Created
May 18, 2021 14:44
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Save gagern/e0463d18eb636f0b2e22f6e964755cdc to your computer and use it in GitHub Desktop.
https://math.stackexchange.com/q/4141558/35416 polynomials
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| https://math.stackexchange.com/q/4141558/35416 | |
| 0 = (-d + R)*a^2 | |
| + (-2*L)*a | |
| + (-d + R) | |
| or | |
| 0 = (-c + L)*a^2 | |
| + (-c - L) | |
| or | |
| 0 = (c^2*e - d^2*e - e^3 + 2*c*d*f - e*f^2 - 2*c*e*L - 2*d*f*L + e*L^2 + 2*d*e*R - 2*c*f*R + 2*f*L*R)*a^4 | |
| + (-4*d*e*L + 4*c*f*L - 4*f*L^2 + 4*e*L*R)*a^3 | |
| + (2*c^2*e - 2*d^2*e - 2*e^3 + 4*c*d*f - 2*e*f^2 - 6*e*L^2 + 4*d*e*R - 4*c*f*R)*a^2 | |
| + (-4*d*e*L + 4*c*f*L + 4*f*L^2 + 4*e*L*R)*a | |
| + (c^2*e - d^2*e - e^3 + 2*c*d*f - e*f^2 + 2*c*e*L + 2*d*f*L + e*L^2 + 2*d*e*R - 2*c*f*R - 2*f*L*R) | |
| or | |
| 0 = (-4*c^10*d^2*e^2 - 16*c^8*d^4*e^2 - 24*c^6*d^6*e^2 - 16*c^4*d^8*e^2 - 4*c^2*d^10*e^2 - 16*c^8*d^2*e^4 + 496*c^6*d^4*e^4 - 496*c^4*d^6*e^4 + 16*c^2*d^8*e^4 - 24*c^6*d^2*e^6 - 496*c^4*d^4*e^6 - 24*c^2*d^6*e^6 - 16*c^4*d^2*e^8 + 16*c^2*d^4*e^8 - 4*c^2*d^2*e^10 + 4*c^11*d*e*f + 12*c^9*d^3*e*f + 8*c^7*d^5*e*f - 8*c^5*d^7*e*f - 12*c^3*d^9*e*f - 4*c*d^11*e*f + 20*c^9*d*e^3*f - 816*c^7*d^3*e^3*f + 2424*c^5*d^5*e^3*f - 816*c^3*d^7*e^3*f + 20*c*d^9*e^3*f + 40*c^7*d*e^5*f - 152*c^5*d^3*e^5*f + 152*c^3*d^5*e^5*f - 40*c*d^7*e^5*f + 40*c^5*d*e^7*f + 656*c^3*d^3*e^7*f + 40*c*d^5*e^7*f + 20*c^3*d*e^9*f - 20*c*d^3*e^9*f + 4*c*d*e^11*f - c^12*f^2 - 2*c^10*d^2*f^2 + c^8*d^4*f^2 + 4*c^6*d^6*f^2 + c^4*d^8*f^2 - 2*c^2*d^10*f^2 - d^12*f^2 - 6*c^10*e^2*f^2 + 462*c^8*d^2*e^2*f^2 - 2604*c^6*d^4*e^2*f^2 + 2604*c^4*d^6*e^2*f^2 - 462*c^2*d^8*e^2*f^2 + 6*d^10*e^2*f^2 - 15*c^8*e^4*f^2 + 604*c^6*d^2*e^4*f^2 - 3306*c^4*d^4*e^4*f^2 + 604*c^2*d^6*e^4*f^2 - 15*d^8*e^4*f^2 - 20*c^6*e^6*f^2 - 180*c^4*d^2*e^6*f^2 + 180*c^2*d^4*e^6*f^2 + 20*d^6*e^6*f^2 - 15*c^4*e^8*f^2 - 314*c^2*d^2*e^8*f^2 - 15*d^4*e^8*f^2 - 6*c^2*e^10*f^2 + 6*d^2*e^10*f^2 - e^12*f^2 - 92*c^9*d*e*f^3 + 1040*c^7*d^3*e*f^3 - 1832*c^5*d^5*e*f^3 + 1040*c^3*d^7*e*f^3 - 92*c*d^9*e*f^3 - 208*c^7*d*e^3*f^3 + 2480*c^5*d^3*e^3*f^3 - 2480*c^3*d^5*e^3*f^3 + 208*c*d^7*e^3*f^3 - 72*c^5*d*e^5*f^3 + 2608*c^3*d^3*e^5*f^3 - 72*c*d^5*e^5*f^3 + 112*c^3*d*e^7*f^3 - 112*c*d^3*e^7*f^3 + 68*c*d*e^9*f^3 + 2*c^10*f^4 - 138*c^8*d^2*f^4 + 372*c^6*d^4*f^4 - 372*c^4*d^6*f^4 + 138*c^2*d^8*f^4 - 2*d^10*f^4 + 2*c^8*e^2*f^4 - 192*c^6*d^2*e^2*f^4 - 964*c^4*d^4*e^2*f^4 - 192*c^2*d^6*e^2*f^4 + 2*d^8*e^2*f^4 - 12*c^6*e^4*f^4 - 1164*c^4*d^2*e^4*f^4 + 1164*c^2*d^4*e^4*f^4 + 12*d^6*e^4*f^4 - 28*c^4*e^6*f^4 - 1152*c^2*d^2*e^6*f^4 - 28*d^4*e^6*f^4 - 22*c^2*e^8*f^4 + 22*d^2*e^8*f^4 - 6*e^10*f^4 - 120*c^7*d*e*f^5 + 1736*c^5*d^3*e*f^5 - 1736*c^3*d^5*e*f^5 + 120*c*d^7*e*f^5 - 72*c^5*d*e^3*f^5 + 2608*c^3*d^3*e^3*f^5 - 72*c*d^5*e^3*f^5 + 280*c^3*d*e^5*f^5 - 280*c*d^3*e^5*f^5 + 232*c*d*e^7*f^5 + c^8*f^6 - 372*c^6*d^2*f^6 + 726*c^4*d^4*f^6 - 372*c^2*d^6*f^6 + d^8*f^6 + 4*c^6*e^2*f^6 - 1372*c^4*d^2*e^2*f^6 + 1372*c^2*d^4*e^2*f^6 - 4*d^6*e^2*f^6 - 10*c^4*e^4*f^6 - 1516*c^2*d^2*e^4*f^6 - 10*d^4*e^4*f^6 - 28*c^2*e^6*f^6 + 28*d^2*e^6*f^6 - 15*e^8*f^6 + 40*c^5*d*e*f^7 + 656*c^3*d^3*e*f^7 + 40*c*d^5*e*f^7 + 304*c^3*d*e^3*f^7 - 304*c*d^3*e^3*f^7 + 328*c*d*e^5*f^7 - 4*c^6*f^8 - 372*c^4*d^2*f^8 + 372*c^2*d^4*f^8 + 4*d^6*f^8 + 4*c^4*e^2*f^8 - 812*c^2*d^2*e^2*f^8 + 4*d^4*e^2*f^8 - 12*c^2*e^4*f^8 + 12*d^2*e^4*f^8 - 20*e^6*f^8 + 116*c^3*d*e*f^9 - 116*c*d^3*e*f^9 + 212*c*d*e^3*f^9 + c^4*f^10 - 138*c^2*d^2*f^10 + d^4*f^10 + 2*c^2*e^2*f^10 - 2*d^2*e^2*f^10 - 15*e^4*f^10 + 52*c*d*e*f^11 + 2*c^2*f^12 - 2*d^2*f^12 - 6*e^2*f^12 - f^14 + 40*c^9*d^2*e^2*L + 128*c^7*d^4*e^2*L + 144*c^5*d^6*e^2*L + 64*c^3*d^8*e^2*L + 8*c*d^10*e^2*L + 128*c^7*d^2*e^4*L - 2976*c^5*d^4*e^4*L + 1984*c^3*d^6*e^4*L - 32*c*d^8*e^4*L + 144*c^5*d^2*e^6*L + 1984*c^3*d^4*e^6*L + 48*c*d^6*e^6*L + 64*c^3*d^2*e^8*L - 32*c*d^4*e^8*L + 8*c*d^2*e^10*L - 44*c^10*d*e*f*L - 108*c^8*d^3*e*f*L - 56*c^6*d^5*e*f*L + 40*c^4*d^7*e*f*L + 36*c^2*d^9*e*f*L + 4*d^11*e*f*L - 180*c^8*d*e^3*f*L + 5712*c^6*d^3*e^3*f*L - 12120*c^4*d^5*e^3*f*L + 2448*c^2*d^7*e^3*f*L - 20*d^9*e^3*f*L - 280*c^6*d*e^5*f*L + 760*c^4*d^3*e^5*f*L - 456*c^2*d^5*e^5*f*L + 40*d^7*e^5*f*L - 200*c^4*d*e^7*f*L - 1968*c^2*d^3*e^7*f*L - 40*d^5*e^7*f*L - 60*c^2*d*e^9*f*L + 20*d^3*e^9*f*L - 4*d*e^11*f*L + 12*c^11*f^2*L + 20*c^9*d^2*f^2*L - 8*c^7*d^4*f^2*L - 24*c^5*d^6*f^2*L - 4*c^3*d^8*f^2*L + 4*c*d^10*f^2*L + 60*c^9*e^2*f^2*L - 3696*c^7*d^2*e^2*f^2*L + 15624*c^5*d^4*e^2*f^2*L - 10416*c^3*d^6*e^2*f^2*L + 924*c*d^8*e^2*f^2*L + 120*c^7*e^4*f^2*L - 3624*c^5*d^2*e^4*f^2*L + 13224*c^3*d^4*e^4*f^2*L - 1208*c*d^6*e^4*f^2*L + 120*c^5*e^6*f^2*L + 720*c^3*d^2*e^6*f^2*L - 360*c*d^4*e^6*f^2*L + 60*c^3*e^8*f^2*L + 628*c*d^2*e^8*f^2*L + 12*c*e^10*f^2*L + 828*c^8*d*e*f^3*L - 7280*c^6*d^3*e*f^3*L + 9160*c^4*d^5*e*f^3*L - 3120*c^2*d^7*e*f^3*L + 92*d^9*e*f^3*L + 1456*c^6*d*e^3*f^3*L - 12400*c^4*d^3*e^3*f^3*L + 7440*c^2*d^5*e^3*f^3*L - 208*d^7*e^3*f^3*L + 360*c^4*d*e^5*f^3*L - 7824*c^2*d^3*e^5*f^3*L + 72*d^5*e^5*f^3*L - 336*c^2*d*e^7*f^3*L + 112*d^3*e^7*f^3*L - 68*d*e^9*f^3*L - 20*c^9*f^4*L + 1104*c^7*d^2*f^4*L - 2232*c^5*d^4*f^4*L + 1488*c^3*d^6*f^4*L - 276*c*d^8*f^4*L - 16*c^7*e^2*f^4*L + 1152*c^5*d^2*e^2*f^4*L + 3856*c^3*d^4*e^2*f^4*L + 384*c*d^6*e^2*f^4*L + 72*c^5*e^4*f^4*L + 4656*c^3*d^2*e^4*f^4*L - 2328*c*d^4*e^4*f^4*L + 112*c^3*e^6*f^4*L + 2304*c*d^2*e^6*f^4*L + 44*c*e^8*f^4*L + 840*c^6*d*e*f^5*L - 8680*c^4*d^3*e*f^5*L + 5208*c^2*d^5*e*f^5*L - 120*d^7*e*f^5*L + 360*c^4*d*e^3*f^5*L - 7824*c^2*d^3*e^3*f^5*L + 72*d^5*e^3*f^5*L - 840*c^2*d*e^5*f^5*L + 280*d^3*e^5*f^5*L - 232*d*e^7*f^5*L - 8*c^7*f^6*L + 2232*c^5*d^2*f^6*L - 2904*c^3*d^4*f^6*L + 744*c*d^6*f^6*L - 24*c^5*e^2*f^6*L + 5488*c^3*d^2*e^2*f^6*L - 2744*c*d^4*e^2*f^6*L + 40*c^3*e^4*f^6*L + 3032*c*d^2*e^4*f^6*L + 56*c*e^6*f^6*L - 200*c^4*d*e*f^7*L - 1968*c^2*d^3*e*f^7*L - 40*d^5*e*f^7*L - 912*c^2*d*e^3*f^7*L + 304*d^3*e^3*f^7*L - 328*d*e^5*f^7*L + 24*c^5*f^8*L + 1488*c^3*d^2*f^8*L - 744*c*d^4*f^8*L - 16*c^3*e^2*f^8*L + 1624*c*d^2*e^2*f^8*L + 24*c*e^4*f^8*L - 348*c^2*d*e*f^9*L + 116*d^3*e*f^9*L - 212*d*e^3*f^9*L - 4*c^3*f^10*L + 276*c*d^2*f^10*L - 4*c*e^2*f^10*L - 52*d*e*f^11*L - 4*c*f^12*L - 180*c^8*d^2*e^2*L^2 - 448*c^6*d^4*e^2*L^2 - 360*c^4*d^6*e^2*L^2 - 96*c^2*d^8*e^2*L^2 - 4*d^10*e^2*L^2 - 448*c^6*d^2*e^4*L^2 + 7440*c^4*d^4*e^4*L^2 - 2976*c^2*d^6*e^4*L^2 + 16*d^8*e^4*L^2 - 360*c^4*d^2*e^6*L^2 - 2976*c^2*d^4*e^6*L^2 - 24*d^6*e^6*L^2 - 96*c^2*d^2*e^8*L^2 + 16*d^4*e^8*L^2 - 4*d^2*e^10*L^2 + 220*c^9*d*e*f*L^2 + 432*c^7*d^3*e*f*L^2 + 168*c^5*d^5*e*f*L^2 - 80*c^3*d^7*e*f*L^2 - 36*c*d^9*e*f*L^2 + 720*c^7*d*e^3*f*L^2 - 17136*c^5*d^3*e^3*f*L^2 + 24240*c^3*d^5*e^3*f*L^2 - 2448*c*d^7*e^3*f*L^2 + 840*c^5*d*e^5*f*L^2 - 1520*c^3*d^3*e^5*f*L^2 + 456*c*d^5*e^5*f*L^2 + 400*c^3*d*e^7*f*L^2 + 1968*c*d^3*e^7*f*L^2 + 60*c*d*e^9*f*L^2 - 66*c^10*f^2*L^2 - 90*c^8*d^2*f^2*L^2 + 28*c^6*d^4*f^2*L^2 + 60*c^4*d^6*f^2*L^2 + 6*c^2*d^8*f^2*L^2 - 2*d^10*f^2*L^2 - 270*c^8*e^2*f^2*L^2 + 12936*c^6*d^2*e^2*f^2*L^2 - 39060*c^4*d^4*e^2*f^2*L^2 + 15624*c^2*d^6*e^2*f^2*L^2 - 462*d^8*e^2*f^2*L^2 - 420*c^6*e^4*f^2*L^2 + 9060*c^4*d^2*e^4*f^2*L^2 - 19836*c^2*d^4*e^4*f^2*L^2 + 604*d^6*e^4*f^2*L^2 - 300*c^4*e^6*f^2*L^2 - 1080*c^2*d^2*e^6*f^2*L^2 + 180*d^4*e^6*f^2*L^2 - 90*c^2*e^8*f^2*L^2 - 314*d^2*e^8*f^2*L^2 - 6*e^10*f^2*L^2 - 3312*c^7*d*e*f^3*L^2 + 21840*c^5*d^3*e*f^3*L^2 - 18320*c^3*d^5*e*f^3*L^2 + 3120*c*d^7*e*f^3*L^2 - 4368*c^5*d*e^3*f^3*L^2 + 24800*c^3*d^3*e^3*f^3*L^2 - 7440*c*d^5*e^3*f^3*L^2 - 720*c^3*d*e^5*f^3*L^2 + 7824*c*d^3*e^5*f^3*L^2 + 336*c*d*e^7*f^3*L^2 + 90*c^8*f^4*L^2 - 3864*c^6*d^2*f^4*L^2 + 5580*c^4*d^4*f^4*L^2 - 2232*c^2*d^6*f^4*L^2 + 138*d^8*f^4*L^2 + 56*c^6*e^2*f^4*L^2 - 2880*c^4*d^2*e^2*f^4*L^2 - 5784*c^2*d^4*e^2*f^4*L^2 - 192*d^6*e^2*f^4*L^2 - 180*c^4*e^4*f^4*L^2 - 6984*c^2*d^2*e^4*f^4*L^2 + 1164*d^4*e^4*f^4*L^2 - 168*c^2*e^6*f^4*L^2 - 1152*d^2*e^6*f^4*L^2 - 22*e^8*f^4*L^2 - 2520*c^5*d*e*f^5*L^2 + 17360*c^3*d^3*e*f^5*L^2 - 5208*c*d^5*e*f^5*L^2 - 720*c^3*d*e^3*f^5*L^2 + 7824*c*d^3*e^3*f^5*L^2 + 840*c*d*e^5*f^5*L^2 + 28*c^6*f^6*L^2 - 5580*c^4*d^2*f^6*L^2 + 4356*c^2*d^4*f^6*L^2 - 372*d^6*f^6*L^2 + 60*c^4*e^2*f^6*L^2 - 8232*c^2*d^2*e^2*f^6*L^2 + 1372*d^4*e^2*f^6*L^2 - 60*c^2*e^4*f^6*L^2 - 1516*d^2*e^4*f^6*L^2 - 28*e^6*f^6*L^2 + 400*c^3*d*e*f^7*L^2 + 1968*c*d^3*e*f^7*L^2 + 912*c*d*e^3*f^7*L^2 - 60*c^4*f^8*L^2 - 2232*c^2*d^2*f^8*L^2 + 372*d^4*f^8*L^2 + 24*c^2*e^2*f^8*L^2 - 812*d^2*e^2*f^8*L^2 - 12*e^4*f^8*L^2 + 348*c*d*e*f^9*L^2 + 6*c^2*f^10*L^2 - 138*d^2*f^10*L^2 + 2*e^2*f^10*L^2 + 2*f^12*L^2 + 480*c^7*d^2*e^2*L^3 + 896*c^5*d^4*e^2*L^3 + 480*c^3*d^6*e^2*L^3 + 64*c*d^8*e^2*L^3 + 896*c^5*d^2*e^4*L^3 - 9920*c^3*d^4*e^4*L^3 + 1984*c*d^6*e^4*L^3 + 480*c^3*d^2*e^6*L^3 + 1984*c*d^4*e^6*L^3 + 64*c*d^2*e^8*L^3 - 660*c^8*d*e*f*L^3 - 1008*c^6*d^3*e*f*L^3 - 280*c^4*d^5*e*f*L^3 + 80*c^2*d^7*e*f*L^3 + 12*d^9*e*f*L^3 - 1680*c^6*d*e^3*f*L^3 + 28560*c^4*d^3*e^3*f*L^3 - 24240*c^2*d^5*e^3*f*L^3 + 816*d^7*e^3*f*L^3 - 1400*c^4*d*e^5*f*L^3 + 1520*c^2*d^3*e^5*f*L^3 - 152*d^5*e^5*f*L^3 - 400*c^2*d*e^7*f*L^3 - 656*d^3*e^7*f*L^3 - 20*d*e^9*f*L^3 + 220*c^9*f^2*L^3 + 240*c^7*d^2*f^2*L^3 - 56*c^5*d^4*f^2*L^3 - 80*c^3*d^6*f^2*L^3 - 4*c*d^8*f^2*L^3 + 720*c^7*e^2*f^2*L^3 - 25872*c^5*d^2*e^2*f^2*L^3 + 52080*c^3*d^4*e^2*f^2*L^3 - 10416*c*d^6*e^2*f^2*L^3 + 840*c^5*e^4*f^2*L^3 - 12080*c^3*d^2*e^4*f^2*L^3 + 13224*c*d^4*e^4*f^2*L^3 + 400*c^3*e^6*f^2*L^3 + 720*c*d^2*e^6*f^2*L^3 + 60*c*e^8*f^2*L^3 + 7728*c^6*d*e*f^3*L^3 - 36400*c^4*d^3*e*f^3*L^3 + 18320*c^2*d^5*e*f^3*L^3 - 1040*d^7*e*f^3*L^3 + 7280*c^4*d*e^3*f^3*L^3 - 24800*c^2*d^3*e^3*f^3*L^3 + 2480*d^5*e^3*f^3*L^3 + 720*c^2*d*e^5*f^3*L^3 - 2608*d^3*e^5*f^3*L^3 - 112*d*e^7*f^3*L^3 - 240*c^7*f^4*L^3 + 7728*c^5*d^2*f^4*L^3 - 7440*c^3*d^4*f^4*L^3 + 1488*c*d^6*f^4*L^3 - 112*c^5*e^2*f^4*L^3 + 3840*c^3*d^2*e^2*f^4*L^3 + 3856*c*d^4*e^2*f^4*L^3 + 240*c^3*e^4*f^4*L^3 + 4656*c*d^2*e^4*f^4*L^3 + 112*c*e^6*f^4*L^3 + 4200*c^4*d*e*f^5*L^3 - 17360*c^2*d^3*e*f^5*L^3 + 1736*d^5*e*f^5*L^3 + 720*c^2*d*e^3*f^5*L^3 - 2608*d^3*e^3*f^5*L^3 - 280*d*e^5*f^5*L^3 - 56*c^5*f^6*L^3 + 7440*c^3*d^2*f^6*L^3 - 2904*c*d^4*f^6*L^3 - 80*c^3*e^2*f^6*L^3 + 5488*c*d^2*e^2*f^6*L^3 + 40*c*e^4*f^6*L^3 - 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3624*c*d^2*e^4*f^2*L^5 + 120*c*e^6*f^2*L^5 + 11592*c^4*d*e*f^3*L^5 - 21840*c^2*d^3*e*f^3*L^5 + 1832*d^5*e*f^3*L^5 + 4368*c^2*d*e^3*f^3*L^5 - 2480*d^3*e^3*f^3*L^5 + 72*d*e^5*f^3*L^5 - 504*c^5*f^4*L^5 + 7728*c^3*d^2*f^4*L^5 - 2232*c*d^4*f^4*L^5 - 112*c^3*e^2*f^4*L^5 + 1152*c*d^2*e^2*f^4*L^5 + 72*c*e^4*f^4*L^5 + 2520*c^2*d*e*f^5*L^5 - 1736*d^3*e*f^5*L^5 + 72*d*e^3*f^5*L^5 - 56*c^3*f^6*L^5 + 2232*c*d^2*f^6*L^5 - 24*c*e^2*f^6*L^5 - 40*d*e*f^7*L^5 + 24*c*f^8*L^5 - 840*c^4*d^2*e^2*L^6 - 448*c^2*d^4*e^2*L^6 - 24*d^6*e^2*L^6 - 448*c^2*d^2*e^4*L^6 + 496*d^4*e^4*L^6 - 24*d^2*e^6*L^6 + 1848*c^5*d*e*f*L^6 + 1008*c^3*d^3*e*f*L^6 + 56*c*d^5*e*f*L^6 + 1680*c^3*d*e^3*f*L^6 - 5712*c*d^3*e^3*f*L^6 + 280*c*d*e^5*f*L^6 - 924*c^6*f^2*L^6 - 420*c^4*d^2*f^2*L^6 + 28*c^2*d^4*f^2*L^6 + 4*d^6*f^2*L^6 - 1260*c^4*e^2*f^2*L^6 + 12936*c^2*d^2*e^2*f^2*L^6 - 2604*d^4*e^2*f^2*L^6 - 420*c^2*e^4*f^2*L^6 + 604*d^2*e^4*f^2*L^6 - 20*e^6*f^2*L^6 - 7728*c^3*d*e*f^3*L^6 + 7280*c*d^3*e*f^3*L^6 - 1456*c*d*e^3*f^3*L^6 + 420*c^4*f^4*L^6 - 3864*c^2*d^2*f^4*L^6 + 372*d^4*f^4*L^6 + 56*c^2*e^2*f^4*L^6 - 192*d^2*e^2*f^4*L^6 - 12*e^4*f^4*L^6 - 840*c*d*e*f^5*L^6 + 28*c^2*f^6*L^6 - 372*d^2*f^6*L^6 + 4*e^2*f^6*L^6 - 4*f^8*L^6 + 480*c^3*d^2*e^2*L^7 + 128*c*d^4*e^2*L^7 + 128*c*d^2*e^4*L^7 - 1320*c^4*d*e*f*L^7 - 432*c^2*d^3*e*f*L^7 - 8*d^5*e*f*L^7 - 720*c^2*d*e^3*f*L^7 + 816*d^3*e^3*f*L^7 - 40*d*e^5*f*L^7 + 792*c^5*f^2*L^7 + 240*c^3*d^2*f^2*L^7 - 8*c*d^4*f^2*L^7 + 720*c^3*e^2*f^2*L^7 - 3696*c*d^2*e^2*f^2*L^7 + 120*c*e^4*f^2*L^7 + 3312*c^2*d*e*f^3*L^7 - 1040*d^3*e*f^3*L^7 + 208*d*e^3*f^3*L^7 - 240*c^3*f^4*L^7 + 1104*c*d^2*f^4*L^7 - 16*c*e^2*f^4*L^7 + 120*d*e*f^5*L^7 - 8*c*f^6*L^7 - 180*c^2*d^2*e^2*L^8 - 16*d^4*e^2*L^8 - 16*d^2*e^4*L^8 + 660*c^3*d*e*f*L^8 + 108*c*d^3*e*f*L^8 + 180*c*d*e^3*f*L^8 - 495*c^4*f^2*L^8 - 90*c^2*d^2*f^2*L^8 + d^4*f^2*L^8 - 270*c^2*e^2*f^2*L^8 + 462*d^2*e^2*f^2*L^8 - 15*e^4*f^2*L^8 - 828*c*d*e*f^3*L^8 + 90*c^2*f^4*L^8 - 138*d^2*f^4*L^8 + 2*e^2*f^4*L^8 + f^6*L^8 + 40*c*d^2*e^2*L^9 - 220*c^2*d*e*f*L^9 - 12*d^3*e*f*L^9 - 20*d*e^3*f*L^9 + 220*c^3*f^2*L^9 + 20*c*d^2*f^2*L^9 + 60*c*e^2*f^2*L^9 + 92*d*e*f^3*L^9 - 20*c*f^4*L^9 - 4*d^2*e^2*L^10 + 44*c*d*e*f*L^10 - 66*c^2*f^2*L^10 - 2*d^2*f^2*L^10 - 6*e^2*f^2*L^10 + 2*f^4*L^10 - 4*d*e*f*L^11 + 12*c*f^2*L^11 - f^2*L^12 + 8*c^10*d*e^2*R + 64*c^8*d^3*e^2*R + 144*c^6*d^5*e^2*R + 128*c^4*d^7*e^2*R + 40*c^2*d^9*e^2*R + 32*c^8*d*e^4*R - 1984*c^6*d^3*e^4*R + 2976*c^4*d^5*e^4*R - 128*c^2*d^7*e^4*R + 48*c^6*d*e^6*R + 1984*c^4*d^3*e^6*R + 144*c^2*d^5*e^6*R + 32*c^4*d*e^8*R - 64*c^2*d^3*e^8*R + 8*c^2*d*e^10*R - 4*c^11*e*f*R - 36*c^9*d^2*e*f*R - 40*c^7*d^4*e*f*R + 56*c^5*d^6*e*f*R + 108*c^3*d^8*e*f*R + 44*c*d^10*e*f*R - 20*c^9*e^3*f*R + 2448*c^7*d^2*e^3*f*R - 12120*c^5*d^4*e^3*f*R + 5712*c^3*d^6*e^3*f*R - 180*c*d^8*e^3*f*R - 40*c^7*e^5*f*R + 456*c^5*d^2*e^5*f*R - 760*c^3*d^4*e^5*f*R + 280*c*d^6*e^5*f*R - 40*c^5*e^7*f*R - 1968*c^3*d^2*e^7*f*R - 200*c*d^4*e^7*f*R - 20*c^3*e^9*f*R + 60*c*d^2*e^9*f*R - 4*c*e^11*f*R + 4*c^10*d*f^2*R - 4*c^8*d^3*f^2*R - 24*c^6*d^5*f^2*R - 8*c^4*d^7*f^2*R + 20*c^2*d^9*f^2*R + 12*d^11*f^2*R - 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1136*c^7*d^2*f^2*L*R^2 - 1224*c^5*d^4*f^2*L*R^2 + 464*c^3*d^6*f^2*L*R^2 + 452*c*d^8*f^2*L*R^2 - 3536*c^7*e^2*f^2*L*R^2 + 85200*c^5*d^2*e^2*f^2*L*R^2 - 149360*c^3*d^4*e^2*f^2*L*R^2 + 23024*c*d^6*e^2*f^2*L*R^2 - 3624*c^5*e^4*f^2*L*R^2 + 74352*c^3*d^2*e^4*f^2*L*R^2 - 15624*c*d^4*e^4*f^2*L*R^2 + 560*c^3*e^6*f^2*L*R^2 - 4560*c*d^2*e^6*f^2*L*R^2 + 548*c*e^8*f^2*L*R^2 - 20944*c^6*d*e*f^3*L*R^2 + 89680*c^4*d^3*e*f^3*L*R^2 - 64368*c^2*d^5*e*f^3*L*R^2 + 3184*d^7*e*f^3*L*R^2 - 37120*c^4*d*e^3*f^3*L*R^2 + 77952*c^2*d^3*e^3*f^3*L*R^2 - 4352*d^5*e^3*f^3*L*R^2 - 22416*c^2*d*e^5*f^3*L*R^2 + 368*d^3*e^5*f^3*L*R^2 + 800*d*e^7*f^3*L*R^2 + 1000*c^7*f^4*L*R^2 - 14760*c^5*d^2*f^4*L*R^2 + 21624*c^3*d^4*f^4*L*R^2 - 8184*c*d^6*f^4*L*R^2 + 1128*c^5*e^2*f^4*L*R^2 + 18256*c^3*d^2*e^2*f^4*L*R^2 + 8200*c*d^4*e^2*f^4*L*R^2 + 4600*c^3*e^4*f^4*L*R^2 - 19400*c*d^2*e^4*f^4*L*R^2 + 2168*c*e^6*f^4*L*R^2 - 26320*c^4*d*e*f^5*L*R^2 + 54624*c^2*d^3*e*f^5*L*R^2 - 2576*d^5*e*f^5*L*R^2 - 21840*c^2*d*e^3*f^5*L*R^2 + 176*d^3*e^3*f^5*L*R^2 + 1824*d*e^5*f^5*L*R^2 + 2280*c^5*f^6*L*R^2 - 19824*c^3*d^2*f^6*L*R^2 + 12360*c*d^4*f^6*L*R^2 + 5488*c^3*e^2*f^6*L*R^2 - 20880*c*d^2*e^2*f^6*L*R^2 + 2984*c*e^4*f^6*L*R^2 - 5040*c^2*d*e*f^7*L*R^2 - 688*d^3*e*f^7*L*R^2 + 1760*d*e^3*f^7*L*R^2 + 1444*c^3*f^8*L*R^2 - 5564*c*d^2*f^8*L*R^2 + 1676*c*e^2*f^8*L*R^2 + 608*d*e*f^9*L*R^2 + 308*c*f^10*L*R^2 + 66*c^10*L^2*R^2 + 270*c^8*d^2*L^2*R^2 + 420*c^6*d^4*L^2*R^2 + 300*c^4*d^6*L^2*R^2 + 90*c^2*d^8*L^2*R^2 + 6*d^10*L^2*R^2 + 90*c^8*e^2*L^2*R^2 - 6664*c^6*d^2*e^2*L^2*R^2 - 7620*c^4*d^4*e^2*L^2*R^2 - 1800*c^2*d^6*e^2*L^2*R^2 - 38*d^8*e^2*L^2*R^2 - 28*c^6*e^4*L^2*R^2 + 42420*c^4*d^2*e^4*L^2*R^2 - 35844*c^2*d^4*e^4*L^2*R^2 + 300*d^6*e^4*L^2*R^2 - 60*c^4*e^6*L^2*R^2 - 16968*c^2*d^2*e^6*L^2*R^2 - 508*d^4*e^6*L^2*R^2 - 6*c^2*e^8*L^2*R^2 + 238*d^2*e^8*L^2*R^2 + 2*e^10*L^2*R^2 + 5184*c^7*d*e*f*L^2*R^2 - 2688*c^5*d^3*e*f*L^2*R^2 - 8000*c^3*d^5*e*f*L^2*R^2 - 1920*c*d^7*e*f*L^2*R^2 - 46032*c^5*d*e^3*f*L^2*R^2 + 219360*c^3*d^3*e^3*f*L^2*R^2 - 44496*c*d^5*e^3*f*L^2*R^2 - 3360*c^3*d*e^5*f*L^2*R^2 + 1632*c*d^3*e^5*f*L^2*R^2 + 5616*c*d*e^7*f*L^2*R^2 - 450*c^8*f^2*L^2*R^2 + 3976*c^6*d^2*f^2*L^2*R^2 + 3060*c^4*d^4*f^2*L^2*R^2 - 696*c^2*d^6*f^2*L^2*R^2 - 226*d^8*f^2*L^2*R^2 + 12376*c^6*e^2*f^2*L^2*R^2 - 213000*c^4*d^2*e^2*f^2*L^2*R^2 + 224040*c^2*d^4*e^2*f^2*L^2*R^2 - 11512*d^6*e^2*f^2*L^2*R^2 + 9060*c^4*e^4*f^2*L^2*R^2 - 111528*c^2*d^2*e^4*f^2*L^2*R^2 + 7812*d^4*e^4*f^2*L^2*R^2 - 840*c^2*e^6*f^2*L^2*R^2 + 2280*d^2*e^6*f^2*L^2*R^2 - 274*e^8*f^2*L^2*R^2 + 62832*c^5*d*e*f^3*L^2*R^2 - 179360*c^3*d^3*e*f^3*L^2*R^2 + 64368*c*d^5*e*f^3*L^2*R^2 + 74240*c^3*d*e^3*f^3*L^2*R^2 - 77952*c*d^3*e^3*f^3*L^2*R^2 + 22416*c*d*e^5*f^3*L^2*R^2 - 3500*c^6*f^4*L^2*R^2 + 36900*c^4*d^2*f^4*L^2*R^2 - 32436*c^2*d^4*f^4*L^2*R^2 + 4092*d^6*f^4*L^2*R^2 - 2820*c^4*e^2*f^4*L^2*R^2 - 27384*c^2*d^2*e^2*f^4*L^2*R^2 - 4100*d^4*e^2*f^4*L^2*R^2 - 6900*c^2*e^4*f^4*L^2*R^2 + 9700*d^2*e^4*f^4*L^2*R^2 - 1084*e^6*f^4*L^2*R^2 + 52640*c^3*d*e*f^5*L^2*R^2 - 54624*c*d^3*e*f^5*L^2*R^2 + 21840*c*d*e^3*f^5*L^2*R^2 - 5700*c^4*f^6*L^2*R^2 + 29736*c^2*d^2*f^6*L^2*R^2 - 6180*d^4*f^6*L^2*R^2 - 8232*c^2*e^2*f^6*L^2*R^2 + 10440*d^2*e^2*f^6*L^2*R^2 - 1492*e^4*f^6*L^2*R^2 + 5040*c*d*e*f^7*L^2*R^2 - 2166*c^2*f^8*L^2*R^2 + 2782*d^2*f^8*L^2*R^2 - 838*e^2*f^8*L^2*R^2 - 154*f^10*L^2*R^2 - 220*c^9*L^3*R^2 - 720*c^7*d^2*L^3*R^2 - 840*c^5*d^4*L^3*R^2 - 400*c^3*d^6*L^3*R^2 - 60*c*d^8*L^3*R^2 - 240*c^7*e^2*L^3*R^2 + 13328*c^5*d^2*e^2*L^3*R^2 + 10160*c^3*d^4*e^2*L^3*R^2 + 1200*c*d^6*e^2*L^3*R^2 + 56*c^5*e^4*L^3*R^2 - 56560*c^3*d^2*e^4*L^3*R^2 + 23896*c*d^4*e^4*L^3*R^2 + 80*c^3*e^6*L^3*R^2 + 11312*c*d^2*e^6*L^3*R^2 + 4*c*e^8*L^3*R^2 - 12096*c^6*d*e*f*L^3*R^2 + 4480*c^4*d^3*e*f*L^3*R^2 + 8000*c^2*d^5*e*f*L^3*R^2 + 640*d^7*e*f*L^3*R^2 + 76720*c^4*d*e^3*f*L^3*R^2 - 219360*c^2*d^3*e^3*f*L^3*R^2 + 14832*d^5*e^3*f*L^3*R^2 + 3360*c^2*d*e^5*f*L^3*R^2 - 544*d^3*e^5*f*L^3*R^2 - 1872*d*e^7*f*L^3*R^2 + 1200*c^7*f^2*L^3*R^2 - 7952*c^5*d^2*f^2*L^3*R^2 - 4080*c^3*d^4*f^2*L^3*R^2 + 464*c*d^6*f^2*L^3*R^2 - 24752*c^5*e^2*f^2*L^3*R^2 + 284000*c^3*d^2*e^2*f^2*L^3*R^2 - 149360*c*d^4*e^2*f^2*L^3*R^2 - 12080*c^3*e^4*f^2*L^3*R^2 + 74352*c*d^2*e^4*f^2*L^3*R^2 + 560*c*e^6*f^2*L^3*R^2 - 104720*c^4*d*e*f^3*L^3*R^2 + 179360*c^2*d^3*e*f^3*L^3*R^2 - 21456*d^5*e*f^3*L^3*R^2 - 74240*c^2*d*e^3*f^3*L^3*R^2 + 25984*d^3*e^3*f^3*L^3*R^2 - 7472*d*e^5*f^3*L^3*R^2 + 7000*c^5*f^4*L^3*R^2 - 49200*c^3*d^2*f^4*L^3*R^2 + 21624*c*d^4*f^4*L^3*R^2 + 3760*c^3*e^2*f^4*L^3*R^2 + 18256*c*d^2*e^2*f^4*L^3*R^2 + 4600*c*e^4*f^4*L^3*R^2 - 52640*c^2*d*e*f^5*L^3*R^2 + 18208*d^3*e*f^5*L^3*R^2 - 7280*d*e^3*f^5*L^3*R^2 + 7600*c^3*f^6*L^3*R^2 - 19824*c*d^2*f^6*L^3*R^2 + 5488*c*e^2*f^6*L^3*R^2 - 1680*d*e*f^7*L^3*R^2 + 1444*c*f^8*L^3*R^2 + 495*c^8*L^4*R^2 + 1260*c^6*d^2*L^4*R^2 + 1050*c^4*d^4*L^4*R^2 + 300*c^2*d^6*L^4*R^2 + 15*d^8*L^4*R^2 + 420*c^6*e^2*L^4*R^2 - 16660*c^4*d^2*e^2*L^4*R^2 - 7620*c^2*d^4*e^2*L^4*R^2 - 300*d^6*e^2*L^4*R^2 - 70*c^4*e^4*L^4*R^2 + 42420*c^2*d^2*e^4*L^4*R^2 - 5974*d^4*e^4*L^4*R^2 - 60*c^2*e^6*L^4*R^2 - 2828*d^2*e^6*L^4*R^2 - e^8*L^4*R^2 + 18144*c^5*d*e*f*L^4*R^2 - 4480*c^3*d^3*e*f*L^4*R^2 - 4000*c*d^5*e*f*L^4*R^2 - 76720*c^3*d*e^3*f*L^4*R^2 + 109680*c*d^3*e^3*f*L^4*R^2 - 1680*c*d*e^5*f*L^4*R^2 - 2100*c^6*f^2*L^4*R^2 + 9940*c^4*d^2*f^2*L^4*R^2 + 3060*c^2*d^4*f^2*L^4*R^2 - 116*d^6*f^2*L^4*R^2 + 30940*c^4*e^2*f^2*L^4*R^2 - 213000*c^2*d^2*e^2*f^2*L^4*R^2 + 37340*d^4*e^2*f^2*L^4*R^2 + 9060*c^2*e^4*f^2*L^4*R^2 - 18588*d^2*e^4*f^2*L^4*R^2 - 140*e^6*f^2*L^4*R^2 + 104720*c^3*d*e*f^3*L^4*R^2 - 89680*c*d^3*e*f^3*L^4*R^2 + 37120*c*d*e^3*f^3*L^4*R^2 - 8750*c^4*f^4*L^4*R^2 + 36900*c^2*d^2*f^4*L^4*R^2 - 5406*d^4*f^4*L^4*R^2 - 2820*c^2*e^2*f^4*L^4*R^2 - 4564*d^2*e^2*f^4*L^4*R^2 - 1150*e^4*f^4*L^4*R^2 + 26320*c*d*e*f^5*L^4*R^2 - 5700*c^2*f^6*L^4*R^2 + 4956*d^2*f^6*L^4*R^2 - 1372*e^2*f^6*L^4*R^2 - 361*f^8*L^4*R^2 - 792*c^7*L^5*R^2 - 1512*c^5*d^2*L^5*R^2 - 840*c^3*d^4*L^5*R^2 - 120*c*d^6*L^5*R^2 - 504*c^5*e^2*L^5*R^2 + 13328*c^3*d^2*e^2*L^5*R^2 + 3048*c*d^4*e^2*L^5*R^2 + 56*c^3*e^4*L^5*R^2 - 16968*c*d^2*e^4*L^5*R^2 + 24*c*e^6*L^5*R^2 - 18144*c^4*d*e*f*L^5*R^2 + 2688*c^2*d^3*e*f*L^5*R^2 + 800*d^5*e*f*L^5*R^2 + 46032*c^2*d*e^3*f*L^5*R^2 - 21936*d^3*e^3*f*L^5*R^2 + 336*d*e^5*f*L^5*R^2 + 2520*c^5*f^2*L^5*R^2 - 7952*c^3*d^2*f^2*L^5*R^2 - 1224*c*d^4*f^2*L^5*R^2 - 24752*c^3*e^2*f^2*L^5*R^2 + 85200*c*d^2*e^2*f^2*L^5*R^2 - 3624*c*e^4*f^2*L^5*R^2 - 62832*c^2*d*e*f^3*L^5*R^2 + 17936*d^3*e*f^3*L^5*R^2 - 7424*d*e^3*f^3*L^5*R^2 + 7000*c^3*f^4*L^5*R^2 - 14760*c*d^2*f^4*L^5*R^2 + 1128*c*e^2*f^4*L^5*R^2 - 5264*d*e*f^5*L^5*R^2 + 2280*c*f^6*L^5*R^2 + 924*c^6*L^6*R^2 + 1260*c^4*d^2*L^6*R^2 + 420*c^2*d^4*L^6*R^2 + 20*d^6*L^6*R^2 + 420*c^4*e^2*L^6*R^2 - 6664*c^2*d^2*e^2*L^6*R^2 - 508*d^4*e^2*L^6*R^2 - 28*c^2*e^4*L^6*R^2 + 2828*d^2*e^4*L^6*R^2 - 4*e^6*L^6*R^2 + 12096*c^3*d*e*f*L^6*R^2 - 896*c*d^3*e*f*L^6*R^2 - 15344*c*d*e^3*f*L^6*R^2 - 2100*c^4*f^2*L^6*R^2 + 3976*c^2*d^2*f^2*L^6*R^2 + 204*d^4*f^2*L^6*R^2 + 12376*c^2*e^2*f^2*L^6*R^2 - 14200*d^2*e^2*f^2*L^6*R^2 + 604*e^4*f^2*L^6*R^2 + 20944*c*d*e*f^3*L^6*R^2 - 3500*c^2*f^4*L^6*R^2 + 2460*d^2*f^4*L^6*R^2 - 188*e^2*f^4*L^6*R^2 - 380*f^6*L^6*R^2 - 792*c^5*L^7*R^2 - 720*c^3*d^2*L^7*R^2 - 120*c*d^4*L^7*R^2 - 240*c^3*e^2*L^7*R^2 + 1904*c*d^2*e^2*L^7*R^2 + 8*c*e^4*L^7*R^2 - 5184*c^2*d*e*f*L^7*R^2 + 128*d^3*e*f*L^7*R^2 + 2192*d*e^3*f*L^7*R^2 + 1200*c^3*f^2*L^7*R^2 - 1136*c*d^2*f^2*L^7*R^2 - 3536*c*e^2*f^2*L^7*R^2 - 2992*d*e*f^3*L^7*R^2 + 1000*c*f^4*L^7*R^2 + 495*c^4*L^8*R^2 + 270*c^2*d^2*L^8*R^2 + 15*d^4*L^8*R^2 + 90*c^2*e^2*L^8*R^2 - 238*d^2*e^2*L^8*R^2 - e^4*L^8*R^2 + 1296*c*d*e*f*L^8*R^2 - 450*c^2*f^2*L^8*R^2 + 142*d^2*f^2*L^8*R^2 + 442*e^2*f^2*L^8*R^2 - 125*f^4*L^8*R^2 - 220*c^3*L^9*R^2 - 60*c*d^2*L^9*R^2 - 20*c*e^2*L^9*R^2 - 144*d*e*f*L^9*R^2 + 100*c*f^2*L^9*R^2 + 66*c^2*L^10*R^2 + 6*d^2*L^10*R^2 + 2*e^2*L^10*R^2 - 10*f^2*L^10*R^2 - 12*c*L^11*R^2 + L^12*R^2 - 12*c^10*d*R^3 - 60*c^8*d^3*R^3 - 120*c^6*d^5*R^3 - 120*c^4*d^7*R^3 - 60*c^2*d^9*R^3 - 12*d^11*R^3 + 348*c^8*d*e^2*R^3 + 1072*c^6*d^3*e^2*R^3 + 8*c^4*d^5*e^2*R^3 - 656*c^2*d^7*e^2*R^3 + 60*d^9*e^2*R^3 - 1688*c^6*d*e^4*R^3 + 4056*c^4*d^3*e^4*R^3 - 8*c^2*d^5*e^4*R^3 - 120*d^7*e^4*R^3 + 1688*c^4*d*e^6*R^3 + 1072*c^2*d^3*e^6*R^3 + 120*d^5*e^6*R^3 - 348*c^2*d*e^8*R^3 - 60*d^3*e^8*R^3 + 12*d*e^10*R^3 - 120*c^9*e*f*R^3 + 544*c^7*d^2*e*f*R^3 + 3440*c^5*d^4*e*f*R^3 + 2464*c^3*d^6*e*f*R^3 - 312*c*d^8*e*f*R^3 + 560*c^7*e^3*f*R^3 - 17328*c^5*d^2*e^3*f*R^3 + 17040*c^3*d^4*e^3*f*R^3 + 112*c*d^6*e^3*f*R^3 + 32*c^5*e^5*f*R^3 + 1408*c^3*d^2*e^5*f*R^3 + 800*c*d^4*e^5*f*R^3 - 560*c^3*e^7*f*R^3 - 688*c*d^2*e^7*f*R^3 + 88*c*e^9*f*R^3 - 276*c^8*d*f^2*R^3 - 656*c^6*d^3*f^2*R^3 + 808*c^4*d^5*f^2*R^3 + 1328*c^2*d^7*f^2*R^3 + 140*d^9*f^2*R^3 + 7568*c^6*d*e^2*f^2*R^3 - 45200*c^4*d^3*e^2*f^2*R^3 + 17328*c^2*d^5*e^2*f^2*R^3 - 560*d^7*e^2*f^2*R^3 + 10728*c^4*d*e^4*f^2*R^3 - 7088*c^2*d^3*e^4*f^2*R^3 + 840*d^5*e^4*f^2*R^3 - 3120*c^2*d*e^6*f^2*R^3 - 560*d^3*e^6*f^2*R^3 + 140*d*e^8*f^2*R^3 - 912*c^7*e*f^3*R^3 + 17168*c^5*d^2*e*f^3*R^3 - 34480*c^3*d^4*e*f^3*R^3 + 6832*c*d^6*e*f^3*R^3 - 2464*c^5*e^3*f^3*R^3 + 28352*c^3*d^2*e^3*f^3*R^3 - 7200*c*d^4*e^3*f^3*R^3 - 2256*c^3*e^5*f^3*R^3 - 336*c*d^2*e^5*f^3*R^3 + 576*c*e^7*f^3*R^3 - 1944*c^6*d*f^4*R^3 + 6744*c^4*d^3*f^4*R^3 - 9096*c^2*d^5*f^4*R^3 + 136*d^7*f^4*R^3 + 1416*c^4*d*e^2*f^4*R^3 + 8720*c^2*d^3*e^2*f^4*R^3 - 88*d^5*e^2*f^4*R^3 - 10088*c^2*d*e^4*f^4*R^3 - 296*d^3*e^4*f^4*R^3 + 248*d*e^6*f^4*R^3 - 1792*c^5*e*f^5*R^3 + 19904*c^3*d^2*e*f^5*R^3 - 4480*c*d^4*e*f^5*R^3 - 2064*c^3*e^3*f^5*R^3 - 912*c*d^2*e^3*f^5*R^3 + 1264*c*e^5*f^5*R^3 - 4104*c^4*d*f^6*R^3 + 9840*c^2*d^3*f^6*R^3 - 104*d^5*f^6*R^3 - 9904*c^2*d*e^2*f^6*R^3 + 80*d^3*e^2*f^6*R^3 + 88*d*e^4*f^6*R^3 - 368*c^3*e*f^7*R^3 - 1264*c*d^2*e*f^7*R^3 + 1152*c*e^3*f^7*R^3 - 2588*c^2*d*f^8*R^3 - 124*d^3*f^8*R^3 - 68*d*e^2*f^8*R^3 + 376*c*e*f^9*R^3 - 36*d*f^10*R^3 + 120*c^9*d*L*R^3 + 480*c^7*d^3*L*R^3 + 720*c^5*d^5*L*R^3 + 480*c^3*d^7*L*R^3 + 120*c*d^9*L*R^3 - 2784*c^7*d*e^2*L*R^3 - 6432*c^5*d^3*e^2*L*R^3 - 32*c^3*d^5*e^2*L*R^3 + 1312*c*d^7*e^2*L*R^3 + 10128*c^5*d*e^4*L*R^3 - 16224*c^3*d^3*e^4*L*R^3 + 16*c*d^5*e^4*L*R^3 - 6752*c^3*d*e^6*L*R^3 - 2144*c*d^3*e^6*L*R^3 + 696*c*d*e^8*L*R^3 + 1080*c^8*e*f*L*R^3 - 3808*c^6*d^2*e*f*L*R^3 - 17200*c^4*d^4*e*f*L*R^3 - 7392*c^2*d^6*e*f*L*R^3 + 312*d^8*e*f*L*R^3 - 3920*c^6*e^3*f*L*R^3 + 86640*c^4*d^2*e^3*f*L*R^3 - 51120*c^2*d^4*e^3*f*L*R^3 - 112*d^6*e^3*f*L*R^3 - 160*c^4*e^5*f*L*R^3 - 4224*c^2*d^2*e^5*f*L*R^3 - 800*d^4*e^5*f*L*R^3 + 1680*c^2*e^7*f*L*R^3 + 688*d^2*e^7*f*L*R^3 - 88*e^9*f*L*R^3 + 2208*c^7*d*f^2*L*R^3 + 3936*c^5*d^3*f^2*L*R^3 - 3232*c^3*d^5*f^2*L*R^3 - 2656*c*d^7*f^2*L*R^3 - 45408*c^5*d*e^2*f^2*L*R^3 + 180800*c^3*d^3*e^2*f^2*L*R^3 - 34656*c*d^5*e^2*f^2*L*R^3 - 42912*c^3*d*e^4*f^2*L*R^3 + 14176*c*d^3*e^4*f^2*L*R^3 + 6240*c*d*e^6*f^2*L*R^3 + 6384*c^6*e*f^3*L*R^3 - 85840*c^4*d^2*e*f^3*L*R^3 + 103440*c^2*d^4*e*f^3*L*R^3 - 6832*d^6*e*f^3*L*R^3 + 12320*c^4*e^3*f^3*L*R^3 - 85056*c^2*d^2*e^3*f^3*L*R^3 + 7200*d^4*e^3*f^3*L*R^3 + 6768*c^2*e^5*f^3*L*R^3 + 336*d^2*e^5*f^3*L*R^3 - 576*e^7*f^3*L*R^3 + 11664*c^5*d*f^4*L*R^3 - 26976*c^3*d^3*f^4*L*R^3 + 18192*c*d^5*f^4*L*R^3 - 5664*c^3*d*e^2*f^4*L*R^3 - 17440*c*d^3*e^2*f^4*L*R^3 + 20176*c*d*e^4*f^4*L*R^3 + 8960*c^4*e*f^5*L*R^3 - 59712*c^2*d^2*e*f^5*L*R^3 + 4480*d^4*e*f^5*L*R^3 + 6192*c^2*e^3*f^5*L*R^3 + 912*d^2*e^3*f^5*L*R^3 - 1264*e^5*f^5*L*R^3 + 16416*c^3*d*f^6*L*R^3 - 19680*c*d^3*f^6*L*R^3 + 19808*c*d*e^2*f^6*L*R^3 + 1104*c^2*e*f^7*L*R^3 + 1264*d^2*e*f^7*L*R^3 - 1152*e^3*f^7*L*R^3 + 5176*c*d*f^8*L*R^3 - 376*e*f^9*L*R^3 - 540*c^8*d*L^2*R^3 - 1680*c^6*d^3*L^2*R^3 - 1800*c^4*d^5*L^2*R^3 - 720*c^2*d^7*L^2*R^3 - 60*d^9*L^2*R^3 + 9744*c^6*d*e^2*L^2*R^3 + 16080*c^4*d^3*e^2*L^2*R^3 + 48*c^2*d^5*e^2*L^2*R^3 - 656*d^7*e^2*L^2*R^3 - 25320*c^4*d*e^4*L^2*R^3 + 24336*c^2*d^3*e^4*L^2*R^3 - 8*d^5*e^4*L^2*R^3 + 10128*c^2*d*e^6*L^2*R^3 + 1072*d^3*e^6*L^2*R^3 - 348*d*e^8*L^2*R^3 - 4320*c^7*e*f*L^2*R^3 + 11424*c^5*d^2*e*f*L^2*R^3 + 34400*c^3*d^4*e*f*L^2*R^3 + 7392*c*d^6*e*f*L^2*R^3 + 11760*c^5*e^3*f*L^2*R^3 - 173280*c^3*d^2*e^3*f*L^2*R^3 + 51120*c*d^4*e^3*f*L^2*R^3 + 320*c^3*e^5*f*L^2*R^3 + 4224*c*d^2*e^5*f*L^2*R^3 - 1680*c*e^7*f*L^2*R^3 - 7728*c^6*d*f^2*L^2*R^3 - 9840*c^4*d^3*f^2*L^2*R^3 + 4848*c^2*d^5*f^2*L^2*R^3 + 1328*d^7*f^2*L^2*R^3 + 113520*c^4*d*e^2*f^2*L^2*R^3 - 271200*c^2*d^3*e^2*f^2*L^2*R^3 + 17328*d^5*e^2*f^2*L^2*R^3 + 64368*c^2*d*e^4*f^2*L^2*R^3 - 7088*d^3*e^4*f^2*L^2*R^3 - 3120*d*e^6*f^2*L^2*R^3 - 19152*c^5*e*f^3*L^2*R^3 + 171680*c^3*d^2*e*f^3*L^2*R^3 - 103440*c*d^4*e*f^3*L^2*R^3 - 24640*c^3*e^3*f^3*L^2*R^3 + 85056*c*d^2*e^3*f^3*L^2*R^3 - 6768*c*e^5*f^3*L^2*R^3 - 29160*c^4*d*f^4*L^2*R^3 + 40464*c^2*d^3*f^4*L^2*R^3 - 9096*d^5*f^4*L^2*R^3 + 8496*c^2*d*e^2*f^4*L^2*R^3 + 8720*d^3*e^2*f^4*L^2*R^3 - 10088*d*e^4*f^4*L^2*R^3 - 17920*c^3*e*f^5*L^2*R^3 + 59712*c*d^2*e*f^5*L^2*R^3 - 6192*c*e^3*f^5*L^2*R^3 - 24624*c^2*d*f^6*L^2*R^3 + 9840*d^3*f^6*L^2*R^3 - 9904*d*e^2*f^6*L^2*R^3 - 1104*c*e*f^7*L^2*R^3 - 2588*d*f^8*L^2*R^3 + 1440*c^7*d*L^3*R^3 + 3360*c^5*d^3*L^3*R^3 + 2400*c^3*d^5*L^3*R^3 + 480*c*d^7*L^3*R^3 - 19488*c^5*d*e^2*L^3*R^3 - 21440*c^3*d^3*e^2*L^3*R^3 - 32*c*d^5*e^2*L^3*R^3 + 33760*c^3*d*e^4*L^3*R^3 - 16224*c*d^3*e^4*L^3*R^3 - 6752*c*d*e^6*L^3*R^3 + 10080*c^6*e*f*L^3*R^3 - 19040*c^4*d^2*e*f*L^3*R^3 - 34400*c^2*d^4*e*f*L^3*R^3 - 2464*d^6*e*f*L^3*R^3 - 19600*c^4*e^3*f*L^3*R^3 + 173280*c^2*d^2*e^3*f*L^3*R^3 - 17040*d^4*e^3*f*L^3*R^3 - 320*c^2*e^5*f*L^3*R^3 - 1408*d^2*e^5*f*L^3*R^3 + 560*e^7*f*L^3*R^3 + 15456*c^5*d*f^2*L^3*R^3 + 13120*c^3*d^3*f^2*L^3*R^3 - 3232*c*d^5*f^2*L^3*R^3 - 151360*c^3*d*e^2*f^2*L^3*R^3 + 180800*c*d^3*e^2*f^2*L^3*R^3 - 42912*c*d*e^4*f^2*L^3*R^3 + 31920*c^4*e*f^3*L^3*R^3 - 171680*c^2*d^2*e*f^3*L^3*R^3 + 34480*d^4*e*f^3*L^3*R^3 + 24640*c^2*e^3*f^3*L^3*R^3 - 28352*d^2*e^3*f^3*L^3*R^3 + 2256*e^5*f^3*L^3*R^3 + 38880*c^3*d*f^4*L^3*R^3 - 26976*c*d^3*f^4*L^3*R^3 - 5664*c*d*e^2*f^4*L^3*R^3 + 17920*c^2*e*f^5*L^3*R^3 - 19904*d^2*e*f^5*L^3*R^3 + 2064*e^3*f^5*L^3*R^3 + 16416*c*d*f^6*L^3*R^3 + 368*e*f^7*L^3*R^3 - 2520*c^6*d*L^4*R^3 - 4200*c^4*d^3*L^4*R^3 - 1800*c^2*d^5*L^4*R^3 - 120*d^7*L^4*R^3 + 24360*c^4*d*e^2*L^4*R^3 + 16080*c^2*d^3*e^2*L^4*R^3 + 8*d^5*e^2*L^4*R^3 - 25320*c^2*d*e^4*L^4*R^3 + 4056*d^3*e^4*L^4*R^3 + 1688*d*e^6*L^4*R^3 - 15120*c^5*e*f*L^4*R^3 + 19040*c^3*d^2*e*f*L^4*R^3 + 17200*c*d^4*e*f*L^4*R^3 + 19600*c^3*e^3*f*L^4*R^3 - 86640*c*d^2*e^3*f*L^4*R^3 + 160*c*e^5*f*L^4*R^3 - 19320*c^4*d*f^2*L^4*R^3 - 9840*c^2*d^3*f^2*L^4*R^3 + 808*d^5*f^2*L^4*R^3 + 113520*c^2*d*e^2*f^2*L^4*R^3 - 45200*d^3*e^2*f^2*L^4*R^3 + 10728*d*e^4*f^2*L^4*R^3 - 31920*c^3*e*f^3*L^4*R^3 + 85840*c*d^2*e*f^3*L^4*R^3 - 12320*c*e^3*f^3*L^4*R^3 - 29160*c^2*d*f^4*L^4*R^3 + 6744*d^3*f^4*L^4*R^3 + 1416*d*e^2*f^4*L^4*R^3 - 8960*c*e*f^5*L^4*R^3 - 4104*d*f^6*L^4*R^3 + 3024*c^5*d*L^5*R^3 + 3360*c^3*d^3*L^5*R^3 + 720*c*d^5*L^5*R^3 - 19488*c^3*d*e^2*L^5*R^3 - 6432*c*d^3*e^2*L^5*R^3 + 10128*c*d*e^4*L^5*R^3 + 15120*c^4*e*f*L^5*R^3 - 11424*c^2*d^2*e*f*L^5*R^3 - 3440*d^4*e*f*L^5*R^3 - 11760*c^2*e^3*f*L^5*R^3 + 17328*d^2*e^3*f*L^5*R^3 - 32*e^5*f*L^5*R^3 + 15456*c^3*d*f^2*L^5*R^3 + 3936*c*d^3*f^2*L^5*R^3 - 45408*c*d*e^2*f^2*L^5*R^3 + 19152*c^2*e*f^3*L^5*R^3 - 17168*d^2*e*f^3*L^5*R^3 + 2464*e^3*f^3*L^5*R^3 + 11664*c*d*f^4*L^5*R^3 + 1792*e*f^5*L^5*R^3 - 2520*c^4*d*L^6*R^3 - 1680*c^2*d^3*L^6*R^3 - 120*d^5*L^6*R^3 + 9744*c^2*d*e^2*L^6*R^3 + 1072*d^3*e^2*L^6*R^3 - 1688*d*e^4*L^6*R^3 - 10080*c^3*e*f*L^6*R^3 + 3808*c*d^2*e*f*L^6*R^3 + 3920*c*e^3*f*L^6*R^3 - 7728*c^2*d*f^2*L^6*R^3 - 656*d^3*f^2*L^6*R^3 + 7568*d*e^2*f^2*L^6*R^3 - 6384*c*e*f^3*L^6*R^3 - 1944*d*f^4*L^6*R^3 + 1440*c^3*d*L^7*R^3 + 480*c*d^3*L^7*R^3 - 2784*c*d*e^2*L^7*R^3 + 4320*c^2*e*f*L^7*R^3 - 544*d^2*e*f*L^7*R^3 - 560*e^3*f*L^7*R^3 + 2208*c*d*f^2*L^7*R^3 + 912*e*f^3*L^7*R^3 - 540*c^2*d*L^8*R^3 - 60*d^3*L^8*R^3 + 348*d*e^2*L^8*R^3 - 1080*c*e*f*L^8*R^3 - 276*d*f^2*L^8*R^3 + 120*c*d*L^9*R^3 + 120*e*f*L^9*R^3 - 12*d*L^10*R^3 + 12*c^10*R^4 + 108*c^8*d^2*R^4 + 312*c^6*d^4*R^4 + 408*c^4*d^6*R^4 + 252*c^2*d^8*R^4 + 60*d^10*R^4 - 140*c^8*e^2*R^4 - 1296*c^6*d^2*e^2*R^4 + 456*c^4*d^4*e^2*R^4 + 3088*c^2*d^6*e^2*R^4 - 252*d^8*e^2*R^4 + 360*c^6*e^4*R^4 + 712*c^4*d^2*e^4*R^4 - 456*c^2*d^4*e^4*R^4 + 408*d^6*e^4*R^4 - 360*c^4*e^6*R^4 - 1296*c^2*d^2*e^6*R^4 - 312*d^4*e^6*R^4 + 140*c^2*e^8*R^4 + 108*d^2*e^8*R^4 - 12*e^10*R^4 - 336*c^7*d*e*f*R^4 - 5840*c^5*d^3*e*f*R^4 - 6640*c^3*d^5*e*f*R^4 + 2320*c*d^7*e*f*R^4 + 5296*c^5*d*e^3*f*R^4 - 7008*c^3*d^3*e^3*f*R^4 - 2768*c*d^5*e^3*f*R^4 - 2096*c^3*d*e^5*f*R^4 - 272*c*d^3*e^5*f*R^4 + 720*c*d*e^7*f*R^4 + 108*c^8*f^2*R^4 + 1056*c^6*d^2*f^2*R^4 - 1256*c^4*d^4*f^2*R^4 - 4096*c^2*d^6*f^2*R^4 - 164*d^8*f^2*R^4 - 1200*c^6*e^2*f^2*R^4 + 28560*c^4*d^2*e^2*f^2*R^4 - 10800*c^2*d^4*e^2*f^2*R^4 + 720*d^6*e^2*f^2*R^4 - 2056*c^4*e^4*f^2*R^4 + 704*c^2*d^2*e^4*f^2*R^4 - 1048*d^4*e^4*f^2*R^4 + 1328*c^2*e^6*f^2*R^4 + 592*d^2*e^6*f^2*R^4 - 100*e^8*f^2*R^4 - 8240*c^5*d*e*f^3*R^4 + 31712*c^3*d^3*e*f^3*R^4 - 9136*c*d^5*e*f^3*R^4 - 15776*c^3*d*e^3*f^3*R^4 + 6944*c*d^3*e^3*f^3*R^4 + 1680*c*d*e^5*f^3*R^4 + 648*c^6*f^4*R^4 - 4632*c^4*d^2*f^4*R^4 + 13176*c^2*d^4*f^4*R^4 - 104*d^6*f^4*R^4 + 232*c^4*e^2*f^4*R^4 - 11920*c^2*d^2*e^2*f^4*R^4 + 56*d^4*e^2*f^4*R^4 + 3880*c^2*e^4*f^4*R^4 + 264*d^2*e^4*f^4*R^4 - 216*e^6*f^4*R^4 - 11056*c^3*d*e*f^5*R^4 + 4592*c*d^3*e*f^5*R^4 + 2544*c*d*e^3*f^5*R^4 + 1272*c^4*f^6*R^4 - 9984*c^2*d^2*f^6*R^4 + 136*d^4*f^6*R^4 + 3664*c^2*e^2*f^6*R^4 - 144*d^2*e^2*f^6*R^4 - 184*e^4*f^6*R^4 + 1584*c*d*e*f^7*R^4 + 972*c^2*f^8*R^4 + 76*d^2*f^8*R^4 - 60*e^2*f^8*R^4 - 4*f^10*R^4 - 120*c^9*L*R^4 - 864*c^7*d^2*L*R^4 - 1872*c^5*d^4*L*R^4 - 1632*c^3*d^6*L*R^4 - 504*c*d^8*L*R^4 + 1120*c^7*e^2*L*R^4 + 7776*c^5*d^2*e^2*L*R^4 - 1824*c^3*d^4*e^2*L*R^4 - 6176*c*d^6*e^2*L*R^4 - 2160*c^5*e^4*L*R^4 - 2848*c^3*d^2*e^4*L*R^4 + 912*c*d^4*e^4*L*R^4 + 1440*c^3*e^6*L*R^4 + 2592*c*d^2*e^6*L*R^4 - 280*c*e^8*L*R^4 + 2352*c^6*d*e*f*L*R^4 + 29200*c^4*d^3*e*f*L*R^4 + 19920*c^2*d^5*e*f*L*R^4 - 2320*d^7*e*f*L*R^4 - 26480*c^4*d*e^3*f*L*R^4 + 21024*c^2*d^3*e^3*f*L*R^4 + 2768*d^5*e^3*f*L*R^4 + 6288*c^2*d*e^5*f*L*R^4 + 272*d^3*e^5*f*L*R^4 - 720*d*e^7*f*L*R^4 - 864*c^7*f^2*L*R^4 - 6336*c^5*d^2*f^2*L*R^4 + 5024*c^3*d^4*f^2*L*R^4 + 8192*c*d^6*f^2*L*R^4 + 7200*c^5*e^2*f^2*L*R^4 - 114240*c^3*d^2*e^2*f^2*L*R^4 + 21600*c*d^4*e^2*f^2*L*R^4 + 8224*c^3*e^4*f^2*L*R^4 - 1408*c*d^2*e^4*f^2*L*R^4 - 2656*c*e^6*f^2*L*R^4 + 41200*c^4*d*e*f^3*L*R^4 - 95136*c^2*d^3*e*f^3*L*R^4 + 9136*d^5*e*f^3*L*R^4 + 47328*c^2*d*e^3*f^3*L*R^4 - 6944*d^3*e^3*f^3*L*R^4 - 1680*d*e^5*f^3*L*R^4 - 3888*c^5*f^4*L*R^4 + 18528*c^3*d^2*f^4*L*R^4 - 26352*c*d^4*f^4*L*R^4 - 928*c^3*e^2*f^4*L*R^4 + 23840*c*d^2*e^2*f^4*L*R^4 - 7760*c*e^4*f^4*L*R^4 + 33168*c^2*d*e*f^5*L*R^4 - 4592*d^3*e*f^5*L*R^4 - 2544*d*e^3*f^5*L*R^4 - 5088*c^3*f^6*L*R^4 + 19968*c*d^2*f^6*L*R^4 - 7328*c*e^2*f^6*L*R^4 - 1584*d*e*f^7*L*R^4 - 1944*c*f^8*L*R^4 + 540*c^8*L^2*R^4 + 3024*c^6*d^2*L^2*R^4 + 4680*c^4*d^4*L^2*R^4 + 2448*c^2*d^6*L^2*R^4 + 252*d^8*L^2*R^4 - 3920*c^6*e^2*L^2*R^4 - 19440*c^4*d^2*e^2*L^2*R^4 + 2736*c^2*d^4*e^2*L^2*R^4 + 3088*d^6*e^2*L^2*R^4 + 5400*c^4*e^4*L^2*R^4 + 4272*c^2*d^2*e^4*L^2*R^4 - 456*d^4*e^4*L^2*R^4 - 2160*c^2*e^6*L^2*R^4 - 1296*d^2*e^6*L^2*R^4 + 140*e^8*L^2*R^4 - 7056*c^5*d*e*f*L^2*R^4 - 58400*c^3*d^3*e*f*L^2*R^4 - 19920*c*d^5*e*f*L^2*R^4 + 52960*c^3*d*e^3*f*L^2*R^4 - 21024*c*d^3*e^3*f*L^2*R^4 - 6288*c*d*e^5*f*L^2*R^4 + 3024*c^6*f^2*L^2*R^4 + 15840*c^4*d^2*f^2*L^2*R^4 - 7536*c^2*d^4*f^2*L^2*R^4 - 4096*d^6*f^2*L^2*R^4 - 18000*c^4*e^2*f^2*L^2*R^4 + 171360*c^2*d^2*e^2*f^2*L^2*R^4 - 10800*d^4*e^2*f^2*L^2*R^4 - 12336*c^2*e^4*f^2*L^2*R^4 + 704*d^2*e^4*f^2*L^2*R^4 + 1328*e^6*f^2*L^2*R^4 - 82400*c^3*d*e*f^3*L^2*R^4 + 95136*c*d^3*e*f^3*L^2*R^4 - 47328*c*d*e^3*f^3*L^2*R^4 + 9720*c^4*f^4*L^2*R^4 - 27792*c^2*d^2*f^4*L^2*R^4 + 13176*d^4*f^4*L^2*R^4 + 1392*c^2*e^2*f^4*L^2*R^4 - 11920*d^2*e^2*f^4*L^2*R^4 + 3880*e^4*f^4*L^2*R^4 - 33168*c*d*e*f^5*L^2*R^4 + 7632*c^2*f^6*L^2*R^4 - 9984*d^2*f^6*L^2*R^4 + 3664*e^2*f^6*L^2*R^4 + 972*f^8*L^2*R^4 - 1440*c^7*L^3*R^4 - 6048*c^5*d^2*L^3*R^4 - 6240*c^3*d^4*L^3*R^4 - 1632*c*d^6*L^3*R^4 + 7840*c^5*e^2*L^3*R^4 + 25920*c^3*d^2*e^2*L^3*R^4 - 1824*c*d^4*e^2*L^3*R^4 - 7200*c^3*e^4*L^3*R^4 - 2848*c*d^2*e^4*L^3*R^4 + 1440*c*e^6*L^3*R^4 + 11760*c^4*d*e*f*L^3*R^4 + 58400*c^2*d^3*e*f*L^3*R^4 + 6640*d^5*e*f*L^3*R^4 - 52960*c^2*d*e^3*f*L^3*R^4 + 7008*d^3*e^3*f*L^3*R^4 + 2096*d*e^5*f*L^3*R^4 - 6048*c^5*f^2*L^3*R^4 - 21120*c^3*d^2*f^2*L^3*R^4 + 5024*c*d^4*f^2*L^3*R^4 + 24000*c^3*e^2*f^2*L^3*R^4 - 114240*c*d^2*e^2*f^2*L^3*R^4 + 8224*c*e^4*f^2*L^3*R^4 + 82400*c^2*d*e*f^3*L^3*R^4 - 31712*d^3*e*f^3*L^3*R^4 + 15776*d*e^3*f^3*L^3*R^4 - 12960*c^3*f^4*L^3*R^4 + 18528*c*d^2*f^4*L^3*R^4 - 928*c*e^2*f^4*L^3*R^4 + 11056*d*e*f^5*L^3*R^4 - 5088*c*f^6*L^3*R^4 + 2520*c^6*L^4*R^4 + 7560*c^4*d^2*L^4*R^4 + 4680*c^2*d^4*L^4*R^4 + 408*d^6*L^4*R^4 - 9800*c^4*e^2*L^4*R^4 - 19440*c^2*d^2*e^2*L^4*R^4 + 456*d^4*e^2*L^4*R^4 + 5400*c^2*e^4*L^4*R^4 + 712*d^2*e^4*L^4*R^4 - 360*e^6*L^4*R^4 - 11760*c^3*d*e*f*L^4*R^4 - 29200*c*d^3*e*f*L^4*R^4 + 26480*c*d*e^3*f*L^4*R^4 + 7560*c^4*f^2*L^4*R^4 + 15840*c^2*d^2*f^2*L^4*R^4 - 1256*d^4*f^2*L^4*R^4 - 18000*c^2*e^2*f^2*L^4*R^4 + 28560*d^2*e^2*f^2*L^4*R^4 - 2056*e^4*f^2*L^4*R^4 - 41200*c*d*e*f^3*L^4*R^4 + 9720*c^2*f^4*L^4*R^4 - 4632*d^2*f^4*L^4*R^4 + 232*e^2*f^4*L^4*R^4 + 1272*f^6*L^4*R^4 - 3024*c^5*L^5*R^4 - 6048*c^3*d^2*L^5*R^4 - 1872*c*d^4*L^5*R^4 + 7840*c^3*e^2*L^5*R^4 + 7776*c*d^2*e^2*L^5*R^4 - 2160*c*e^4*L^5*R^4 + 7056*c^2*d*e*f*L^5*R^4 + 5840*d^3*e*f*L^5*R^4 - 5296*d*e^3*f*L^5*R^4 - 6048*c^3*f^2*L^5*R^4 - 6336*c*d^2*f^2*L^5*R^4 + 7200*c*e^2*f^2*L^5*R^4 + 8240*d*e*f^3*L^5*R^4 - 3888*c*f^4*L^5*R^4 + 2520*c^4*L^6*R^4 + 3024*c^2*d^2*L^6*R^4 + 312*d^4*L^6*R^4 - 3920*c^2*e^2*L^6*R^4 - 1296*d^2*e^2*L^6*R^4 + 360*e^4*L^6*R^4 - 2352*c*d*e*f*L^6*R^4 + 3024*c^2*f^2*L^6*R^4 + 1056*d^2*f^2*L^6*R^4 - 1200*e^2*f^2*L^6*R^4 + 648*f^4*L^6*R^4 - 1440*c^3*L^7*R^4 - 864*c*d^2*L^7*R^4 + 1120*c*e^2*L^7*R^4 + 336*d*e*f*L^7*R^4 - 864*c*f^2*L^7*R^4 + 540*c^2*L^8*R^4 + 108*d^2*L^8*R^4 - 140*e^2*L^8*R^4 + 108*f^2*L^8*R^4 - 120*c*L^9*R^4 + 12*L^10*R^4 - 96*c^8*d*R^5 - 448*c^6*d^3*R^5 - 768*c^4*d^5*R^5 - 576*c^2*d^7*R^5 - 160*d^9*R^5 + 832*c^6*d*e^2*R^5 + 512*c^4*d^3*e^2*R^5 - 6656*c^2*d^5*e^2*R^5 + 576*d^7*e^2*R^5 - 1600*c^4*d*e^4*R^5 - 512*c^2*d^3*e^4*R^5 - 768*d^5*e^4*R^5 + 832*c^2*d*e^6*R^5 + 448*d^3*e^6*R^5 - 96*d*e^8*R^5 - 48*c^7*e*f*R^5 + 4208*c^5*d^2*e*f*R^5 + 12592*c^3*d^4*e*f*R^5 - 5488*c*d^6*e*f*R^5 - 208*c^5*e^3*f*R^5 - 1440*c^3*d^2*e^3*f*R^5 + 6000*c*d^4*e^3*f*R^5 + 752*c^3*e^5*f*R^5 - 144*c*d^2*e^5*f*R^5 - 368*c*e^7*f*R^5 - 864*c^6*d*f^2*R^5 - 512*c^4*d^3*f^2*R^5 + 7328*c^2*d^5*f^2*R^5 + 64*d^7*f^2*R^5 - 8384*c^4*d*e^2*f^2*R^5 - 3328*c^2*d^3*e^2*f^2*R^5 - 512*d^5*e^2*f^2*R^5 + 3104*c^2*d*e^4*f^2*R^5 + 832*d^3*e^4*f^2*R^5 - 384*d*e^6*f^2*R^5 + 1680*c^5*e*f^3*R^5 - 15456*c^3*d^2*e*f^3*R^5 + 8272*c*d^4*e*f^3*R^5 + 3488*c^3*e^3*f^3*R^5 - 3680*c*d^2*e^3*f^3*R^5 - 1264*c*e^5*f^3*R^5 + 1728*c^4*d*f^4*R^5 - 12672*c^2*d^3*f^4*R^5 + 64*d^5*f^4*R^5 + 9472*c^2*d*e^2*f^4*R^5 + 64*d^3*e^2*f^4*R^5 - 128*d*e^4*f^4*R^5 + 2416*c^3*e*f^5*R^5 - 2576*c*d^2*e*f^5*R^5 - 1744*c*e^3*f^5*R^5 + 6240*c^2*d*f^6*R^5 + 192*d*e^2*f^6*R^5 - 848*c*e*f^7*R^5 + 32*d*f^8*R^5 + 768*c^7*d*L*R^5 + 2688*c^5*d^3*L*R^5 + 3072*c^3*d^5*L*R^5 + 1152*c*d^7*L*R^5 - 4992*c^5*d*e^2*L*R^5 - 2048*c^3*d^3*e^2*L*R^5 + 13312*c*d^5*e^2*L*R^5 + 6400*c^3*d*e^4*L*R^5 + 1024*c*d^3*e^4*L*R^5 - 1664*c*d*e^6*L*R^5 + 336*c^6*e*f*L*R^5 - 21040*c^4*d^2*e*f*L*R^5 - 37776*c^2*d^4*e*f*L*R^5 + 5488*d^6*e*f*L*R^5 + 1040*c^4*e^3*f*L*R^5 + 4320*c^2*d^2*e^3*f*L*R^5 - 6000*d^4*e^3*f*L*R^5 - 2256*c^2*e^5*f*L*R^5 + 144*d^2*e^5*f*L*R^5 + 368*e^7*f*L*R^5 + 5184*c^5*d*f^2*L*R^5 + 2048*c^3*d^3*f^2*L*R^5 - 14656*c*d^5*f^2*L*R^5 + 33536*c^3*d*e^2*f^2*L*R^5 + 6656*c*d^3*e^2*f^2*L*R^5 - 6208*c*d*e^4*f^2*L*R^5 - 8400*c^4*e*f^3*L*R^5 + 46368*c^2*d^2*e*f^3*L*R^5 - 8272*d^4*e*f^3*L*R^5 - 10464*c^2*e^3*f^3*L*R^5 + 3680*d^2*e^3*f^3*L*R^5 + 1264*e^5*f^3*L*R^5 - 6912*c^3*d*f^4*L*R^5 + 25344*c*d^3*f^4*L*R^5 - 18944*c*d*e^2*f^4*L*R^5 - 7248*c^2*e*f^5*L*R^5 + 2576*d^2*e*f^5*L*R^5 + 1744*e^3*f^5*L*R^5 - 12480*c*d*f^6*L*R^5 + 848*e*f^7*L*R^5 - 2688*c^6*d*L^2*R^5 - 6720*c^4*d^3*L^2*R^5 - 4608*c^2*d^5*L^2*R^5 - 576*d^7*L^2*R^5 + 12480*c^4*d*e^2*L^2*R^5 + 3072*c^2*d^3*e^2*L^2*R^5 - 6656*d^5*e^2*L^2*R^5 - 9600*c^2*d*e^4*L^2*R^5 - 512*d^3*e^4*L^2*R^5 + 832*d*e^6*L^2*R^5 - 1008*c^5*e*f*L^2*R^5 + 42080*c^3*d^2*e*f*L^2*R^5 + 37776*c*d^4*e*f*L^2*R^5 - 2080*c^3*e^3*f*L^2*R^5 - 4320*c*d^2*e^3*f*L^2*R^5 + 2256*c*e^5*f*L^2*R^5 - 12960*c^4*d*f^2*L^2*R^5 - 3072*c^2*d^3*f^2*L^2*R^5 + 7328*d^5*f^2*L^2*R^5 - 50304*c^2*d*e^2*f^2*L^2*R^5 - 3328*d^3*e^2*f^2*L^2*R^5 + 3104*d*e^4*f^2*L^2*R^5 + 16800*c^3*e*f^3*L^2*R^5 - 46368*c*d^2*e*f^3*L^2*R^5 + 10464*c*e^3*f^3*L^2*R^5 + 10368*c^2*d*f^4*L^2*R^5 - 12672*d^3*f^4*L^2*R^5 + 9472*d*e^2*f^4*L^2*R^5 + 7248*c*e*f^5*L^2*R^5 + 6240*d*f^6*L^2*R^5 + 5376*c^5*d*L^3*R^5 + 8960*c^3*d^3*L^3*R^5 + 3072*c*d^5*L^3*R^5 - 16640*c^3*d*e^2*L^3*R^5 - 2048*c*d^3*e^2*L^3*R^5 + 6400*c*d*e^4*L^3*R^5 + 1680*c^4*e*f*L^3*R^5 - 42080*c^2*d^2*e*f*L^3*R^5 - 12592*d^4*e*f*L^3*R^5 + 2080*c^2*e^3*f*L^3*R^5 + 1440*d^2*e^3*f*L^3*R^5 - 752*e^5*f*L^3*R^5 + 17280*c^3*d*f^2*L^3*R^5 + 2048*c*d^3*f^2*L^3*R^5 + 33536*c*d*e^2*f^2*L^3*R^5 - 16800*c^2*e*f^3*L^3*R^5 + 15456*d^2*e*f^3*L^3*R^5 - 3488*e^3*f^3*L^3*R^5 - 6912*c*d*f^4*L^3*R^5 - 2416*e*f^5*L^3*R^5 - 6720*c^4*d*L^4*R^5 - 6720*c^2*d^3*L^4*R^5 - 768*d^5*L^4*R^5 + 12480*c^2*d*e^2*L^4*R^5 + 512*d^3*e^2*L^4*R^5 - 1600*d*e^4*L^4*R^5 - 1680*c^3*e*f*L^4*R^5 + 21040*c*d^2*e*f*L^4*R^5 - 1040*c*e^3*f*L^4*R^5 - 12960*c^2*d*f^2*L^4*R^5 - 512*d^3*f^2*L^4*R^5 - 8384*d*e^2*f^2*L^4*R^5 + 8400*c*e*f^3*L^4*R^5 + 1728*d*f^4*L^4*R^5 + 5376*c^3*d*L^5*R^5 + 2688*c*d^3*L^5*R^5 - 4992*c*d*e^2*L^5*R^5 + 1008*c^2*e*f*L^5*R^5 - 4208*d^2*e*f*L^5*R^5 + 208*e^3*f*L^5*R^5 + 5184*c*d*f^2*L^5*R^5 - 1680*e*f^3*L^5*R^5 - 2688*c^2*d*L^6*R^5 - 448*d^3*L^6*R^5 + 832*d*e^2*L^6*R^5 - 336*c*e*f*L^6*R^5 - 864*d*f^2*L^6*R^5 + 768*c*d*L^7*R^5 + 48*e*f*L^7*R^5 - 96*d*L^8*R^5 + 48*c^8*R^6 + 384*c^6*d^2*R^6 + 864*c^4*d^4*R^6 + 768*c^2*d^6*R^6 + 240*d^8*R^6 - 208*c^6*e^2*R^6 - 1760*c^4*d^2*e^2*R^6 + 8048*c^2*d^4*e^2*R^6 - 768*d^6*e^2*R^6 + 320*c^4*e^4*R^6 + 1760*c^2*d^2*e^4*R^6 + 864*d^4*e^4*R^6 - 208*c^2*e^6*R^6 - 384*d^2*e^6*R^6 + 48*e^8*R^6 - 800*c^5*d*e*f*R^6 - 14848*c^3*d^3*e*f*R^6 + 6688*c*d^5*e*f*R^6 + 1408*c^3*d*e^3*f*R^6 - 6464*c*d^3*e^3*f*R^6 - 224*c*d*e^5*f*R^6 + 224*c^6*f^2*R^6 + 2752*c^4*d^2*f^2*R^6 - 7840*c^2*d^4*f^2*R^6 + 736*c^4*e^2*f^2*R^6 + 9568*c^2*d^2*e^2*f^2*R^6 + 192*d^4*e^2*f^2*R^6 - 1536*c^2*e^4*f^2*R^6 - 384*d^2*e^4*f^2*R^6 + 192*e^6*f^2*R^6 + 2880*c^3*d*e*f^3*R^6 - 5632*c*d^3*e*f^3*R^6 - 208*c^4*f^4*R^6 + 8352*c^2*d^2*f^4*R^6 - 144*d^4*f^4*R^6 - 3248*c^2*e^2*f^4*R^6 - 32*d^2*e^2*f^4*R^6 + 176*e^4*f^4*R^6 + 96*c*d*e*f^5*R^6 - 1856*c^2*f^6*R^6 - 96*d^2*f^6*R^6 + 32*e^2*f^6*R^6 - 384*c^7*L*R^6 - 2304*c^5*d^2*L*R^6 - 3456*c^3*d^4*L*R^6 - 1536*c*d^6*L*R^6 + 1248*c^5*e^2*L*R^6 + 7040*c^3*d^2*e^2*L*R^6 - 16096*c*d^4*e^2*L*R^6 - 1280*c^3*e^4*L*R^6 - 3520*c*d^2*e^4*L*R^6 + 416*c*e^6*L*R^6 + 4000*c^4*d*e*f*L*R^6 + 44544*c^2*d^3*e*f*L*R^6 - 6688*d^5*e*f*L*R^6 - 4224*c^2*d*e^3*f*L*R^6 + 6464*d^3*e^3*f*L*R^6 + 224*d*e^5*f*L*R^6 - 1344*c^5*f^2*L*R^6 - 11008*c^3*d^2*f^2*L*R^6 + 15680*c*d^4*f^2*L*R^6 - 2944*c^3*e^2*f^2*L*R^6 - 19136*c*d^2*e^2*f^2*L*R^6 + 3072*c*e^4*f^2*L*R^6 - 8640*c^2*d*e*f^3*L*R^6 + 5632*d^3*e*f^3*L*R^6 + 832*c^3*f^4*L*R^6 - 16704*c*d^2*f^4*L*R^6 + 6496*c*e^2*f^4*L*R^6 - 96*d*e*f^5*L*R^6 + 3712*c*f^6*L*R^6 + 1344*c^6*L^2*R^6 + 5760*c^4*d^2*L^2*R^6 + 5184*c^2*d^4*L^2*R^6 + 768*d^6*L^2*R^6 - 3120*c^4*e^2*L^2*R^6 - 10560*c^2*d^2*e^2*L^2*R^6 + 8048*d^4*e^2*L^2*R^6 + 1920*c^2*e^4*L^2*R^6 + 1760*d^2*e^4*L^2*R^6 - 208*e^6*L^2*R^6 - 8000*c^3*d*e*f*L^2*R^6 - 44544*c*d^3*e*f*L^2*R^6 + 4224*c*d*e^3*f*L^2*R^6 + 3360*c^4*f^2*L^2*R^6 + 16512*c^2*d^2*f^2*L^2*R^6 - 7840*d^4*f^2*L^2*R^6 + 4416*c^2*e^2*f^2*L^2*R^6 + 9568*d^2*e^2*f^2*L^2*R^6 - 1536*e^4*f^2*L^2*R^6 + 8640*c*d*e*f^3*L^2*R^6 - 1248*c^2*f^4*L^2*R^6 + 8352*d^2*f^4*L^2*R^6 - 3248*e^2*f^4*L^2*R^6 - 1856*f^6*L^2*R^6 - 2688*c^5*L^3*R^6 - 7680*c^3*d^2*L^3*R^6 - 3456*c*d^4*L^3*R^6 + 4160*c^3*e^2*L^3*R^6 + 7040*c*d^2*e^2*L^3*R^6 - 1280*c*e^4*L^3*R^6 + 8000*c^2*d*e*f*L^3*R^6 + 14848*d^3*e*f*L^3*R^6 - 1408*d*e^3*f*L^3*R^6 - 4480*c^3*f^2*L^3*R^6 - 11008*c*d^2*f^2*L^3*R^6 - 2944*c*e^2*f^2*L^3*R^6 - 2880*d*e*f^3*L^3*R^6 + 832*c*f^4*L^3*R^6 + 3360*c^4*L^4*R^6 + 5760*c^2*d^2*L^4*R^6 + 864*d^4*L^4*R^6 - 3120*c^2*e^2*L^4*R^6 - 1760*d^2*e^2*L^4*R^6 + 320*e^4*L^4*R^6 - 4000*c*d*e*f*L^4*R^6 + 3360*c^2*f^2*L^4*R^6 + 2752*d^2*f^2*L^4*R^6 + 736*e^2*f^2*L^4*R^6 - 208*f^4*L^4*R^6 - 2688*c^3*L^5*R^6 - 2304*c*d^2*L^5*R^6 + 1248*c*e^2*L^5*R^6 + 800*d*e*f*L^5*R^6 - 1344*c*f^2*L^5*R^6 + 1344*c^2*L^6*R^6 + 384*d^2*L^6*R^6 - 208*e^2*L^6*R^6 + 224*f^2*L^6*R^6 - 384*c*L^7*R^6 + 48*L^8*R^6 - 192*c^6*d*R^7 - 576*c^4*d^3*R^7 - 576*c^2*d^5*R^7 - 192*d^7*R^7 + 1152*c^4*d*e^2*R^7 - 5184*c^2*d^3*e^2*R^7 + 576*d^5*e^2*R^7 - 1152*c^2*d*e^4*R^7 - 576*d^3*e^4*R^7 + 192*d*e^6*R^7 - 256*c^5*e*f*R^7 + 9280*c^3*d^2*e*f*R^7 - 4288*c*d^4*e*f*R^7 - 64*c^3*e^3*f*R^7 + 3968*c*d^2*e^3*f*R^7 + 320*c*e^5*f*R^7 - 2240*c^4*d*f^2*R^7 + 4736*c^2*d^3*f^2*R^7 + 64*d^5*f^2*R^7 - 5696*c^2*d*e^2*f^2*R^7 - 128*d^3*e^2*f^2*R^7 + 64*d*e^4*f^2*R^7 + 128*c^3*e*f^3*R^7 + 3136*c*d^2*e*f^3*R^7 + 832*c*e^3*f^3*R^7 - 3840*c^2*d*f^4*R^7 + 128*d^3*f^4*R^7 - 128*d*e^2*f^4*R^7 + 512*c*e*f^5*R^7 + 1152*c^5*d*L*R^7 + 2304*c^3*d^3*L*R^7 + 1152*c*d^5*L*R^7 - 4608*c^3*d*e^2*L*R^7 + 10368*c*d^3*e^2*L*R^7 + 2304*c*d*e^4*L*R^7 + 1280*c^4*e*f*L*R^7 - 27840*c^2*d^2*e*f*L*R^7 + 4288*d^4*e*f*L*R^7 + 192*c^2*e^3*f*L*R^7 - 3968*d^2*e^3*f*L*R^7 - 320*e^5*f*L*R^7 + 8960*c^3*d*f^2*L*R^7 - 9472*c*d^3*f^2*L*R^7 + 11392*c*d*e^2*f^2*L*R^7 - 384*c^2*e*f^3*L*R^7 - 3136*d^2*e*f^3*L*R^7 - 832*e^3*f^3*L*R^7 + 7680*c*d*f^4*L*R^7 - 512*e*f^5*L*R^7 - 2880*c^4*d*L^2*R^7 - 3456*c^2*d^3*L^2*R^7 - 576*d^5*L^2*R^7 + 6912*c^2*d*e^2*L^2*R^7 - 5184*d^3*e^2*L^2*R^7 - 1152*d*e^4*L^2*R^7 - 2560*c^3*e*f*L^2*R^7 + 27840*c*d^2*e*f*L^2*R^7 - 192*c*e^3*f*L^2*R^7 - 13440*c^2*d*f^2*L^2*R^7 + 4736*d^3*f^2*L^2*R^7 - 5696*d*e^2*f^2*L^2*R^7 + 384*c*e*f^3*L^2*R^7 - 3840*d*f^4*L^2*R^7 + 3840*c^3*d*L^3*R^7 + 2304*c*d^3*L^3*R^7 - 4608*c*d*e^2*L^3*R^7 + 2560*c^2*e*f*L^3*R^7 - 9280*d^2*e*f*L^3*R^7 + 64*e^3*f*L^3*R^7 + 8960*c*d*f^2*L^3*R^7 - 128*e*f^3*L^3*R^7 - 2880*c^2*d*L^4*R^7 - 576*d^3*L^4*R^7 + 1152*d*e^2*L^4*R^7 - 1280*c*e*f*L^4*R^7 - 2240*d*f^2*L^4*R^7 + 1152*c*d*L^5*R^7 + 256*e*f*L^5*R^7 - 192*d*L^6*R^7 + 64*c^6*R^8 + 192*c^4*d^2*R^8 + 192*c^2*d^4*R^8 + 64*d^6*R^8 - 192*c^4*e^2*R^8 + 1344*c^2*d^2*e^2*R^8 - 192*d^4*e^2*R^8 + 192*c^2*e^4*R^8 + 192*d^2*e^4*R^8 - 64*e^6*R^8 - 2304*c^3*d*e*f*R^8 + 1152*c*d^3*e*f*R^8 - 1152*c*d*e^3*f*R^8 + 512*c^4*f^2*R^8 - 1280*c^2*d^2*f^2*R^8 - 64*d^4*f^2*R^8 + 1280*c^2*e^2*f^2*R^8 + 128*d^2*e^2*f^2*R^8 - 64*e^4*f^2*R^8 - 1024*c*d*e*f^3*R^8 + 1024*c^2*f^4*R^8 - 384*c^5*L*R^8 - 768*c^3*d^2*L*R^8 - 384*c*d^4*L*R^8 + 768*c^3*e^2*L*R^8 - 2688*c*d^2*e^2*L*R^8 - 384*c*e^4*L*R^8 + 6912*c^2*d*e*f*L*R^8 - 1152*d^3*e*f*L*R^8 + 1152*d*e^3*f*L*R^8 - 2048*c^3*f^2*L*R^8 + 2560*c*d^2*f^2*L*R^8 - 2560*c*e^2*f^2*L*R^8 + 1024*d*e*f^3*L*R^8 - 2048*c*f^4*L*R^8 + 960*c^4*L^2*R^8 + 1152*c^2*d^2*L^2*R^8 + 192*d^4*L^2*R^8 - 1152*c^2*e^2*L^2*R^8 + 1344*d^2*e^2*L^2*R^8 + 192*e^4*L^2*R^8 - 6912*c*d*e*f*L^2*R^8 + 3072*c^2*f^2*L^2*R^8 - 1280*d^2*f^2*L^2*R^8 + 1280*e^2*f^2*L^2*R^8 + 1024*f^4*L^2*R^8 - 1280*c^3*L^3*R^8 - 768*c*d^2*L^3*R^8 + 768*c*e^2*L^3*R^8 + 2304*d*e*f*L^3*R^8 - 2048*c*f^2*L^3*R^8 + 960*c^2*L^4*R^8 + 192*d^2*L^4*R^8 - 192*e^2*L^4*R^8 + 512*f^2*L^4*R^8 - 384*c*L^5*R^8 + 64*L^6*R^8)*a^20 | |
| + (-16*c^10*d*e^2*L - 128*c^8*d^3*e^2*L - 288*c^6*d^5*e^2*L - 256*c^4*d^7*e^2*L - 80*c^2*d^9*e^2*L - 64*c^8*d*e^4*L + 3968*c^6*d^3*e^4*L - 5952*c^4*d^5*e^4*L + 256*c^2*d^7*e^4*L - 96*c^6*d*e^6*L - 3968*c^4*d^3*e^6*L - 288*c^2*d^5*e^6*L - 64*c^4*d*e^8*L + 128*c^2*d^3*e^8*L - 16*c^2*d*e^10*L + 8*c^11*e*f*L + 72*c^9*d^2*e*f*L + 80*c^7*d^4*e*f*L - 112*c^5*d^6*e*f*L - 216*c^3*d^8*e*f*L - 88*c*d^10*e*f*L + 40*c^9*e^3*f*L - 4896*c^7*d^2*e^3*f*L + 24240*c^5*d^4*e^3*f*L - 11424*c^3*d^6*e^3*f*L + 360*c*d^8*e^3*f*L + 80*c^7*e^5*f*L - 912*c^5*d^2*e^5*f*L + 1520*c^3*d^4*e^5*f*L - 560*c*d^6*e^5*f*L + 80*c^5*e^7*f*L + 3936*c^3*d^2*e^7*f*L + 400*c*d^4*e^7*f*L + 40*c^3*e^9*f*L - 120*c*d^2*e^9*f*L + 8*c*e^11*f*L - 8*c^10*d*f^2*L + 8*c^8*d^3*f^2*L + 48*c^6*d^5*f^2*L + 16*c^4*d^7*f^2*L - 40*c^2*d^9*f^2*L - 24*d^11*f^2*L + 1848*c^8*d*e^2*f^2*L - 20832*c^6*d^3*e^2*f^2*L + 31248*c^4*d^5*e^2*f^2*L - 7392*c^2*d^7*e^2*f^2*L + 120*d^9*e^2*f^2*L + 2416*c^6*d*e^4*f^2*L - 26448*c^4*d^3*e^4*f^2*L + 7248*c^2*d^5*e^4*f^2*L - 240*d^7*e^4*f^2*L - 720*c^4*d*e^6*f^2*L + 1440*c^2*d^3*e^6*f^2*L + 240*d^5*e^6*f^2*L - 1256*c^2*d*e^8*f^2*L - 120*d^3*e^8*f^2*L + 24*d*e^10*f^2*L - 184*c^9*e*f^3*L + 6240*c^7*d^2*e*f^3*L - 18320*c^5*d^4*e*f^3*L + 14560*c^3*d^6*e*f^3*L - 1656*c*d^8*e*f^3*L - 416*c^7*e^3*f^3*L + 14880*c^5*d^2*e^3*f^3*L - 24800*c^3*d^4*e^3*f^3*L + 2912*c*d^6*e^3*f^3*L - 144*c^5*e^5*f^3*L + 15648*c^3*d^2*e^5*f^3*L - 720*c*d^4*e^5*f^3*L + 224*c^3*e^7*f^3*L - 672*c*d^2*e^7*f^3*L + 136*c*e^9*f^3*L - 552*c^8*d*f^4*L + 2976*c^6*d^3*f^4*L - 4464*c^4*d^5*f^4*L + 2208*c^2*d^7*f^4*L - 40*d^9*f^4*L - 768*c^6*d*e^2*f^4*L - 7712*c^4*d^3*e^2*f^4*L - 2304*c^2*d^5*e^2*f^4*L + 32*d^7*e^2*f^4*L - 4656*c^4*d*e^4*f^4*L + 9312*c^2*d^3*e^4*f^4*L + 144*d^5*e^4*f^4*L - 4608*c^2*d*e^6*f^4*L - 224*d^3*e^6*f^4*L + 88*d*e^8*f^4*L - 240*c^7*e*f^5*L + 10416*c^5*d^2*e*f^5*L - 17360*c^3*d^4*e*f^5*L + 1680*c*d^6*e*f^5*L - 144*c^5*e^3*f^5*L + 15648*c^3*d^2*e^3*f^5*L - 720*c*d^4*e^3*f^5*L + 560*c^3*e^5*f^5*L - 1680*c*d^2*e^5*f^5*L + 464*c*e^7*f^5*L - 1488*c^6*d*f^6*L + 5808*c^4*d^3*f^6*L - 4464*c^2*d^5*f^6*L + 16*d^7*f^6*L - 5488*c^4*d*e^2*f^6*L + 10976*c^2*d^3*e^2*f^6*L - 48*d^5*e^2*f^6*L - 6064*c^2*d*e^4*f^6*L - 80*d^3*e^4*f^6*L + 112*d*e^6*f^6*L + 80*c^5*e*f^7*L + 3936*c^3*d^2*e*f^7*L + 400*c*d^4*e*f^7*L + 608*c^3*e^3*f^7*L - 1824*c*d^2*e^3*f^7*L + 656*c*e^5*f^7*L - 1488*c^4*d*f^8*L + 2976*c^2*d^3*f^8*L + 48*d^5*f^8*L - 3248*c^2*d*e^2*f^8*L + 32*d^3*e^2*f^8*L + 48*d*e^4*f^8*L + 232*c^3*e*f^9*L - 696*c*d^2*e*f^9*L + 424*c*e^3*f^9*L - 552*c^2*d*f^10*L + 8*d^3*f^10*L - 8*d*e^2*f^10*L + 104*c*e*f^11*L - 8*d*f^12*L + 160*c^9*d*e^2*L^2 + 1024*c^7*d^3*e^2*L^2 + 1728*c^5*d^5*e^2*L^2 + 1024*c^3*d^7*e^2*L^2 + 160*c*d^9*e^2*L^2 + 512*c^7*d*e^4*L^2 - 23808*c^5*d^3*e^4*L^2 + 23808*c^3*d^5*e^4*L^2 - 512*c*d^7*e^4*L^2 + 576*c^5*d*e^6*L^2 + 15872*c^3*d^3*e^6*L^2 + 576*c*d^5*e^6*L^2 + 256*c^3*d*e^8*L^2 - 256*c*d^3*e^8*L^2 + 32*c*d*e^10*L^2 - 88*c^10*e*f*L^2 - 648*c^8*d^2*e*f*L^2 - 560*c^6*d^4*e*f*L^2 + 560*c^4*d^6*e*f*L^2 + 648*c^2*d^8*e*f*L^2 + 88*d^10*e*f*L^2 - 360*c^8*e^3*f*L^2 + 34272*c^6*d^2*e^3*f*L^2 - 121200*c^4*d^4*e^3*f*L^2 + 34272*c^2*d^6*e^3*f*L^2 - 360*d^8*e^3*f*L^2 - 560*c^6*e^5*f*L^2 + 4560*c^4*d^2*e^5*f*L^2 - 4560*c^2*d^4*e^5*f*L^2 + 560*d^6*e^5*f*L^2 - 400*c^4*e^7*f*L^2 - 11808*c^2*d^2*e^7*f*L^2 - 400*d^4*e^7*f*L^2 - 120*c^2*e^9*f*L^2 + 120*d^2*e^9*f*L^2 - 8*e^11*f*L^2 + 80*c^9*d*f^2*L^2 - 64*c^7*d^3*f^2*L^2 - 288*c^5*d^5*f^2*L^2 - 64*c^3*d^7*f^2*L^2 + 80*c*d^9*f^2*L^2 - 14784*c^7*d*e^2*f^2*L^2 + 124992*c^5*d^3*e^2*f^2*L^2 - 124992*c^3*d^5*e^2*f^2*L^2 + 14784*c*d^7*e^2*f^2*L^2 - 14496*c^5*d*e^4*f^2*L^2 + 105792*c^3*d^3*e^4*f^2*L^2 - 14496*c*d^5*e^4*f^2*L^2 + 2880*c^3*d*e^6*f^2*L^2 - 2880*c*d^3*e^6*f^2*L^2 + 2512*c*d*e^8*f^2*L^2 + 1656*c^8*e*f^3*L^2 - 43680*c^6*d^2*e*f^3*L^2 + 91600*c^4*d^4*e*f^3*L^2 - 43680*c^2*d^6*e*f^3*L^2 + 1656*d^8*e*f^3*L^2 + 2912*c^6*e^3*f^3*L^2 - 74400*c^4*d^2*e^3*f^3*L^2 + 74400*c^2*d^4*e^3*f^3*L^2 - 2912*d^6*e^3*f^3*L^2 + 720*c^4*e^5*f^3*L^2 - 46944*c^2*d^2*e^5*f^3*L^2 + 720*d^4*e^5*f^3*L^2 - 672*c^2*e^7*f^3*L^2 + 672*d^2*e^7*f^3*L^2 - 136*e^9*f^3*L^2 + 4416*c^7*d*f^4*L^2 - 17856*c^5*d^3*f^4*L^2 + 17856*c^3*d^5*f^4*L^2 - 4416*c*d^7*f^4*L^2 + 4608*c^5*d*e^2*f^4*L^2 + 30848*c^3*d^3*e^2*f^4*L^2 + 4608*c*d^5*e^2*f^4*L^2 + 18624*c^3*d*e^4*f^4*L^2 - 18624*c*d^3*e^4*f^4*L^2 + 9216*c*d*e^6*f^4*L^2 + 1680*c^6*e*f^5*L^2 - 52080*c^4*d^2*e*f^5*L^2 + 52080*c^2*d^4*e*f^5*L^2 - 1680*d^6*e*f^5*L^2 + 720*c^4*e^3*f^5*L^2 - 46944*c^2*d^2*e^3*f^5*L^2 + 720*d^4*e^3*f^5*L^2 - 1680*c^2*e^5*f^5*L^2 + 1680*d^2*e^5*f^5*L^2 - 464*e^7*f^5*L^2 + 8928*c^5*d*f^6*L^2 - 23232*c^3*d^3*f^6*L^2 + 8928*c*d^5*f^6*L^2 + 21952*c^3*d*e^2*f^6*L^2 - 21952*c*d^3*e^2*f^6*L^2 + 12128*c*d*e^4*f^6*L^2 - 400*c^4*e*f^7*L^2 - 11808*c^2*d^2*e*f^7*L^2 - 400*d^4*e*f^7*L^2 - 1824*c^2*e^3*f^7*L^2 + 1824*d^2*e^3*f^7*L^2 - 656*e^5*f^7*L^2 + 5952*c^3*d*f^8*L^2 - 5952*c*d^3*f^8*L^2 + 6496*c*d*e^2*f^8*L^2 - 696*c^2*e*f^9*L^2 + 696*d^2*e*f^9*L^2 - 424*e^3*f^9*L^2 + 1104*c*d*f^10*L^2 - 104*e*f^11*L^2 - 720*c^8*d*e^2*L^3 - 3584*c^6*d^3*e^2*L^3 - 4320*c^4*d^5*e^2*L^3 - 1536*c^2*d^7*e^2*L^3 - 80*d^9*e^2*L^3 - 1792*c^6*d*e^4*L^3 + 59520*c^4*d^3*e^4*L^3 - 35712*c^2*d^5*e^4*L^3 + 256*d^7*e^4*L^3 - 1440*c^4*d*e^6*L^3 - 23808*c^2*d^3*e^6*L^3 - 288*d^5*e^6*L^3 - 384*c^2*d*e^8*L^3 + 128*d^3*e^8*L^3 - 16*d*e^10*L^3 + 440*c^9*e*f*L^3 + 2592*c^7*d^2*e*f*L^3 + 1680*c^5*d^4*e*f*L^3 - 1120*c^3*d^6*e*f*L^3 - 648*c*d^8*e*f*L^3 + 1440*c^7*e^3*f*L^3 - 102816*c^5*d^2*e^3*f*L^3 + 242400*c^3*d^4*e^3*f*L^3 - 34272*c*d^6*e^3*f*L^3 + 1680*c^5*e^5*f*L^3 - 9120*c^3*d^2*e^5*f*L^3 + 4560*c*d^4*e^5*f*L^3 + 800*c^3*e^7*f*L^3 + 11808*c*d^2*e^7*f*L^3 + 120*c*e^9*f*L^3 - 360*c^8*d*f^2*L^3 + 224*c^6*d^3*f^2*L^3 + 720*c^4*d^5*f^2*L^3 + 96*c^2*d^7*f^2*L^3 - 40*d^9*f^2*L^3 + 51744*c^6*d*e^2*f^2*L^3 - 312480*c^4*d^3*e^2*f^2*L^3 + 187488*c^2*d^5*e^2*f^2*L^3 - 7392*d^7*e^2*f^2*L^3 + 36240*c^4*d*e^4*f^2*L^3 - 158688*c^2*d^3*e^4*f^2*L^3 + 7248*d^5*e^4*f^2*L^3 - 4320*c^2*d*e^6*f^2*L^3 + 1440*d^3*e^6*f^2*L^3 - 1256*d*e^8*f^2*L^3 - 6624*c^7*e*f^3*L^3 + 131040*c^5*d^2*e*f^3*L^3 - 183200*c^3*d^4*e*f^3*L^3 + 43680*c*d^6*e*f^3*L^3 - 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146560*c*d^4*f^2*L^2*R^5 + 67072*c^3*e^2*f^2*L^2*R^5 + 39936*c*d^2*e^2*f^2*L^2*R^5 - 12416*c*e^4*f^2*L^2*R^5 + 185472*c^2*d*e*f^3*L^2*R^5 - 66176*d^3*e*f^3*L^2*R^5 + 14720*d*e^3*f^3*L^2*R^5 - 13824*c^3*f^4*L^2*R^5 + 152064*c*d^2*f^4*L^2*R^5 - 37888*c*e^2*f^4*L^2*R^5 + 10304*d*e*f^5*L^2*R^5 - 24960*c*f^6*L^2*R^5 - 5376*c^6*L^3*R^5 - 40320*c^4*d^2*L^3*R^5 - 46080*c^2*d^4*L^3*R^5 - 8064*d^6*L^3*R^5 + 24960*c^4*e^2*L^3*R^5 + 18432*c^2*d^2*e^2*L^3*R^5 - 66560*d^4*e^2*L^3*R^5 - 19200*c^2*e^4*L^3*R^5 - 3072*d^2*e^4*L^3*R^5 + 1664*e^6*L^3*R^5 + 168320*c^3*d*e*f*L^3*R^5 + 302208*c*d^3*e*f*L^3*R^5 - 17280*c*d*e^3*f*L^3*R^5 - 25920*c^4*f^2*L^3*R^5 - 18432*c^2*d^2*f^2*L^3*R^5 + 73280*d^4*f^2*L^3*R^5 - 100608*c^2*e^2*f^2*L^3*R^5 - 19968*d^2*e^2*f^2*L^3*R^5 + 6208*e^4*f^2*L^3*R^5 - 185472*c*d*e*f^3*L^3*R^5 + 20736*c^2*f^4*L^3*R^5 - 76032*d^2*f^4*L^3*R^5 + 18944*e^2*f^4*L^3*R^5 + 12480*f^6*L^3*R^5 + 10752*c^5*L^4*R^5 + 53760*c^3*d^2*L^4*R^5 + 30720*c*d^4*L^4*R^5 - 33280*c^3*e^2*L^4*R^5 - 12288*c*d^2*e^2*L^4*R^5 + 12800*c*e^4*L^4*R^5 - 168320*c^2*d*e*f*L^4*R^5 - 100736*d^3*e*f*L^4*R^5 + 5760*d*e^3*f*L^4*R^5 + 34560*c^3*f^2*L^4*R^5 + 12288*c*d^2*f^2*L^4*R^5 + 67072*c*e^2*f^2*L^4*R^5 + 61824*d*e*f^3*L^4*R^5 - 13824*c*f^4*L^4*R^5 - 13440*c^4*L^5*R^5 - 40320*c^2*d^2*L^5*R^5 - 7680*d^4*L^5*R^5 + 24960*c^2*e^2*L^5*R^5 + 3072*d^2*e^2*L^5*R^5 - 3200*e^4*L^5*R^5 + 84160*c*d*e*f*L^5*R^5 - 25920*c^2*f^2*L^5*R^5 - 3072*d^2*f^2*L^5*R^5 - 16768*e^2*f^2*L^5*R^5 + 3456*f^4*L^5*R^5 + 10752*c^3*L^6*R^5 + 16128*c*d^2*L^6*R^5 - 9984*c*e^2*L^6*R^5 - 16832*d*e*f*L^6*R^5 + 10368*c*f^2*L^6*R^5 - 5376*c^2*L^7*R^5 - 2688*d^2*L^7*R^5 + 1664*e^2*L^7*R^5 - 1728*f^2*L^7*R^5 + 1536*c*L^8*R^5 - 192*L^9*R^5 + 1536*c^6*d*L*R^6 + 6912*c^4*d^3*L*R^6 + 9216*c^2*d^5*L*R^6 + 3840*d^7*L*R^6 - 7040*c^4*d*e^2*L*R^6 + 64384*c^2*d^3*e^2*L*R^6 - 9216*d^5*e^2*L*R^6 + 7040*c^2*d*e^4*L*R^6 + 6912*d^3*e^4*L*R^6 - 1536*d*e^6*L*R^6 - 1600*c^5*e*f*L*R^6 - 89088*c^3*d^2*e*f*L*R^6 + 66880*c*d^4*e*f*L*R^6 + 2816*c^3*e^3*f*L*R^6 - 38784*c*d^2*e^3*f*L*R^6 - 448*c*e^5*f*L*R^6 + 11008*c^4*d*f^2*L*R^6 - 62720*c^2*d^3*f^2*L*R^6 + 38272*c^2*d*e^2*f^2*L*R^6 + 1536*d^3*e^2*f^2*L*R^6 - 1536*d*e^4*f^2*L*R^6 + 5760*c^3*e*f^3*L*R^6 - 33792*c*d^2*e*f^3*L*R^6 + 33408*c^2*d*f^4*L*R^6 - 1152*d^3*f^4*L*R^6 - 128*d*e^2*f^4*L*R^6 + 192*c*e*f^5*L*R^6 - 384*d*f^6*L*R^6 - 9216*c^5*d*L^2*R^6 - 27648*c^3*d^3*L^2*R^6 - 18432*c*d^5*L^2*R^6 + 28160*c^3*d*e^2*L^2*R^6 - 128768*c*d^3*e^2*L^2*R^6 - 14080*c*d*e^4*L^2*R^6 + 8000*c^4*e*f*L^2*R^6 + 267264*c^2*d^2*e*f*L^2*R^6 - 66880*d^4*e*f*L^2*R^6 - 8448*c^2*e^3*f*L^2*R^6 + 38784*d^2*e^3*f*L^2*R^6 + 448*e^5*f*L^2*R^6 - 44032*c^3*d*f^2*L^2*R^6 + 125440*c*d^3*f^2*L^2*R^6 - 76544*c*d*e^2*f^2*L^2*R^6 - 17280*c^2*e*f^3*L^2*R^6 + 33792*d^2*e*f^3*L^2*R^6 - 66816*c*d*f^4*L^2*R^6 - 192*e*f^5*L^2*R^6 + 23040*c^4*d*L^3*R^6 + 41472*c^2*d^3*L^3*R^6 + 9216*d^5*L^3*R^6 - 42240*c^2*d*e^2*L^3*R^6 + 64384*d^3*e^2*L^3*R^6 + 7040*d*e^4*L^3*R^6 - 16000*c^3*e*f*L^3*R^6 - 267264*c*d^2*e*f*L^3*R^6 + 8448*c*e^3*f*L^3*R^6 + 66048*c^2*d*f^2*L^3*R^6 - 62720*d^3*f^2*L^3*R^6 + 38272*d*e^2*f^2*L^3*R^6 + 17280*c*e*f^3*L^3*R^6 + 33408*d*f^4*L^3*R^6 - 30720*c^3*d*L^4*R^6 - 27648*c*d^3*L^4*R^6 + 28160*c*d*e^2*L^4*R^6 + 16000*c^2*e*f*L^4*R^6 + 89088*d^2*e*f*L^4*R^6 - 2816*e^3*f*L^4*R^6 - 44032*c*d*f^2*L^4*R^6 - 5760*e*f^3*L^4*R^6 + 23040*c^2*d*L^5*R^6 + 6912*d^3*L^5*R^6 - 7040*d*e^2*L^5*R^6 - 8000*c*e*f*L^5*R^6 + 11008*d*f^2*L^5*R^6 - 9216*c*d*L^6*R^6 + 1600*e*f*L^6*R^6 + 1536*d*L^7*R^6 - 384*c^6*L*R^7 - 3456*c^4*d^2*L*R^7 - 5760*c^2*d^4*L*R^7 - 2688*d^6*L*R^7 + 2304*c^4*e^2*L*R^7 - 31104*c^2*d^2*e^2*L*R^7 + 5760*d^4*e^2*L*R^7 - 2304*c^2*e^4*L*R^7 - 3456*d^2*e^4*L*R^7 + 384*e^6*L*R^7 + 37120*c^3*d*e*f*L*R^7 - 34304*c*d^3*e*f*L*R^7 + 15872*c*d*e^3*f*L*R^7 - 4480*c^4*f^2*L*R^7 + 28416*c^2*d^2*f^2*L*R^7 + 640*d^4*f^2*L*R^7 - 11392*c^2*e^2*f^2*L*R^7 - 768*d^2*e^2*f^2*L*R^7 + 128*e^4*f^2*L*R^7 + 12544*c*d*e*f^3*L*R^7 - 7680*c^2*f^4*L*R^7 + 768*d^2*f^4*L*R^7 - 256*e^2*f^4*L*R^7 + 2304*c^5*L^2*R^7 + 13824*c^3*d^2*L^2*R^7 + 11520*c*d^4*L^2*R^7 - 9216*c^3*e^2*L^2*R^7 + 62208*c*d^2*e^2*L^2*R^7 + 4608*c*e^4*L^2*R^7 - 111360*c^2*d*e*f*L^2*R^7 + 34304*d^3*e*f*L^2*R^7 - 15872*d*e^3*f*L^2*R^7 + 17920*c^3*f^2*L^2*R^7 - 56832*c*d^2*f^2*L^2*R^7 + 22784*c*e^2*f^2*L^2*R^7 - 12544*d*e*f^3*L^2*R^7 + 15360*c*f^4*L^2*R^7 - 5760*c^4*L^3*R^7 - 20736*c^2*d^2*L^3*R^7 - 5760*d^4*L^3*R^7 + 13824*c^2*e^2*L^3*R^7 - 31104*d^2*e^2*L^3*R^7 - 2304*e^4*L^3*R^7 + 111360*c*d*e*f*L^3*R^7 - 26880*c^2*f^2*L^3*R^7 + 28416*d^2*f^2*L^3*R^7 - 11392*e^2*f^2*L^3*R^7 - 7680*f^4*L^3*R^7 + 7680*c^3*L^4*R^7 + 13824*c*d^2*L^4*R^7 - 9216*c*e^2*L^4*R^7 - 37120*d*e*f*L^4*R^7 + 17920*c*f^2*L^4*R^7 - 5760*c^2*L^5*R^7 - 3456*d^2*L^5*R^7 + 2304*e^2*L^5*R^7 - 4480*f^2*L^5*R^7 + 2304*c*L^6*R^7 - 384*L^7*R^7 + 768*c^4*d*L*R^8 + 1536*c^2*d^3*L*R^8 + 768*d^5*L*R^8 + 5376*c^2*d*e^2*L*R^8 - 1536*d^3*e^2*L*R^8 + 768*d*e^4*L*R^8 - 4608*c^3*e*f*L*R^8 + 6912*c*d^2*e*f*L*R^8 - 2304*c*e^3*f*L*R^8 - 5120*c^2*d*f^2*L*R^8 - 512*d^3*f^2*L*R^8 + 512*d*e^2*f^2*L*R^8 - 2048*c*e*f^3*L*R^8 - 3072*c^3*d*L^2*R^8 - 3072*c*d^3*L^2*R^8 - 10752*c*d*e^2*L^2*R^8 + 13824*c^2*e*f*L^2*R^8 - 6912*d^2*e*f*L^2*R^8 + 2304*e^3*f*L^2*R^8 + 10240*c*d*f^2*L^2*R^8 + 2048*e*f^3*L^2*R^8 + 4608*c^2*d*L^3*R^8 + 1536*d^3*L^3*R^8 + 5376*d*e^2*L^3*R^8 - 13824*c*e*f*L^3*R^8 - 5120*d*f^2*L^3*R^8 - 3072*c*d*L^4*R^8 + 4608*e*f*L^4*R^8 + 768*d*L^5*R^8)*a^19 | |
| + (-40*c^10*d^2*e^2 - 160*c^8*d^4*e^2 - 240*c^6*d^6*e^2 - 160*c^4*d^8*e^2 - 40*c^2*d^10*e^2 - 160*c^8*d^2*e^4 + 4960*c^6*d^4*e^4 - 4960*c^4*d^6*e^4 + 160*c^2*d^8*e^4 - 240*c^6*d^2*e^6 - 4960*c^4*d^4*e^6 - 240*c^2*d^6*e^6 - 160*c^4*d^2*e^8 + 160*c^2*d^4*e^8 - 40*c^2*d^2*e^10 + 40*c^11*d*e*f + 120*c^9*d^3*e*f + 80*c^7*d^5*e*f - 80*c^5*d^7*e*f - 120*c^3*d^9*e*f - 40*c*d^11*e*f + 200*c^9*d*e^3*f - 8160*c^7*d^3*e^3*f + 24240*c^5*d^5*e^3*f - 8160*c^3*d^7*e^3*f + 200*c*d^9*e^3*f + 400*c^7*d*e^5*f - 1520*c^5*d^3*e^5*f + 1520*c^3*d^5*e^5*f - 400*c*d^7*e^5*f + 400*c^5*d*e^7*f + 6560*c^3*d^3*e^7*f + 400*c*d^5*e^7*f + 200*c^3*d*e^9*f - 200*c*d^3*e^9*f + 40*c*d*e^11*f - 10*c^12*f^2 - 20*c^10*d^2*f^2 + 10*c^8*d^4*f^2 + 40*c^6*d^6*f^2 + 10*c^4*d^8*f^2 - 20*c^2*d^10*f^2 - 10*d^12*f^2 - 60*c^10*e^2*f^2 + 4620*c^8*d^2*e^2*f^2 - 26040*c^6*d^4*e^2*f^2 + 26040*c^4*d^6*e^2*f^2 - 4620*c^2*d^8*e^2*f^2 + 60*d^10*e^2*f^2 - 150*c^8*e^4*f^2 + 6040*c^6*d^2*e^4*f^2 - 33060*c^4*d^4*e^4*f^2 + 6040*c^2*d^6*e^4*f^2 - 150*d^8*e^4*f^2 - 200*c^6*e^6*f^2 - 1800*c^4*d^2*e^6*f^2 + 1800*c^2*d^4*e^6*f^2 + 200*d^6*e^6*f^2 - 150*c^4*e^8*f^2 - 3140*c^2*d^2*e^8*f^2 - 150*d^4*e^8*f^2 - 60*c^2*e^10*f^2 + 60*d^2*e^10*f^2 - 10*e^12*f^2 - 920*c^9*d*e*f^3 + 10400*c^7*d^3*e*f^3 - 18320*c^5*d^5*e*f^3 + 10400*c^3*d^7*e*f^3 - 920*c*d^9*e*f^3 - 2080*c^7*d*e^3*f^3 + 24800*c^5*d^3*e^3*f^3 - 24800*c^3*d^5*e^3*f^3 + 2080*c*d^7*e^3*f^3 - 720*c^5*d*e^5*f^3 + 26080*c^3*d^3*e^5*f^3 - 720*c*d^5*e^5*f^3 + 1120*c^3*d*e^7*f^3 - 1120*c*d^3*e^7*f^3 + 680*c*d*e^9*f^3 + 20*c^10*f^4 - 1380*c^8*d^2*f^4 + 3720*c^6*d^4*f^4 - 3720*c^4*d^6*f^4 + 1380*c^2*d^8*f^4 - 20*d^10*f^4 + 20*c^8*e^2*f^4 - 1920*c^6*d^2*e^2*f^4 - 9640*c^4*d^4*e^2*f^4 - 1920*c^2*d^6*e^2*f^4 + 20*d^8*e^2*f^4 - 120*c^6*e^4*f^4 - 11640*c^4*d^2*e^4*f^4 + 11640*c^2*d^4*e^4*f^4 + 120*d^6*e^4*f^4 - 280*c^4*e^6*f^4 - 11520*c^2*d^2*e^6*f^4 - 280*d^4*e^6*f^4 - 220*c^2*e^8*f^4 + 220*d^2*e^8*f^4 - 60*e^10*f^4 - 1200*c^7*d*e*f^5 + 17360*c^5*d^3*e*f^5 - 17360*c^3*d^5*e*f^5 + 1200*c*d^7*e*f^5 - 720*c^5*d*e^3*f^5 + 26080*c^3*d^3*e^3*f^5 - 720*c*d^5*e^3*f^5 + 2800*c^3*d*e^5*f^5 - 2800*c*d^3*e^5*f^5 + 2320*c*d*e^7*f^5 + 10*c^8*f^6 - 3720*c^6*d^2*f^6 + 7260*c^4*d^4*f^6 - 3720*c^2*d^6*f^6 + 10*d^8*f^6 + 40*c^6*e^2*f^6 - 13720*c^4*d^2*e^2*f^6 + 13720*c^2*d^4*e^2*f^6 - 40*d^6*e^2*f^6 - 100*c^4*e^4*f^6 - 15160*c^2*d^2*e^4*f^6 - 100*d^4*e^4*f^6 - 280*c^2*e^6*f^6 + 280*d^2*e^6*f^6 - 150*e^8*f^6 + 400*c^5*d*e*f^7 + 6560*c^3*d^3*e*f^7 + 400*c*d^5*e*f^7 + 3040*c^3*d*e^3*f^7 - 3040*c*d^3*e^3*f^7 + 3280*c*d*e^5*f^7 - 40*c^6*f^8 - 3720*c^4*d^2*f^8 + 3720*c^2*d^4*f^8 + 40*d^6*f^8 + 40*c^4*e^2*f^8 - 8120*c^2*d^2*e^2*f^8 + 40*d^4*e^2*f^8 - 120*c^2*e^4*f^8 + 120*d^2*e^4*f^8 - 200*e^6*f^8 + 1160*c^3*d*e*f^9 - 1160*c*d^3*e*f^9 + 2120*c*d*e^3*f^9 + 10*c^4*f^10 - 1380*c^2*d^2*f^10 + 10*d^4*f^10 + 20*c^2*e^2*f^10 - 20*d^2*e^2*f^10 - 150*e^4*f^10 + 520*c*d*e*f^11 + 20*c^2*f^12 - 20*d^2*f^12 - 60*e^2*f^12 - 10*f^14 + 320*c^9*d^2*e^2*L + 1024*c^7*d^4*e^2*L + 1152*c^5*d^6*e^2*L + 512*c^3*d^8*e^2*L + 64*c*d^10*e^2*L + 1024*c^7*d^2*e^4*L - 23808*c^5*d^4*e^4*L + 15872*c^3*d^6*e^4*L - 256*c*d^8*e^4*L + 1152*c^5*d^2*e^6*L + 15872*c^3*d^4*e^6*L + 384*c*d^6*e^6*L + 512*c^3*d^2*e^8*L - 256*c*d^4*e^8*L + 64*c*d^2*e^10*L - 352*c^10*d*e*f*L - 864*c^8*d^3*e*f*L - 448*c^6*d^5*e*f*L + 320*c^4*d^7*e*f*L + 288*c^2*d^9*e*f*L + 32*d^11*e*f*L - 1440*c^8*d*e^3*f*L + 45696*c^6*d^3*e^3*f*L - 96960*c^4*d^5*e^3*f*L + 19584*c^2*d^7*e^3*f*L - 160*d^9*e^3*f*L - 2240*c^6*d*e^5*f*L + 6080*c^4*d^3*e^5*f*L - 3648*c^2*d^5*e^5*f*L + 320*d^7*e^5*f*L - 1600*c^4*d*e^7*f*L - 15744*c^2*d^3*e^7*f*L - 320*d^5*e^7*f*L - 480*c^2*d*e^9*f*L + 160*d^3*e^9*f*L - 32*d*e^11*f*L + 96*c^11*f^2*L + 160*c^9*d^2*f^2*L - 64*c^7*d^4*f^2*L - 192*c^5*d^6*f^2*L - 32*c^3*d^8*f^2*L + 32*c*d^10*f^2*L + 480*c^9*e^2*f^2*L - 29568*c^7*d^2*e^2*f^2*L + 124992*c^5*d^4*e^2*f^2*L - 83328*c^3*d^6*e^2*f^2*L + 7392*c*d^8*e^2*f^2*L + 960*c^7*e^4*f^2*L - 28992*c^5*d^2*e^4*f^2*L + 105792*c^3*d^4*e^4*f^2*L - 9664*c*d^6*e^4*f^2*L + 960*c^5*e^6*f^2*L + 5760*c^3*d^2*e^6*f^2*L - 2880*c*d^4*e^6*f^2*L + 480*c^3*e^8*f^2*L + 5024*c*d^2*e^8*f^2*L + 96*c*e^10*f^2*L + 6624*c^8*d*e*f^3*L - 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1600*c^4*d*e*f^7*L - 15744*c^2*d^3*e*f^7*L - 320*d^5*e*f^7*L - 7296*c^2*d*e^3*f^7*L + 2432*d^3*e^3*f^7*L - 2624*d*e^5*f^7*L + 192*c^5*f^8*L + 11904*c^3*d^2*f^8*L - 5952*c*d^4*f^8*L - 128*c^3*e^2*f^8*L + 12992*c*d^2*e^2*f^8*L + 192*c*e^4*f^8*L - 2784*c^2*d*e*f^9*L + 928*d^3*e*f^9*L - 1696*d*e^3*f^9*L - 32*c^3*f^10*L + 2208*c*d^2*f^10*L - 32*c*e^2*f^10*L - 416*d*e*f^11*L - 32*c*f^12*L - 16*c^10*e^2*L^2 - 1464*c^8*d^2*e^2*L^2 - 4128*c^6*d^4*e^2*L^2 - 3952*c^4*d^6*e^2*L^2 - 1296*c^2*d^8*e^2*L^2 - 24*d^10*e^2*L^2 - 64*c^8*e^4*L^2 + 9216*c^6*d^2*e^4*L^2 + 14880*c^4*d^4*e^4*L^2 - 16064*c^2*d^6*e^4*L^2 + 96*d^8*e^4*L^2 - 96*c^6*e^6*L^2 - 14064*c^4*d^2*e^6*L^2 - 19296*c^2*d^4*e^6*L^2 - 144*d^6*e^6*L^2 - 64*c^4*e^8*L^2 - 192*c^2*d^2*e^8*L^2 + 96*d^4*e^8*L^2 - 16*c^2*e^10*L^2 - 24*d^2*e^10*L^2 + 1464*c^9*d*e*f*L^2 + 2912*c^7*d^3*e*f*L^2 + 336*c^5*d^5*e*f*L^2 - 2208*c^3*d^7*e*f*L^2 - 1096*c*d^9*e*f*L^2 - 5472*c^7*d*e^3*f*L^2 - 5856*c^5*d^3*e^3*f*L^2 + 76896*c^3*d^5*e^3*f*L^2 - 11808*c*d^7*e^3*f*L^2 + 3216*c^5*d*e^5*f*L^2 - 3040*c^3*d^3*e^5*f*L^2 - 624*c*d^5*e^5*f*L^2 + 10272*c^3*d*e^7*f*L^2 + 13408*c*d^3*e^7*f*L^2 + 120*c*d*e^9*f*L^2 - 404*c^10*f^2*L^2 - 516*c^8*d^2*f^2*L^2 + 408*c^6*d^4*f^2*L^2 + 472*c^4*d^6*f^2*L^2 - 324*c^2*d^8*f^2*L^2 - 276*d^10*f^2*L^2 + 228*c^8*e^2*f^2*L^2 + 15120*c^6*d^2*e^2*f^2*L^2 - 78120*c^4*d^4*e^2*f^2*L^2 + 42000*c^2*d^6*e^2*f^2*L^2 - 1692*d^8*e^2*f^2*L^2 - 104*c^6*e^4*f^2*L^2 - 24984*c^4*d^2*e^4*f^2*L^2 - 82776*c^2*d^4*e^4*f^2*L^2 + 1944*d^6*e^4*f^2*L^2 - 2520*c^4*e^6*f^2*L^2 - 2160*c^2*d^2*e^6*f^2*L^2 + 2280*d^4*e^6*f^2*L^2 - 1796*c^2*e^8*f^2*L^2 - 2244*d^2*e^8*f^2*L^2 - 12*e^10*f^2*L^2 - 7392*c^7*d*e*f^3*L^2 + 57760*c^5*d^3*e*f^3*L^2 - 22560*c^3*d^5*e*f^3*L^2 + 5472*c*d^7*e*f^3*L^2 + 3552*c^5*d*e^3*f^3*L^2 + 49600*c^3*d^3*e^3*f^3*L^2 - 27168*c*d^5*e^3*f^3*L^2 + 26976*c^3*d*e^5*f^3*L^2 + 44064*c*d^3*e^5*f^3*L^2 + 672*c*d*e^7*f^3*L^2 - 12*c^8*f^4*L^2 - 14256*c^6*d^2*f^4*L^2 + 11160*c^4*d^4*f^4*L^2 + 2064*c^2*d^6*f^4*L^2 + 468*d^8*f^4*L^2 - 432*c^6*e^2*f^4*L^2 - 40416*c^4*d^2*e^2*f^4*L^2 - 46224*c^2*d^4*e^2*f^4*L^2 - 928*d^6*e^2*f^4*L^2 - 5736*c^4*e^4*f^4*L^2 - 13968*c^2*d^2*e^4*f^4*L^2 + 7704*d^4*e^4*f^4*L^2 - 5616*c^2*e^6*f^4*L^2 - 7584*d^2*e^6*f^4*L^2 - 44*e^8*f^4*L^2 + 5712*c^5*d*e*f^5*L^2 + 34720*c^3*d^3*e*f^5*L^2 - 21168*c*d^5*e*f^5*L^2 + 26976*c^3*d*e^3*f^5*L^2 + 44064*c*d^3*e^3*f^5*L^2 + 1680*c*d*e^5*f^5*L^2 - 1320*c^6*f^6*L^2 - 16056*c^4*d^2*f^6*L^2 + 3816*c^2*d^4*f^6*L^2 - 2120*d^6*f^6*L^2 - 5128*c^4*e^2*f^6*L^2 - 16464*c^2*d^2*e^2*f^6*L^2 + 7992*d^4*e^2*f^6*L^2 - 6424*c^2*e^4*f^6*L^2 - 9336*d^2*e^4*f^6*L^2 - 56*e^6*f^6*L^2 + 10272*c^3*d*e*f^7*L^2 + 13408*c*d^3*e*f^7*L^2 + 1824*c*d*e^3*f^7*L^2 - 1848*c^4*f^8*L^2 - 4464*c^2*d^2*f^8*L^2 + 2472*d^4*f^8*L^2 - 3104*c^2*e^2*f^8*L^2 - 4776*d^2*e^2*f^8*L^2 - 24*e^4*f^8*L^2 + 696*c*d*e*f^9*L^2 - 516*c^2*f^10*L^2 - 804*d^2*f^10*L^2 + 4*e^2*f^10*L^2 + 4*f^12*L^2 + 160*c^9*e^2*L^3 + 4992*c^7*d^2*e^2*L^3 + 12224*c^5*d^4*e^2*L^3 + 9088*c^3*d^6*e^2*L^3 + 1696*c*d^8*e^2*L^3 + 512*c^7*e^4*L^3 - 67840*c^5*d^2*e^4*L^3 + 79360*c^3*d^4*e^4*L^3 + 4352*c*d^6*e^4*L^3 + 576*c^5*e^6*L^3 + 49536*c^3*d^2*e^6*L^3 + 10816*c*d^4*e^6*L^3 + 256*c^3*e^8*L^3 - 512*c*d^2*e^8*L^3 + 32*c*e^10*L^3 - 3936*c^8*d*e*f*L^3 - 6272*c^6*d^3*e*f*L^3 + 2240*c^4*d^5*e*f*L^3 + 5504*c^2*d^7*e*f*L^3 + 928*d^9*e*f*L^3 + 61824*c^6*d*e^3*f*L^3 - 370560*c^4*d^3*e^3*f*L^3 + 108672*c^2*d^5*e^3*f*L^3 + 384*d^7*e^3*f*L^3 + 3520*c^4*d*e^5*f*L^3 - 12160*c^2*d^3*e^5*f*L^3 + 2752*d^5*e^5*f*L^3 - 25216*c^2*d*e^7*f*L^3 - 4224*d^3*e^7*f*L^3 + 160*d*e^9*f*L^3 + 960*c^9*f^2*L^3 + 768*c^7*d^2*f^2*L^3 - 1664*c^5*d^4*f^2*L^3 - 768*c^3*d^6*f^2*L^3 + 704*c*d^8*f^2*L^3 - 11904*c^7*e^2*f^2*L^3 + 271488*c^5*d^2*e^2*f^2*L^3 - 416640*c^3*d^4*e^2*f^2*L^3 + 61824*c*d^6*e^2*f^2*L^3 - 11136*c^5*e^4*f^2*L^3 + 269056*c^3*d^2*e^4*f^2*L^3 - 19584*c*d^4*e^4*f^2*L^3 + 4480*c^3*e^6*f^2*L^3 - 5760*c*d^2*e^6*f^2*L^3 + 2752*c*e^8*f^2*L^3 - 56448*c^6*d*e*f^3*L^3 + 220800*c^4*d^3*e*f^3*L^3 - 188800*c^2*d^5*e*f^3*L^3 + 9088*d^7*e*f^3*L^3 - 119680*c^4*d*e^3*f^3*L^3 + 198400*c^2*d^3*e^3*f^3*L^3 - 7552*d^5*e^3*f^3*L^3 - 91008*c^2*d*e^5*f^3*L^3 - 7552*d^3*e^5*f^3*L^3 + 896*d*e^7*f^3*L^3 + 3456*c^7*f^4*L^3 - 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21480*d^4*e^2*f^4*L^2*R^2 - 2600*c^2*e^4*f^4*L^2*R^2 + 62856*d^2*e^4*f^4*L^2*R^2 - 7448*e^6*f^4*L^2*R^2 + 97344*c^3*d*e*f^5*L^2*R^2 - 224704*c*d^3*e*f^5*L^2*R^2 + 128928*c*d*e^3*f^5*L^2*R^2 - 14376*c^4*f^6*L^2*R^2 + 30096*c^2*d^2*f^6*L^2*R^2 - 34920*d^4*f^6*L^2*R^2 - 7632*c^2*e^2*f^6*L^2*R^2 + 61200*d^2*e^2*f^6*L^2*R^2 - 9288*e^4*f^6*L^2*R^2 + 38496*c*d*e*f^7*L^2*R^2 - 1868*c^2*f^8*L^2*R^2 + 18396*d^2*f^8*L^2*R^2 - 4828*e^2*f^8*L^2*R^2 - 836*f^10*L^2*R^2 - 1120*c^9*L^3*R^2 - 5760*c^7*d^2*L^3*R^2 - 10560*c^5*d^4*L^3*R^2 - 8320*c^3*d^6*L^3*R^2 - 2400*c*d^8*L^3*R^2 + 6656*c^7*e^2*L^3*R^2 + 126464*c^5*d^2*e^2*L^3*R^2 + 112640*c^3*d^4*e^2*L^3*R^2 + 13312*c*d^6*e^2*L^3*R^2 - 67648*c^5*e^4*L^3*R^2 + 347264*c^3*d^2*e^4*L^3*R^2 + 59584*c*d^4*e^4*L^3*R^2 + 45568*c^3*e^6*L^3*R^2 + 69632*c*d^2*e^6*L^3*R^2 - 1888*c*e^8*L^3*R^2 - 37632*c^6*d*e*f*L^3*R^2 + 177920*c^4*d^3*e*f*L^3*R^2 + 193280*c^2*d^5*e*f*L^3*R^2 + 18688*d^7*e*f*L^3*R^2 - 1009280*c^4*d*e^3*f*L^3*R^2 + 902400*c^2*d^3*e^3*f*L^3*R^2 + 20352*d^5*e^3*f*L^3*R^2 - 6144*c^2*d*e^5*f*L^3*R^2 + 26624*d^3*e^5*f*L^3*R^2 - 13440*d*e^7*f*L^3*R^2 + 256*c^7*f^2*L^3*R^2 - 61184*c^5*d^2*f^2*L^3*R^2 + 11520*c^3*d^4*f^2*L^3*R^2 + 52480*c*d^6*f^2*L^3*R^2 + 241792*c^5*e^2*f^2*L^3*R^2 - 2448640*c^3*d^2*e^2*f^2*L^3*R^2 + 784000*c*d^4*e^2*f^2*L^3*R^2 + 249088*c^3*e^4*f^2*L^3*R^2 - 77568*c*d^2*e^4*f^2*L^3*R^2 - 16000*c*e^6*f^2*L^3*R^2 + 657280*c^4*d*e*f^3*L^3*R^2 - 1857280*c^2*d^3*e*f^3*L^3*R^2 + 181632*d^5*e*f^3*L^3*R^2 + 638464*c^2*d*e^3*f^3*L^3*R^2 - 70144*d^3*e^3*f^3*L^3*R^2 - 25472*d*e^5*f^3*L^3*R^2 - 31040*c^5*f^4*L^3*R^2 + 322176*c^3*d^2*f^4*L^3*R^2 - 404544*c*d^4*f^4*L^3*R^2 + 88064*c^3*e^2*f^4*L^3*R^2 + 269824*c*d^2*e^2*f^4*L^3*R^2 - 59200*c*e^4*f^4*L^3*R^2 + 444928*c^2*d*e*f^5*L^3*R^2 - 30208*d^3*e*f^5*L^3*R^2 - 27008*d*e^3*f^5*L^3*R^2 - 48896*c^3*f^6*L^3*R^2 + 217344*c*d^2*f^6*L^3*R^2 - 61568*c*e^2*f^6*L^3*R^2 - 14976*d*e*f^7*L^3*R^2 - 16480*c*f^8*L^3*R^2 + 2070*c^8*L^4*R^2 + 12600*c^6*d^2*L^4*R^2 + 20100*c^4*d^4*L^4*R^2 + 10680*c^2*d^6*L^4*R^2 + 1110*d^8*L^4*R^2 - 25816*c^6*e^2*L^4*R^2 - 216200*c^4*d^2*e^2*L^4*R^2 - 123240*c^2*d^4*e^2*L^4*R^2 - 4856*d^6*e^2*L^4*R^2 + 169540*c^4*e^4*L^4*R^2 - 775416*c^2*d^2*e^4*L^4*R^2 + 6052*d^4*e^4*L^4*R^2 - 67992*c^2*e^6*L^4*R^2 - 17848*d^2*e^6*L^4*R^2 + 950*e^8*L^4*R^2 + 4032*c^5*d*e*f*L^4*R^2 - 328960*c^3*d^3*e*f*L^4*R^2 - 169280*c*d^5*e*f*L^4*R^2 + 2478880*c^3*d*e^3*f*L^4*R^2 - 1560480*c*d^3*e^3*f*L^4*R^2 + 16224*c*d*e^5*f*L^4*R^2 + 11704*c^6*f^2*L^4*R^2 + 93320*c^4*d^2*f^2*L^4*R^2 - 35640*c^2*d^4*f^2*L^4*R^2 - 25544*d^6*f^2*L^4*R^2 - 790120*c^4*e^2*f^2*L^4*R^2 + 4950960*c^2*d^2*e^2*f^2*L^4*R^2 - 616040*d^4*e^2*f^2*L^4*R^2 - 427992*c^2*e^4*f^2*L^4*R^2 + 150312*d^2*e^4*f^2*L^4*R^2 + 8840*e^6*f^2*L^4*R^2 - 1942880*c^3*d*e*f^3*L^4*R^2 + 2395360*c*d^3*e*f^3*L^4*R^2 - 861184*c*d*e^3*f^3*L^4*R^2 + 130100*c^4*f^4*L^4*R^2 - 704664*c^2*d^2*f^4*L^4*R^2 + 234708*d^4*f^4*L^4*R^2 - 115176*c^2*e^2*f^4*L^4*R^2 - 107528*d^2*e^2*f^4*L^4*R^2 + 36500*e^4*f^4*L^4*R^2 - 602848*c*d*e*f^5*L^4*R^2 + 107544*c^2*f^6*L^4*R^2 - 138408*d^2*f^6*L^4*R^2 + 39016*e^2*f^6*L^4*R^2 + 10406*f^8*L^4*R^2 - 2880*c^7*L^5*R^2 - 20160*c^5*d^2*L^5*R^2 - 24000*c^3*d^4*L^5*R^2 - 6720*c*d^6*L^5*R^2 + 53312*c^5*e^2*L^5*R^2 + 243840*c^3*d^2*e^2*L^5*R^2 + 72000*c*d^4*e^2*L^5*R^2 - 226240*c^3*e^4*L^5*R^2 + 573504*c*d^2*e^4*L^5*R^2 + 45248*c*e^6*L^5*R^2 + 53760*c^4*d*e*f*L^5*R^2 + 320000*c^2*d^3*e*f*L^5*R^2 + 53760*d^5*e*f*L^5*R^2 - 2632320*c^2*d*e^3*f*L^5*R^2 + 593280*d^3*e^3*f*L^5*R^2 - 6528*d*e^5*f*L^5*R^2 - 31808*c^5*f^2*L^5*R^2 - 97920*c^3*d^2*f^2*L^5*R^2 + 27840*c*d^4*f^2*L^5*R^2 + 1136000*c^3*e^2*f^2*L^5*R^2 - 3584640*c*d^2*e^2*f^2*L^5*R^2 + 297408*c*e^4*f^2*L^5*R^2 + 2152320*c^2*d*e*f^3*L^5*R^2 - 858240*d^3*e*f^3*L^5*R^2 + 311808*d*e^3*f^3*L^5*R^2 - 196800*c^3*f^4*L^5*R^2 + 518976*c*d^2*f^4*L^5*R^2 + 73024*c*e^2*f^4*L^5*R^2 + 218496*d*e*f^5*L^5*R^2 - 79296*c*f^6*L^5*R^2 + 3192*c^6*L^6*R^2 + 22680*c^4*d^2*L^6*R^2 + 17160*c^2*d^4*L^6*R^2 + 1640*d^6*L^6*R^2 - 67480*c^4*e^2*L^6*R^2 - 169552*c^2*d^2*e^2*L^6*R^2 - 16984*d^4*e^2*L^6*R^2 + 169736*c^2*e^4*L^6*R^2 - 149032*d^2*e^4*L^6*R^2 - 11304*e^6*L^6*R^2 - 77952*c^3*d*e*f*L^6*R^2 - 158208*c*d^3*e*f*L^6*R^2 + 1346848*c*d*e^3*f*L^6*R^2 + 43960*c^4*f^2*L^6*R^2 + 65488*c^2*d^2*f^2*L^6*R^2 - 7368*d^4*f^2*L^6*R^2 - 876752*c^2*e^2*f^2*L^6*R^2 + 924560*d^2*e^2*f^2*L^6*R^2 - 75560*e^4*f^2*L^6*R^2 - 1118048*c*d*e*f^3*L^6*R^2 + 154600*c^2*f^4*L^6*R^2 - 134664*d^2*f^4*L^6*R^2 - 17880*e^2*f^4*L^6*R^2 + 20584*f^6*L^6*R^2 - 2880*c^5*L^7*R^2 - 17280*c^3*d^2*L^7*R^2 - 6720*c*d^4*L^7*R^2 + 54272*c^3*e^2*L^7*R^2 + 65536*c*d^2*e^2*L^7*R^2 - 67904*c*e^4*L^7*R^2 + 52992*c^2*d*e*f*L^7*R^2 + 31488*d^3*e*f*L^7*R^2 - 272000*d*e^3*f*L^7*R^2 - 36608*c^3*f^2*L^7*R^2 - 24832*c*d^2*f^2*L^7*R^2 + 354944*c*e^2*f^2*L^7*R^2 + 227200*d*e*f^3*L^7*R^2 - 63040*c*f^4*L^7*R^2 + 2070*c^4*L^8*R^2 + 8460*c^2*d^2*L^8*R^2 + 1110*d^4*L^8*R^2 - 27196*c^2*e^2*L^8*R^2 - 10764*d^2*e^2*L^8*R^2 + 11318*e^4*L^8*R^2 - 18528*c*d*e*f*L^8*R^2 + 18604*c^2*f^2*L^8*R^2 + 4044*d^2*f^2*L^8*R^2 - 59452*e^2*f^2*L^8*R^2 + 10590*f^4*L^8*R^2 - 1120*c^3*L^9*R^2 - 2400*c*d^2*L^9*R^2 + 7776*c*e^2*L^9*R^2 + 2688*d*e*f*L^9*R^2 - 5344*c*f^2*L^9*R^2 + 420*c^2*L^10*R^2 + 300*d^2*L^10*R^2 - 972*e^2*L^10*R^2 + 668*f^2*L^10*R^2 - 96*c*L^11*R^2 + 10*L^12*R^2 - 120*c^10*d*R^3 - 600*c^8*d^3*R^3 - 1200*c^6*d^5*R^3 - 1200*c^4*d^7*R^3 - 600*c^2*d^9*R^3 - 120*d^11*R^3 + 3480*c^8*d*e^2*R^3 + 10720*c^6*d^3*e^2*R^3 + 80*c^4*d^5*e^2*R^3 - 6560*c^2*d^7*e^2*R^3 + 600*d^9*e^2*R^3 - 16880*c^6*d*e^4*R^3 + 40560*c^4*d^3*e^4*R^3 - 80*c^2*d^5*e^4*R^3 - 1200*d^7*e^4*R^3 + 16880*c^4*d*e^6*R^3 + 10720*c^2*d^3*e^6*R^3 + 1200*d^5*e^6*R^3 - 3480*c^2*d*e^8*R^3 - 600*d^3*e^8*R^3 + 120*d*e^10*R^3 - 1200*c^9*e*f*R^3 + 5440*c^7*d^2*e*f*R^3 + 34400*c^5*d^4*e*f*R^3 + 24640*c^3*d^6*e*f*R^3 - 3120*c*d^8*e*f*R^3 + 5600*c^7*e^3*f*R^3 - 173280*c^5*d^2*e^3*f*R^3 + 170400*c^3*d^4*e^3*f*R^3 + 1120*c*d^6*e^3*f*R^3 + 320*c^5*e^5*f*R^3 + 14080*c^3*d^2*e^5*f*R^3 + 8000*c*d^4*e^5*f*R^3 - 5600*c^3*e^7*f*R^3 - 6880*c*d^2*e^7*f*R^3 + 880*c*e^9*f*R^3 - 2760*c^8*d*f^2*R^3 - 6560*c^6*d^3*f^2*R^3 + 8080*c^4*d^5*f^2*R^3 + 13280*c^2*d^7*f^2*R^3 + 1400*d^9*f^2*R^3 + 75680*c^6*d*e^2*f^2*R^3 - 452000*c^4*d^3*e^2*f^2*R^3 + 173280*c^2*d^5*e^2*f^2*R^3 - 5600*d^7*e^2*f^2*R^3 + 107280*c^4*d*e^4*f^2*R^3 - 70880*c^2*d^3*e^4*f^2*R^3 + 8400*d^5*e^4*f^2*R^3 - 31200*c^2*d*e^6*f^2*R^3 - 5600*d^3*e^6*f^2*R^3 + 1400*d*e^8*f^2*R^3 - 9120*c^7*e*f^3*R^3 + 171680*c^5*d^2*e*f^3*R^3 - 344800*c^3*d^4*e*f^3*R^3 + 68320*c*d^6*e*f^3*R^3 - 24640*c^5*e^3*f^3*R^3 + 283520*c^3*d^2*e^3*f^3*R^3 - 72000*c*d^4*e^3*f^3*R^3 - 22560*c^3*e^5*f^3*R^3 - 3360*c*d^2*e^5*f^3*R^3 + 5760*c*e^7*f^3*R^3 - 19440*c^6*d*f^4*R^3 + 67440*c^4*d^3*f^4*R^3 - 90960*c^2*d^5*f^4*R^3 + 1360*d^7*f^4*R^3 + 14160*c^4*d*e^2*f^4*R^3 + 87200*c^2*d^3*e^2*f^4*R^3 - 880*d^5*e^2*f^4*R^3 - 100880*c^2*d*e^4*f^4*R^3 - 2960*d^3*e^4*f^4*R^3 + 2480*d*e^6*f^4*R^3 - 17920*c^5*e*f^5*R^3 + 199040*c^3*d^2*e*f^5*R^3 - 44800*c*d^4*e*f^5*R^3 - 20640*c^3*e^3*f^5*R^3 - 9120*c*d^2*e^3*f^5*R^3 + 12640*c*e^5*f^5*R^3 - 41040*c^4*d*f^6*R^3 + 98400*c^2*d^3*f^6*R^3 - 1040*d^5*f^6*R^3 - 99040*c^2*d*e^2*f^6*R^3 + 800*d^3*e^2*f^6*R^3 + 880*d*e^4*f^6*R^3 - 3680*c^3*e*f^7*R^3 - 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241664*c^2*e^3*f^3*L^3*R^3 + 59392*d^2*e^3*f^3*L^3*R^3 + 10368*e^5*f^3*L^3*R^3 - 168192*c^3*d*f^4*L^3*R^3 + 619776*c*d^3*f^4*L^3*R^3 - 231936*c*d*e^2*f^4*L^3*R^3 - 167168*c^2*e*f^5*L^3*R^3 + 27904*d^2*e*f^5*L^3*R^3 + 11904*e^3*f^5*L^3*R^3 - 170496*c*d*f^6*L^3*R^3 + 6528*e*f^7*L^3*R^3 - 25200*c^6*d*L^4*R^3 - 80400*c^4*d^3*L^4*R^3 - 64080*c^2*d^5*L^4*R^3 - 8880*d^7*L^4*R^3 + 241680*c^4*d*e^2*L^4*R^3 + 34080*c^2*d^3*e^2*L^4*R^3 - 55088*d^5*e^2*L^4*R^3 + 241392*c^2*d*e^4*L^4*R^3 + 7792*d^3*e^4*L^4*R^3 + 16240*d*e^6*L^4*R^3 + 15456*c^5*e*f*L^4*R^3 + 863680*c^3*d^2*e*f*L^4*R^3 + 477920*c*d^4*e*f*L^4*R^3 - 653920*c^3*e^3*f*L^4*R^3 + 1053600*c*d^2*e^3*f*L^4*R^3 + 17216*c*e^5*f*L^4*R^3 - 156720*c^4*d*f^2*L^4*R^3 + 174240*c^2*d^3*f^2*L^4*R^3 + 113168*d^5*f^2*L^4*R^3 - 3027360*c^2*d*e^2*f^2*L^4*R^3 + 602720*d^3*e^2*f^2*L^4*R^3 - 63600*d*e^4*f^2*L^4*R^3 + 622880*c^3*e*f^3*L^4*R^3 - 2310880*c*d^2*e*f^3*L^4*R^3 + 315584*c*e^3*f^3*L^4*R^3 + 427248*c^2*d*f^4*L^4*R^3 - 350352*d^3*f^4*L^4*R^3 + 107472*d*e^2*f^4*L^4*R^3 + 220928*c*e*f^5*L^4*R^3 + 109872*d*f^6*L^4*R^3 + 40320*c^5*d*L^5*R^3 + 96000*c^3*d^3*L^5*R^3 + 40320*c*d^5*L^5*R^3 - 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| + (-180*c^10*d^2*e^2 - 720*c^8*d^4*e^2 - 1080*c^6*d^6*e^2 - 720*c^4*d^8*e^2 - 180*c^2*d^10*e^2 - 720*c^8*d^2*e^4 + 22320*c^6*d^4*e^4 - 22320*c^4*d^6*e^4 + 720*c^2*d^8*e^4 - 1080*c^6*d^2*e^6 - 22320*c^4*d^4*e^6 - 1080*c^2*d^6*e^6 - 720*c^4*d^2*e^8 + 720*c^2*d^4*e^8 - 180*c^2*d^2*e^10 + 180*c^11*d*e*f + 540*c^9*d^3*e*f + 360*c^7*d^5*e*f - 360*c^5*d^7*e*f - 540*c^3*d^9*e*f - 180*c*d^11*e*f + 900*c^9*d*e^3*f - 36720*c^7*d^3*e^3*f + 109080*c^5*d^5*e^3*f - 36720*c^3*d^7*e^3*f + 900*c*d^9*e^3*f + 1800*c^7*d*e^5*f - 6840*c^5*d^3*e^5*f + 6840*c^3*d^5*e^5*f - 1800*c*d^7*e^5*f + 1800*c^5*d*e^7*f + 29520*c^3*d^3*e^7*f + 1800*c*d^5*e^7*f + 900*c^3*d*e^9*f - 900*c*d^3*e^9*f + 180*c*d*e^11*f - 45*c^12*f^2 - 90*c^10*d^2*f^2 + 45*c^8*d^4*f^2 + 180*c^6*d^6*f^2 + 45*c^4*d^8*f^2 - 90*c^2*d^10*f^2 - 45*d^12*f^2 - 270*c^10*e^2*f^2 + 20790*c^8*d^2*e^2*f^2 - 117180*c^6*d^4*e^2*f^2 + 117180*c^4*d^6*e^2*f^2 - 20790*c^2*d^8*e^2*f^2 + 270*d^10*e^2*f^2 - 675*c^8*e^4*f^2 + 27180*c^6*d^2*e^4*f^2 - 148770*c^4*d^4*e^4*f^2 + 27180*c^2*d^6*e^4*f^2 - 675*d^8*e^4*f^2 - 900*c^6*e^6*f^2 - 8100*c^4*d^2*e^6*f^2 + 8100*c^2*d^4*e^6*f^2 + 900*d^6*e^6*f^2 - 675*c^4*e^8*f^2 - 14130*c^2*d^2*e^8*f^2 - 675*d^4*e^8*f^2 - 270*c^2*e^10*f^2 + 270*d^2*e^10*f^2 - 45*e^12*f^2 - 4140*c^9*d*e*f^3 + 46800*c^7*d^3*e*f^3 - 82440*c^5*d^5*e*f^3 + 46800*c^3*d^7*e*f^3 - 4140*c*d^9*e*f^3 - 9360*c^7*d*e^3*f^3 + 111600*c^5*d^3*e^3*f^3 - 111600*c^3*d^5*e^3*f^3 + 9360*c*d^7*e^3*f^3 - 3240*c^5*d*e^5*f^3 + 117360*c^3*d^3*e^5*f^3 - 3240*c*d^5*e^5*f^3 + 5040*c^3*d*e^7*f^3 - 5040*c*d^3*e^7*f^3 + 3060*c*d*e^9*f^3 + 90*c^10*f^4 - 6210*c^8*d^2*f^4 + 16740*c^6*d^4*f^4 - 16740*c^4*d^6*f^4 + 6210*c^2*d^8*f^4 - 90*d^10*f^4 + 90*c^8*e^2*f^4 - 8640*c^6*d^2*e^2*f^4 - 43380*c^4*d^4*e^2*f^4 - 8640*c^2*d^6*e^2*f^4 + 90*d^8*e^2*f^4 - 540*c^6*e^4*f^4 - 52380*c^4*d^2*e^4*f^4 + 52380*c^2*d^4*e^4*f^4 + 540*d^6*e^4*f^4 - 1260*c^4*e^6*f^4 - 51840*c^2*d^2*e^6*f^4 - 1260*d^4*e^6*f^4 - 990*c^2*e^8*f^4 + 990*d^2*e^8*f^4 - 270*e^10*f^4 - 5400*c^7*d*e*f^5 + 78120*c^5*d^3*e*f^5 - 78120*c^3*d^5*e*f^5 + 5400*c*d^7*e*f^5 - 3240*c^5*d*e^3*f^5 + 117360*c^3*d^3*e^3*f^5 - 3240*c*d^5*e^3*f^5 + 12600*c^3*d*e^5*f^5 - 12600*c*d^3*e^5*f^5 + 10440*c*d*e^7*f^5 + 45*c^8*f^6 - 16740*c^6*d^2*f^6 + 32670*c^4*d^4*f^6 - 16740*c^2*d^6*f^6 + 45*d^8*f^6 + 180*c^6*e^2*f^6 - 61740*c^4*d^2*e^2*f^6 + 61740*c^2*d^4*e^2*f^6 - 180*d^6*e^2*f^6 - 450*c^4*e^4*f^6 - 68220*c^2*d^2*e^4*f^6 - 450*d^4*e^4*f^6 - 1260*c^2*e^6*f^6 + 1260*d^2*e^6*f^6 - 675*e^8*f^6 + 1800*c^5*d*e*f^7 + 29520*c^3*d^3*e*f^7 + 1800*c*d^5*e*f^7 + 13680*c^3*d*e^3*f^7 - 13680*c*d^3*e^3*f^7 + 14760*c*d*e^5*f^7 - 180*c^6*f^8 - 16740*c^4*d^2*f^8 + 16740*c^2*d^4*f^8 + 180*d^6*f^8 + 180*c^4*e^2*f^8 - 36540*c^2*d^2*e^2*f^8 + 180*d^4*e^2*f^8 - 540*c^2*e^4*f^8 + 540*d^2*e^4*f^8 - 900*e^6*f^8 + 5220*c^3*d*e*f^9 - 5220*c*d^3*e*f^9 + 9540*c*d*e^3*f^9 + 45*c^4*f^10 - 6210*c^2*d^2*f^10 + 45*d^4*f^10 + 90*c^2*e^2*f^10 - 90*d^2*e^2*f^10 - 675*e^4*f^10 + 2340*c*d*e*f^11 + 90*c^2*f^12 - 90*d^2*f^12 - 270*e^2*f^12 - 45*f^14 + 1080*c^9*d^2*e^2*L + 3456*c^7*d^4*e^2*L + 3888*c^5*d^6*e^2*L + 1728*c^3*d^8*e^2*L + 216*c*d^10*e^2*L + 3456*c^7*d^2*e^4*L - 80352*c^5*d^4*e^4*L + 53568*c^3*d^6*e^4*L - 864*c*d^8*e^4*L + 3888*c^5*d^2*e^6*L + 53568*c^3*d^4*e^6*L + 1296*c*d^6*e^6*L + 1728*c^3*d^2*e^8*L - 864*c*d^4*e^8*L + 216*c*d^2*e^10*L - 1188*c^10*d*e*f*L - 2916*c^8*d^3*e*f*L - 1512*c^6*d^5*e*f*L + 1080*c^4*d^7*e*f*L + 972*c^2*d^9*e*f*L + 108*d^11*e*f*L - 4860*c^8*d*e^3*f*L + 154224*c^6*d^3*e^3*f*L - 327240*c^4*d^5*e^3*f*L + 66096*c^2*d^7*e^3*f*L - 540*d^9*e^3*f*L - 7560*c^6*d*e^5*f*L + 20520*c^4*d^3*e^5*f*L - 12312*c^2*d^5*e^5*f*L + 1080*d^7*e^5*f*L - 5400*c^4*d*e^7*f*L - 53136*c^2*d^3*e^7*f*L - 1080*d^5*e^7*f*L - 1620*c^2*d*e^9*f*L + 540*d^3*e^9*f*L - 108*d*e^11*f*L + 324*c^11*f^2*L + 540*c^9*d^2*f^2*L - 216*c^7*d^4*f^2*L - 648*c^5*d^6*f^2*L - 108*c^3*d^8*f^2*L + 108*c*d^10*f^2*L + 1620*c^9*e^2*f^2*L - 99792*c^7*d^2*e^2*f^2*L + 421848*c^5*d^4*e^2*f^2*L - 281232*c^3*d^6*e^2*f^2*L + 24948*c*d^8*e^2*f^2*L + 3240*c^7*e^4*f^2*L - 97848*c^5*d^2*e^4*f^2*L + 357048*c^3*d^4*e^4*f^2*L - 32616*c*d^6*e^4*f^2*L + 3240*c^5*e^6*f^2*L + 19440*c^3*d^2*e^6*f^2*L - 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675*d^8*e^4*f^2 - 900*c^6*e^6*f^2 - 8100*c^4*d^2*e^6*f^2 + 8100*c^2*d^4*e^6*f^2 + 900*d^6*e^6*f^2 - 675*c^4*e^8*f^2 - 14130*c^2*d^2*e^8*f^2 - 675*d^4*e^8*f^2 - 270*c^2*e^10*f^2 + 270*d^2*e^10*f^2 - 45*e^12*f^2 - 4140*c^9*d*e*f^3 + 46800*c^7*d^3*e*f^3 - 82440*c^5*d^5*e*f^3 + 46800*c^3*d^7*e*f^3 - 4140*c*d^9*e*f^3 - 9360*c^7*d*e^3*f^3 + 111600*c^5*d^3*e^3*f^3 - 111600*c^3*d^5*e^3*f^3 + 9360*c*d^7*e^3*f^3 - 3240*c^5*d*e^5*f^3 + 117360*c^3*d^3*e^5*f^3 - 3240*c*d^5*e^5*f^3 + 5040*c^3*d*e^7*f^3 - 5040*c*d^3*e^7*f^3 + 3060*c*d*e^9*f^3 + 90*c^10*f^4 - 6210*c^8*d^2*f^4 + 16740*c^6*d^4*f^4 - 16740*c^4*d^6*f^4 + 6210*c^2*d^8*f^4 - 90*d^10*f^4 + 90*c^8*e^2*f^4 - 8640*c^6*d^2*e^2*f^4 - 43380*c^4*d^4*e^2*f^4 - 8640*c^2*d^6*e^2*f^4 + 90*d^8*e^2*f^4 - 540*c^6*e^4*f^4 - 52380*c^4*d^2*e^4*f^4 + 52380*c^2*d^4*e^4*f^4 + 540*d^6*e^4*f^4 - 1260*c^4*e^6*f^4 - 51840*c^2*d^2*e^6*f^4 - 1260*d^4*e^6*f^4 - 990*c^2*e^8*f^4 + 990*d^2*e^8*f^4 - 270*e^10*f^4 - 5400*c^7*d*e*f^5 + 78120*c^5*d^3*e*f^5 - 78120*c^3*d^5*e*f^5 + 5400*c*d^7*e*f^5 - 3240*c^5*d*e^3*f^5 + 117360*c^3*d^3*e^3*f^5 - 3240*c*d^5*e^3*f^5 + 12600*c^3*d*e^5*f^5 - 12600*c*d^3*e^5*f^5 + 10440*c*d*e^7*f^5 + 45*c^8*f^6 - 16740*c^6*d^2*f^6 + 32670*c^4*d^4*f^6 - 16740*c^2*d^6*f^6 + 45*d^8*f^6 + 180*c^6*e^2*f^6 - 61740*c^4*d^2*e^2*f^6 + 61740*c^2*d^4*e^2*f^6 - 180*d^6*e^2*f^6 - 450*c^4*e^4*f^6 - 68220*c^2*d^2*e^4*f^6 - 450*d^4*e^4*f^6 - 1260*c^2*e^6*f^6 + 1260*d^2*e^6*f^6 - 675*e^8*f^6 + 1800*c^5*d*e*f^7 + 29520*c^3*d^3*e*f^7 + 1800*c*d^5*e*f^7 + 13680*c^3*d*e^3*f^7 - 13680*c*d^3*e^3*f^7 + 14760*c*d*e^5*f^7 - 180*c^6*f^8 - 16740*c^4*d^2*f^8 + 16740*c^2*d^4*f^8 + 180*d^6*f^8 + 180*c^4*e^2*f^8 - 36540*c^2*d^2*e^2*f^8 + 180*d^4*e^2*f^8 - 540*c^2*e^4*f^8 + 540*d^2*e^4*f^8 - 900*e^6*f^8 + 5220*c^3*d*e*f^9 - 5220*c*d^3*e*f^9 + 9540*c*d*e^3*f^9 + 45*c^4*f^10 - 6210*c^2*d^2*f^10 + 45*d^4*f^10 + 90*c^2*e^2*f^10 - 90*d^2*e^2*f^10 - 675*e^4*f^10 + 2340*c*d*e*f^11 + 90*c^2*f^12 - 90*d^2*f^12 - 270*e^2*f^12 - 45*f^14 - 1080*c^9*d^2*e^2*L - 3456*c^7*d^4*e^2*L - 3888*c^5*d^6*e^2*L - 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3240*c^5*e^6*f^2*L - 19440*c^3*d^2*e^6*f^2*L + 9720*c*d^4*e^6*f^2*L - 1620*c^3*e^8*f^2*L - 16956*c*d^2*e^8*f^2*L - 324*c*e^10*f^2*L - 22356*c^8*d*e*f^3*L + 196560*c^6*d^3*e*f^3*L - 247320*c^4*d^5*e*f^3*L + 84240*c^2*d^7*e*f^3*L - 2484*d^9*e*f^3*L - 39312*c^6*d*e^3*f^3*L + 334800*c^4*d^3*e^3*f^3*L - 200880*c^2*d^5*e^3*f^3*L + 5616*d^7*e^3*f^3*L - 9720*c^4*d*e^5*f^3*L + 211248*c^2*d^3*e^5*f^3*L - 1944*d^5*e^5*f^3*L + 9072*c^2*d*e^7*f^3*L - 3024*d^3*e^7*f^3*L + 1836*d*e^9*f^3*L + 540*c^9*f^4*L - 29808*c^7*d^2*f^4*L + 60264*c^5*d^4*f^4*L - 40176*c^3*d^6*f^4*L + 7452*c*d^8*f^4*L + 432*c^7*e^2*f^4*L - 31104*c^5*d^2*e^2*f^4*L - 104112*c^3*d^4*e^2*f^4*L - 10368*c*d^6*e^2*f^4*L - 1944*c^5*e^4*f^4*L - 125712*c^3*d^2*e^4*f^4*L + 62856*c*d^4*e^4*f^4*L - 3024*c^3*e^6*f^4*L - 62208*c*d^2*e^6*f^4*L - 1188*c*e^8*f^4*L - 22680*c^6*d*e*f^5*L + 234360*c^4*d^3*e*f^5*L - 140616*c^2*d^5*e*f^5*L + 3240*d^7*e*f^5*L - 9720*c^4*d*e^3*f^5*L + 211248*c^2*d^3*e^3*f^5*L - 1944*d^5*e^3*f^5*L + 22680*c^2*d*e^5*f^5*L - 7560*d^3*e^5*f^5*L + 6264*d*e^7*f^5*L + 216*c^7*f^6*L - 60264*c^5*d^2*f^6*L + 78408*c^3*d^4*f^6*L - 20088*c*d^6*f^6*L + 648*c^5*e^2*f^6*L - 148176*c^3*d^2*e^2*f^6*L + 74088*c*d^4*e^2*f^6*L - 1080*c^3*e^4*f^6*L - 81864*c*d^2*e^4*f^6*L - 1512*c*e^6*f^6*L + 5400*c^4*d*e*f^7*L + 53136*c^2*d^3*e*f^7*L + 1080*d^5*e*f^7*L + 24624*c^2*d*e^3*f^7*L - 8208*d^3*e^3*f^7*L + 8856*d*e^5*f^7*L - 648*c^5*f^8*L - 40176*c^3*d^2*f^8*L + 20088*c*d^4*f^8*L + 432*c^3*e^2*f^8*L - 43848*c*d^2*e^2*f^8*L - 648*c*e^4*f^8*L + 9396*c^2*d*e*f^9*L - 3132*d^3*e*f^9*L + 5724*d*e^3*f^9*L + 108*c^3*f^10*L - 7452*c*d^2*f^10*L + 108*c*e^2*f^10*L + 1404*d*e*f^11*L + 108*c*f^12*L - 128*c^10*e^2*L^2 - 5412*c^8*d^2*e^2*L^2 - 17344*c^6*d^4*e^2*L^2 - 19016*c^4*d^6*e^2*L^2 - 7008*c^2*d^8*e^2*L^2 - 52*d^10*e^2*L^2 - 512*c^8*e^4*L^2 + 89408*c^6*d^2*e^4*L^2 - 141360*c^4*d^4*e^4*L^2 - 24352*c^2*d^6*e^4*L^2 + 208*d^8*e^4*L^2 - 768*c^6*e^6*L^2 - 99912*c^4*d^2*e^6*L^2 - 50208*c^2*d^4*e^6*L^2 - 312*d^6*e^6*L^2 - 512*c^4*e^8*L^2 + 1824*c^2*d^2*e^8*L^2 + 208*d^4*e^8*L^2 - 128*c^2*e^10*L^2 - 52*d^2*e^10*L^2 + 4012*c^9*d*e*f*L^2 + 8176*c^7*d^3*e*f*L^2 - 3192*c^5*d^5*e*f*L^2 - 14864*c^3*d^7*e*f*L^2 - 7508*c*d^9*e*f*L^2 - 68976*c^7*d*e^3*f*L^2 + 552912*c^5*d^3*e^3*f*L^2 - 233232*c^3*d^5*e^3*f*L^2 - 8784*c*d^7*e^3*f*L^2 - 3672*c^5*d*e^5*f*L^2 + 28880*c^3*d^3*e^5*f*L^2 - 20952*c*d^5*e^5*f*L^2 + 68176*c^3*d*e^7*f*L^2 + 38384*c*d^3*e^7*f*L^2 - 1140*c*d*e^9*f*L^2 - 922*c^10*f^2*L^2 - 978*c^8*d^2*f^2*L^2 + 2284*c^6*d^4*f^2*L^2 + 1676*c^4*d^6*f^2*L^2 - 2802*c^2*d^8*f^2*L^2 - 2138*d^10*f^2*L^2 + 11274*c^8*e^2*f^2*L^2 - 331800*c^6*d^2*e^2*f^2*L^2 + 742140*c^4*d^4*e^2*f^2*L^2 - 210840*c^2*d^6*e^2*f^2*L^2 + 2634*d^8*e^2*f^2*L^2 + 13868*c^6*e^4*f^2*L^2 - 516972*c^4*d^2*e^4*f^2*L^2 + 32052*c^2*d^4*e^4*f^2*L^2 - 5588*d^6*e^4*f^2*L^2 - 9660*c^4*e^6*f^2*L^2 + 20520*c^2*d^2*e^6*f^2*L^2 + 11940*d^4*e^6*f^2*L^2 - 11218*c^2*e^8*f^2*L^2 - 6962*d^2*e^8*f^2*L^2 + 114*e^10*f^2*L^2 + 56784*c^7*d*e*f^3*L^2 - 302320*c^5*d^3*e*f^3*L^2 + 460720*c^3*d^5*e*f^3*L^2 - 65424*c*d^7*e*f^3*L^2 + 181296*c^5*d*e^3*f^3*L^2 - 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