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path: root/src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c
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Diffstat (limited to 'src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c')
-rw-r--r--src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c1098
1 files changed, 0 insertions, 1098 deletions
diff --git a/src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c b/src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c
deleted file mode 100644
index 71c01d8..0000000
--- a/src/GeneralizedPolynomial-Uniform/Lagrange-tensor-product/3d.coeffs/3d.cube.order3.smooth0/coeffs-dyz.compute.c
+++ /dev/null
@@ -1,1098 +0,0 @@
-fp t6539;
-fp t6516;
-fp t6569;
-fp t6572;
-fp t6541;
-fp t6834;
-fp t6570;
-fp t6571;
-fp t6667;
-fp t6550;
-fp t6833;
-fp t6524;
-fp t6467;
-fp t6326;
-fp t6523;
-fp t6694;
-fp t6300;
-fp t6832;
-fp t6545;
-fp t6496;
-fp t6401;
-fp t6669;
-fp t6631;
-fp t6831;
-fp t6554;
-fp t6734;
-fp t6389;
-fp t6668;
-fp t6647;
-fp t6232;
-fp t6830;
-fp t6525;
-fp t6483;
-fp t6529;
-fp t6472;
-fp t6829;
-fp t6491;
-fp t6365;
-fp t6828;
-fp t6686;
-fp t6353;
-fp t6526;
-fp t6464;
-fp t6717;
-fp t6560;
-fp t6627;
-fp t6283;
-fp t6537;
-fp t6504;
-fp t6827;
-fp t6546;
-fp t6351;
-fp t6733;
-fp t6543;
-fp t6455;
-fp t6826;
-fp t6707;
-fp t6518;
-fp t6713;
-fp t6632;
-fp t6220;
-fp t6547;
-fp t6652;
-fp t6825;
-fp t6703;
-fp t6323;
-fp t6335;
-fp t6824;
-fp t6710;
-fp t6336;
-fp t6823;
-fp t6488;
-fp t6471;
-fp t6822;
-fp t6492;
-fp t6442;
-fp t6821;
-fp t6677;
-fp t6420;
-fp t6252;
-fp t6493;
-fp t6380;
-fp t6362;
-fp t6663;
-fp t6820;
-fp t6548;
-fp t6692;
-fp t6399;
-fp t6704;
-fp t6414;
-fp t6819;
-fp t6661;
-fp t6418;
-fp t6818;
-fp t6210;
-fp t6393;
-fp t6498;
-fp t6350;
-fp t6681;
-fp t6417;
-fp t6544;
-fp t6736;
-fp t6386;
-fp t6817;
-fp t6531;
-fp t6301;
-fp t6521;
-fp t6687;
-fp t6816;
-fp t6566;
-fp t6563;
-fp t6685;
-fp t6429;
-fp t6815;
-fp t6622;
-fp t6253;
-fp t6474;
-fp t6535;
-fp t6505;
-fp t6814;
-fp t6702;
-fp t6532;
-fp t6413;
-fp t6813;
-fp t6506;
-fp t6364;
-fp t6231;
-fp t6812;
-fp t6534;
-fp t6490;
-fp t6619;
-fp t6309;
-fp t6811;
-fp t6419;
-fp t6432;
-fp t6810;
-fp t6440;
-fp t6400;
-fp t6809;
-fp t6509;
-fp t6433;
-fp t6502;
-fp t6808;
-fp t6501;
-fp t6398;
-fp t6807;
-fp t6451;
-fp t6212;
-fp t6551;
-fp t6732;
-fp t6448;
-fp t6806;
-fp t6469;
-fp t6708;
-fp t6644;
-fp t6207;
-fp t6805;
-fp t6512;
-fp t6239;
-fp t6804;
-fp t6510;
-fp t6415;
-fp t6803;
-fp t6646;
-fp t6802;
-fp t6657;
-fp t6340;
-fp t6801;
-fp t6559;
-fp t6515;
-fp t6556;
-fp t6666;
-fp t6623;
-fp t6233;
-fp t6800;
-fp t6714;
-fp t6645;
-fp t6536;
-fp t6735;
-fp t6799;
-fp t6387;
-fp t6282;
-fp t6428;
-fp t6237;
-fp t6798;
-fp t6527;
-fp t6797;
-fp t6267;
-fp t6796;
-fp t6507;
-fp t6447;
-fp t6425;
-fp t6795;
-fp t6454;
-fp t6794;
-fp t6357;
-fp t6306;
-fp t6793;
-fp t6366;
-fp t6670;
-fp t6792;
-fp t6307;
-fp t6176;
-fp t6520;
-fp t6791;
-fp t6564;
-fp t6494;
-fp t6405;
-fp t6790;
-fp t6371;
-fp t6676;
-fp t6373;
-fp t6789;
-fp t6388;
-fp t6259;
-fp t6788;
-fp t6787;
-fp t6424;
-fp t6281;
-fp t6786;
-fp t6269;
-fp t6193;
-fp t6785;
-fp t6343;
-fp t6427;
-fp t6784;
-fp t6705;
-fp t6650;
-fp t6783;
-fp t6435;
-fp t6272;
-fp t6508;
-fp t6378;
-fp t6782;
-fp t6352;
-fp t6781;
-fp t6409;
-fp t6780;
-fp t6779;
-fp t6778;
-fp t6341;
-fp t6777;
-fp t6699;
-fp t6643;
-fp t6776;
-fp t6444;
-fp t6247;
-fp t6434;
-fp t6256;
-fp t6775;
-fp t6774;
-fp t6530;
-fp t6630;
-fp t6194;
-fp t6696;
-fp t6773;
-fp t6679;
-fp t6441;
-fp t6202;
-fp t6199;
-fp t6372;
-fp t6217;
-fp t6772;
-fp t6226;
-fp t6674;
-fp t6771;
-fp t6517;
-fp t6697;
-fp t6770;
-fp t6377;
-fp t6715;
-fp t6381;
-fp t6390;
-fp t6769;
-fp t6487;
-fp t6334;
-fp t6731;
-fp t6768;
-fp t6213;
-fp t6767;
-fp t6513;
-fp t6684;
-fp t6766;
-fp t6500;
-fp t6395;
-fp t6675;
-fp t6765;
-fp t6648;
-fp t6248;
-fp t6764;
-fp t6654;
-fp t6763;
-fp t6725;
-fp t6475;
-fp t6298;
-fp t6762;
-fp t6761;
-fp t6369;
-fp t6760;
-fp t6503;
-fp t6437;
-fp t6416;
-fp t6673;
-fp t6268;
-fp t6759;
-fp t6758;
-fp t6191;
-fp t6481;
-fp t6482;
-fp t6757;
-fp t6756;
-fp t6438;
-fp t6280;
-fp t6755;
-fp t6754;
-fp t6459;
-fp t6426;
-fp t6753;
-fp t6649;
-fp t6255;
-fp t6752;
-fp t6751;
-fp t6360;
-fp t6243;
-fp t6750;
-fp t6242;
-fp t6465;
-fp t6749;
-fp t6728;
-fp t6175;
-fp t6748;
-fp t6721;
-fp t6606;
-fp t6747;
-fp t6224;
-fp t6651;
-fp t6200;
-fp t6746;
-fp t6452;
-fp t6450;
-fp t6716;
-fp t6745;
-fp t6177;
-fp t6690;
-fp t6744;
-fp t6743;
-fp t6737;
-fp t6718;
-fp t6538;
-fp t6262;
-fp t6198;
-fp t6258;
-fp t6742;
-fp t6741;
-fp t6356;
-fp t6740;
-fp t6567;
-fp t6739;
-fp t6738;
-fp t6468;
-fp t6477;
-fp t6730;
-fp t6552;
-fp t6406;
-fp t6333;
-fp t6729;
-fp t6218;
-fp t6565;
-fp t6727;
-fp t6410;
-fp t6726;
-fp t6431;
-fp t6724;
-fp t6693;
-fp t6367;
-fp t6723;
-fp t6489;
-fp t6443;
-fp t6722;
-fp t6279;
-fp t6449;
-fp t6287;
-fp t6720;
-fp t6533;
-fp t6712;
-fp t6204;
-fp t6709;
-fp t6338;
-fp t6706;
-fp t6700;
-fp t6275;
-fp t6271;
-fp t6698;
-fp t6664;
-fp t6391;
-fp t6695;
-fp t6691;
-fp t6689;
-fp t6688;
-fp t6683;
-fp t6682;
-fp t6680;
-fp t6528;
-fp t6183;
-fp t6672;
-fp t6671;
-fp t6662;
-fp t6404;
-fp t6659;
-fp t6658;
-fp t6656;
-fp t6655;
-fp t6653;
-fp t6368;
-fp t6642;
-fp t6641;
-fp t6640;
-fp t6639;
-fp t6383;
-fp t6638;
-fp t6637;
-fp t6636;
-fp t6196;
-fp t6634;
-fp t6633;
-fp t6355;
-fp t6629;
-fp t6628;
-fp t6568;
-fp t6625;
-fp t6624;
-fp t6621;
-fp t6620;
-fp t6540;
-fp t6618;
-fp t6617;
-fp t6616;
-fp t6615;
-fp t6614;
-fp t6613;
-fp t6612;
-fp t6611;
-fp t6610;
-fp t6609;
-fp t6608;
-fp t6607;
-fp t6605;
-fp t6604;
-fp t6603;
-fp t6602;
-fp t6601;
-fp t6304;
-fp t6600;
-fp t6599;
-fp t6598;
-fp t6597;
-fp t6495;
-fp t6596;
-fp t6327;
-fp t6595;
-fp t6522;
-fp t6486;
-fp t6594;
-fp t6593;
-fp t6592;
-fp t6591;
-fp t6590;
-fp t6589;
-fp t6588;
-fp t6587;
-fp t6214;
-fp t6586;
-fp t6585;
-fp t6584;
-fp t6583;
-fp t6582;
-fp t6581;
-fp t6580;
-fp t6579;
-fp t6578;
-fp t6577;
-fp t6576;
-fp t6575;
-fp t6574;
-fp t6562;
-fp t6558;
-fp t6553;
-fp t6549;
-fp t6519;
-fp t6457;
-fp t6349;
-fp t6296;
-fp t6292;
-fp t6290;
-fp t6266;
-fp t6219;
-fp t6185;
-fp t6178;
- t6539 = RATIONAL(1.0,4.0);
- t6516 = t6539*x;
- t6569 = x*x;
- t6572 = t6569*x;
- t6541 = RATIONAL(-1.0,4.0);
- t6834 = t6516+t6541*t6572;
- t6570 = z*z;
- t6571 = y*y;
- t6667 = t6570+t6571;
- t6550 = RATIONAL(-1.0,2.0);
- t6833 = t6550+t6834;
- t6524 = RATIONAL(-1.0,18.0);
- t6467 = t6524*t6572;
- t6326 = z*t6467;
- t6523 = RATIONAL(1.0,12.0);
- t6694 = t6523*t6571;
- t6300 = x*t6694;
- t6832 = z*t6300+t6326;
- t6545 = RATIONAL(1.0,2.0);
- t6496 = t6545*t6569;
- t6401 = z*t6496;
- t6669 = t6570*t6571;
- t6631 = RATIONAL(9.0,8.0)*t6669;
- t6831 = t6569*t6631+t6401;
- t6554 = RATIONAL(2.0,3.0);
- t6734 = x*t6554;
- t6389 = y*t6734;
- t6668 = t6570*t6572;
- t6647 = y*t6668;
- t6232 = t6550*t6647;
- t6830 = t6389+t6232;
- t6525 = RATIONAL(-1.0,36.0);
- t6483 = t6525*t6572;
- t6529 = RATIONAL(1.0,36.0);
- t6472 = t6529*x;
- t6829 = t6483+t6472;
- t6491 = t6539*t6572;
- t6365 = RATIONAL(-9.0,4.0)*t6669;
- t6828 = t6491+x*t6365;
- t6686 = t6569*t6571;
- t6353 = t6539*t6686;
- t6526 = RATIONAL(-1.0,12.0);
- t6464 = t6526*t6569;
- t6717 = t6353+t6464;
- t6560 = RATIONAL(-1.0,8.0);
- t6627 = t6560*t6669;
- t6283 = t6572*t6627;
- t6537 = RATIONAL(1.0,9.0);
- t6504 = t6537*x;
- t6827 = t6283+t6504;
- t6546 = RATIONAL(-3.0,4.0);
- t6351 = t6546*t6668;
- t6733 = x*t6571;
- t6543 = RATIONAL(3.0,4.0);
- t6455 = t6543*t6733;
- t6826 = t6351+t6455;
- t6707 = t6543*t6570;
- t6518 = t6541*t6569;
- t6713 = t6569*t6707+t6518;
- t6632 = RATIONAL(-9.0,8.0)*t6669;
- t6220 = t6569*t6632;
- t6547 = RATIONAL(3.0,8.0);
- t6652 = t6569*t6547;
- t6825 = t6220+t6518+t6570*t6652;
- t6703 = t6523*t6570;
- t6323 = x*t6703;
- t6335 = y*t6467;
- t6824 = y*t6323+t6335;
- t6710 = t6526*t6570;
- t6336 = x*t6710;
- t6823 = t6336+t6472;
- t6488 = t6523*x;
- t6471 = t6526*t6572;
- t6822 = t6488+t6471;
- t6492 = t6541*t6570;
- t6442 = x*t6492;
- t6821 = t6488+t6442;
- t6677 = t6571*t6572;
- t6420 = t6546*t6677;
- t6252 = z*t6420;
- t6493 = t6550*x;
- t6380 = z*t6493;
- t6362 = t6543*t6686;
- t6663 = (t6518+t6362)*z;
- t6820 = z*t6491+t6252+t6380+t6663;
- t6548 = RATIONAL(3.0,2.0);
- t6692 = t6548*t6571;
- t6399 = z*t6692;
- t6704 = t6546*t6570;
- t6414 = x*t6704;
- t6819 = t6547*t6677+t6572*t6399+t6414;
- t6661 = t6547*t6570;
- t6418 = t6546*t6733;
- t6818 = t6548*t6647+t6418+t6572*t6661;
- t6210 = y*t6351;
- t6393 = x*t6707;
- t6498 = t6550*y;
- t6350 = x*t6498;
- t6681 = t6545*t6572;
- t6417 = y*t6681;
- t6544 = RATIONAL(-3.0,2.0);
- t6736 = y*t6570;
- t6386 = t6544*t6736;
- t6817 = t6210+t6350+t6417+y*t6393+t6386;
- t6531 = RATIONAL(1.0,24.0);
- t6301 = t6531*t6668;
- t6521 = RATIONAL(-1.0,24.0);
- t6687 = t6570*t6521;
- t6816 = t6301+x*t6687;
- t6566 = x*z;
- t6563 = y*t6566;
- t6685 = t6550*t6572;
- t6429 = z*t6685;
- t6815 = t6563+y*t6429;
- t6622 = t6571*t6661;
- t6253 = t6572*t6622;
- t6474 = t6523*t6572;
- t6535 = RATIONAL(1.0,6.0);
- t6505 = t6535*x;
- t6814 = t6505+t6253+t6474;
- t6702 = t6570*t6560;
- t6532 = RATIONAL(1.0,8.0);
- t6413 = t6532*t6668;
- t6813 = t6413+x*t6702;
- t6506 = t6545*t6570;
- t6364 = y*t6506;
- t6231 = x*t6364;
- t6812 = t6231+t6232;
- t6534 = RATIONAL(-1.0,6.0);
- t6490 = t6535*t6569;
- t6619 = t6534+t6490;
- t6309 = y*t6474;
- t6811 = t6309+t6231;
- t6419 = t6541*t6669;
- t6432 = t6539*t6669;
- t6810 = t6432+t6569*t6419;
- t6440 = t6543*t6669;
- t6400 = t6546*t6669;
- t6809 = t6569*t6440+t6400;
- t6509 = t6550*t6571;
- t6433 = t6569*t6509;
- t6502 = t6545*t6571;
- t6808 = t6433+t6502;
- t6501 = t6550*t6570;
- t6398 = t6569*t6501;
- t6807 = t6398+t6506;
- t6451 = z*t6681;
- t6212 = t6571*t6451;
- t6551 = RATIONAL(1.0,3.0);
- t6732 = x*t6551;
- t6448 = z*t6732;
- t6806 = t6212+t6448;
- t6469 = t6529*t6572;
- t6708 = t6534*t6570;
- t6644 = y*t6708;
- t6207 = x*t6644;
- t6805 = y*t6469+t6207;
- t6512 = t6534*t6569;
- t6239 = t6569*t6622;
- t6804 = t6512+t6239;
- t6510 = t6539*t6570;
- t6415 = t6569*t6492;
- t6803 = t6510+t6415;
- t6646 = x*t6669;
- t6802 = t6531*t6646+RATIONAL(1.0,108.0)*t6572;
- t6657 = t6571*t6521;
- t6340 = t6531*t6677;
- t6801 = x*t6657+t6340;
- t6559 = RATIONAL(-1.0,3.0);
- t6515 = t6559*x;
- t6556 = RATIONAL(-3.0,8.0);
- t6666 = t6571*t6556;
- t6623 = t6570*t6666;
- t6233 = t6572*t6623;
- t6800 = t6515+t6233;
- t6714 = t6535*t6570;
- t6645 = y*t6714;
- t6536 = RATIONAL(-1.0,9.0);
- t6735 = x*t6536;
- t6799 = y*t6735+t6572*t6645;
- t6387 = t6539*t6677;
- t6282 = z*t6387;
- t6428 = x*t6502;
- t6237 = z*t6428;
- t6798 = t6282+t6237;
- t6527 = RATIONAL(1.0,72.0);
- t6797 = t6570*t6472+t6527*t6677;
- t6267 = t6571*t6429;
- t6796 = t6237+t6267;
- t6507 = t6534*t6572;
- t6447 = z*t6507;
- t6425 = z*t6515;
- t6795 = t6447+t6425;
- t6454 = y*t6507;
- t6794 = z*t6454+y*t6425;
- t6357 = t6534*t6733;
- t6306 = t6521*t6668;
- t6793 = t6357+t6306;
- t6366 = t6532*t6677;
- t6670 = t6571*t6560;
- t6792 = t6366+x*t6670;
- t6307 = t6572*t6657;
- t6176 = t6570*t6307;
- t6520 = RATIONAL(-1.0,108.0);
- t6791 = t6176+t6520*x;
- t6564 = z*t6733;
- t6494 = t6539*t6571;
- t6405 = x*t6494;
- t6790 = t6564+t6405;
- t6371 = t6569*t6510;
- t6676 = (t6464+t6371)*y;
- t6373 = t6532*t6686;
- t6789 = t6676+t6373;
- t6388 = y*t6732;
- t6259 = t6545*t6647;
- t6788 = t6388+t6259;
- t6787 = t6523*t6646+t6520*t6572;
- t6424 = z*t6509;
- t6281 = x*t6424;
- t6786 = t6281+t6425;
- t6269 = t6569*t6623;
- t6193 = x*t6432;
- t6785 = t6269+t6193;
- t6343 = t6523*t6668;
- t6427 = x*t6714;
- t6784 = t6343+t6427;
- t6705 = t6548*t6570;
- t6650 = x*t6705;
- t6783 = y*t6650+t6350;
- t6435 = y*t6501;
- t6272 = x*t6435;
- t6508 = t6559*y;
- t6378 = x*t6508;
- t6782 = t6272+t6378;
- t6352 = t6541*t6686;
- t6781 = t6352+t6494;
- t6409 = x*t6708;
- t6780 = t6371+t6409;
- t6779 = (t6415+t6512)*y;
- t6778 = t6566+t6429;
- t6341 = t6523*t6677;
- t6777 = t6341+t6323;
- t6699 = t6535*t6571;
- t6643 = z*t6699;
- t6776 = z*t6735+t6572*t6643;
- t6444 = t6544*t6571*z;
- t6247 = x*t6444;
- t6434 = t6543*t6677;
- t6256 = z*t6434;
- t6775 = t6247+t6256;
- t6774 = (t6512+t6352)*z;
- t6530 = RATIONAL(1.0,18.0);
- t6630 = t6532*t6669;
- t6194 = t6569*t6630;
- t6696 = t6569*t6703+t6523*t6686;
- t6773 = t6530*t6569+t6194+t6696;
- t6679 = t6569*t6546;
- t6441 = t6570*t6679;
- t6202 = y*t6441;
- t6199 = x*t6386;
- t6372 = t6543*t6668;
- t6217 = y*t6372;
- t6772 = t6202+t6199+t6217;
- t6226 = z*t6357;
- t6674 = t6717*z;
- t6771 = z*t6469+t6226+t6674;
- t6517 = t6534*y;
- t6697 = (t6398+t6490)*y;
- t6770 = t6517+t6697+t6364;
- t6377 = x*t6510;
- t6715 = t6532*t6570;
- t6381 = t6569*t6715;
- t6390 = t6560*t6668;
- t6769 = t6377+t6381+t6390;
- t6487 = t6530*x;
- t6334 = t6526*t6668;
- t6731 = (t6334+t6487)*y;
- t6768 = t6525*t6733+t6731+t6529*t6668;
- t6213 = x*t6400;
- t6767 = t6795+t6213+t6831;
- t6513 = t6534*z;
- t6684 = (t6490+t6433)*z;
- t6766 = t6513+t6684+z*t6502;
- t6500 = t6551*t6569;
- t6395 = t6545*t6686;
- t6675 = (t6500+t6395)*z;
- t6765 = t6675+t6373+t6415;
- t6648 = z*t6686;
- t6248 = t6548*t6648;
- t6764 = t6220+t6571*t6652+t6248;
- t6654 = t6713*y;
- t6763 = t6654+t6210+y*t6491;
- t6725 = (t6627+t6529)*t6569;
- t6475 = t6531*t6569;
- t6298 = t6526*t6686;
- t6762 = t6725+t6298+t6570*t6475;
- t6761 = t6413+t6366+t6233+t6521*t6572;
- t6369 = RATIONAL(9.0,4.0)*t6669;
- t6760 = t6569*t6365+t6369+x*t6632;
- t6503 = t6535*t6572;
- t6437 = y*t6503;
- t6416 = x*t6513;
- t6673 = y*t6416+z*t6437;
- t6268 = x*t6627;
- t6759 = t6673+t6268+t6467;
- t6758 = t6469+t6785;
- t6191 = t6572*t6630;
- t6481 = t6523*t6569;
- t6482 = t6524*x;
- t6757 = t6191+t6785+t6481+t6482+t6483;
- t6756 = t6419+t6530+(t6432+t6524)*t6569;
- t6438 = t6539*t6668;
- t6280 = y*t6438;
- t6755 = t6437+t6280+t6782;
- t6754 = t6809+t6619;
- t6459 = t6572*t6670;
- t6426 = x*t6501;
- t6753 = z*t6734+t6459+t6426+t6267;
- t6649 = x*t6692;
- t6255 = z*t6649;
- t6752 = t6544*t6647+t6556*t6668+t6255+t6362;
- t6751 = t6438+t6428+t6800;
- t6360 = t6571*t6679;
- t6243 = z*t6360;
- t6750 = t6243+t6441+t6360+t6496;
- t6242 = x*t6419;
- t6465 = t6530*t6572;
- t6749 = t6242+t6465+t6827;
- t6728 = y*t6465+x*t6645;
- t6175 = y*t6343;
- t6748 = y*t6504+t6728+t6175+t6794;
- t6721 = t6253+x*t6623;
- t6606 = t6569*t6400+t6440+t6721;
- t6747 = t6500+t6505+t6559+t6507+t6606;
- t6224 = t6572*t6631;
- t6651 = t6569*t6736;
- t6200 = t6548*t6651;
- t6746 = t6493+t6393+t6224+t6200+t6420;
- t6452 = y*t6505;
- t6450 = t6569*t6506;
- t6716 = (t6450+t6500)*y;
- t6745 = t6452+t6454+t6435+t6508+t6716;
- t6177 = z*t6341;
- t6690 = x*t6643+z*t6465;
- t6744 = t6177+t6690+z*t6504+t6774;
- t6743 = t6531*t6572+t6532*t6733+t6459+t6390+(t6715+t6521)*x;
- t6737 = t6569*z;
- t6718 = y*t6737;
- t6538 = RATIONAL(2.0,1.0);
- t6262 = t6538*t6718;
- t6198 = t6544*t6651;
- t6258 = t6544*t6648;
- t6742 = t6262+t6258+t6198+(t6532+t6667*t6556)*t6569;
- t6741 = t6256+t6399+t6401+t6258+(t6418+t6833)*z;
- t6356 = y*t6496;
- t6740 = t6498+t6356+t6198+t6217+(t6705+t6414+t6834)*y;
- t6567 = y*z;
- t6739 = -y-z;
- t6738 = y*t6569;
- t6468 = t6525*x;
- t6477 = t6526*x;
- t6730 = x*t6622+t6233;
- t6552 = RATIONAL(-2.0,1.0);
- t6406 = t6552*t6567;
- t6333 = t6526*t6677;
- t6729 = (t6333+t6487)*z;
- t6218 = x*t6406;
- t6565 = t6572*t6567;
- t6727 = t6218+t6565;
- t6410 = t6541*t6677;
- t6726 = t6410+t6405;
- t6431 = z*t6503;
- t6724 = t6431+t6416;
- t6693 = t6572*t6551;
- t6367 = z*t6693;
- t6723 = y*t6367+z*t6389;
- t6489 = t6541*t6571;
- t6443 = x*t6489;
- t6722 = t6387+t6443;
- t6279 = y*t6377;
- t6449 = t6541*t6668;
- t6287 = y*t6449;
- t6720 = t6279+t6287;
- t6533 = RATIONAL(-3.0,1.0);
- t6712 = t6533*t6570;
- t6204 = x*t6440;
- t6709 = t6204+t6443;
- t6338 = t6571*t6477;
- t6706 = t6341+t6338;
- t6700 = t6442+t6438;
- t6275 = z*t6405;
- t6271 = z*t6410;
- t6698 = t6275+t6271;
- t6664 = t6572*t6559;
- t6391 = y*t6664;
- t6695 = (t6391+t6388)*z;
- t6691 = t6451+t6380;
- t6689 = t6204+t6410;
- t6688 = z*t6505+t6271;
- t6683 = t6533*t6571;
- t6682 = t6377+t6449;
- t6680 = t6572*t6537;
- t6528 = RATIONAL(-1.0,72.0);
- t6183 = t6570*t6340;
- t6672 = t6183+t6528*t6677;
- t6671 = t6283+x*t6630;
- t6662 = t6191+t6487;
- t6404 = x*t6517;
- t6659 = t6437+t6404;
- t6658 = t6528*t6570;
- t6656 = t6287+t6404;
- t6655 = t6242+t6300;
- t6653 = t6536*t6572;
- t6368 = x*t6506;
- t6642 = t6371+t6449+t6368;
- t6641 = -t6738-t6569;
- t6640 = t6253+t6269+t6213;
- t6639 = t6543+t6556*x;
- t6383 = x*t6509;
- t6638 = t6387+t6352+t6383;
- t6637 = t6454+t6356+t6378;
- t6636 = y*t6380+t6567+z*t6417;
- t6196 = z*t6356;
- t6634 = t6196+t6815;
- t6633 = -t6737-t6569;
- t6355 = x*t6699;
- t6629 = t6341+t6352+t6355;
- t6628 = t6287+t6191+t6343;
- t6568 = y*x;
- t6625 = t6356+y*t6685+t6568;
- t6624 = t6196+t6779;
- t6621 = t6548+t6544*t6569;
- t6620 = t6667*t6544;
- t6540 = RATIONAL(3.0,1.0);
- t6618 = t6540*t6569+t6533;
- t6617 = t6540*t6570+t6552;
- t6616 = t6540*t6571+t6552;
- t6615 = t6262+t6563-t6565+t6406;
- t6614 = t6301+t6283+t6528*t6572+t6340;
- t6613 = t6177+(t6338+t6829)*z;
- t6612 = t6194+(t6657+t6687+t6527)*t6569;
- t6611 = t6501+t6450+t6682;
- t6610 = t6509+t6395+t6726;
- t6609 = t6280+(t6471+t6821)*y;
- t6608 = t6239+t6475+(t6702+t6670)*t6569;
- t6607 = t6175+(t6483+t6823)*y;
- t6605 = t6730+t6822;
- t6604 = t6282+(t6443+t6822)*z;
- t6603 = t6468+t6469+t6671;
- t6602 = t6527*t6668+t6529*t6733+t6791;
- t6601 = t6671+t6829;
- t6304 = z*t6474;
- t6600 = t6237+t6416+t6304+t6271+t6674;
- t6599 = t6659+t6721+t6724;
- t6598 = t6334+t6338+t6662+t6731;
- t6597 = t6336+t6333+t6662+t6729;
- t6495 = t6534*x;
- t6596 = t6474+t6464+t6495+t6640;
- t6327 = t6569*t6710;
- t6595 = t6327+t6531*t6686+t6676+t6725;
- t6522 = RATIONAL(-1.0,54.0);
- t6486 = t6522*x;
- t6594 = t6486+t6529*t6677+t6570*t6468+t6183+t6729;
- t6593 = t6281+t6304+t6663+t6688+t6723;
- t6592 = t6307+t6527*t6572+t6191+t6306+t6531*t6733+t6268+(t6531*t6570+
-t6528)*x;
- t6591 = t6452+t6287+t6309+t6272+t6654+t6723;
- t6590 = t6218+t6783+t6224+t6713+(t6444+t6666)*t6572;
- t6589 = t6252+z*t6455+t6248+t6444+t6636+t6691;
- t6588 = t6243+t6401+t6353+t6415+t6624+t6804;
- t6587 = t6282+t6431+t6634+t6774+t6786;
- t6214 = t6572*t6632;
- t6586 = t6214+x*t6369+t6625+t6778+t6831;
- t6585 = t6196+t6202+t6231+t6280+t6637+t6794;
- t6584 = t6481+t6505-t6718+t6471+t6640+t6727;
- t6583 = t6424+t6447+t6275+t6559*z+t6636+t6675+t6688;
- t6582 = t6474+t6512+t6535+t6477+t6615+t6730+t6809;
- t6581 = t6605+t6609+t6700+t6792;
- t6580 = t6323+t6334+t6603+t6609+t6801;
- t6579 = t6608+t6709+t6761+t6821;
- t6578 = t6604+t6605+t6722+t6813;
- t6577 = t6468+t6323+t6608+t6614+t6655;
- t6576 = t6333+t6300+t6603+t6604+t6816;
- t6575 = x*t6631+t6214+t6569*t6369+t6365+t6496+t6615+t6833;
- t6574 = t6371+t6492+t6489+t6523+t6606+t6717+t6743;
- t6562 = x*t6736;
- t6558 = RATIONAL(4.0,1.0);
- t6553 = RATIONAL(-2.0,3.0);
- t6549 = RATIONAL(-2.0,9.0);
- t6519 = RATIONAL(-1.0,216.0);
- t6457 = z*t6664;
- t6349 = y*t6693;
- t6296 = t6572*t6658;
- t6292 = t6525*t6668;
- t6290 = t6525*t6677;
- t6266 = t6572*t6644;
- t6219 = t6571*t6447;
- t6185 = t6521*t6646;
- t6178 = t6526*t6646;
- coeffs_dyz->coeff_m1_m1_m1 = t6624+t6292+t6744+(RATIONAL(-1.0,27.0)+t6667
-*t6524)*x+t6290+t6522*t6572+t6178+t6176+t6748+t6773;
- coeffs_dyz->coeff_0_m1_m1 = t6279+t6667*t6535+t6465+(-t6567+t6536+t6667*
-t6534)*t6569+t6336+t6537+t6583+t6482+t6628+t6268+t6706+t6745+t6810;
- coeffs_dyz->coeff_p1_m1_m1 = t6333+t6587+t6334+t6427+t6355+t6193+t6467+
-t6755+t6773+t6779+t6827;
- coeffs_dyz->coeff_p2_m1_m1 = t6594+RATIONAL(1.0,54.0)*t6572+t6185+t6673+
-t6768+t6824+t6832;
- coeffs_dyz->coeff_m1_0_m1 = t6381+(-t6737+t6653+(t6549+t6559*t6570)*x)*y+
-t6306+t6336+t6266+t6593+t6629+t6716+t6757;
- coeffs_dyz->coeff_0_0_m1 = t6741+(t6570+t6554+(t6553-t6570)*t6569)*y+
-t6349+t6582+t6610+t6259+t6782+t6803+t6813;
- coeffs_dyz->coeff_p1_0_m1 = t6255+t6391+t6584+t6562+t6638+t6716+t6769+
-t6820+t6830;
- coeffs_dyz->coeff_p2_0_m1 = t6207+y*t6680+t6576+t6695+t6799;
- coeffs_dyz->coeff_m1_p1_m1 = t6357+t6588+t6333+t6748+t6749+t6784+t6795+
-t6798;
- coeffs_dyz->coeff_0_p1_m1 = (1.0+t6641)*z+t6589+t6611+t6720+t6722+t6745+
-t6747+t6808;
- coeffs_dyz->coeff_p1_p1_m1 = t6503+t6588+t6426+t6689+t6751+t6755+t6775+
-t6778+t6815;
- coeffs_dyz->coeff_p2_p1_m1 = t6598+t6698+t6724+t6759+t6777+t6824;
- coeffs_dyz->coeff_m1_p2_m1 = t6571*t6487+t6594+t6296+t6762+t6771+t6787;
- coeffs_dyz->coeff_0_p2_m1 = t6327+t6703+t6619*t6571+t6576+t6756+t6766;
- coeffs_dyz->coeff_p1_p2_m1 = t6242+t6600+t6483+t6662+t6762+t6777+t6793;
- coeffs_dyz->coeff_p2_p2_m1 = t6290+x*t6658+t6602+t6613+t6802;
- coeffs_dyz->coeff_m1_m1_0 = t6307+t6219+(t6653-t6738+(t6549+t6559*t6571)*
-x)*z+t6591+t6338+t6757+t6765+t6784;
- coeffs_dyz->coeff_0_m1_0 = t6367+t6212+t6740+t6582+t6611+(t6554+t6571+(
-t6553-t6571)*t6569)*z+t6781+t6786+t6792;
- coeffs_dyz->coeff_p1_m1_0 = t6457+t6584+t6438+t6753+t6763+t6765+t6783+
-t6790;
- coeffs_dyz->coeff_p2_m1_0 = t6226+t6580+z*t6680+t6695+t6776;
- coeffs_dyz->coeff_m1_0_0 = t6377+t6212+(t6553*t6572+RATIONAL(-4.0,3.0)*x)
-*t6567+t6477+t6637+t6742+t6562+t6259+t6761+t6767+t6790;
- coeffs_dyz->coeff_0_0_0 = z-t6737+t6590+(t6560+t6661)*x+t6704+t6532*t6572
-+(t6546+t6547*x+t6618*z)*t6571+t6539+(-t6569+1.0+t6618*t6570+(t6538*t6572+
-RATIONAL(-4.0,1.0)*t6569+t6558)*z)*y+t6417+t6691+t6752+t6760;
- coeffs_dyz->coeff_p1_0_0 = (t6560+t6406)*t6572+(z*t6683+(t6712+t6558*z)*y
-)*x+t6516+t6586+t6742+t6818+t6819;
- coeffs_dyz->coeff_p2_0_0 = (t6553*x+t6554*t6572)*t6567+t6599+t6743+t6796+
-t6812;
- coeffs_dyz->coeff_m1_p1_0 = -t6564+(-1.0-y)*t6737+t6367+t6591+t6449+t6709
-+t6713+t6753+t6764+t6814;
- coeffs_dyz->coeff_0_p1_0 = t6566+(-t6572+(t6683+t6538)*t6569+t6616)*z+
-t6740+t6372+t6247+t6639*t6571+t6575+t6360+t6621*t6570+t6819;
- coeffs_dyz->coeff_p1_p1_0 = t6590+t6650+t6493+t6565+(t6572+t6616*x+t6641)
-*z+t6763+t6764+t6826+t6828;
- coeffs_dyz->coeff_p2_p1_0 = t6581+t6457+t6281+t6695+t6806;
- coeffs_dyz->coeff_m1_p2_0 = t6571*t6448+t6326+t6577+t6684+t6776;
- coeffs_dyz->coeff_0_p2_0 = t6574+(t6551-t6571+(t6571+t6559)*t6569)*z+
-t6724+t6796;
- coeffs_dyz->coeff_p1_p2_0 = -t6564+t6579+t6447+t6684+t6806;
- coeffs_dyz->coeff_p2_p2_0 = t6219+z*t6482+t6592+t6690;
- coeffs_dyz->coeff_m1_m1_p1 = t6585+t6334+t6629+t6744+t6749+t6780+t6804;
- coeffs_dyz->coeff_0_m1_p1 = (1.0+t6633)*y+t6583+t6610+t6200+t6700+t6747+
-t6807+t6817;
- coeffs_dyz->coeff_p1_m1_p1 = t6204+t6503+t6587+t6625+t6638+t6642+t6772+
-t6800+t6804;
- coeffs_dyz->coeff_p2_m1_p1 = t6279+t6597+t6343+t6437+t6300+t6656+t6759+
-t6832;
- coeffs_dyz->coeff_m1_0_p1 = (-z-1.0)*t6738+t6349+t6362+t6383+t6442+t6390+
-t6200+t6593-t6562+t6689+t6814+t6825+t6830;
- coeffs_dyz->coeff_0_0_p1 = t6621*t6571+t6441+t6741+t6639*t6570+t6434+(-
-t6572+(t6712+t6538)*t6569+t6617)*y+t6199+t6575+t6568+t6818;
- coeffs_dyz->coeff_p1_0_p1 = t6727+t6649+(t6572+t6617*x+t6633)*y+t6746+
-t6752+t6820+t6825+t6828;
- coeffs_dyz->coeff_p2_0_p1 = t6391+t6272+t6578+t6695+t6788;
- coeffs_dyz->coeff_m1_p1_p1 = t6387+t6585+t6507+t6368+t6750+t6751+t6767+
-t6798;
- coeffs_dyz->coeff_0_p1_p1 = t6681-t6739+t6620+(-t6567-1.0+t6667*t6548+
-t6739)*t6569+RATIONAL(1.0,1.0)+t6589+t6746+t6760+t6817+t6826;
- coeffs_dyz->coeff_p1_p1_p1 = t6434+(1.0+t6620)*x+t6372+t6586+t6685+t6634+
-t6750+t6772+t6775;
- coeffs_dyz->coeff_p2_p1_p1 = t6503+t6495+t6599+t6673+t6682+t6698+t6720+
-t6726;
- coeffs_dyz->coeff_m1_p2_p1 = t6381+t6597+t6717+t6758+t6771+t6793;
- coeffs_dyz->coeff_0_p2_p1 = t6578+t6754+t6766+t6803+t6808;
- coeffs_dyz->coeff_p1_p2_p1 = t6596+t6410+t6353+t6428+t6600+t6769;
- coeffs_dyz->coeff_p2_p2_p1 = t6601+t6613+t6706+t6816;
- coeffs_dyz->coeff_m1_m1_p2 = t6486+t6595+t6570*t6487+t6672+t6768+t6787+
-t6805;
- coeffs_dyz->coeff_0_m1_p2 = t6580+t6694+t6619*t6570+t6298+t6756+t6770;
- coeffs_dyz->coeff_p1_m1_p2 = t6307+t6595+t6487+t6404+t6409+t6483+t6628+
-t6655+t6811;
- coeffs_dyz->coeff_p2_m1_p2 = t6292+t6528*t6733+t6607+t6791+t6797+t6802;
- coeffs_dyz->coeff_m1_0_p2 = t6570*t6388+t6577+t6335+t6697+t6799;
- coeffs_dyz->coeff_0_0_p2 = t6574+(t6551-t6570+(t6570+t6559)*t6569)*y+
-t6659+t6812;
- coeffs_dyz->coeff_p1_0_p2 = t6454+t6579-t6562+t6697+t6788;
- coeffs_dyz->coeff_p2_0_p2 = t6266+y*t6482+t6592+t6728;
- coeffs_dyz->coeff_m1_p1_p2 = t6307+t6464+t6598+t6758+t6780+t6789+t6805;
- coeffs_dyz->coeff_0_p1_p2 = t6581+t6754+t6770+t6781+t6807;
- coeffs_dyz->coeff_p1_p1_p2 = t6596+t6459+t6405+t6642+t6656+t6789+t6811;
- coeffs_dyz->coeff_p2_p1_p2 = t6336+t6343+t6601+t6607+t6801;
- coeffs_dyz->coeff_m1_p2_p2 = t6178+t6519*t6572+t6602+t6612+t6797;
- coeffs_dyz->coeff_0_p2_p2 = t6529+t6525*t6569+t6667*t6526+t6592+t6696+
-t6810;
- coeffs_dyz->coeff_p1_p2_p2 = t6193+t6338+t6612+t6614+t6823;
- coeffs_dyz->coeff_p2_p2_p2 = RATIONAL(1.0,216.0)*t6572+t6296+t6185+(t6519
-+t6667*t6527)*x+t6672;
generated by cgit v1.2.3 (git 2.39.1) at 2024-05-17 21:38:34 +0000