diff options
Diffstat (limited to 'src/GeneralizedPolynomial-Uniform/Hermite/3d.coeffs/3d.cube.order2/coeff-dzz.compute.c')
| -rw-r--r-- | src/GeneralizedPolynomial-Uniform/Hermite/3d.coeffs/3d.cube.order2/coeff-dzz.compute.c | 955 |
1 files changed, 955 insertions, 0 deletions
diff --git a/src/GeneralizedPolynomial-Uniform/Hermite/3d.coeffs/3d.cube.order2/coeff-dzz.compute.c b/src/GeneralizedPolynomial-Uniform/Hermite/3d.coeffs/3d.cube.order2/coeff-dzz.compute.c new file mode 100644 index 0000000..2f74868 --- /dev/null +++ b/src/GeneralizedPolynomial-Uniform/Hermite/3d.coeffs/3d.cube.order2/coeff-dzz.compute.c @@ -0,0 +1,955 @@ +fp t6595, + t6594, + t6747, + t6596, + t6597, + t6590, + t6587, + t6718, + t6748, + t6549, + t6571, + t6743, + t6737, + t6684, + t6823, + t6690, + t6374, + t6536, + t6589, + t6647, + t6822, + t6578, + t6679, + t6452, + t6541, + t6821, + t6581, + t6735, + t6659, + t6752, + t6540, + t6664, + t6278, + t6820, + t6702, + t6663, + t6572, + t6739, + t6586, + t6317, + t6819, + t6534, + t6568, + t6734, + t6591, + t6653, + t6818, + t6701, + t6451, + t6550, + t6817, + t6583, + t6592, + t6816, + t6753, + t6685, + t6815, + t6554, + t6706, + t6380, + t6579, + t6709, + t6814, + t6576, + t6740, + t6736, + t6729, + t6813, + t6529, + t6671, + t6537, + t6744, + t6379, + t6812, + t6593, + t6683, + t6276, + t6811, + t6565, + t6715, + t6394, + t6530, + t6810, + t6651, + t6809, + t6475, + t6516, + t6348, + t6808, + t6442, + t6655, + t6807, + t6559, + t6713, + t6349, + t6806, + t6577, + t6692, + t6506, + t6311, + t6689, + t6508, + t6805, + t6749, + t6682, + t6804, + t6574, + t6711, + t6803, + t6562, + t6721, + t6652, + t6298, + t6802, + t6580, + t6717, + t6801, + t6387, + t6724, + t6800, + t6535, + t6544, + t6656, + t6283, + t6799, + t6566, + t6677, + t6798, + t6435, + t6797, + t6694, + t6796, + t6795, + t6794, + t6582, + t6678, + t6491, + t6551, + t6793, + t6649, + t6244, + t6792, + t6335, + t6791, + t6790, + t6368, + t6789, + t6464, + t6657, + t6296, + t6788, + t6355, + t6397, + t6787, + t6669, + t6722, + t6341, + t6786, + t6646, + t6303, + t6573, + t6676, + t6785, + t6575, + t6784, + t6665, + t6783, + t6695, + t6353, + t6782, + t6560, + t6524, + t6781, + t6300, + t6780, + t6563, + t6779, + t6648, + t6778, + t6777, + t6347, + t6776, + t6545, + t6775, + t6556, + t6521, + t6774, + t6369, + t6522, + t6773, + t6533, + t6772, + t6569, + t6720, + t6495, + t6771, + t6588, + t6691, + t6770, + t6555, + t6525, + t6769, + t6751, + t6488, + t6768, + t6681, + t6360, + t6767, + t6561, + t6531, + t6766, + t6548, + t6765, + t6727, + t6764, + t6557, + t6567, + t6687, + t6763, + t6420, + t6762, + t6707, + t6432, + t6723, + t6697, + t6383, + t6761, + t6527, + t6492, + t6760, + t6716, + t6302, + t6742, + t6759, + t6741, + t6326, + t6680, + t6758, + t6757, + t6733, + t6428, + t6310, + t6719, + t6756, + t6738, + t6375, + t6538, + t6519, + t6528, + t6755, + t6526, + t6754, + t6584, + t6750, + t6585, + t6746, + t6570, + t6745, + t6339, + t6732, + t6325, + t6731, + t6730, + t6654, + t6327, + t6728, + t6726, + t6725, + t6714, + t6712, + t6710, + t6708, + t6705, + t6704, + t6294, + t6703, + t6700, + t6699, + t6698, + t6696, + t6539, + t6693, + t6688, + t6686, + t6675, + t6674, + t6673, + t6542, + t6672, + t6670, + t6668, + t6667, + t6666, + t6662, + t6661, + t6660, + t6658, + t6650, + t6504, + t6295, + t6645, + t6543, + t6564, + t6644, + t6643, + t6642, + t6263, + t6641, + t6247, + t6640, + t6418, + t6472, + t6308, + t6639, + t6264, + t6638, + t6637, + t6636, + t6635, + t6268, + t6634, + t6346, + t6633, + t6632, + t6631, + t6630, + t6629, + t6628, + t6552, + t6627, + t6626, + t6484, + t6623, + t6430, + t6622, + t6503, + t6621, + t6422, + t6620, + t6304, + t6619, + t6466, + t6618, + t6381, + t6617, + t6616, + t6615, + t6513, + t6614, + t6547, + t6386, + t6613, + t6612, + t6558, + t6440, + t6611, + t6489, + t6610, + t6609, + t6608, + t6366, + t6607, + t6606, + t6605, + t6396, + t6604, + t6388, + t6603, + t6602, + t6601, + t6600, + t6553, + t6546, + t6532, + t6500, + t6499, + t6485, + t6470, + t6468, + t6467, + t6463, + t6462, + t6461, + t6460, + t6459, + t6458, + t6455, + t6454, + t6449, + t6445, + t6443, + t6436, + t6431, + t6424, + t6415, + t6414, + t6406, + t6403, + t6400, + t6399, + t6377, + t6373, + t6371, + t6365, + t6364, + t6362, + t6361, + t6356, + t6354, + t6351, + t6350, + t6344, + t6338, + t6337, + t6333, + t6332, + t6331, + t6330, + t6329, + t6319, + t6316, + t6315, + t6314, + t6299, + t6297, + t6292, + t6279, + t6271, + t6260, + t6246; + t6595 = y*y; + t6594 = t6595*y; + t6747 = y+t6594; + t6596 = x*x; + t6597 = t6596*x; + t6590 = t6595*t6597; + t6587 = x*t6595; + t6718 = t6590+t6587; + t6748 = x+t6597; + t6549 = RATIONAL(15.0,4.0); + t6571 = RATIONAL(-3.0,2.0); + t6743 = t6571*z; + t6737 = z*t6595; + t6684 = x*t6737; + t6823 = x*t6743+t6549*t6684; + t6690 = t6549*t6594; + t6374 = t6597*t6690; + t6536 = RATIONAL(-45.0,2.0); + t6589 = t6596*t6595; + t6647 = z*t6589; + t6822 = t6374+t6536*t6647; + t6578 = RATIONAL(3.0,1.0); + t6679 = t6578*t6597; + t6452 = t6594*t6679; + t6541 = RATIONAL(-45.0,4.0); + t6821 = t6541*t6647+t6452; + t6581 = RATIONAL(9.0,1.0); + t6735 = t6581*z; + t6659 = t6596*t6735; + t6752 = z*t6597; + t6540 = RATIONAL(-27.0,4.0); + t6664 = t6540*t6752; + t6278 = y*t6664; + t6820 = y*t6659+t6278; + t6702 = t6578*t6596; + t6663 = z*t6702; + t6572 = RATIONAL(3.0,4.0); + t6739 = t6572*z; + t6586 = x*y; + t6317 = t6739*t6586; + t6819 = y*t6663+t6317; + t6534 = RATIONAL(45.0,4.0); + t6568 = RATIONAL(-9.0,2.0); + t6734 = z*t6568; + t6591 = t6594*t6596; + t6653 = z*t6591; + t6818 = t6534*t6653+t6594*t6734; + t6701 = t6572*t6594; + t6451 = t6597*t6701; + t6550 = RATIONAL(-15.0,2.0); + t6817 = t6451+t6550*t6647; + t6583 = RATIONAL(-9.0,1.0); + t6592 = t6594*t6597; + t6816 = t6583*t6592+RATIONAL(45.0,1.0)*t6647; + t6753 = y*z; + t6685 = t6596*t6549; + t6815 = y*t6743+t6685*t6753; + t6554 = RATIONAL(-15.0,4.0); + t6706 = t6554*t6597; + t6380 = t6595*t6706; + t6579 = RATIONAL(3.0,2.0); + t6709 = t6579*t6597; + t6814 = (t6380+t6709)*z; + t6576 = RATIONAL(9.0,2.0); + t6740 = z*t6576; + t6736 = z*t6596; + t6729 = y*t6736; + t6813 = y*t6740+t6541*t6729; + t6529 = RATIONAL(-135.0,4.0); + t6671 = z*t6590; + t6537 = RATIONAL(27.0,2.0); + t6744 = z*t6537; + t6379 = t6597*t6744; + t6812 = t6529*t6671+t6379; + t6593 = t6594*x; + t6683 = z*t6593; + t6276 = t6540*t6683; + t6811 = t6276+t6537*t6653; + t6565 = RATIONAL(-3.0,1.0); + t6715 = t6565*t6597; + t6394 = t6594*t6715; + t6530 = RATIONAL(45.0,2.0); + t6810 = t6530*t6647+t6394; + t6651 = t6534*t6737; + t6809 = (t6734+t6651)*x; + t6475 = t6594*t6702; + t6516 = x*t6701; + t6348 = z*t6516; + t6808 = t6348+z*t6475; + t6442 = t6597*t6740; + t6655 = t6541*t6737; + t6807 = t6442+t6597*t6655; + t6559 = RATIONAL(-9.0,4.0); + t6713 = t6597*t6559; + t6349 = t6713*t6753; + t6806 = t6349+t6595*t6442; + t6577 = RATIONAL(-3.0,4.0); + t6692 = t6577*t6594; + t6506 = x*t6692; + t6311 = z*t6506; + t6689 = t6579*t6596; + t6508 = t6594*t6689; + t6805 = t6311+z*t6508; + t6749 = z*t6579; + t6682 = t6554*t6596; + t6804 = t6682*t6753+y*t6749; + t6574 = RATIONAL(-1.0,2.0); + t6711 = t6574*t6597; + t6803 = t6594*t6711+t6579*t6647; + t6562 = RATIONAL(2.0,1.0); + t6721 = t6562*t6596; + t6652 = t6559*t6737; + t6298 = t6597*t6652; + t6802 = t6298+t6594*t6721; + t6580 = RATIONAL(5.0,4.0); + t6717 = t6596*t6580; + t6801 = t6298+t6594*t6717; + t6387 = t6594*t6682; + t6724 = t6579*t6594; + t6800 = (t6724+t6387)*z; + t6535 = RATIONAL(27.0,1.0); + t6544 = RATIONAL(27.0,4.0); + t6656 = t6544*t6752; + t6283 = y*t6656; + t6799 = t6535*t6671+t6283; + t6566 = RATIONAL(1.0,4.0); + t6677 = t6566*t6594; + t6798 = t6597*t6677+t6571*t6647; + t6435 = t6597*t6692; + t6797 = t6435+t6549*t6647; + t6694 = t6597*t6580; + t6796 = t6568*t6647+t6594*t6694; + t6795 = t6554*t6684+x*t6749; + t6794 = RATIONAL(-45.0,1.0)*t6647+t6534*t6592; + t6582 = RATIONAL(9.0,4.0); + t6678 = t6597*t6582; + t6491 = t6594*t6678; + t6551 = RATIONAL(-15.0,1.0); + t6793 = t6551*t6647+t6491; + t6649 = z*t6592; + t6244 = RATIONAL(-81.0,4.0)*t6649; + t6792 = t6244+RATIONAL(25.0,1.0)*t6589; + t6335 = t6583*t6647; + t6791 = t6374+t6335; + t6790 = t6541*t6653+t6594*t6740; + t6368 = t6594*t6706; + t6789 = t6368+t6534*t6647; + t6464 = t6597*t6734; + t6657 = z*t6678; + t6296 = y*t6657; + t6788 = t6296+t6595*t6464; + t6355 = t6578*t6647; + t6397 = t6571*t6592; + t6787 = t6355+t6397; + t6669 = t6576*t6737; + t6722 = t6559*t6753; + t6341 = x*t6722; + t6786 = x*t6669+t6341; + t6646 = t6582*t6736; + t6303 = t6594*t6646; + t6573 = RATIONAL(-5.0,2.0); + t6676 = t6595*t6573; + t6785 = t6597*t6676+t6303; + t6575 = RATIONAL(-6.0,1.0); + t6784 = y*t6721+t6575*t6591; + t6665 = t6595*t6735; + t6783 = t6296+t6597*t6665; + t6695 = t6596*t6573; + t6353 = t6595*t6657; + t6782 = t6594*t6695+t6353; + t6560 = RATIONAL(-2.0,1.0); + t6524 = t6560*t6596; + t6781 = y*t6524+t6560*t6591; + t6300 = t6559*t6683; + t6780 = t6300+t6583*t6653; + t6563 = RATIONAL(-5.0,1.0); + t6779 = t6544*t6653+t6563*t6590; + t6648 = t6572*t6736; + t6778 = t6595*t6711+t6594*t6648; + t6777 = -t6591+t6353; + t6347 = t6581*t6647; + t6776 = t6394+t6347; + t6545 = RATIONAL(15.0,2.0); + t6775 = t6545*t6647+t6397; + t6556 = RATIONAL(5.0,2.0); + t6521 = t6556*t6595; + t6774 = t6556*t6590+x*t6521; + t6369 = t6594*t6685; + t6522 = t6556*t6596; + t6773 = t6369+t6522; + t6533 = RATIONAL(15.0,1.0); + t6772 = t6568*t6592+t6533*t6647; + t6569 = RATIONAL(1.0,2.0); + t6720 = t6569*t6596; + t6495 = t6571*t6590; + t6771 = z*t6495+t6747*t6720; + t6588 = t6596*y; + t6691 = t6588+t6591; + t6770 = t6691+t6788; + t6555 = RATIONAL(-27.0,1.0); + t6525 = t6563*t6596; + t6769 = y*t6525+t6555*t6671+t6533*t6591; + t6751 = t6574*x; + t6488 = t6594*t6709; + t6768 = t6488+y*t6751+t6575*t6647; + t6681 = t6595*t6580; + t6360 = t6581*t6653; + t6767 = t6380+x*t6681+t6360; + t6561 = RATIONAL(5.0,1.0); + t6531 = RATIONAL(-27.0,2.0); + t6766 = t6531*t6653+t6718*t6561; + t6548 = RATIONAL(18.0,1.0); + t6765 = t6368+t6548*t6647+t6580*t6586; + t6727 = t6571*t6594; + t6764 = -t6595+t6495+(t6727+t6369)*z; + t6557 = RATIONAL(4.0,1.0); + t6567 = RATIONAL(6.0,1.0); + t6687 = t6567*t6595; + t6763 = t6597*t6687+t6557*t6595+t6790; + t6420 = t6595*t6679; + t6762 = -t6587+t6420+t6780; + t6707 = t6571*t6596; + t6432 = t6594*t6707; + t6723 = t6571*t6597; + t6697 = t6549*t6597; + t6383 = t6595*t6697; + t6761 = t6432-t6596+(t6723+t6383)*z; + t6527 = t6560*t6595; + t6492 = t6595*t6715; + t6760 = t6527+t6492+t6818; + t6716 = t6577*t6753; + t6302 = x*t6716; + t6742 = t6566*y; + t6759 = t6567*t6647+x*t6742+t6302+t6435; + t6741 = t6562*x; + t6326 = t6582*t6683; + t6680 = t6595*t6575; + t6758 = t6597*t6680+t6595*t6741+t6326+t6360; + t6757 = t6545*t6590+x*t6676+t6780; + t6733 = t6577*t6597; + t6428 = y*t6733; + t6310 = z*t6428; + t6719 = t6596*t6574; + t6756 = t6310+z*t6492+t6508+y*t6719; + t6738 = z*t6531; + t6375 = t6597*t6738; + t6538 = RATIONAL(-10.0,1.0); + t6519 = t6538*t6596; + t6528 = RATIONAL(135.0,4.0); + t6755 = t6551*t6591+t6528*t6671+t6375+t6519; + t6526 = t6563*t6595; + t6754 = t6526+t6550*t6590+t6818; + t6584 = RATIONAL(-5.0,4.0); + t6750 = y*t6584; + t6585 = y*t6597; + t6746 = t6569*x; + t6570 = RATIONAL(-1.0,4.0); + t6745 = y*t6570; + t6339 = t6582*z*t6586; + t6732 = x*t6750+t6339; + t6325 = z*t6451; + t6731 = t6325+t6577*t6653; + t6730 = t6572*t6597; + t6654 = z*t6730; + t6327 = y*t6654; + t6728 = t6327+t6596*t6716; + t6726 = t6574*t6594; + t6725 = t6565*t6594; + t6714 = -t6590+t6589; + t6712 = t6562*t6597; + t6710 = t6550*t6596; + t6708 = t6584*t6594; + t6705 = -t6585-t6592; + t6704 = t6326+x*t6708; + t6294 = z*t6491; + t6703 = t6559*t6653+t6294; + t6700 = t6595*t6584; + t6699 = t6566*t6597; + t6698 = t6597+t6594; + t6696 = t6567*t6596; + t6539 = RATIONAL(-75.0,4.0); + t6693 = t6539*t6595; + t6688 = t6596*t6565; + t6686 = t6596*t6561; + t6675 = t6302+y*t6746; + t6674 = t6570*t6594; + t6673 = t6597*t6569; + t6542 = RATIONAL(-25.0,4.0); + t6672 = t6542*t6596; + t6670 = t6578*t6737; + t6668 = t6595*t6734; + t6667 = t6583*t6737; + t6666 = t6579*t6737; + t6662 = t6576*t6736; + t6661 = t6583*t6736; + t6660 = t6596*t6734; + t6658 = z*t6689; + t6650 = t6577*t6737; + t6504 = t6594*t6713; + t6295 = z*t6504; + t6645 = t6295+t6806; + t6543 = RATIONAL(-18.0,1.0); + t6564 = RATIONAL(8.0,1.0); + t6644 = t6543*z+t6564; + t6643 = y*t6734+t6534*t6729+t6278; + t6642 = t6565*z+t6562; + t6263 = t6544*t6649; + t6641 = t6349+t6263+t6597*t6667; + t6247 = t6544*t6683; + t6640 = t6247+(t6655+t6740)*x; + t6418 = t6594*t6688; + t6472 = t6595*t6709; + t6308 = z*t6435; + t6639 = t6308+t6310+z*t6472; + t6264 = t6540*t6649; + t6638 = t6264+t6464+t6597*t6651; + t6637 = t6707*t6753+t6327+t6317; + t6636 = t6576*t6653+t6300+t6295; + t6635 = t6263+t6807; + t6268 = RATIONAL(81.0,4.0)*t6649; + t6634 = t6529*t6653+t6594*t6744+t6268; + t6346 = t6568*t6653; + t6633 = t6346+t6326+t6294; + t6632 = t6264+t6783; + t6631 = t6743+t6569; + t6630 = t6247+x*t6667+t6341; + t6629 = t6595*t6748; + t6628 = t6747*t6596; + t6552 = RATIONAL(25.0,4.0); + t6627 = t6552*t6596+t6573; + t6626 = t6552*t6595+t6573; + t6484 = t6595*t6686; + t6623 = t6264+t6484+t6595*t6656+t6563*t6591; + t6430 = t6595*t6522; + t6622 = t6554*t6647+t6488+t6430+t6295; + t6503 = t6560*t6589; + t6621 = t6503+t6595*t6712+t6703; + t6422 = t6596*t6700; + t6620 = t6422+t6597*t6681+t6703; + t6304 = t6565*t6647; + t6619 = t6451+t6589+t6304+t6295; + t6466 = t6595*t6720; + t6618 = t6308+t6466+t6594*t6719+t6595*t6654; + t6381 = t6595*t6519; + t6617 = t6595*t6375+t6381+t6263+t6283+t6747*t6686; + t6616 = t6430+t6645+(t6708+t6750)*t6596; + t6615 = y*t6695+t6381+t6545*t6591+t6641; + t6513 = t6564*t6589; + t6614 = t6264+t6513+t6452+t6339-t6586+t6543*t6647; + t6547 = RATIONAL(25.0,2.0); + t6386 = t6547*t6589; + t6613 = t6386+t6525+t6594*t6710+t6638; + t6612 = t6503+t6633+t6718; + t6558 = RATIONAL(-4.0,1.0); + t6440 = t6558*t6589; + t6611 = -t6588+t6440+t6475+t6641; + t6489 = t6557*t6589; + t6610 = x*t6527+t6489+t6560*t6590+t6636; + t6609 = t6430+t6636+t6748*t6700; + t6608 = t6503+t6472+t6311+t6574*t6587+t6294+z*t6418; + t6366 = t6595*t6672; + t6607 = t6263+t6383+t6521+t6366+t6790; + t6606 = t6524+t6484+t6418+t6638; + t6605 = t6484+t6387+y*t6717+t6632; + t6396 = t6563*t6589; + t6604 = t6396+t6294+t6788+t6747*t6522; + t6388 = RATIONAL(-20.0,1.0)*t6589; + t6603 = t6555*t6653+t6388+x*t6526+t6276+t6533*t6590+t6268; + t6602 = t6594*t6738+t6528*t6653+t6538*t6595+t6551*t6590+t6792; + t6601 = t6557*t6596+t6381+t6594*t6696+t6635; + t6600 = t6325-t6589+z*t6432+t6348+(t6673+t6746)*t6595; + t6553 = RATIONAL(75.0,4.0); + t6546 = RATIONAL(-12.0,1.0); + t6532 = RATIONAL(12.0,1.0); + t6500 = x*t6726; + t6499 = y*t6709; + t6485 = y*t6711; + t6470 = y*t6673; + t6468 = x*t6727; + t6467 = t6594*t6673; + t6463 = t6576*t6592; + t6462 = t6584*t6585; + t6461 = x*t6745; + t6460 = t6569*t6593; + t6459 = x*t6674; + t6458 = t6597*t6674; + t6455 = t6597*t6745; + t6454 = t6597*t6708; + t6449 = y*t6679; + t6445 = y*t6730; + t6443 = x*t6724; + t6436 = x*t6677; + t6431 = x*t6725; + t6424 = t6581*t6592; + t6415 = y*t6699; + t6414 = t6580*t6593; + t6406 = y*t6723; + t6403 = y*t6694; + t6400 = t6578*t6593; + t6399 = y*t6715; + t6377 = t6541*t6592; + t6373 = t6554*t6593; + t6371 = y*t6697; + t6365 = y*t6706; + t6364 = x*t6690; + t6362 = t6565*t6684; + t6361 = t6688*t6753; + t6356 = y*t6648; + t6354 = z*t6420; + t6351 = t6597*t6650; + t6350 = x*t6650; + t6344 = x*t6668; + t6338 = x*t6665; + t6337 = y*t6660; + t6333 = t6596*t6722; + t6332 = y*t6646; + t6331 = y*t6661; + t6330 = x*t6652; + t6329 = y*t6662; + t6319 = t6571*t6684; + t6316 = t6576*t6647; + t6315 = y*t6658; + t6314 = x*t6666; + t6299 = t6572*t6684; + t6297 = t6582*t6684; + t6292 = x*t6670; + t6279 = t6595*t6379; + t6271 = t6595*t6664; + t6260 = t6535*t6653; + t6246 = t6540*t6653; + coeff_dzz_m1_m1_m1 = t6467+t6470+t6304+t6460+t6595*t6721+t6315+t6314+ +t6639+t6675-t6691-t6718+t6805; + coeff_dzz_0_m1_m1 = t6420+t6406+t6642*t6595+t6604-t6747+t6775+t6800+t6804 +; + coeff_dzz_p1_m1_m1 = t6500+t6587+t6499+t6489+t6319+t6492+t6645+t6768+ +t6781+t6808+t6819; + coeff_dzz_p2_m1_m1 = t6485-t6714+t6728+t6731+t6771+t6803; + coeff_dzz_m1_0_m1 = t6475+t6396+t6468+t6642*t6596+t6633-t6748+t6774+t6775 ++t6795+t6814; + coeff_dzz_0_0_m1 = t6463+t6562+t6698*t6578+(t6596*t6693+t6565+(t6595+ +t6596)*t6545)*z+t6613+t6754; + coeff_dzz_p1_0_m1 = x+t6575*t6736+t6715+t6601+t6443+t6757+t6772+t6823; + coeff_dzz_p2_0_m1 = t6597+t6658+t6622+t6761+t6785; + coeff_dzz_m1_p1_m1 = t6588+t6485+t6292+t6418+t6610+t6354+t6443+t6637+ +t6768; + coeff_dzz_0_p1_m1 = y+t6725+z*t6680+t6615+t6499+t6763+t6772+t6815; + coeff_dzz_p1_p1_m1 = t6362+t6406+t6513+t6468+t6361+t6546*t6647+t6463+ +t6632+t6675+t6758+t6784; + coeff_dzz_p2_p1_m1 = t6356+t6470+t6621+t6756+t6787; + coeff_dzz_m1_p2_m1 = t6350+t6351+t6591+t6500+t6600+t6803; + coeff_dzz_0_p2_m1 = t6594+t6666+t6622+t6764+t6782; + coeff_dzz_p1_p2_m1 = t6460+t6299+t6608+t6787+t6802; + coeff_dzz_p2_p2_m1 = t6577*t6647+t6467+t6618+t6778; + coeff_dzz_m1_m1_0 = t6344+t6346+t6337+t6604+t6347+t6454+t6462+t6704+t6732 ++t6774; + coeff_dzz_0_m1_0 = t6264+t6279+t6665+t6386+t6371+t6643+t6747*(t6672+t6556 +)+t6754+t6822; + coeff_dzz_p1_m1_0 = t6414+t6331+t6365+t6617+t6757+t6765+t6786; + coeff_dzz_p2_m1_0 = t6332+t6403+t6616+t6785+t6796; + coeff_dzz_m1_0_0 = t6659+t6364+t6613+t6748*(t6542*t6595+t6556)+t6809+ +t6811+t6822; + coeff_dzz_0_0_0 = t6563+t6377+t6735+t6698*t6550+(t6553*t6594+t6547+t6536* +z)*t6596+(RATIONAL(-125.0,4.0)*t6596+t6547+t6553*t6597+(t6536+RATIONAL(225.0, +4.0)*t6596)*z)*t6595+t6634+t6812; + coeff_dzz_p1_0_0 = t6260+t6373+t6548*t6736+(t6693+t6545)*t6597+t6626*x+ +t6640+t6755+t6792+t6794; + coeff_dzz_p2_0_0 = t6660+t6246+t6366+t6626*t6597+t6635+t6773+t6789; + coeff_dzz_m1_p1_0 = t6329+t6403+t6615+t6373+t6630+t6765+t6766; + coeff_dzz_0_p1_0 = t6548*t6737+t6365+(t6545+t6539*t6596)*t6594+t6627*y+ +t6602+t6794+t6799+t6813; + coeff_dzz_p1_p1_0 = t6603+RATIONAL(36.0,1.0)*t6647+t6338+t6371+t6364+ +t6377+t6732+t6769+t6820; + coeff_dzz_p2_p1_0 = t6333+t6462+t6605+t6779+t6791; + coeff_dzz_m1_p2_0 = t6297+t6414+t6609+t6782+t6796; + coeff_dzz_0_p2_0 = t6668+t6271+t6627*t6594+t6607+t6789; + coeff_dzz_p1_p2_0 = t6330+t6623+t6704+t6767+t6791; + coeff_dzz_p2_p2_0 = t6595*t6646+t6454+t6620+t6801; + coeff_dzz_m1_m1_p1 = t6335+t6610+t6329+t6593+t6586-t6705+t6781+t6786+ +t6806; + coeff_dzz_0_m1_p1 = t6667+t6399+t6747*t6560+t6617+t6763+t6810+t6813; + coeff_dzz_p1_m1_p1 = t6449-t6593+t6279+t6344+t6558*t6628+t6614+t6758+ +t6820; + coeff_dzz_p2_m1_p1 = t6316+t6333+t6621+t6705+t6770; + coeff_dzz_m1_0_p1 = t6431+t6661+t6748*t6560+t6601+t6640+t6766+t6810; + coeff_dzz_0_0_p1 = t6424+t6557+t6698*t6567+(t6583+t6530*t6596+(t6530+ +RATIONAL(-225.0,4.0)*t6596)*t6595)*z+t6602+t6755; + coeff_dzz_p1_0_p1 = t6400+t6575*t6597+t6741+(t6532*t6594+t6644)*t6596+ +t6603+t6809+t6812+t6816; + coeff_dzz_p2_0_p1 = t6662+t6712+t6606+t6779+t6821; + coeff_dzz_m1_p1_p1 = t6400-t6585+t6337+t6338+t6558*t6629+t6614+t6783+ +t6784+t6811; + coeff_dzz_0_p1_p1 = t6562*y+t6388+t6449+t6575*t6594+(t6532*t6597+t6644)* +t6595+t6634+t6643+t6769+t6816; + coeff_dzz_p1_p1_p1 = t6260+t6586+t6424+t6399+t6244+t6331+t6431+(t6546* +t6594+t6557*y)*t6596+(t6546*t6597+t6557*x+(RATIONAL(-36.0,1.0)*z+RATIONAL(16.0, +1.0))*t6596)*t6595+t6630+t6799; + coeff_dzz_p2_p1_p1 = t6246+t6557*t6590+t6332+t6585+t6611+t6776; + coeff_dzz_m1_p2_p1 = -t6593+t6316-t6592+t6330+t6612+t6802; + coeff_dzz_0_p2_p1 = t6669+t6562*t6594+t6623+t6760+t6821; + coeff_dzz_p1_p2_p1 = t6297+t6593+t6557*t6591+t6271+t6440+t6263+t6762+ +t6776; + coeff_dzz_p2_p2_p1 = t6559*t6647+t6592+t6303+t6295+t6714+t6777; + coeff_dzz_m1_m1_p2 = t6458+t6355+t6459+t6461+t6319+t6455+t6600+t6637+ +t6771; + coeff_dzz_0_m1_p2 = t6445+t6670+t6747*t6569+t6616+t6764+t6815+t6817; + coeff_dzz_p1_m1_p2 = t6314+t6608+t6428+t6436+t6361+t6759+t6770; + coeff_dzz_p2_m1_p2 = t6356+t6466+t6415+t6570*t6628+t6639+t6778+t6798; + coeff_dzz_m1_0_p2 = t6663+t6516+t6748*t6569+t6609+t6761+t6817+t6823; + coeff_dzz_0_0_p2 = t6504+RATIONAL(-1.0,1.0)+t6698*t6571+(t6578+t6710+( +t6550+t6553*t6596)*t6595)*z+t6607+t6773+t6807; + coeff_dzz_p1_0_p2 = t6751+t6326+z*t6696+t6709+t6506+t6606+t6767+t6793+ +t6795; + coeff_dzz_p2_0_p2 = t6711+(t6701+t6631)*t6596+t6620+t6797+t6814; + coeff_dzz_m1_p1_p2 = t6362+t6315+t6506+t6415+t6612+t6756+t6759; + coeff_dzz_0_p1_p2 = t6574*y+t6724+z*t6687+t6605+t6428+t6760+t6793+t6804; + coeff_dzz_p1_p1_p2 = t6445+t6504+t6532*t6647+t6292+t6461+t6611+t6516+ +t6762+t6819; + coeff_dzz_p2_p1_p2 = t6303-t6590+t6455+t6354+(t6742+t6692)*t6596+t6619+ +t6728; + coeff_dzz_m1_p2_p2 = t6299+t6436+t6570*t6629+t6618+t6798+t6805; + coeff_dzz_0_p2_p2 = t6294+t6726+t6422+(t6730+t6631)*t6595+t6797+t6800+ +t6801; + coeff_dzz_p1_p2_p2 = t6350+t6459+(t6566*x+t6733)*t6595+t6619+t6777+t6808; + coeff_dzz_p2_p2_p2 = t6596*t6677+t6458+t6351+(t6699+(t6739+t6570)*t6596)* +t6595+t6731; |