(* This file contains Mathematica-format expressions for several matrices that are given in the article hep-ph/0612329 "Four-Loop Anomalous Dimensions for Radiative Flavour Changing Decays" by M. Czakon, U. Haisch and M. Misiak. *) (* The matrix gamma^{(0)}eff} from Eq. (5.6): *) gammaeff[0] = { { -4, 8/3, 0, -2/9, 0, 0, -208/243, 173/162 }, { 12, 0, 0, 4/3, 0, 0, 416/81, 70/27 }, { 0, 0, 0, -52/3, 0, 2, -176/81, 14/27 }, { 0, 0, -40/9, -100/9, 4/9, 5/6, -152/243, -587/162 }, { 0, 0, 0, -256/3, 0, 20, -6272/81, 6596/27 }, { 0, 0, -256/9, 56/9, 40/9, -2/3, 4624/243, 4772/81 }, { 0, 0, 0, 0, 0, 0, 32/3, 0 }, { 0, 0, 0, 0, 0, 0, -32/9, 28/3 }}; (* The matrix gamma^{(1)}eff} from Eq. (5.7): *) gammaeff[1] = { { -355/9, -502/27, -1412/243, -1369/243, 134/243, -35/162, -818/243, 3779/324 }, { -35/3, -28/3, -416/81, 1280/81, 56/81, 35/27, 508/81, 1841/108 }, { 0, 0, -4468/81, -31469/81, 400/81, 3373/108, 22348/243, 10178/81 }, { 0, 0, -8158/243, -59399/243, 269/486, 12899/648, -17584/243, -172471/648 }, { 0, 0, -251680/81, -128648/81, 23836/81, 6106/27, 1183696/729, 2901296/243 }, { 0, 0, 58640/243, -26348/243, -14324/243, -2551/162, 2480344/2187, -3296257/729 }, { 0, 0, 0, 0, 0, 0, 4688/27, 0 }, { 0, 0, 0, 0, 0, 0, -2192/81, 4063/27 }}; (* The matrix gamma^{(2)}eff} from Eq. (5.8): *) gammaeff[2] = { { -12773/18, 745/9, 63187/13122, -981796/6561, -202663/52488, -24973/69984, X1, Y1 }, { 1177/2, 306, 110477/2187, 133529/8748, -42929/8748, 354319/11664, X2, Y2 }, { 0, 0, -3572528/2187, -58158773/8748, 552601/4374, 6989171/11664, X3, Y3 }, { 0, 0, -1651004/6561, -155405353/52488, 1174159/52488, 10278809/34992, X4, Y4 }, { 0, 0, -147978032/2187, -168491372/2187, 11213042/2187, 17850329/2916, X5, Y5 }, { 0, 0, 136797922/6561, -72614473/13122, -9288181/6561, -16664027/17496, X6, Y6 }, { 0, 0, 0, 0, 0, 0, 179768/81, 0 }, { 0, 0, 0, 0, 0, 0, -23444/81, 192137/81 }} + z3 { { 1472/3, -4288/9, -1360/81, -776/81, 124/81, 100/27, 0, 0 }, { -2144, -224, 2720/27, -2768/27, -248/27, -110/9, 0, 0 }, { 0, 0, -608/27, 61424/27, -496/27, -2821/9, 0, 0 }, { 0, 0, 88720/81, 54272/81, -9274/81, -3100/27, 0, 0 }, { 0, 0, 87040/27, 324416/27, -13984/27, -31420/9, 0, 0 }, { 0, 0, 721408/81, -166432/81, -95032/81, -7552/27, 0, 0 }, { 0, 0, 0, 0, 0, 0, -21056/27, 0 }, { 0, 0, 0, 0, 0, 0, 22976/81, -48304/27 }}; (* In the latter matrix, z3 = Zeta[3]. Moreover, the four-loop block B^(2) has been retained arbitrary (see Eq. (2.6) of hep-ph/0612329 for the definition of the blocks). The actual numbers that correspond to this block in Eq. (5.8) are obtained by applying the following rule: *) ruleB2 := { X1 -> 150994745/1062882 + (1272596*z3)/6561, X2 -> 138336202/177147 - (2713672*z3)/2187, X3 -> -58397866/177147 + (3236560*z3)/2187, X4 -> -5108749081/2125764 + (2007886*z3)/6561, X5 -> 5824017302/177147 + (112180720*z3)/2187, X6 -> 3603565835/531441 + (15361912*z3)/6561, Y1 -> -138745277/354294 - (2373229*z3)/4374, Y2 -> -83347037/472392 - (682658*z3)/729, Y3 -> 5093967523/944784 - (1051828*z3)/729, Y4 -> -9826683847/5668704 + (4858889*z3)/2187, Y5 -> 24198694001/118098 - (119487244*z3)/729, Y6 -> -122956397803/1417176 - (71430598*z3)/2187}; (* Below, the last expression in this file is given, namely the formula for the evolution matrix U in Eq. (A.1) of hep-ph/0612329. It is perturbatively expanded up to terms of order O(al0^2), where al0 = alpha_s(mu_0)/(4 Pi). Each term in the expansion is a function of eta = alpha_s(mu_0)/alpha_s(mu_b). The matrix U has been obtained using an arbitrary four-loop block B^(2). Thus, in order to reproduce the actual "magic numbers" from tables 3, 4 and 5 of hep-ph/0612329, one should apply the above-defined "ruleB2" to the matrix U that is given below, and then substitute z3 -> N[Zeta[3]]. *) Umatrix = {{(16.654050110730868*al0^2)/eta^(58/23) + (6.559643855962123*al0^2)/ eta^(40/23) - (0.7300987187565635*al0)/eta^(35/23) - (0.799566208694964*al0^2)/eta^(35/23) + (1.9868725057760972*al0)/ eta^(17/23) - (11.842987062626964*al0^2)/eta^(17/23) + 0.6666666666666666/eta^(12/23) + (0.7300987187565636*al0)/ eta^(12/23) - (15.854483902035904*al0^2)/eta^(12/23) + 0.3333333333333333*eta^(6/23) - 1.9868725057760972*al0*eta^(6/23) + 5.283343206664842*al0^2*eta^(6/23) - (26.202898550724637*al0^2*z3)/ eta^(58/23) + (10.202898550724637*al0^2*z3)/eta^(40/23) + (26.202898550724637*al0^2*z3)/eta^(12/23) - 10.202898550724637*al0^2* eta^(6/23)*z3, (-24.981075166096304*al0^2)/eta^(58/23) + (19.67893156788637*al0^2)/eta^(40/23) + (1.0951480781348455*al0)/ eta^(35/23) + (4.484793547446982*al0^2)/eta^(35/23) + (5.960617517328291*al0)/eta^(17/23) - (17.647108635896018*al0^2)/ eta^(17/23) - 1./eta^(12/23) - (4.095148078134845*al0)/eta^(12/23) - (4.920385048017348*al0^2)/eta^(12/23) + 1.*eta^(6/23) - 2.960617517328292*al0*eta^(6/23) + 23.38484373467632*al0^2* eta^(6/23) + (39.30434782608695*al0^2*z3)/eta^(58/23) + (30.608695652173918*al0^2*z3)/eta^(40/23) - (39.30434782608695*al0^2*z3)/eta^(12/23) - 30.608695652173918*al0^2* eta^(6/23)*z3, 0, 0, 0, 0, 0, 0}, {(-2.6333006075187058*al0^2)/eta^(58/23) - (3.2487972557255946*al0^2)/ eta^(40/23) + (0.9100329062521878*al0)/eta^(35/23) + (0.9966207883215519*al0^2)/eta^(35/23) + (0.6579150038507317*al0)/ eta^(17/23) - (3.921579696865782*al0^2)/eta^(17/23) - 0.2222222222222222/eta^(12/23) - (0.2433662395855212*al0)/ eta^(12/23) + (5.2848279673453025*al0^2)/eta^(12/23) + 0.2222222222222222*eta^(6/23) - 1.3245816705173985*al0*eta^(6/23) + 3.522228804443228*al0^2*eta^(6/23) + (8.734299516908212*al0^2*z3)/ eta^(58/23) + (6.8019323671497585*al0^2*z3)/eta^(40/23) - (8.734299516908212*al0^2*z3)/eta^(12/23) - 6.8019323671497585*al0^2* eta^(6/23)*z3, (3.9499509112780586*al0^2)/eta^(58/23) - (9.746391767176785*al0^2)/eta^(40/23) - (1.365049359378282*al0)/ eta^(35/23) - (5.5900792606171725*al0^2)/eta^(35/23) + (1.973745011552195*al0)/eta^(17/23) - (5.843504055940762*al0^2)/ eta^(17/23) + 0.3333333333333333/eta^(12/23) + (1.3650493593782818*al0)/eta^(12/23) + (1.6401283493391157*al0^2)/ eta^(12/23) + 0.6666666666666666*eta^(6/23) - 1.973745011552195*al0* eta^(6/23) + 15.589895823117546*al0^2*eta^(6/23) - (13.101449275362318*al0^2*z3)/eta^(58/23) + (20.405797101449274*al0^2*z3)/eta^(40/23) + (13.101449275362318*al0^2*z3)/eta^(12/23) - 20.405797101449274*al0^2* eta^(6/23)*z3, 0, 0, 0, 0, 0, 0}, {(2.3653715232508463*al0^2)/eta^2.899394841634216 - (11.659162370187993*al0^2)/eta^(58/23) + (8.032815504355671*al0^2)/ eta^2.4229886390044912 + (0.10847295126957862*al0)/ eta^1.8993948416342161 - (0.8020201312507411*al0^2)/ eta^1.8993948416342161 + (0.7470763308819957*al0^2)/ eta^1.8543514399217613 + (0.27416722479830447*al0^2)/eta^(40/23) - (3.538149151056436*al0^2)/eta^1.591381021468517 - (1.088769088348964*al0)/eta^(35/23) - (1.1923633746379958*al0^2)/ eta^(35/23) + (1.3953348904039655*al0)/eta^1.4229886390044912 + (5.36372256512085*al0^2)/eta^1.4229886390044912 + 0.009177527850720431/eta^0.899394841634216 - (0.06785619829868521*al0)/ eta^0.899394841634216 - (0.4191592384913823*al0^2)/ eta^0.899394841634216 - (0.12194996313023987*al0)/ eta^0.8543514399217613 + (1.3958714526178633*al0^2)/ eta^0.8543514399217613 - (0.18031092574258464*al0)/eta^(17/23) + (1.074764462546931*al0^2)/eta^(17/23) + (0.32202881328082195*al0)/ eta^0.5913810214685169 - (1.6945315294344878*al0^2)/ eta^0.5913810214685169 + 0.024691358024689084/eta^(12/23) + (0.02704069328727765*al0)/eta^(12/23) - (0.5872031074827572*al0^2)/ eta^(12/23) - 0.04968502438855363/eta^0.4229886390044913 - (0.19099120096130548*al0)/eta^0.4229886390044913 + (0.5067474456394795*al0^2)/eta^0.4229886390044913 + 0.018172464068609853*eta^0.14564856007823873 - 0.20800681825549702*al0* eta^0.14564856007823873 - 0.602652568664431*al0^2* eta^0.14564856007823873 + 0.010582010582012693*eta^(6/23) - 0.06307531764369821*al0*eta^(6/23) + 0.1677251811639967*al0^2* eta^(6/23) - 0.012938336137478456*eta^0.40861897853148305 + 0.06808216413933073*al0*eta^0.40861897853148305 + 0.5669797808302699*al0^2*eta^0.40861897853148305 - (0.56353021613685*al0^2*z3)/eta^2.899394841634216 - (0.970477724100826*al0^2*z3)/eta^(58/23) + (2.299213847892589*al0^2*z3)/eta^2.4229886390044912 + (0.31725802057206187*al0^2*z3)/eta^1.8543514399217613 + (0.3239015412929318*al0^2*z3)/eta^(40/23) - (1.0874198166682998*al0^2*z3)/eta^1.591381021468517 + (0.4610638299359958*al0^2*z3)/eta^0.899394841634216 + (0.9704777241008232*al0^2*z3)/eta^(12/23) - (1.5766959013707205*al0^2*z3)/eta^0.4229886390044913 - 0.3541718039223134*al0^2*eta^0.14564856007823873*z3 - 0.32390154129291027*al0^2*eta^(6/23)*z3 + 0.504282039697518*al0^2* eta^0.40861897853148305*z3, (-5.617071615615817*al0^2)/ eta^2.899394841634216 + (17.48874355528199*al0^2)/eta^(58/23) - (9.615073427366056*al0^2)/eta^2.4229886390044912 - (0.25759181153962496*al0)/eta^1.8993948416342161 + (1.7201452705174316*al0^2)/eta^1.8993948416342161 + (1.37835937365666*al0^2)/eta^1.8543514399217613 + (0.8225016743949134*al0^2)/eta^(40/23) - (18.02527892790147*al0^2)/ eta^1.591381021468517 + (1.6331536325234461*al0)/eta^(35/23) + (6.688005959527332*al0^2)/eta^(35/23) - (1.670179953681887*al0)/ eta^1.4229886390044912 - (6.42479384479539*al0^2)/ eta^1.4229886390044912 - 0.021793967960245214/eta^0.899394841634216 + (0.14553564683812706*al0)/eta^0.899394841634216 + (3.068716164230794*al0^2)/eta^0.899394841634216 - (0.22499826035072312*al0)/eta^0.8543514399217613 + (3.194323406735669*al0^2)/eta^0.8543514399217613 - (0.5409327772277539*al0)/eta^(17/23) + (1.6014950559575316*al0^2)/ eta^(17/23) + (1.6405919972239544*al0)/eta^0.5913810214685169 + (5.791484180138742*al0^2)/eta^0.5913810214685169 - 0.03703703703703363/eta^(12/23) - (0.15167215104201737*al0)/ eta^(12/23) - (0.18223648325988515*al0^2)/eta^(12/23) + 0.05947169550668471/eta^0.4229886390044913 + (0.22877378116566094*al0)/ eta^0.4229886390044913 + (0.4601061469165146*al0^2)/ eta^0.4229886390044913 + 0.03352828239362829* eta^0.14564856007823873 - 0.47600446808195135*al0* eta^0.14564856007823873 - 1.4184899488770721*al0^2* eta^0.14564856007823873 + 0.03174603174603808*eta^(6/23) - 0.0939878576929804*al0*eta^(6/23) + 0.742375991577174*al0^2* eta^(6/23) - 0.06591500464907239*eta^0.40861897853148305 - 0.23268777813425034*al0*eta^0.40861897853148305 - 1.6733125311190422*al0^2*eta^0.40861897853148305 + (1.3382208885536067*al0^2*z3)/eta^2.899394841634216 + (1.4557165861512391*al0^2*z3)/eta^(58/23) - (2.7520998037010633*al0^2*z3)/eta^2.4229886390044912 + (0.5853425526237586*al0^2*z3)/eta^1.8543514399217613 + (0.9717046238787955*al0^2*z3)/eta^(40/23) - (5.53991498671587*al0^2*z3)/eta^1.591381021468517 - (0.314329381474192*al0^2*z3)/eta^0.899394841634216 - (1.455716586151235*al0^2*z3)/eta^(12/23) + (2.38641491992951*al0^2*z3)/ eta^0.4229886390044913 + 0.46745290711176796*al0^2* eta^0.14564856007823873*z3 - 0.9717046238787308*al0^2*eta^(6/23)*z3 + 3.8289129036724128*al0^2*eta^0.40861897853148305*z3, (45.26284344914771*al0^2)/eta^2.899394841634216 + (32.42713191385298*al0^2)/eta^2.4229886390044912 + (2.0756968465715664*al0)/eta^1.8993948416342161 - (59.39399772870042*al0^2)/eta^1.8993948416342161 + (54.04419410908406*al0^2)/eta^1.8543514399217613 - (79.21124940826074*al0^2)/eta^1.591381021468517 + (5.632733445775849*al0)/eta^1.4229886390044912 + (27.50110887323498*al0^2)/eta^1.4229886390044912 + 0.17561765763817344/eta^0.899394841634216 - (5.025124346124852*al0)/ eta^0.899394841634216 - (15.789599070586108*al0^2)/ eta^0.899394841634216 - (8.82197334671999*al0)/ eta^0.8543514399217613 + (4.863739360045057*al0^2)/ eta^0.8543514399217613 + (7.209505183753215*al0)/ eta^0.5913810214685169 - (15.75989258380339*al0^2)/ eta^0.5913810214685169 - 0.20057012875709812/eta^0.4229886390044913 - (0.979258294532693*al0)/eta^0.4229886390044913 - (3.989766313536625*al0^2)/eta^0.4229886390044913 + 1.3146128915700268*eta^0.14564856007823873 - 0.7247737226874579*al0* eta^0.14564856007823873 + 12.40075019982683*al0^2* eta^0.14564856007823873 - 0.2896604204511026* eta^0.40861897853148305 + 0.6331942339643595*al0* eta^0.40861897853148305 - 2.3552628003044505*al0^2* eta^0.40861897853148305 - (10.783498364270116*al0^2*z3)/ eta^2.899394841634216 + (9.281541534639151*al0^2*z3)/ eta^2.4229886390044912 + (22.950739218598784*al0^2*z3)/ eta^1.8543514399217613 - (24.34489859871482*al0^2*z3)/ eta^1.591381021468517 + (13.094906386028315*al0^2*z3)/ eta^0.899394841634216 - (5.083675735355156*al0^2*z3)/ eta^0.4229886390044913 - 20.112014448256442*al0^2* eta^0.14564856007823873*z3 + 14.99690000733029*al0^2* eta^0.40861897853148305*z3, (36.80925650675292*al0^2)/ eta^2.899394841634216 - (25.52407107504827*al0^2)/ eta^2.4229886390044912 + (1.6880260238522338*al0)/ eta^1.8993948416342161 + (4.294862319721705*al0^2)/ eta^1.8993948416342161 - (4.414992310438659*al0^2)/ eta^1.8543514399217613 - (52.85957486802783*al0^2)/ eta^1.591381021468517 - (4.433641840380127*al0)/ eta^1.4229886390044912 + (19.548176233294555*al0^2)/ eta^1.4229886390044912 + 0.14281814650865385/eta^0.899394841634216 + (0.3633737083109129*al0)/eta^0.899394841634216 + (6.546337622227188*al0^2)/eta^0.899394841634216 + (0.7206869328099903*al0)/eta^0.8543514399217613 + (16.980661144823117*al0^2)/eta^0.8543514399217613 + (4.811076480537053*al0)/eta^0.5913810214685169 - (1.9148768432206675*al0^2)/eta^0.5913810214685169 + 0.15787292676786946/eta^0.4229886390044913 - (0.696070613286102*al0)/ eta^0.4229886390044913 - (3.8162111892003248*al0^2)/ eta^0.4229886390044913 - 0.10739369701341567* eta^0.14564856007823873 - 2.530385795902048*al0* eta^0.14564856007823873 + 5.6404743052246324*al0^2* eta^0.14564856007823873 - 0.19329737626310808* eta^0.40861897853148305 + 0.0769351040580883*al0* eta^0.40861897853148305 - 1.2900418461083492*al0^2* eta^0.40861897853148305 - (8.769501142289444*al0^2*z3)/ eta^2.899394841634216 - (7.305694701754877*al0^2*z3)/ eta^2.4229886390044912 - (1.8748977358136767*al0^2*z3)/ eta^1.8543514399217613 - (16.245937284750216*al0^2*z3)/ eta^1.591381021468517 + (6.746053382896835*al0^2*z3)/ eta^0.899394841634216 + (4.791161947136057*al0^2*z3)/ eta^0.4229886390044913 + 8.3269225050336*al0^2* eta^0.14564856007823873*z3 + 14.331893029541723*al0^2* eta^0.40861897853148305*z3, (217.74480549959344*al0^2)/ eta^2.899394841634216 + (670.583157373998*al0^2)/ eta^2.4229886390044912 + (9.985501830892062*al0)/ eta^1.8993948416342161 - (192.4675564499023*al0^2)/ eta^1.8993948416342161 + (366.47374858307995*al0^2)/ eta^1.8543514399217613 - (1534.5351685874182*al0^2)/ eta^1.591381021468517 + (116.48320266957832*al0)/ eta^1.4229886390044912 + (1690.1368110802537*al0^2)/ eta^1.4229886390044912 + 0.8448393823883442/eta^0.899394841634216 - (16.284026008375665*al0)/eta^0.899394841634216 - (131.43908316917998*al0^2)/eta^0.899394841634216 - (59.82181241794239*al0)/eta^0.8543514399217613 + (676.8575968940844*al0^2)/eta^0.8543514399217613 + (139.66752620655987*al0)/eta^0.5913810214685169 + (721.4382469720597*al0^2)/eta^0.5913810214685169 - 4.1477288393607745/eta^0.4229886390044913 - (60.18231842120932*al0)/ eta^0.4229886390044913 - (830.1074669873452*al0^2)/ eta^0.4229886390044913 + 8.914391679833207*eta^0.14564856007823873 - 100.86243606311753*al0*eta^0.14564856007823873 - 1346.5783375690219*al0^2*eta^0.14564856007823873 - 5.611502222860784*eta^0.40861897853148305 - 28.985637796385348*al0* eta^0.40861897853148305 - 308.1067536402023*al0^2* eta^0.40861897853148305 - 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(3.1887852715400955*al0^2*z3)/ eta^0.899394841634216 + (1.3099105508826427*al0^2*z3)/ eta^0.4229886390044913 + 0.572036585517461*al0^2* eta^0.14564856007823873*z3 - 2.3521182660072797*al0^2* eta^0.40861897853148305*z3, (-83.01948113881642*al0^2)/ eta^2.899394841634216 - (212.20370056720674*al0^2)/ eta^2.4229886390044912 - (5.712375807838242*al0)/ eta^1.8993948416342161 + (110.10433244895242*al0^2)/ eta^1.8993948416342161 - (138.08807278546158*al0^2)/ eta^1.8543514399217613 + (182.63190564829463*al0^2)/ eta^1.591381021468517 - (2.058708666664966*al0)/ eta^1.4229886390044912 - (29.871253717933186*al0^2)/ eta^1.4229886390044912 - 0.39934628833609126/eta^0.899394841634216 + (7.697280076160092*al0)/eta^0.899394841634216 + (62.129809642068835*al0^2)/eta^0.899394841634216 - (17.027854128117*al0)/eta^0.8543514399217613 + (192.6627087942166*al0^2)/eta^0.8543514399217613 + (35.7275034915273*al0)/eta^0.5913810214685169 + (184.54674603096828*al0^2)/eta^0.5913810214685169 - 1.1339950159953565/eta^0.4229886390044913 - 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2.2642899457133647*al0^2* eta^(6/23) - 0.12746102993762384*eta^0.40861897853148305 + 0.6707062383736057*al0*eta^0.40861897853148305 + 5.585557992197796*al0^2*eta^0.40861897853148305 + 0.5783913685939931*eta^(14/23) + 0.0021451607422608987*al0* eta^(14/23) + 0.197605186623104*al0^2*eta^(14/23) - 0.3921386687286552*eta^(16/23) - 1.4498443013396463*al0*eta^(16/23) - 2.930790038995235*al0^2*eta^(16/23) - (0.01351351351351351*al0^2*X1)/ eta^(58/23) - (0.008928571428571428*al0^2*X1)/eta^(40/23) + 0.02244208494208494*al0^2*eta^(16/23)*X1 + (0.004504504504504504*al0^2*X2)/eta^(58/23) - (0.00595238095238095*al0^2*X2)/eta^(40/23) + 0.0014478764478764476* al0^2*eta^(16/23)*X2 - (0.00016648862239034508*al0^2*X3)/ eta^2.899394841634216 - (0.0005005005005004544*al0^2*X3)/ eta^(58/23) + (0.0010390191983933516*al0^2*X3)/ eta^2.4229886390044912 - (0.0004647682433455199*al0^2*X3)/ eta^1.8543514399217613 - (0.0002834467120181971*al0^2*X3)/ eta^(40/23) + (0.0003689515886385459*al0^2*X3)/ eta^1.591381021468517 + 7.233291222619038*^-6*al0^2*eta^(16/23)*X3 - (0.0010202625638827025*al0^2*X4)/eta^2.899394841634216 + (0.0015015015015015039*al0^2*X4)/eta^(58/23) - (0.0003017918314816746*al0^2*X4)/eta^2.4229886390044912 + (0.00043788133628904516*al0^2*X4)/eta^1.8543514399217613 - (0.0004251700680271713*al0^2*X4)/eta^(40/23) - (0.00013259447636392488*al0^2*X4)/eta^1.591381021468517 - 0.00005956389803507554*al0^2*eta^(16/23)*X4 + (7.518393477316301*^-6*al0^2*X5)/eta^2.899394841634216 + (0.00012512512512511832*al0^2*X5)/eta^(58/23) - (0.00017397949478705377*al0^2*X5)/eta^2.4229886390044912 + (0.000023602254327702912*al0^2*X5)/eta^1.8543514399217613 + (0.0000708616780045405*al0^2*X5)/eta^(40/23) - (0.00005235801990639915*al0^2*X5)/eta^1.591381021468517 - 7.699362412251614*^-7*al0^2*eta^(16/23)*X5 + (0.00007869734151575298*al0^2*X6)/eta^2.899394841634216 - (0.0003753753753753667*al0^2*X6)/eta^(58/23) + (0.0002840693396637605*al0^2*X6)/eta^2.4229886390044912 - (0.000031928295095769804*al0^2*X6)/eta^1.8543514399217613 + (0.00010629251700680398*al0^2*X6)/eta^(40/23) - (0.00006055151047529674*al0^2*X6)/eta^1.591381021468517 - 1.20401723988433*^-6*al0^2*eta^(16/23)*X6 - (0.0010010010010009993*al0^2*Y1)/eta^(58/23) - (0.00088183421516755*al0^2*Y1)/eta^(40/23) + 0.06172839506172837*al0^2* eta^(14/23)*Y1 - 0.05984555984555982*al0^2*eta^(16/23)*Y1 + (0.0003336670003336664*al0^2*Y2)/eta^(58/23) - (0.0005878894767783666*al0^2*Y2)/eta^(40/23) + 0.004115226337448562*al0^2*eta^(14/23)*Y2 - 0.003861003861003861*al0^2* eta^(16/23)*Y2 - (0.000011004863595741913*al0^2*Y3)/ eta^2.899394841634216 - (0.000037074111148181646*al0^2*Y3)/ eta^(58/23) + (0.00007947133173935894*al0^2*Y3)/ eta^2.4229886390044912 - (0.000043755698633971635*al0^2*Y3)/ eta^1.8543514399217613 - (0.000027994736989451607*al0^2*Y3)/ eta^(40/23) + (0.0000388868227154627*al0^2*Y3)/ eta^1.591381021468517 + 0.000020760032506176253*al0^2*eta^(14/23)* Y3 - 0.00001928877659365156*al0^2*eta^(16/23)*Y3 - (0.00006743914500683698*al0^2*Y4)/eta^2.899394841634216 + (0.00011122233344455583*al0^2*Y4)/eta^(58/23) - (0.00002308311414552803*al0^2*Y4)/eta^2.4229886390044912 + (0.000041224425425857706*al0^2*Y4)/eta^1.8543514399217613 - (0.00004199210548416493*al0^2*Y4)/eta^(40/23) - (0.000013975215324157245*al0^2*Y4)/eta^1.591381021468517 - 0.00016479424033659406*al0^2*eta^(14/23)*Y4 + 0.0001588370614268668* al0^2*eta^(16/23)*Y4 + (4.969642579118304*^-7*al0^2*Y5)/ eta^2.899394841634216 + (9.268527787045744*^-6*al0^2*Y5)/ eta^(58/23) - (0.00001330714790202894*al0^2*Y5)/ eta^2.4229886390044912 + (2.222038924198968*^-6*al0^2*Y5)/ eta^1.8543514399217613 + (6.99868424736203849999999999987616`17*^-6* al0^2*Y5)/eta^(40/23) - (5.51843954743742559999999999995813`17*^-6* al0^2*Y5)/eta^1.591381021468517 - 2.2137910769856952999999999999181`17*^-6*al0^2*eta^(14/23)*Y5 + 2.053163309933614*^-6*al0^2*eta^(16/23)*Y5 + (5.201878040037181*^-6*al0^2*Y6)/eta^2.899394841634216 - (0.000027805583361138295*al0^2*Y6)/eta^(58/23) + (0.000021727576125934795*al0^2*Y6)/eta^2.4229886390044912 - (3.00589568695730869999999999988806`17*^-6*al0^2*Y6)/ eta^1.8543514399217613 + (0.000010498026371042394*al0^2*Y6)/ eta^(40/23) - (6.38201846940182*^-6*al0^2*Y6)/eta^1.591381021468517 - 3.44469565920812729999999999992751`17*^-6*al0^2*eta^(14/23)*Y6 + 3.210712639691447*^-6*al0^2*eta^(16/23)*Y6 - (0.06859309088783123*al0^2*z3)/eta^2.899394841634216 + (0.04456630543586186*al0^2*z3)/eta^(58/23) + (0.23902116575613888*al0^2*z3)/eta^2.4229886390044912 - (0.14749630458777077*al0^2*z3)/eta^1.8543514399217613 - (3.764961056886321*al0^2*z3)/eta^(40/23) - (2.315811507848404*al0^2*z3)/eta^1.591381021468517 + (13.578924896254382*al0^2*z3)/eta^(32/23) - (9.97206740187266*al0^2*z3)/eta^(30/23) + (0.3924312548965629*al0^2*z3)/eta^0.899394841634216 + (1.8716356107660468*al0^2*z3)/eta^(12/23) + (1.0071156160091304*al0^2*z3)/eta^0.4229886390044913 + 0.06044286074010002*al0^2*eta^0.14564856007823873*z3 + 4.372670807453147*al0^2*eta^(6/23)*z3 + 4.9678959856903315*al0^2* eta^0.40861897853148305*z3 - 18.27125062838764*al0^2*eta^(14/23)*z3 + 8.005475487468935*al0^2*eta^(16/23)*z3, (-2.7754320984332015*al0^2)/eta^2.899394841634216 + (13.852635651933209*al0^2)/eta^(58/23) - (12.595764008877794*al0^2)/ eta^2.4229886390044912 - (0.5385341733725909*al0)/ eta^1.8993948416342161 + (3.596220725348574*al0^2)/ eta^1.8993948416342161 + (1.7704497649666084*al0^2)/ eta^1.8543514399217613 + (8.80015235846954*al0^2)/eta^(40/23) + (13.85566396219589*al0^2)/eta^1.591381021468517 + (0.7519000941333637*al0)/eta^(35/23) + (3.079142225439684*al0^2)/ eta^(35/23) + (0.7475637622748192*al0)/eta^1.4229886390044912 + (2.8757039311047965*al0^2)/eta^1.4229886390044912 - (33.45190380894471*al0^2)/eta^(32/23) + (15.140973763344546*al0^2)/ eta^(30/23) - 0.018549783436713693/eta^0.899394841634216 + (0.12387164815942626*al0)/eta^0.899394841634216 + (2.6119163054226817*al0^2)/eta^0.899394841634216 + (0.09143786916071335*al0)/eta^0.8543514399217613 - (1.2981528180121078*al0^2)/eta^0.8543514399217613 + (4.550762018520865*al0)/eta^(17/23) - (13.473065749225135*al0^2)/ eta^(17/23) + (2.00402332676969*al0)/eta^0.5913810214685169 + (7.074439844430939*al0^2)/eta^0.5913810214685169 - 0.0714285714285715/eta^(12/23) - (0.29251057700963207*al0)/ eta^(12/23) - (0.35145607485838243*al0^2)/eta^(12/23) - 0.037987587335802576/eta^0.4229886390044913 - (0.14612941363333917*al0)/eta^0.4229886390044913 - (0.2938931249701138*al0^2)/eta^0.4229886390044913 - (17.30228253439441*al0)/eta^(9/23) - (74.76808588537614*al0^2)/ eta^(9/23) + (8.502712056562736*al0)/eta^(7/23) + (58.51815903505729*al0^2)/eta^(7/23) - 0.00572192727125545* eta^0.14564856007823873 + 0.08123478904112198*al0* eta^0.14564856007823873 + 0.2420790969007098*al0^2* eta^0.14564856007823873 - 0.42857142857140224*eta^(6/23) + 1.2688360788549045*al0*eta^(6/23) - 10.022075886289235*al0^2* eta^(6/23) - 0.6493566322316474*eta^0.40861897853148305 - 2.2923058683702595*al0*eta^0.40861897853148305 - 16.484510555120863*al0^2*eta^0.40861897853148305 + 2.2995919596587298*eta^(14/23) + 9.937191165344831*al0*eta^(14/23) + 72.69395760600665*al0^2*eta^(14/23) - 1.0879760293833365*eta^(16/23) - 7.487770242042238*al0*eta^(16/23) - 38.597154260513534*al0^2* eta^(16/23) + (0.020270270270270268*al0^2*X1)/eta^(58/23) - (0.026785714285714288*al0^2*X1)/eta^(40/23) + 0.006515444015444017* al0^2*eta^(16/23)*X1 - (0.006756756756756755*al0^2*X2)/eta^(58/23) - (0.017857142857142853*al0^2*X2)/eta^(40/23) + 0.024613899613899606* al0^2*eta^(16/23)*X2 + (0.00039536221095049173*al0^2*X3)/ eta^2.899394841634216 + (0.0007507507507506817*al0^2*X3)/ eta^(58/23) - (0.0012436792404329512*al0^2*X3)/ eta^2.4229886390044912 - (0.0008574996132415625*al0^2*X3)/ eta^1.8543514399217613 - (0.0008503401360545914*al0^2*X3)/ eta^(40/23) + (0.0018796424379442659*al0^2*X3)/ eta^1.591381021468517 - 0.000074236409916334*al0^2*eta^(16/23)*X3 + (0.0024228278017758096*al0^2*X4)/eta^2.899394841634216 - (0.0022522522522522557*al0^2*X4)/eta^(58/23) + (0.00036123705541377804*al0^2*X4)/eta^2.4229886390044912 + (0.0008078931422050962*al0^2*X4)/eta^1.8543514399217613 - (0.001275510204081514*al0^2*X4)/eta^(40/23) - (0.0006755092334208558*al0^2*X4)/eta^1.591381021468517 + 0.0006113136903599419*al0^2*eta^(16/23)*X4 - (0.000017854004828139582*al0^2*X5)/eta^2.899394841634216 - (0.00018768768768767752*al0^2*X5)/eta^(58/23) + (0.00020824897774964556*al0^2*X5)/eta^2.4229886390044912 + (0.00004354627117366998*al0^2*X5)/eta^1.8543514399217613 + (0.00021258503401362153*al0^2*X5)/eta^(40/23) - (0.00026674056763369294*al0^2*X5)/eta^1.591381021468517 + 7.90197721257289*^-6*al0^2*eta^(16/23)*X5 - (0.00018688337071253447*al0^2*X6)/eta^2.899394841634216 + (0.00056306306306305*al0^2*X6)/eta^(58/23) - (0.0003400236888111541*al0^2*X6)/eta^2.4229886390044912 - (0.000058907855878894995*al0^2*X6)/eta^1.8543514399217613 + (0.00031887755102041193*al0^2*X6)/eta^(40/23) - (0.0003084827177218007*al0^2*X6)/eta^1.591381021468517 + 0.000012357019040922297*al0^2*eta^(16/23)*X6 + (0.0015015015015014989*al0^2*Y1)/eta^(58/23) - (0.00264550264550265*al0^2*Y1)/eta^(40/23) + 0.018518518518518517* al0^2*eta^(14/23)*Y1 - 0.017374517374517368*al0^2*eta^(16/23)*Y1 - (0.0005005005005004996*al0^2*Y2)/eta^(58/23) - (0.0017636684303351*al0^2*Y2)/eta^(40/23) + 0.06790123456790124*al0^2* eta^(14/23)*Y2 - 0.06563706563706564*al0^2*eta^(16/23)*Y2 + (0.000026133360586167098*al0^2*Y3)/eta^2.899394841634216 + (0.00005561116672227247*al0^2*Y3)/eta^(58/23) - (0.00009512513882961323*al0^2*Y3)/eta^2.4229886390044912 - (0.00008072947150102813*al0^2*Y3)/eta^1.8543514399217613 - (0.00008398421096835483*al0^2*Y3)/eta^(40/23) + (0.0001981108755284606*al0^2*Y3)/eta^1.591381021468517 - 0.00021798034131479316*al0^2*eta^(14/23)*Y3 + 0.00019796375977689147* al0^2*eta^(16/23)*Y3 + (0.0001601484179020999*al0^2*Y4)/ eta^2.899394841634216 - (0.00016683350016683375*al0^2*Y4)/ eta^(58/23) + (0.000027629893568597143*al0^2*Y4)/ eta^2.4229886390044912 + (0.00007605926042691915*al0^2*Y4)/ eta^1.8543514399217613 - (0.00012597631645249483*al0^2*Y4)/ eta^(40/23) - (0.00007119743785255684*al0^2*Y4)/ eta^1.591381021468517 + 0.0017303395235341123*al0^2*eta^(14/23)*Y4 - 0.0016301698409598429*al0^2*eta^(16/23)*Y4 - (1.180146036110068*^-6*al0^2*Y5)/eta^2.899394841634216 - (0.000013902791680568615*al0^2*Y5)/eta^(58/23) + (0.00001592831356794513*al0^2*Y5)/eta^2.4229886390044912 + (4.099672353671966*^-6*al0^2*Y5)/eta^1.8543514399217613 + (0.000020996052742086116*al0^2*Y5)/eta^(40/23) - (0.000028113968021845923*al0^2*Y5)/eta^1.591381021468517 + 0.000023244806308349454*al0^2*eta^(14/23)*Y5 - 0.000021071939233528038* al0^2*eta^(16/23)*Y5 - (0.000012352952252689055*al0^2*Y6)/ eta^2.899394841634216 + (0.00004170837504170744*al0^2*Y6)/ eta^(58/23) - (0.000026007349445069337*al0^2*Y6)/ eta^2.4229886390044912 - (5.54589179858004539999999999988086`17*^-6* al0^2*Y6)/eta^1.8543514399217613 + (0.00003149407911312718*al0^2*Y6)/ eta^(40/23) - (0.00003251351430440352*al0^2*Y6)/ eta^1.591381021468517 + 0.00003616930442170007*al0^2*eta^(14/23)*Y6 - 0.0000329520507757926*al0^2*eta^(16/23)*Y6 + (0.1628887048254756*al0^2*z3)/eta^2.899394841634216 - (0.0668494581537928*al0^2*z3)/eta^(58/23) - (0.28610218399684917*al0^2*z3)/eta^2.4229886390044912 - (0.272131381499201*al0^2*z3)/eta^1.8543514399217613 - (11.294883170658965*al0^2*z3)/eta^(40/23) - (11.798018283358042*al0^2*z3)/eta^1.591381021468517 + (53.987642637446896*al0^2*z3)/eta^(32/23) - (27.667177867989775*al0^2*z3)/eta^(30/23) - (0.26753925511767257*al0^2*z3)/eta^0.899394841634216 - (2.807453416149071*al0^2*z3)/eta^(12/23) - (1.5243242086497246*al0^2*z3)/eta^0.4229886390044913 - 0.07977538204398958*al0^2*eta^0.14564856007823873*z3 + 13.118012422359442*al0^2*eta^(6/23)*z3 + 37.72024293215318*al0^2* eta^0.40861897853148305*z3 - 144.5973057610184*al0^2*eta^(14/23)*z3 + 95.67277367185046*al0^2*eta^(16/23)*z3, (22.364669203411783*al0^2)/eta^2.899394841634216 + (42.47960290237022*al0^2)/eta^2.4229886390044912 + (4.339554424339913*al0)/eta^1.8993948416342161 - (124.17202735964672*al0^2)/eta^1.8993948416342161 + (69.41769511415643*al0^2)/eta^1.8543514399217613 + (60.88807048237585*al0^2)/eta^1.591381021468517 - (2.5211818626685667*al0)/eta^1.4229886390044912 - (12.309351678352728*al0^2)/eta^1.4229886390044912 - (117.50977221868867*al0^2)/eta^(32/23) + (73.44748336073893*al0^2)/ eta^(30/23) + 0.14947574130573293/eta^0.899394841634216 - (4.277099449407684*al0)/eta^0.899394841634216 - (13.439206841369177*al0^2)/eta^0.899394841634216 + (3.5851941404314522*al0)/eta^0.8543514399217613 - (1.9765928969512159*al0^2)/eta^0.8543514399217613 + (8.806587248478559*al0)/eta^0.5913810214685169 - (19.251094982036058*al0^2)/eta^0.5913810214685169 + 0.12811431081962385/eta^0.4229886390044913 + (0.6255019244186248*al0)/ eta^0.4229886390044913 + (2.5484660390736558*al0^2)/ eta^0.4229886390044913 - (60.779419045693565*al0)/eta^(9/23) + (38.17457266983232*al0^2)/eta^(9/23) + (41.24588101509246*al0)/ eta^(7/23) - (60.075873534138154*al0^2)/eta^(7/23) - 0.22435146743001735*eta^0.14564856007823873 + 0.12368968027192505*al0* eta^0.14564856007823873 - 2.1163085516692086*al0^2* eta^0.14564856007823873 - 2.8535675013045454* eta^0.40861897853148305 + 6.237864618301004*al0* eta^0.40861897853148305 - 23.202691529320877*al0^2* eta^0.40861897853148305 + 8.078001447055755*eta^(14/23) - 5.073662402659744*al0*eta^(14/23) + 239.74562290708414*al0^2* eta^(14/23) - 5.277672530446549*eta^(16/23) + 7.687089709095626*al0* eta^(16/23) - 175.013263086871*al0^2*eta^(16/23) - (0.0031858625071133463*al0^2*X3)/eta^2.899394841634216 + (0.0041943466259193665*al0^2*X3)/eta^2.4229886390044912 - 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(8.74966086041059*al0^2)/eta^1.4229886390044912 - (83.01088136830296*al0^2)/eta^(32/23) + (53.45698240261634*al0^2)/ eta^(30/23) + 0.12155866675590768/eta^0.899394841634216 + (0.3092829909660549*al0)/eta^0.899394841634216 + (5.571869492395056*al0^2)/eta^0.899394841634216 - (0.2928826088050415*al0)/eta^0.8543514399217613 - (6.9008332313435945*al0^2)/eta^0.8543514399217613 + (5.876847814803239*al0)/eta^0.5913810214685169 - (2.3390689874135044*al0^2)/eta^0.5913810214685169 - 0.10084144301685681/eta^0.4229886390044913 + (0.4446155938352107*al0)/ eta^0.4229886390044913 + (2.4376075813295004*al0^2)/ eta^0.4229886390044913 - (42.93560483333175*al0)/eta^(9/23) + (65.33888728839423*al0^2)/eta^(9/23) + (30.01982143860378*al0)/ eta^(7/23) - (66.88690921914707*al0^2)/eta^(7/23) + 0.018327778216840222*eta^0.14564856007823873 + 0.4318349303548245*al0* eta^0.14564856007823873 - 0.9626017632210674*al0^2* eta^0.14564856007823873 - 1.9042543338604143* eta^0.40861897853148305 + 0.7579202995968314*al0* eta^0.40861897853148305 - 12.708748684562254*al0^2* eta^0.40861897853148305 + 5.706436215079986*eta^(14/23) - 8.683986032638112*al0*eta^(14/23) + 4.5672633965522325*al0^2* eta^(14/23) - 3.8412268831754623*eta^(16/23) + 8.558604998719611*al0*eta^(16/23) + 21.49473888080193*al0^2* eta^(16/23) - (0.002590849829205554*al0^2*X3)/eta^2.899394841634216 - (0.0033014576089481344*al0^2*X3)/eta^2.4229886390044912 + (0.002746637974842585*al0^2*X3)/eta^1.8543514399217613 + (0.005512097791720805*al0^2*X3)/eta^1.591381021468517 - 0.002366428328409701*al0^2*eta^(16/23)*X3 - (0.015877043436534635*al0^2*X4)/eta^2.899394841634216 + (0.0009589360234192412*al0^2*X4)/eta^2.4229886390044912 - (0.002587744588720083*al0^2*X4)/eta^1.8543514399217613 - (0.0019809474816382708*al0^2*X4)/eta^1.591381021468517 + 0.019486799483473746*al0^2*eta^(16/23)*X4 + (0.00011699915692097594*al0^2*X5)/eta^2.899394841634216 + (0.0005528155088508963*al0^2*X5)/eta^2.4229886390044912 - (0.00013948209447728495*al0^2*X5)/eta^1.8543514399217613 - (0.0007822232910553328*al0^2*X5)/eta^1.591381021468517 + 0.0002518907197607454*al0^2*eta^(16/23)*X5 + (0.001224666231828007*al0^2*X6)/eta^2.899394841634216 - (0.0009026232473394068*al0^2*X6)/eta^2.4229886390044912 + (0.0001886864454222762*al0^2*X6)/eta^1.8543514399217613 - (0.0009046331753384203*al0^2*X6)/eta^1.591381021468517 + 0.0003939037454275438*al0^2*eta^(16/23)*X6 - (0.00017125463925462699*al0^2*Y3)/eta^2.899394841634216 - (0.0002525181760547408*al0^2*Y3)/eta^2.4229886390044912 + (0.00025858277798573436*al0^2*Y3)/eta^1.8543514399217613 + (0.0005809650268966115*al0^2*Y3)/eta^1.591381021468517 - 0.006726250531998848*al0^2*eta^(14/23)*Y3 + 0.0063104755424258675* al0^2*eta^(16/23)*Y3 - (0.0010494692959443022*al0^2*Y4)/ eta^2.899394841634216 + (0.0000733460199309244*al0^2*Y4)/ eta^2.4229886390044912 - (0.0002436237285720706*al0^2*Y4)/ eta^1.8543514399217613 - (0.0002087882418703373*al0^2*Y4)/ eta^1.591381021468517 + 0.05339333386905245*al0^2*eta^(14/23)*Y4 - 0.05196479862259666*al0^2*eta^(16/23)*Y4 + (7.733620137196825*^-6*al0^2*Y5)/eta^2.899394841634216 + (0.00004228313082422903*al0^2*Y5)/eta^2.4229886390044912 - (0.000013131569504085138*al0^2*Y5)/eta^1.8543514399217613 - (0.00008244490437192462*al0^2*Y5)/eta^1.591381021468517 + 0.0007172683089432388*al0^2*eta^(14/23)*Y5 - 0.0006717085860286546* al0^2*eta^(16/23)*Y5 + (0.00008095018529242165*al0^2*Y6)/ eta^2.899394841634216 - (0.00006903883165574649*al0^2*Y6)/ eta^2.4229886390044912 + (0.000017763922902268292*al0^2*Y6)/ eta^1.8543514399217613 - (0.00009534668231602225*al0^2*Y6)/ eta^1.591381021468517 + 0.0011160813935838622*al0^2*eta^(14/23)*Y6 - 0.0010504099878067834*al0^2*eta^(16/23)*Y6 - (1.0674266821353948*al0^2*z3)/eta^2.899394841634216 - (0.7594837974172965*al0^2*z3)/eta^2.4229886390044912 + (0.8716579868141824*al0^2*z3)/eta^1.8543514399217613 - (34.59797949524049*al0^2*z3)/eta^1.591381021468517 + (133.97030626200458*al0^2*z3)/eta^(32/23) - (97.68221407263592*al0^2*z3)/eta^(30/23) + (5.741856165591889*al0^2*z3)/eta^0.899394841634216 - (3.060358063717004*al0^2*z3)/eta^0.4229886390044913 - 1.4210702596634406*al0^2*eta^0.14564856007823873*z3 + 141.18954918860652*al0^2*eta^0.40861897853148305*z3 - 535.8465958185852*al0^2*eta^(14/23)*z3 + 392.6617585863775*al0^2* eta^(16/23)*z3, (107.5891432059676*al0^2)/eta^2.899394841634216 + (878.4651789107412*al0^2)/eta^2.4229886390044912 + (20.876183687938127*al0)/eta^1.8993948416342161 - (402.3821867406164*al0^2)/eta^1.8993948416342161 + (470.7214783355646*al0^2)/eta^1.8543514399217613 + (1179.5658596554233*al0^2)/eta^1.591381021468517 - (52.1372688239532*al0)/eta^1.4229886390044912 - (756.4963466750916*al0^2)/eta^1.4229886390044912 - (2951.5781048195036*al0^2)/eta^(32/23) + (2080.0767196794473*al0^2)/ eta^(30/23) + 0.7190791328452704/eta^0.899394841634216 - (13.860034872226331*al0)/eta^0.899394841634216 - (111.87345656174192*al0^2)/eta^0.899394841634216 + (24.311205999113284*al0)/eta^0.8543514399217613 - (275.0706440519266*al0^2)/eta^0.8543514399217613 + (170.60730576753795*al0)/eta^0.5913810214685169 + (881.2544972803988*al0^2)/eta^0.5913810214685169 + 2.6493647135507383/eta^0.4229886390044913 + (38.4414982222896*al0)/ eta^0.4229886390044913 + (530.2317284150605*al0^2)/ eta^0.4229886390044913 - (1526.6407132936963*al0)/eta^(9/23) - (18217.830226092272*al0^2)/eta^(9/23) + (1168.1080543056903*al0)/ eta^(7/23) + (15494.69065214089*al0^2)/eta^(7/23) - 1.5213275842959306*eta^0.14564856007823873 + 17.213155054566368*al0* eta^0.14564856007823873 + 229.80668148041715*al0^2* eta^0.14564856007823873 - 55.2812854159233*eta^0.40861897853148305 - 285.5497961769772*al0*eta^0.40861897853148305 - 3035.2901433716775*al0^2*eta^0.40861897853148305 + 202.9010162444863*eta^(14/23) + 2421.2745241601087*al0*eta^(14/23) + 24093.878480532097*al0^2*eta^(14/23) - 149.46684709066307* eta^(16/23) - 1982.6441140303905*al0*eta^(16/23) - 20195.759311323174*al0^2*eta^(16/23) - (0.01532614743347294*al0^2*X3)/ eta^2.899394841634216 + (0.08673780373183133*al0^2*X3)/ eta^2.4229886390044912 - (0.2279892339248926*al0^2*X3)/ eta^1.8543514399217613 + (0.16001846278950607*al0^2*X3)/ eta^1.591381021468517 - 0.0034408851629718746*al0^2*eta^(16/23)*X3 - (0.09392049889305949*al0^2*X4)/eta^2.899394841634216 - (0.02519372181707987*al0^2*X4)/eta^2.4229886390044912 + (0.2148000252597508*al0^2*X4)/eta^1.8543514399217613 - (0.057507718994865634*al0^2*X4)/eta^1.591381021468517 - 0.038178085554745805*al0^2*eta^(16/23)*X4 + (0.0006921073959399474*al0^2*X5)/eta^2.899394841634216 - (0.014523888774661169*al0^2*X5)/eta^2.4229886390044912 + (0.011577942254271147*al0^2*X5)/eta^1.8543514399217613 - (0.022708263409409915*al0^2*X5)/eta^1.591381021468517 + 0.02496210253385999*al0^2*eta^(16/23)*X5 + (0.007244501404215754*al0^2*X6)/eta^2.899394841634216 + (0.02371423999487848*al0^2*X6)/eta^2.4229886390044912 - (0.015662230893862622*al0^2*X6)/eta^1.8543514399217613 - (0.02626187262560379*al0^2*X6)/eta^1.591381021468517 + 0.01096536212037218*al0^2*eta^(16/23)*X6 - (0.0010130551837840224*al0^2*Y3)/eta^2.899394841634216 + (0.0066343035676095*al0^2*Y3)/eta^2.4229886390044912 - (0.021464091736559106*al0^2*Y3)/eta^1.8543514399217613 + (0.016865653341291198*al0^2*Y3)/eta^1.591381021468517 - 0.01019850375648269*al0^2*eta^(14/23)*Y3 + 0.009175693767924913*al0^2* eta^(16/23)*Y3 - (0.006208125602353973*al0^2*Y4)/ eta^2.899394841634216 - (0.001926989055996525*al0^2*Y4)/ eta^2.4229886390044912 + (0.0202223910656648*al0^2*Y4)/ eta^1.8543514399217613 - (0.006061208413754358*al0^2*Y4)/ eta^1.591381021468517 - 0.10783429613954863*al0^2*eta^(14/23)*Y4 + 0.10180822814598885*al0^2*eta^(16/23)*Y4 + (0.000045748156099613924*al0^2*Y5)/eta^2.899394841634216 - (0.0011108868678667751*al0^2*Y5)/eta^2.4229886390044912 + (0.001090007674433117*al0^2*Y5)/eta^1.8543514399217613 - (0.002393409435195201*al0^2*Y5)/eta^1.591381021468517 + 0.06893414722948925*al0^2*eta^(14/23)*Y5 - 0.06656560675696001*al0^2* eta^(16/23)*Y5 + (0.0004788600483799694*al0^2*Y6)/ eta^2.899394841634216 + (0.001813828114527567*al0^2*Y6)/ eta^2.4229886390044912 - (0.001474523840085301*al0^2*Y6)/ eta^1.8543514399217613 - (0.0027679533478534597*al0^2*Y6)/ eta^1.591381021468517 + 0.031190754679357034*al0^2*eta^(14/23)*Y6 - 0.02924096565432583*al0^2*eta^(16/23)*Y6 - (6.314352348953521*al0^2*z3)/eta^2.899394841634216 + (19.953597580456574*al0^2*z3)/eta^2.4229886390044912 - (72.35341478509525*al0^2*z3)/eta^1.8543514399217613 - (1004.3935546221268*al0^2*z3)/eta^1.591381021468517 + (4763.51794055141*al0^2*z3)/eta^(32/23) - (3800.9347008949294*al0^2*z3)/eta^(30/23) + (79.90257538376841*al0^2*z3)/eta^0.899394841634216 + (66.77241454726658*al0^2*z3)/eta^0.4229886390044913 + 17.47226946249502*al0^2*eta^0.14564856007823873*z3 + 2846.801465785984*al0^2*eta^0.40861897853148305*z3 - 10651.407136660953*al0^2*eta^(14/23)*z3 + 7740.982896000677*al0^2* eta^(16/23)*z3, (3.4142447635079285*al0^2)/eta^2.899394841634216 - (427.5413490890879*al0^2)/eta^2.4229886390044912 + (0.6624869267907593*al0)/eta^1.8993948416342161 + (574.4563288409468*al0^2)/eta^1.8993948416342161 + (28.366803985754743*al0^2)/eta^1.8543514399217613 + (542.8914891563404*al0^2)/eta^1.591381021468517 + (25.37475449903781*al0)/eta^1.4229886390044912 - (40.60465233200772*al0^2)/eta^1.4229886390044912 - (1257.7494686567766*al0^2)/eta^(32/23) + (830.2730604560047*al0^2)/ eta^(30/23) + 0.022819330005860755/eta^0.899394841634216 + (19.787120336515077*al0)/eta^0.899394841634216 + (35.180079303646885*al0^2)/eta^0.899394841634216 + (1.4650515155429809*al0)/eta^0.8543514399217613 - (97.89568897058894*al0^2)/eta^0.8543514399217613 + (78.52147765292773*al0)/eta^0.5913810214685169 - (351.9689120007551*al0^2)/eta^0.5913810214685169 - 1.2894227239206255/eta^0.4229886390044913 + (2.063332727643686*al0)/ eta^0.4229886390044913 + (20.961510207528278*al0^2)/ eta^0.4229886390044913 - (650.5440404370969*al0)/eta^(9/23) + (4813.753475749438*al0^2)/eta^(9/23) + (466.2561914260327*al0)/ eta^(7/23) - (4501.700441606684*al0^2)/eta^(7/23) - 0.09167884485415442*eta^0.14564856007823873 + 6.126039655130298*al0* eta^0.14564856007823873 - 93.20626471120008*al0^2* eta^0.14564856007823873 - 25.44303831470196*eta^0.40861897853148305 + 114.04724899857098*al0*eta^0.40861897853148305 + 1287.8482918899526*al0^2*eta^0.40861897853148305 + 86.46176259226203*eta^(14/23) - 639.780836234051*al0*eta^(14/23) - 6743.22061908643*al0^2*eta^(14/23) - 59.66044203879116*eta^(16/23) + 576.0211729329561*al0*eta^(16/23) + 5376.742112100407*al0^2* eta^(16/23) - (0.00048636151437056*al0^2*X3)/eta^2.899394841634216 - (0.04221453338709935*al0^2*X3)/eta^2.4229886390044912 - (0.013739177427122695*al0^2*X3)/eta^1.8543514399217613 + (0.07364799586661552*al0^2*X3)/eta^1.591381021468517 - 0.017207923538022918*al0^2*eta^(16/23)*X3 - (0.0029804826209815396*al0^2*X4)/eta^2.899394841634216 + (0.012261564912118123*al0^2*X4)/eta^2.4229886390044912 + (0.012944364115747545*al0^2*X4)/eta^1.8543514399217613 - (0.026467747389897447*al0^2*X4)/eta^1.591381021468517 + 0.004242300983013321*al0^2*eta^(16/23)*X4 + (0.000021963406176116886*al0^2*X5)/eta^2.899394841634216 + (0.007068650129579506*al0^2*X5)/eta^2.4229886390044912 + (0.0006977145373663376*al0^2*X5)/eta^1.8543514399217613 - (0.010451407047411746*al0^2*X5)/eta^1.591381021468517 + 0.0026630789742897853*al0^2*eta^(16/23)*X5 + (0.00022989774104082214*al0^2*X6)/eta^2.899394841634216 - (0.011541513999000445*al0^2*X6)/eta^2.4229886390044912 - (0.0009438435554646879*al0^2*X6)/eta^1.8543514399217613 - (0.012086944549169178*al0^2*X6)/eta^1.591381021468517 + 0.024342404362593485*al0^2*eta^(16/23)*X6 - (0.0000321483957703579*al0^2*Y3)/eta^2.899394841634216 - (0.00322885774605133*al0^2*Y3)/eta^2.4229886390044912 - (0.001293477589287279*al0^2*Y3)/eta^1.8543514399217613 + (0.007762364079207004*al0^2*Y3)/eta^1.591381021468517 - 0.04909567644949251*al0^2*eta^(14/23)*Y3 + 0.04588779610139446*al0^2* eta^(16/23)*Y3 - (0.00019700928641525682*al0^2*Y4)/ eta^2.899394841634216 + (0.0009378487849708763*al0^2*Y4)/ eta^2.4229886390044912 + (0.0012186497321332245*al0^2*Y4)/ eta^1.8543514399217613 - (0.00278965217151274*al0^2*Y4)/ eta^1.591381021468517 + 0.012142965562192737*al0^2*eta^(14/23)*Y4 - 0.011312802621368852*al0^2*eta^(16/23)*Y4 + (1.45177661749969669999999999981178`17*^-6*al0^2*Y5)/ eta^2.899394841634216 + (0.0005406589601673567*al0^2*Y5)/ eta^2.4229886390044912 + (0.00006568647377838695*al0^2*Y5)/ eta^1.8543514399217613 - (0.0011015591895933052*al0^2*Y5)/ eta^1.591381021468517 + 0.007595305910469488*al0^2*eta^(14/23)*Y5 - 0.007101543931439427*al0^2*eta^(16/23)*Y5 + (0.00001519619325812959*al0^2*Y6)/eta^2.899394841634216 - (0.000882774340654461*al0^2*Y6)/eta^2.4229886390044912 - (0.00008885833910090755*al0^2*Y6)/eta^1.8543514399217613 - (0.0012739418512590838*al0^2*Y6)/eta^1.591381021468517 + 0.06714345663800562*al0^2*eta^(14/23)*Y6 - 0.0649130783002493*al0^2* eta^(16/23)*Y6 - (0.20038029674691893*al0^2*z3)/ eta^2.899394841634216 - (9.711242099894292*al0^2*z3)/ eta^2.4229886390044912 - (4.36019011107388*al0^2*z3)/ eta^1.8543514399217613 - (462.268984901889*al0^2*z3)/ eta^1.591381021468517 + (2029.8673949649533*al0^2*z3)/eta^(32/23) - (1517.1621588995008*al0^2*z3)/eta^(30/23) + (17.40276954548272*al0^2*z3)/eta^0.899394841634216 - (48.86161535482544*al0^2*z3)/eta^0.4229886390044913 - 7.569853116865939*al0^2*eta^0.14564856007823873*z3 + 1590.5029255545817*al0^2*eta^0.40861897853148305*z3 - 6072.399539415215*al0^2*eta^(14/23)*z3 + 4484.760874130994*al0^2* eta^(16/23)*z3, (-13.916642788468815*al0^2)/eta^(30/23) - (7.815164881327452*al0)/eta^(7/23) - (61.07680212233393*al0^2)/ eta^(7/23) + 1.*eta^(16/23) + 7.815164881327452*al0*eta^(16/23) + 74.99344491080274*al0^2*eta^(16/23) + (25.429951690821255*al0^2*z3)/ eta^(30/23) - 25.429951690821255*al0^2*eta^(16/23)*z3, (-38.79169800067095*al0^2)/eta^(32/23) + (37.111047435916845*al0^2)/ eta^(30/23) - (20.064176993628788*al0)/eta^(9/23) - (135.31414135684312*al0^2)/eta^(9/23) + (20.840439683539874*al0)/ eta^(7/23) + (146.6159293730627*al0^2)/eta^(7/23) + 2.6666666666666665*eta^(14/23) + 17.98417699362879*al0*eta^(14/23) + 202.4071973822054*al0^2*eta^(14/23) - 2.6666666666666665*eta^(16/23) - 18.760439683539875*al0*eta^(16/23) - 212.0283348336709*al0^2* eta^(16/23) + (62.60547504025763*al0^2*z3)/eta^(32/23) - (67.81320450885669*al0^2*z3)/eta^(30/23) - 155.5684380032206*al0^2* eta^(14/23)*z3 + 160.77616747181963*al0^2*eta^(16/23)*z3}, {(0.9149867342735687*al0^2)/eta^2.899394841634216 - (47.743244196866144*al0^2)/eta^(58/23) + (65.05339470737987*al0^2)/ eta^2.4229886390044912 + (0.05996971701037072*al0)/ eta^1.8993948416342161 - (0.4434001264351763*al0^2)/ eta^1.8993948416342161 - (7.07448074181206*al0^2)/ eta^1.8543514399217613 - (11.479279271542255*al0^2)/eta^(40/23) + (19.309648390209226*al0^2)/eta^1.591381021468517 + (2.6596364883400376*al0)/eta^(35/23) + (2.9126957887428997*al0^2)/ eta^(35/23) - (3.0787129085838516*al0)/eta^1.4229886390044912 - (11.834694318092511*al0^2)/eta^1.4229886390044912 - (6.598057617883178*al0^2)/eta^(32/23) + 0.024037711224180653/ eta^0.899394841634216 - (0.177728439074853*al0)/ eta^0.899394841634216 - (1.097858693069767*al0^2)/ eta^0.899394841634216 + (0.35184981898632506*al0)/ eta^0.8543514399217613 - (4.027365858300837*al0^2)/ eta^0.8543514399217613 + (0.4687316284538711*al0)/eta^(17/23) - (2.793929955487961*al0^2)/eta^(17/23) + (0.6448143339306783*al0)/ eta^0.5913810214685169 - (3.3930448904396364*al0^2)/ eta^0.5913810214685169 - 0.07295597690182774/eta^0.4229886390044913 - (0.28044566380439223*al0)/eta^0.4229886390044913 + (0.7440925187037094*al0^2)/eta^0.4229886390044913 - (1.462766167178657*al0)/eta^(9/23) - (0.005425164909661396*al0^2)/ eta^(9/23) + 0.011329555193658893*eta^0.14564856007823873 - 0.12968107787615527*al0*eta^0.14564856007823873 - 0.375721504442424*al0^2*eta^0.14564856007823873 - 0.17930805273876824*eta^0.40861897853148305 + 0.9435278345182757*al0* eta^0.40861897853148305 + 7.857582254988665*al0^2* eta^0.40861897853148305 + 0.21689676322274742*eta^(14/23) + 0.000804435278347837*al0*eta^(14/23) + 0.07410194498367052*al0^2* eta^(14/23) - (0.013888888888888885*al0^2*Y1)/eta^(58/23) - (0.009259259259259257*al0^2*Y1)/eta^(40/23) + 0.023148148148148143* al0^2*eta^(14/23)*Y1 + (0.0046296296296296285*al0^2*Y2)/eta^(58/23) - (0.006172839506172839*al0^2*Y2)/eta^(40/23) + 0.0015432098765432102* al0^2*eta^(14/23)*Y2 - (0.00017061544623874828*al0^2*Y3)/ eta^2.899394841634216 - (0.0005144032921810226*al0^2*Y3)/ eta^(58/23) + (0.0010688209477956107*al0^2*Y3)/ eta^2.4229886390044912 - (0.00048117663033325916*al0^2*Y3)/ eta^1.8543514399217613 - (0.00029394473838924144*al0^2*Y3)/ eta^(40/23) + (0.0003835341471568444*al0^2*Y3)/ eta^1.591381021468517 + 7.785012189816218*^-6*al0^2*eta^(14/23)*Y3 - (0.0010455522432602667*al0^2*Y4)/eta^2.899394841634216 + (0.0015432098765432122*al0^2*Y4)/eta^(58/23) - (0.00031044799928624765*al0^2*Y4)/eta^2.4229886390044912 + (0.0004533404958237417*al0^2*Y4)/eta^1.8543514399217613 - (0.00044091710758373324*al0^2*Y4)/eta^(40/23) - (0.00013783518211048386*al0^2*Y4)/eta^1.591381021468517 - 0.00006179784012622243*al0^2*eta^(14/23)*Y4 + (7.704755074033236*^-6*al0^2*Y5)/eta^2.899394841634216 + (0.0001286008230452605*al0^2*Y5)/eta^(58/23) - (0.00017896967525031466*al0^2*Y5)/eta^2.4229886390044912 + (0.000024435518924277527*al0^2*Y5)/eta^1.8543514399217613 + (0.00007348618459730125*al0^2*Y5)/eta^(40/23) - (0.0000544274347366882*al0^2*Y5)/eta^1.591381021468517 - 8.30171653869698*^-7*al0^2*eta^(14/23)*Y5 + (0.00008064804578076693*al0^2*Y6)/eta^2.899394841634216 - (0.00038580246913579356*al0^2*Y6)/eta^(58/23) + (0.00029221718071098605*al0^2*Y6)/eta^2.4229886390044912 - (0.000033055505978378785*al0^2*Y6)/eta^1.8543514399217613 + (0.00011022927689594488*al0^2*Y6)/eta^(40/23) - (0.00006294476740132243*al0^2*Y6)/eta^1.591381021468517 - 1.29176087220314749999999999991046`17*^-6*al0^2*eta^(14/23)*Y6 + (0.30037943003428014*al0^2*z3)/eta^2.899394841634216 - (1.201175624827362*^-13*al0^2*z3)/eta^(58/23) - (1.6183602947563271*al0^2*z3)/eta^2.4229886390044912 + (0.512227029246789*al0^2*z3)/eta^1.8543514399217613 - (3.220015204677275*^-13*al0^2*z3)/eta^(40/23) - (10.656197041319157*al0^2*z3)/eta^1.591381021468517 + (12.653358998443952*al0^2*z3)/eta^(32/23) + (1.207614880628905*al0^2*z3)/eta^0.899394841634216 - (2.3151722511403072*al0^2*z3)/eta^0.4229886390044913 - 0.2208070950326847*al0^2*eta^0.14564856007823873*z3 + 6.98867532954036*al0^2*eta^0.40861897853148305*z3 - 6.851718985645366*al0^2*eta^(14/23)*z3, (-2.1728282272924058*al0^2)/eta^2.899394841634216 + (71.61486629529922*al0^2)/eta^(58/23) - (77.867239260222*al0^2)/ eta^2.4229886390044912 - (0.14241069189524655*al0)/ eta^1.8993948416342161 + (0.9509893838261319*al0^2)/ eta^1.8993948416342161 - (13.052450520976848*al0^2)/ eta^1.8543514399217613 - (34.43783781462676*al0^2)/eta^(40/23) + (98.37397559379289*al0^2)/eta^1.591381021468517 - (3.989454732510057*al0)/eta^(35/23) - (16.33740788064452*al0^2)/ eta^(35/23) + (3.685140118276363*al0)/eta^1.4229886390044912 + (14.175876974763462*al0^2)/eta^1.4229886390044912 - (26.232826199209583*al0^2)/eta^(32/23) - 0.057082595310925244/ eta^0.899394841634216 + (0.38118586055226383*al0)/ eta^0.899394841634216 + (8.037558064066747*al0^2)/ eta^0.899394841634216 + (0.6491645847575441*al0)/ eta^0.8543514399217613 - (9.216256270970762*al0^2)/ eta^0.8543514399217613 + (1.4061948853616133*al0)/eta^(17/23) - (4.163205210379043*al0^2)/eta^(17/23) + (3.2850390782251346*al0)/ eta^0.5913810214685169 + (11.59657726288502*al0^2)/ eta^0.5913810214685169 + 0.08732642676729356/eta^0.4229886390044913 + (0.33592445409588795*al0)/eta^0.4229886390044913 + (0.6756058558877043*al0^2)/eta^0.4229886390044913 - (5.815725302197726*al0)/eta^(9/23) - (25.131403791152678*al0^2)/ eta^(9/23) + 0.02090308306529241*eta^0.14564856007823873 - 0.29676321676586215*al0*eta^0.14564856007823873 - 0.8843522874376242*al0^2*eta^0.14564856007823873 - 0.9134938993937316*eta^0.40861897853148305 - 3.2247417249042254*al0* eta^0.40861897853148305 - 23.18987606986146*al0^2* eta^0.40861897853148305 + 0.8623469848720237*eta^(14/23) + 3.726446687004309*al0*eta^(14/23) + 27.2602341022525*al0^2* eta^(14/23) + (0.02083333333333333*al0^2*Y1)/eta^(58/23) - (0.027777777777777776*al0^2*Y1)/eta^(40/23) + 0.0069444444444444475* al0^2*eta^(14/23)*Y1 - (0.006944444444444444*al0^2*Y2)/eta^(58/23) - (0.018518518518518517*al0^2*Y2)/eta^(40/23) + 0.02546296296296296* al0^2*eta^(14/23)*Y2 + (0.0004051622211703044*al0^2*Y3)/ eta^2.899394841634216 + (0.0007716049382715339*al0^2*Y3)/ eta^(58/23) - (0.001279351167494056*al0^2*Y3)/ eta^2.4229886390044912 - (0.0008877731650544482*al0^2*Y3)/ eta^1.8543514399217613 - (0.0008818342151677242*al0^2*Y3)/ eta^(40/23) + (0.0019539340162674384*al0^2*Y3)/ eta^1.591381021468517 - 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(153.49741265462364*al0^2*z3)/eta^0.4229886390044913 - 63.828895859693716*al0^2*eta^0.14564856007823873*z3 + 4004.788189878579*al0^2*eta^0.40861897853148305*z3 - 3994.2776762478566*al0^2*eta^(14/23)*z3, (2.6729414137795953*al0^2)/eta^2.899394841634216 - (2643.068296587129*al0^2)/eta^2.4229886390044912 + (0.1751889225988891*al0)/eta^1.8993948416342161 + (151.9099943862654*al0^2)/eta^1.8993948416342161 - (209.13121218624119*al0^2)/eta^1.8543514399217613 + (3854.4810447235836*al0^2)/eta^1.591381021468517 + (125.08568568287815*al0)/eta^1.4229886390044912 - (200.16196724412686*al0^2)/eta^1.4229886390044912 - (986.3212390500498*al0^2)/eta^(32/23) + 0.07022112060957682/ eta^0.899394841634216 + (60.89020857798072*al0)/ eta^0.899394841634216 + (108.25841912104295*al0^2)/ eta^0.899394841634216 + (10.401156189065004*al0)/ eta^0.8543514399217613 - (695.0119776790447*al0^2)/ eta^0.8543514399217613 + (128.71413177891284*al0)/ eta^0.5913810214685169 - (576.9551755201413*al0^2)/ eta^0.5913810214685169 + 2.964143999911642/eta^0.4229886390044913 - (4.7432197455540175*al0)/eta^0.4229886390044913 - (48.18662922413052*al0^2)/eta^0.4229886390044913 - (218.66394960567467*al0)/eta^(9/23) + (1618.0216588075793*al0^2)/ eta^(9/23) + 0.3349169638949245*eta^0.14564856007823873 - 22.379367947535567*al0*eta^0.14564856007823873 + 340.4968642735599*al0^2*eta^0.14564856007823873 - 35.79244305651441*eta^0.40861897853148305 + 160.43797973509785*al0* eta^0.40861897853148305 + 1811.7033069224633*al0^2* eta^0.40861897853148305 + 32.423160972098266*eta^(14/23) - 239.9178135877692*al0*eta^(14/23) - 2528.70773215741*al0^2* eta^(14/23) - (0.0004984171627844443*al0^2*Y3)/ eta^2.899394841634216 - (0.0434253550418686*al0^2*Y3)/ eta^2.4229886390044912 - (0.014224231523105424*al0^2*Y3)/ eta^1.8543514399217613 + (0.07655888239631815*al0^2*Y3)/ eta^1.591381021468517 - 0.018410878668559685*al0^2*eta^(14/23)*Y3 - (0.0030543611033872617*al0^2*Y4)/eta^2.899394841634216 + (0.012613258206482202*al0^2*Y4)/eta^2.4229886390044912 + (0.013401357765297505*al0^2*Y4)/eta^1.8543514399217613 - (0.027513866954214723*al0^2*Y4)/eta^1.591381021468517 + 0.004553612085822277*al0^2*eta^(14/23)*Y4 + (0.000022507822407679277*al0^2*Y5)/eta^2.899394841634216 + (0.007271397239642268*al0^2*Y5)/eta^2.4229886390044912 + (0.0007223469650332327*al0^2*Y5)/eta^1.8543514399217613 - (0.010864491743509237*al0^2*Y5)/eta^1.591381021468517 + 0.002848239716426058*al0^2*eta^(14/23)*Y5 + (0.00023559631351262073*al0^2*Y6)/eta^2.899394841634216 - (0.011872554376745866*al0^2*Y6)/eta^2.4229886390044912 - (0.000977165432627528*al0^2*Y6)/eta^1.8543514399217613 - (0.012564672743391334*al0^2*Y6)/eta^1.591381021468517 + 0.025178796239252108*al0^2*eta^(14/23)*Y6 + (0.8774953650268796*al0^2*z3)/eta^2.899394841634216 + (65.75270678442556*al0^2*z3)/eta^2.4229886390044912 + (15.14212328090948*al0^2*z3)/eta^1.8543514399217613 - (2127.128815324802*al0^2*z3)/eta^1.591381021468517 + (1891.5076903336167*al0^2*z3)/eta^(32/23) + (53.552929857281185*al0^2*z3)/eta^0.899394841634216 + (112.32380296480027*al0^2*z3)/eta^0.4229886390044913 + 27.653841265828135*al0^2*eta^0.14564856007823873*z3 + 2237.46805275362*al0^2*eta^0.40861897853148305*z3 - 2277.1498272807057*al0^2*eta^(14/23)*z3, 0, (-30.420267780147284*al0^2)/eta^(32/23) - (6.744066372610796*al0)/ eta^(9/23) - (45.48243123817974*al0^2)/eta^(9/23) + 1.*eta^(14/23) + 6.744066372610796*al0*eta^(14/23) + 75.90269901832703*al0^2* eta^(14/23) + (58.33816425120772*al0^2*z3)/eta^(32/23) - 58.33816425120772*al0^2*eta^(14/23)*z3}};