14142016088407647360648*epsilon^5*t^6+52661807213846277603436*epsilon^4*t^7-9380256951701640447612*epsilon^3*t^8+221027148122426401608*epsilon^2*t^9-1058347296041363328*epsilon*t^10+935979105161828*t^11-2066725819462851571500*epsilon^6*t^4+11915300858938754647734*epsilon^5*t^5-95831691671416570572916*epsilon^4*t^6+156363975421026739879344*epsilon^3*t^7-9784093702646850973316*epsilon^2*t^8+98887846208361728700*epsilon*t^9-173015642056072580*t^10+36008293578629872500*epsilon^6*t^3+47086581554672921966250*epsilon^5*t^4-312954811959512106430200*epsilon^4*t^5-850634259480399002081928*epsilon^3*t^6+212852608788916649292352*epsilon^2*t^7-5061776157517107519504*epsilon*t^8+17797345863373357540*t^9-1404323449566565027500*epsilon^5*t^3-350560761221143578971250*epsilon^4*t^4-57827247505944461148240*epsilon^3*t^5-1911846395376543617898832*epsilon^2*t^6+135295481952858773507520*epsilon*t^7-1030814356360419533468*t^8+22505183486643670312500*epsilon^4*t^3+655779961811081502281250*epsilon^3*t^4+4339821546538369459947036*epsilon^2*t^5-1688271677941262354509296*epsilon*t^6+32559044965509872465964*t^7-189583665691486278712500*epsilon^3*t^3+2443280866342227739752750*epsilon^2*t^4+7733436708391752593825226*epsilon*t^5-518438906805586324984812*t^6+884867806401250486815000*epsilon^2*t^3-6192917182217593304977500*epsilon*t^4+3577388057707902871344660*t^5-2168275406130776402460000*epsilon*t^3-7842431639884003236900000*t^4+2177781595635534688800000*t^3)*Dt^12+( 147560703732*epsilon^7*t^12-73973346875064*epsilon^7*t^11+799261107216*epsilon^6*t^12+12884875091397036*epsilon^7*t^10-440794041393888*epsilon^6*t^11+1851140512494*epsilon^5*t^12-936615366283638528*epsilon^7*t^9+87212914393989384 *epsilon^6*t^10-1111635255933384*epsilon^5*t^11+2376817328340*epsilon^4*t^12+26147134294657023816*epsilon^7*t^8-7616074880836583040*epsilon^6*t^9+245537712662157552*epsilon^5*t^10-1540959214970448*epsilon^4*t^11+1827406781928 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PFEqualMass19 := -20+t-(-t^20+1540*t^19-983136*t^18+338814080*t^17-68833377536*t^16+8460217758720*t^15-621968885334016*t^14+26111504420700160*t^13-569462999991975936*t^12+5349739088314368000*t^11-13807847410237440000*t^10)*Dt^19-(-190*t^19+277970*t^18-168116256*t^17+54718473920*t^16-10462673385472*t^15+1205581030617600*t^14-82721861749424128*t^13+3224770795956469760*t^12-64918781999085256704*t^11+559047734728851456000*t^10-1311745503972556800000*t^9)*Dt^18-(-15675*t^18+21716772*t^17-12397951896*t^16+3795239446944*t^15-679706127838080*t^14+73012261601389056*t^13-4644780994479808512*t^12+166804323066906083328*t^11-3069994580443961229312*t^10+23948712324838195200000*t^9-50329603810315468800000*t^8)*Dt^17-(-741285*t^17+969073644*t^16-520067106240*t^15+149015969094960*t^14-24857413233528960*t^13+2472753343857209088*t^12-144700095397731287040*t^11+4741625707566241579008*t^10 -78852355830302559436800*t^9+549061941647407841280000*t^8-1014048313807837593600000*t^7)*Dt^16-(-22350954*t^16+27458436720*t^15-13786837588392*t^14+3677134825835520*t^13-567575957908098384*t^12+51879524130050141760*t^11-2766210280241539169280*t^10+81752117351025082368000*t^9-1210599615850277791334400*t^8+7384548118807833477120000*t^7-11691380559196245196800000*t^6)*Dt^15-(-452329200*t^15+519760553400*t^14-242821755930600*t^13+59893017977520000*t^12-8487939294140896800*t^11+706205538260941387680*t^10-33915290200358645928960*t^9+890989907283170014003200 *t^8-11532573405522015666831360*t^7+60134661061722431815680000*t^6-78916818774574655078400000*t^5)*Dt^14-(-6302524580*t^14+6737011115296*t^13-2909671499051408*t^12+658598898128528576*t^11-84897344428841263792*t^10+6355999726400262749888*t^9-271001693389886386498560*t^8+6213175806077656812748800*t^7-68610345866246748257648640*t^6+295857576982850001960960000*t^5-306898739678901436416000000*t^4)*Dt^13-(-61068660380*t^13+60339477189992*t^12-23907968998206384*t^11+4920051498929968544 *t^10-570322707928598390480*t^9+37874900380211803516608*t^8-1407697528321743147540480*t^7+27495569913622282363207680*t^6-250686049944417399126097920*t^5+853109830539691425792000000*t^4-651376916869505089536000000*t^3)*Dt^12-(-411016633391*t^12+372544025055748*t^11 -134175590321003616*t^10+24820313676684977792*t^9-2550596747099398728544*t^8+147533249069063632574976*t^7-4666718953725576862064640*t^6+75168567883603249389895680*t^5-540233231628110889222144000*t^4+1352557031448515287449600000*t^3-676429875210639900672000000*t^2)*Dt^11-(-1900842429486*t^11+1566116910408050*t^10-506943628513328160*t^9+83105144411916236544*t^8-7434313425049956194816*t^7+365697779586258551190528*t^6-9530349960553166293401600*t^5+120890380913529446596608000*t^4-638843281661194382868480000*t^3+1048784027611088447078400000*t^2-275582541752482922496000000*t)*Dt^10-(-5917584964655*t^10+4382282080990396*t^9-1256969773915711020*t^8+179321645121081934064*t^7-13634555072467049070592*t^6+552148073894630115809280*t^5-11321725143435261884006400*t^4+105519234719135450529792000*t^3-365721331480261233632870400*t^2+316561663620174525235200000*t-25052958341134811136000000)*Dt^9-(-12011282644725 *t^9+7883095551771528*t^8-1967522864463739440*t^7+238487833424148899976*t^6-14918640589615972074624*t^5+474926985740252801986560*t^4-7148056898167809830092800*t^3+43667312047042942992384000*t^2-79894238882853629303193600*t+20978943099996104294400000)*Dt^8-(-15170932662679*t^8+8665235538678576*t^7-1837232932637537820*t^6+183116935753806217504*t^5-8996337952576429814400*t^4+209942055622370381967360*t^3-2068114209711915147264000*t^2+6663682450727804023603200*t-3707028544299855563980800)*Dt^7-(-11143554045652*t^7+5406983987921208*t^6-942219244575696780*t^5+73678233538057437520*t^4-2648971688452343197440*t^3+40363901616583380971520*t^2-209123448580210035916800*t+204423916320396096307200)*Dt^6-(-4306078895384*t^6+1716461169957072*t^5-234382368650829300*t^4+13383161330545747520*t^3-313103746316277999360*t^2+2496843886265804021760*t-3898878836995768320000)*Dt^5-(-749206090500*t^5+233647062485760*t^4-23228532519073200*t^3+858965314843323840*t^2-10440482020006648320*t+24821357178947788800)*Dt^4-(-45232115901*t^4+10227232293300*t^3-654125566214160 *t^2+12440756472309120*t-44400044840394240)*Dt^3-(-580606446*t^3+83672339850*t^2-2716078560480*t+14883317738880)*Dt^2-(-524287*t^2+37748740*t-346030560)*Dt;
PFEqualMass20 := -21+t-4370*epsilon+210*epsilon*t+20615*epsilon^2*t+( 8037811822645051776*epsilon^16*t^5-425564518832434270080*epsilon^16*t^4+53999692769214108000*epsilon^15*t^5-3581177593854306781440*epsilon^16*t^3-4269835279628835285600*epsilon^15*t^4+168930692529252270400*epsilon^14*t^5+8710078377089664887040*epsilon^16*t^2+22870711522892632766400*epsilon^15*t^3-17545462227184615572640*epsilon^14*t^4+326900325319460172000*epsilon^13*t^5+58009770583885235191680*epsilon^16*t+519113690124137684654400*epsilon^15*t^2+292689570919428597911680*epsilon^14*t^3-41642124603943387277600*epsilon^13*t^4+438127174902198822096*epsilon^12*t^5-1214038687393918829678976*epsilon^16+2642209159101930658994400*epsilon^15*t+1572129551373223398500800*epsilon^14*t^2 +1114233560259953799564800*epsilon^13*t^3-65580345802974633162400*epsilon^12*t^4+431301301780874411250*epsilon^11*t^5+6183955347846577863962400*epsilon^15+1292499752052869008473920*epsilon^14*t-1462145272438650762873600*epsilon^13*t^2 +2358974718852761923542640*epsilon^12*t^3-73662891443389076099810*epsilon^11*t^4+322608113150631658350*epsilon^10*t^5+4116094060095799753615840*epsilon^14-21797134039258644040248800*epsilon^13*t-15113250345886386116881200*epsilon^12*t^2+3277350839268012643089140*epsilon^11*t^3-61535574977739124172020*epsilon^10*t^4+187026201291611682000*epsilon^9*t^5-34863840180768194064536800*epsilon^13-41994182112767674596530560*epsilon^12*t-35383472032287451799392260*epsilon^11*t^2+3225061776563215020161380*epsilon^10*t^3-39195601889542276700060*epsilon^9*t^4+84923226130095233881*epsilon^8*t^5-32387217242182841191483376*epsilon^12+1506347083509882914269690*epsilon^11*t-47494118604803701799328960*epsilon^10*t^2+2343276594365712254628500*epsilon^9*t^3-19304270035091553937535*epsilon^8*t^4 +30301182182728957500*epsilon^7*t^5+55122861847310554985302790*epsilon^11+98634742171158110528027390*epsilon^10*t-42881515430258818820894820*epsilon^9*t^2+1286761403262918069042455*epsilon^8*t^3-7393701515060720601280*epsilon^7*t^4+8466880577398479600*epsilon^6*t^5+106651814900494743062770660*epsilon^10+162488143238514021258290380*epsilon^9*t-27757212625956144177711965*epsilon^8*t^2+540197761819735209129940*epsilon^7*t^3-2198772936083255261840*epsilon^6*t^4+1833138431830251000*epsilon^5*t^5+48581520012924966877758800*epsilon^9+147016605166918995342046660*epsilon^8*t-13276516250335551905064300*epsilon^7*t^2+173767029725731268212280*epsilon^6*t^3-503028420302410243780*epsilon^5*t^4+301449634795938846*epsilon^4*t^5-33750518475167842992926296*epsilon^8+88241427634051866339668000*epsilon^7*t-4751420065671990958858560*epsilon^6*t^2+42548926618890796665220*epsilon^5*t^3-86878398625217733710*epsilon^4*t^4+36395982385733250*epsilon^3*t^5-58700747597449914570919460*epsilon^7+37371344215996678704962680*epsilon^6*t-1271883033737646669316380*epsilon^5*t^2+7797901713006195940310*epsilon^4*t^3-10959417564186093310*epsilon^3*t^4+3042553104296650*epsilon^2*t^5-38979738482552441045871760*epsilon^6+11409716138796566596764020*epsilon^5*t-251414832516514335383010*epsilon^4*t^2+1036388365915910234920*epsilon^3*t^3-952912015840108500*epsilon^2*t^4+157333279005000*epsilon*t^5-15710916013283719886037680*epsilon^5+2508112822973600454307060*epsilon^4*t-35659171697396057934240*epsilon^3*t^2+94373469575241811260*epsilon^2*t^3-51051883153138560*epsilon*t^4+3791262568401*t^5-4200769950325023538149496*epsilon^4+388395690282835875821510*epsilon^3*t-3435605345456775595880*epsilon^2*t^2+5268101380548941880*epsilon*t^3-1270158454741275*t^4-754292022892411763393330*epsilon^3+40291258721325020434410 *epsilon^2*t-201485875891445511600*epsilon*t^2+135969895979842635*t^3-87941570211834331537140*epsilon^2+2516751429297925068000*epsilon*t-5431403810474463465*t^2-6039940011795380491920*epsilon+71635346951988283560*t-186006432704948384256)*Dt^4+1256850*epsilon^3*t+53327946*epsilon^4*t+( 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