2184 lines
67 KiB
C
2184 lines
67 KiB
C
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#include <math.h>
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#include <stdio.h>
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#include <pixman.h>
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/* This code is basically the output of Maxima translated into C.
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*
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* See http://maxima.sourceforge.net/
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*/
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static void
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quad_to_quad (double x0, double y0,
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double x1, double y1,
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double x2, double y2,
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double x3, double y3,
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double px0, double py0,
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double px1, double py1,
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double px2, double py2,
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double px3, double py3,
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struct pixman_f_transform *trans)
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{
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double
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t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t17, t18,
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t19, t20, t21, t22, t23, t24, t25, t26, t27, t28, t29, t30, t31, t32, t33, t34,
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t35, t36, t37, t38, t39, t40, t41, t42, t43, t44, t45, t46, t47, t48, t49, t50,
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t51, t52, t53, t54, t55, t56, t57, t58, t59, t60, t61, t62, t63, t64, t65, t66,
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t67, t68, t69, t70, t71, t72, t73, t74, t75, t76, t77, t78, t79, t80, t81, t82,
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t83, t84, t85, t86, t87, t88, t89, t90, t91, t92, t93, t94, t95, t96, t97, t98,
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t99, t100, t101, t102, t103, t104, t105, t106, t107, t108, t109, t110, t111,
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t112, t113, t114, t115, t116, t117, t118, t119, t120, t121, t122, t123,
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t124, t125, t126, t127, t128, t129, t130, t131, t132, t133, t134, t135,
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t136, t137, t138, t139, t140, t141, t142, t143, t144, t145, t146, t147,
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t148, t149, t150, t151, t152, t153, t154, t155, t156, t157, t158, t159,
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t160, t161, t162, t163, t164, t165, t166, t167, t168, t169, t170, t171,
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t172, t173, t174, t175, t176, t177, t178, t179, t180, t181, t182, t183,
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t184, t185, t186, t187, t188, t189, t190, t191, t192, t193, t194, t195,
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t196, t197, t198, t199, t200, t201, t202, t203, t204, t205, t206, t207,
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t208, t209, t210, t211, t212, t213, t214, t215, t216, t217, t218, t219,
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t220, t221, t222, t223, t224, t225, t226, t227, t228, t229, t230, t231,
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t232, t233, t234, t235, t236, t237, t238, t239, t240, t241, t242, t243,
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t244, t245, t246, t247, t248, t249, t250, t251, t252, t253, t254, t255,
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t256, t257, t258, t259, t260, t261, t262, t263, t264, t265, t266, t267,
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t268, t269, t270, t271, t272, t273, t274, t275, t276, t277, t278, t279,
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t280, t281, t282, t283, t284, t285, t286, t287, t288, t289, t290, t291,
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t292, t293, t294, t295, t296, t297, t298, t299, t300, t301, t302, t303,
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t304, t305, t306, t307, t308, t309, t310, t311, t312, t313, t314, t315,
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t316, t317, t318, t319, t320, t321, t322, t323, t324, t325, t326, t327,
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t328, t329, t330, t331, t332, t333, t334, t335, t336, t337, t338, t339,
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t340, t341, t342, t343, t344, t345, t346, t347, t348, t349, t350, t351,
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t352, t353, t354, t355, t356, t357, t358, t359, t360, t361, t362, t363,
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t364, t365, t366, t367, t368, t369, t370, t371, t372, t373, t374, t375,
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t376, t377, t378, t379, t380, t381, t382, t383, t384, t385, t386, t387,
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t388, t389, t390, t391, t392, t393, t394, t395, t396, t397, t398, t399,
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t400, t401, t402, t403, t404, t405, t406, t407, t408, t409, t410, t411,
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t412, t413, t414, t415, t416, t417, t418, t419, t420, t421, t422, t423,
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t424, t425, t426, t427, t428, t429, t430, t431, t432, t433, t434, t435,
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t436, t437, t438, t439, t440, t441, t442, t443, t444, t445, t446, t447,
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t448, t449, t450, t451, t452, t453, t454, t455, t456, t457, t458, t459,
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t460, t461, t462, t463, t464, t465, t466, t467, t468, t469, t470, t471,
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t472, t473, t474, t475, t476, t477, t478, t479, t480, t481, t482, t483,
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t484, t485, t486, t487, t488, t489, t490, t491, t492, t493, t494, t495,
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t496, t497, t498, t499, t500, t501, t502, t503, t504, t505, t506, t507,
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t508, t509, t510, t511, t512, t513, t514, t515, t516, t517, t518, t519,
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t520, t521, t522, t523, t524, t525, t526, t527, t528, t529, t530, t531,
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t532, t533, t534, t535, t536, t537, t538, t539, t540, t541, t542, t543,
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t544, t545, t546, t547, t548, t549, t550, t551, t552, t553, t554, t555,
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t556, t557, t558, t559, t560, t561, t562, t563, t564, t565, t566, t567,
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t568, t569, t570, t571, t572, t573, t574, t575, t576, t577, t578, t579,
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t580, t581, t582, t583, t584, t585, t586, t587, t588, t589, t590, t591,
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t592, t593, t594, t595, t596, t597, t598, t599, t600, t601, t602, t603,
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t604, t605, t606, t607, t608, t609, t610, t611, t612, t613, t614, t615,
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t616, t617, t618, t619, t620, t621, t622, t623, t624, t625, t626, t627,
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t628, t629, t630, t631, t632, t633, t634, t635, t636, t637, t638, t639,
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t640, t641, t642, t643, t644, t645, t646, t647, t648, t649, t650, t651,
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t652, t653, t654, t655, t656, t657, t658, t659, t660, t661, t662, t663,
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t664, t665, t666, t667, t668, t669, t670, t671, t672, t673, t674, t675,
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t676, t677, t678, t679, t680, t681, t682, t683, t684, t685, t686, t687,
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t688, t689, t690, t691, t692, t693, t694, t695, t696, t697, t698, t699,
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t700, t701, t702, t703, t704, t705, t706, t707, t708, t709, t710, t711,
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t712, t713, t714, t715, t716, t717, t718, t719, t720, t721, t722, t723,
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t724, t725, t726, t727, t728, t729, t730, t731, t732, t733, t734, t735,
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t736, t737, t738, t739, t740, t741, t742, t743, t744, t745, t746, t747,
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t748, t749, t750, t751, t752, t753, t754, t755, t756, t757, t758, t759,
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t760, t761, t762, t763, t764, t765, t766, t767, t768, t769, t770, t771,
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t772, t773, t774, t775, t776, t777, t778, t779, t780, t781, t782, t783,
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t784, t785, t786, t787, t788, t789, t790, t791, t792, t793, t794, t795,
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t796, t797, t798, t799, t800, t801, t802, t803, t804, t805, t806, t807,
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t808, t809, t810, t811, t812, t813, t814, t815, t816, t817, t818, t819,
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t820, t821, t822, t823, t824, t825, t826, t827, t828, t829, t830, t831,
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t832, t833, t834, t835, t836, t837, t838, t839, t840, t841, t842, t843,
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t844, t845, t846, t847, t848, t849, t850, t851, t852, t853, t854, t855,
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t856, t857, t858, t859, t860, t861, t862, t863, t864, t865, t866, t867,
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t868, t869, t870, t871, t872, t873, t874, t875, t876, t877, t878, t879,
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t880, t881, t882, t883, t884, t885, t886, t887, t888, t889, t890, t891,
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t892, t893, t894, t895, t896, t897, t898, t899, t900, t901, t902, t903,
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t904, t905, t906, t907, t908, t909, t910, t911, t912, t913, t914, t915,
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t916, t917, t918, t919, t920, t921, t922, t923, t924, t925, t926, t927,
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t928, t929, t930, t931, t932, t933, t934, t935, t936, t937, t938, t939,
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t940, t941, t942, t943, t944, t945, t946, t947, t948, t949, t950, t951,
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t952, t953, t954, t955, t956, t957, t958, t959, t960, t961, t962, t963,
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t964, t965, t966, t967, t968, t969, t970, t971, t972, t973, t974, t975,
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t976, t977, t978, t979, t980, t981, t982, t983, t984, t985, t986, t987,
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t988, t989, t990, t991, t992, t993, t994, t995, t996, t997, t998, t999,
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t1000, t1001, t1002, t1003, t1004, t1005, t1006, t1007, t1008, t1009,
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t1010, t1011, t1012, t1013, t1014, t1015, t1016, t1017, t1018, t1019,
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t1020, t1021, t1022, t1023, t1024, t1025, t1026, t1027, t1028, t1029,
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t1030, t1031, t1032, t1033, t1034, t1035, t1036, t1037, t1038, t1039,
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t1040, t1041, t1042, t1043, t1044, t1045, t1046, t1047, t1048, t1049,
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t1050, t1051, t1052, t1053, t1054, t1055, t1056, t1057, t1058, t1059,
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t1060, t1061, t1062, t1063, t1064, t1065, t1066, t1067, t1068, t1069,
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t1070, t1071, t1072, t1073;
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t1 = y1 * y1;
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t2 = x3 * x3;
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t3 = px2 * px3 * t2;
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t4 = (t3 - px2 * px3 * x2 * x3) * y2;
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t5 = x2 * x2;
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t6 = px2 * px3 * t5 * y3;
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t7 = - px2 * px3 * x2 * x3 * y3;
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t8 = py1 * (t7 + t6 + t4);
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t9 = px3 * py2 * x2 * x3;
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t10 = - px3 * py2 * t2;
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t11 = (t10 + t9) * y2;
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t12 = - px2 * py3 * t5 * y3;
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t13 = px2 * py3 * x2 * x3 * y3;
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t14 = y0 * y0;
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t15 = - px3 * py2;
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t16 = px2 * py3;
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t17 = t16 + t15;
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t18 = t17 * x2;
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t19 = px3 * py2 * x3;
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t20 = - px2 * py3 * x3;
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t21 = t20 + t19 + t18;
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t22 = px2 * px3 * t5;
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t23 = - 2 * px2 * px3 * x2 * x3;
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t24 = py1 * (t3 + t23 + t22);
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t25 = - px2 * py3 * t5;
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t26 = px2 * py3 * x3;
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t27 = x2 * (t26 + t19);
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t28 = t10 + t27 + t25;
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t29 = x1 * x1;
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t30 = px3 * py2;
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t31 = - px2 * py3;
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t32 = t31 + t30;
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t33 = t32 * y2;
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t34 = - px3 * py2 * y3;
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t35 = px2 * py3 * y3;
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t36 = t35 + t34 + t33;
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t37 = - px2 * px3 * t2;
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t38 = (t37 + px2 * px3 * x2 * x3) * y2;
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t39 = - px2 * px3 * t5 * y3;
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t40 = px2 * px3 * x2 * x3 * y3;
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t41 = py1 * (t40 + t39 + t38);
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t42 = - px2 * py3 * x2 * x3;
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t43 = px3 * py2 * t2;
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t44 = (t43 + t42) * y2;
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t45 = px2 * py3 * t5 * y3;
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t46 = - px3 * py2 * x2 * x3 * y3;
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t47 = (px2 * px3 * x3 - px2 * px3 * x2) * y2;
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t48 = px2 * px3 * x2 * y3;
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t49 = - px2 * px3 * x3 * y3;
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t50 = py1 * (t49 + t48 + t47);
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t51 = px2 * py3 * x2;
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t52 = - 2 * px3 * py2 * x3;
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t53 = (t26 + t52 + t51) * y2;
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t54 = px3 * py2 * x3 * y3;
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t55 = px3 * py2 * y3;
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t56 = - 2 * px2 * py3 * y3;
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t57 = t56 + t55;
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t58 = x2 * t57;
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t59 = - px2 * px3 * t5;
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t60 = 2 * px2 * px3 * x2 * x3;
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t61 = - px2;
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t62 = px3 + t61;
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t63 = t62 * x2;
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t64 = px2 * x3;
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t65 = - px3 * x3;
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t66 = t65 + t64 + t63;
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t67 = px2 * t5;
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t68 = - px2 * x3;
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t69 = x2 * (t65 + t68);
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t70 = px3 * t2;
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t71 = t70 + t69 + t67;
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t72 = - px3;
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t73 = t72 + px2;
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t74 = - px2 * y3;
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t75 = px3 * y3;
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t76 = t75 + t74 + t73 * y2;
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t77 = px2 * x2 * x3;
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t78 = - px3 * t2;
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t79 = - px2 * t5 * y3;
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t80 = px3 * x2 * x3 * y3;
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t81 = t80 + t79 + (t78 + t77) * y2;
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t82 = (px2 * px3 * x2 - px2 * px3 * x3) * y2;
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t83 = - px2 * px3 * x2 * y3;
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t84 = px2 * px3 * x3 * y3;
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t85 = - px2 * x2;
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t86 = 2 * px3 * x3;
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t87 = - px3 * x3 * y3;
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t88 = 2 * px2 * y3;
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t89 = - px3 * y3;
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t90 = t89 + t88;
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t91 = x2 * t90;
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t92 = t91 + t87 + (t86 + t68 + t85) * y2;
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t93 = px2 * py3 * t5;
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t94 = - px3 * py2 * x3;
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t95 = x2 * (t20 + t94);
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t96 = t32 * x2;
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t97 = t73 * x2;
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t98 = px3 * x3;
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t99 = t98 + t68 + t97;
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t100 = py1 * t99;
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t101 = - px2 * t5;
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t102 = x2 * (t98 + t64);
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t103 = t78 + t102 + t101;
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t104 = py1 * t103;
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t105 = - py2;
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t106 = py3 + t105;
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t107 = py2 * y3;
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t108 = - py3 * y3;
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t109 = t108 + t107 + t106 * y2;
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t110 = - px3 * x2 * x3;
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t111 = px2 * t5 * y3;
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t112 = - px2 * x2 * x3 * y3;
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t113 = t112 + t111 + (t70 + t110) * y2;
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t114 = - py2 * x3;
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t115 = py3 * x3;
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t116 = t115 + t114;
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t117 = py2 * x3 * y3;
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t118 = - py3 * x3 * y3;
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t119 = t118 + t117;
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t120 = x2 * t119;
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t121 = px1 * (t120 + x2 * t116 * y2);
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t122 = - px3 * py2 * x2;
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t123 = (t19 + t122) * y2;
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t124 = px2 * py3 * x2 * y3;
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t125 = - px2 * py3 * x3 * y3;
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t126 = px3 * x2;
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||
|
|
||
|
t127 = - px2 * x2 * y3;
|
||
|
t128 = px2 * x3 * y3;
|
||
|
t129 = t128 + t127 + (t65 + t126) * y2;
|
||
|
|
||
|
t130 = - py3;
|
||
|
t131 = t130 + py2;
|
||
|
t132 = t131 * x2;
|
||
|
t133 = py2 * x3;
|
||
|
t134 = - py3 * x3;
|
||
|
|
||
|
t135 = - py2 * x3 * y3;
|
||
|
t136 = py3 * x3 * y3;
|
||
|
t137 = - py2 * y3;
|
||
|
t138 = py3 * y3;
|
||
|
|
||
|
t139 = t138 + t137;
|
||
|
t140 = x2 * t139;
|
||
|
|
||
|
t141 = px1 * (t140 + t136 + t135 + (t134 + t133 + t132) * y2);
|
||
|
t142 = y2 * y2;
|
||
|
|
||
|
t143 = - px3 * py2 * x3 * y3;
|
||
|
t144 = px2 * py3 * x3 * y3;
|
||
|
t145 = t144 + t143;
|
||
|
|
||
|
t146 = t142 * t145;
|
||
|
t147 = y3 * y3;
|
||
|
t148 = px3 * py2 * t147;
|
||
|
t149 = - px2 * py3 * t147;
|
||
|
|
||
|
t150 = t149 + t148;
|
||
|
t151 = x2 * y2 * t150;
|
||
|
t152 = t151 + t146;
|
||
|
t153 = - px2 * py3 * y3;
|
||
|
|
||
|
t154 = t153 + t55;
|
||
|
t155 = t142 * t154;
|
||
|
t156 = - px3 * py2 * t147;
|
||
|
|
||
|
t157 = px2 * py3 * t147;
|
||
|
t158 = t157 + t156;
|
||
|
t159 = y2 * t158;
|
||
|
t160 = t159 + t155;
|
||
|
|
||
|
t161 = x0 * x0;
|
||
|
t162 = py1 * t76;
|
||
|
t163 = px1 * t109;
|
||
|
t164 = px2 * y3;
|
||
|
t165 = t89 + t164;
|
||
|
|
||
|
t166 = - px2 * t147;
|
||
|
t167 = px3 * t147;
|
||
|
t168 = t167 + t166;
|
||
|
|
||
|
t169 = y2 * t168 + t142 * t165;
|
||
|
t170 = py1 * t169;
|
||
|
t171 = py2 * t147;
|
||
|
|
||
|
t172 = - py3 * t147;
|
||
|
t173 = t172 + t171;
|
||
|
t174 = y2 * t173 + t142 * t139;
|
||
|
|
||
|
t175 = px1 * t174;
|
||
|
t176 = t17 * t142;
|
||
|
t177 = px2 * t147;
|
||
|
t178 = - px3 * t147;
|
||
|
|
||
|
t179 = t178 + t177 + t62 * t142;
|
||
|
t180 = - py2 * t147;
|
||
|
t181 = py3 * t147;
|
||
|
|
||
|
t182 = t181 + t180 + t131 * t142;
|
||
|
|
||
|
t183 = y1 * (px1 * t182 + py1 * t179 + t149 + t148 + t176)
|
||
|
+ t175 + t170 + t159 + t1 * (t163 + t162 + t35 + t34 + t33) + t155;
|
||
|
|
||
|
t184 = - px2 * px3 * t2 * t142;
|
||
|
t185 = 2 * px2 * px3 * x2 * x3 * y2 * y3;
|
||
|
|
||
|
t186 = - px2 * px3 * t5 * t147;
|
||
|
t187 = py1 * (t186 + t185 + t184);
|
||
|
|
||
|
t188 = px3 * py2 * t2 * t142;
|
||
|
t189 = x2 * y2 * (t125 + t143);
|
||
|
t190 = px2 * py3 * t5 * t147;
|
||
|
|
||
|
t191 = t190 + t189 + t188;
|
||
|
t192 = px2 * px3 * x3 * t142;
|
||
|
t193 = y2 * (t49 + t83);
|
||
|
|
||
|
t194 = px2 * px3 * x2 * t147;
|
||
|
t195 = py1 * (t194 + t193 + t192);
|
||
|
|
||
|
t196 = - px3 * py2 * x3 * t142;
|
||
|
t197 = 2 * px3 * py2 * x3 * y3;
|
||
|
t198 = 2 * px2 * py3 * y3;
|
||
|
|
||
|
t199 = t198 + t34;
|
||
|
t200 = x2 * t199;
|
||
|
t201 = y2 * (t200 + t125 + t197);
|
||
|
|
||
|
t202 = - px2 * py3 * x2 * t147;
|
||
|
t203 = - px2 * x3 * y3;
|
||
|
t204 = px3 * x3 * y3;
|
||
|
|
||
|
t205 = t204 + t203;
|
||
|
t206 = t142 * t205;
|
||
|
t207 = t178 + t177;
|
||
|
t208 = x2 * y2 * t207;
|
||
|
|
||
|
t209 = t208 + t206;
|
||
|
t210 = px2 * px3 * t2 * t142;
|
||
|
t211 = - 2 * px2 * px3 * x2 * x3 * y2 * y3;
|
||
|
|
||
|
t212 = px2 * px3 * t5 * t147;
|
||
|
t213 = - px3 * t2 * t142;
|
||
|
t214 = x2 * y2 * (t204 + t128);
|
||
|
|
||
|
t215 = - px2 * t5 * t147;
|
||
|
t216 = t215 + t214 + t213;
|
||
|
t217 = - px2 * px3 * x3 * t142;
|
||
|
|
||
|
t218 = y2 * (t84 + t48);
|
||
|
t219 = - px2 * px3 * x2 * t147;
|
||
|
t220 = px3 * x3 * t142;
|
||
|
|
||
|
t221 = - 2 * px3 * x3 * y3;
|
||
|
t222 = - 2 * px2 * y3;
|
||
|
t223 = t75 + t222;
|
||
|
t224 = x2 * t223;
|
||
|
|
||
|
t225 = y2 * (t224 + t221 + t128);
|
||
|
t226 = px2 * x2 * t147;
|
||
|
t227 = t226 + t225 + t220;
|
||
|
|
||
|
t228 = t125 + t54;
|
||
|
t229 = t142 * t228;
|
||
|
t230 = x2 * y2 * t158;
|
||
|
t231 = t87 + t128;
|
||
|
|
||
|
t232 = t142 * t231;
|
||
|
t233 = x2 * y2 * t168;
|
||
|
t234 = t233 + t232;
|
||
|
t235 = py1 * t234;
|
||
|
|
||
|
t236 = - px3 * py2 * t2 * t142;
|
||
|
t237 = x2 * y2 * (t144 + t54);
|
||
|
|
||
|
t238 = - px2 * py3 * t5 * t147;
|
||
|
t239 = px3 * t2 * t142;
|
||
|
t240 = x2 * y2 * (t87 + t203);
|
||
|
|
||
|
t241 = px2 * t5 * t147;
|
||
|
t242 = t241 + t240 + t239;
|
||
|
t243 = py1 * t242;
|
||
|
|
||
|
t244 = px2 * py3 * x3 * t142;
|
||
|
t245 = - px2 * py3 * x2 * y3;
|
||
|
t246 = y2 * (t143 + t245);
|
||
|
|
||
|
t247 = px3 * py2 * x2 * t147;
|
||
|
t248 = - px2 * x3 * t142;
|
||
|
t249 = px2 * x2 * y3;
|
||
|
|
||
|
t250 = y2 * (t204 + t249);
|
||
|
t251 = - px3 * x2 * t147;
|
||
|
t252 = t251 + t250 + t248;
|
||
|
|
||
|
t253 = t134 + t133;
|
||
|
t254 = t253 * t142;
|
||
|
t255 = t108 + t107;
|
||
|
t256 = x2 * t255;
|
||
|
|
||
|
t257 = t256 + t136 + t135;
|
||
|
t258 = y2 * t257;
|
||
|
t259 = t181 + t180;
|
||
|
t260 = x2 * t259;
|
||
|
|
||
|
t261 = px1 * (t260 + t258 + t254);
|
||
|
t262 = py1 * (t37 + t60 + t59);
|
||
|
|
||
|
t263 = t43 + t95 + t93;
|
||
|
t264 = px1 * t263;
|
||
|
t265 = t26 + t94;
|
||
|
t266 = x2 * t265 * y2;
|
||
|
|
||
|
t267 = x2 * t228;
|
||
|
t268 = t267 + t266;
|
||
|
t269 = py1 * (t84 + t83 + t82);
|
||
|
|
||
|
t270 = - 2 * px2 * py3;
|
||
|
t271 = (t26 + (t270 + t30) * x2) * y2;
|
||
|
t272 = px3 * py2 * x2 * y3;
|
||
|
|
||
|
t273 = - 2 * px3 * py2 * x3 * y3;
|
||
|
t274 = t149 + t148 + t176;
|
||
|
|
||
|
t275 = py1 * (t212 + t211 + t210);
|
||
|
t276 = t238 + t237 + t236;
|
||
|
t277 = px1 * t276;
|
||
|
|
||
|
t278 = py1 * (t219 + t218 + t217);
|
||
|
t279 = 2 * px3 * py2 * x3;
|
||
|
t280 = t20 + t279;
|
||
|
|
||
|
t281 = t280 * t142;
|
||
|
t282 = - px3 * py2 * x2 * y3;
|
||
|
t283 = y2 * (t125 + t282);
|
||
|
|
||
|
t284 = 2 * px2 * py3 * t147;
|
||
|
t285 = x2 * (t284 + t156);
|
||
|
t286 = px1 * t103;
|
||
|
|
||
|
t287 = t98 + t68;
|
||
|
t288 = x2 * t287 * y2;
|
||
|
t289 = x2 * t231;
|
||
|
t290 = t289 + t288;
|
||
|
|
||
|
t291 = 2 * px2;
|
||
|
t292 = - px3 * x2 * y3;
|
||
|
t293 = 2 * px3 * x3 * y3;
|
||
|
|
||
|
t294 = t293 + t203 + t292 + (t68 + (t72 + t291) * x2) * y2;
|
||
|
t295 = px1 * t242;
|
||
|
|
||
|
t296 = - 2 * px3 * x3;
|
||
|
t297 = t296 + t64;
|
||
|
t298 = px3 * x2 * y3;
|
||
|
t299 = y2 * (t128 + t298);
|
||
|
|
||
|
t300 = - 2 * px2 * t147;
|
||
|
t301 = x2 * (t167 + t300) + t299 + t297 * t142;
|
||
|
t302 = py1 * t71;
|
||
|
|
||
|
t303 = py1 * t290;
|
||
|
t304 = 2 * py2 * x3;
|
||
|
t305 = - 2 * py3 * x3;
|
||
|
t306 = - 2 * py2 * x3 * y3;
|
||
|
|
||
|
t307 = 2 * py3 * x3 * y3;
|
||
|
t308 = t307 + t306;
|
||
|
t309 = - 2 * px2 * py3 * x3;
|
||
|
|
||
|
t310 = (t309 + t19 + t51) * y2;
|
||
|
t311 = - 2 * px3 * py2 * y3;
|
||
|
t312 = t35 + t311;
|
||
|
|
||
|
t313 = x2 * t312;
|
||
|
t314 = 2 * px2 * x3;
|
||
|
t315 = 2 * px3 * y3;
|
||
|
t316 = t315 + t74;
|
||
|
|
||
|
t317 = x2 * t316;
|
||
|
t318 = t317 + t87 + (t65 + t314 + t85) * y2;
|
||
|
t319 = t106 * x2;
|
||
|
|
||
|
t320 = px1 * (t256 + t118 + t117 + (t115 + t114 + t319) * y2);
|
||
|
t321 = py1 * t216;
|
||
|
|
||
|
t322 = 2 * px2 * py3 * x3 * y3;
|
||
|
t323 = 2 * px3 * py2 * y3;
|
||
|
t324 = t153 + t323;
|
||
|
|
||
|
t325 = x2 * t324;
|
||
|
t326 = y2 * (t325 + t322 + t143);
|
||
|
t327 = - 2 * px2 * x3 * y3;
|
||
|
|
||
|
t328 = - 2 * px3 * y3;
|
||
|
t329 = t328 + t164;
|
||
|
t330 = x2 * t329;
|
||
|
|
||
|
t331 = y2 * (t330 + t204 + t327);
|
||
|
t332 = t226 + t331 + t220;
|
||
|
t333 = t116 * t142;
|
||
|
|
||
|
t334 = t140 + t118 + t117;
|
||
|
t335 = y2 * t334;
|
||
|
t336 = x2 * t173;
|
||
|
|
||
|
t337 = px1 * (t336 + t335 + t333);
|
||
|
t338 = t26 + t94 + t96;
|
||
|
t339 = t17 * y2;
|
||
|
|
||
|
t340 = t153 + t55 + t339;
|
||
|
t341 = px2 * px3 * t142;
|
||
|
t342 = - 2 * px2 * px3 * y2 * y3;
|
||
|
|
||
|
t343 = px2 * px3 * t147;
|
||
|
t344 = py1 * (t343 + t342 + t341);
|
||
|
t345 = - px2 * py3 * t142;
|
||
|
|
||
|
t346 = y2 * (t35 + t55);
|
||
|
t347 = t156 + t346 + t345;
|
||
|
t348 = px1 * t347 + t344;
|
||
|
|
||
|
t349 = t89 + t164 + t62 * y2;
|
||
|
t350 = - px2 * px3 * t142;
|
||
|
t351 = 2 * px2 * px3 * y2 * y3;
|
||
|
|
||
|
t352 = - px2 * px3 * t147;
|
||
|
t353 = px2 * t142;
|
||
|
t354 = y2 * (t89 + t74);
|
||
|
|
||
|
t355 = t167 + t354 + t353;
|
||
|
t356 = px1 * t355 + t352 + t351 + t350;
|
||
|
t357 = py1 * t66;
|
||
|
|
||
|
t358 = py1 * t349;
|
||
|
t359 = 2 * py2;
|
||
|
t360 = - 2 * py3;
|
||
|
t361 = - 2 * py2 * y3;
|
||
|
|
||
|
t362 = 2 * py3 * y3;
|
||
|
t363 = px3 * py2 * t142;
|
||
|
t364 = y2 * (t153 + t34);
|
||
|
|
||
|
t365 = - px3 * t142;
|
||
|
t366 = y2 * (t75 + t164);
|
||
|
t367 = t166 + t366 + t365;
|
||
|
|
||
|
t368 = py1 * t367;
|
||
|
t369 = px1 * (t172 + t171 + t106 * t142);
|
||
|
t370 = t35 + t34;
|
||
|
|
||
|
t371 = t142 * t370;
|
||
|
t372 = y2 * t150;
|
||
|
t373 = t372 + t371;
|
||
|
t374 = t230 + t229;
|
||
|
|
||
|
t375 = py1 * (t352 + t351 + t350);
|
||
|
t376 = t157 + t364 + t363;
|
||
|
t377 = px1 * t376 + t375;
|
||
|
|
||
|
t378 = t75 + t74;
|
||
|
t379 = y2 * t207 + t142 * t378;
|
||
|
t380 = px1 * t367 + t343 + t342 + t341;
|
||
|
|
||
|
t381 = py1 * t209;
|
||
|
t382 = py1 * t355;
|
||
|
t383 = py1 * t379;
|
||
|
t384 = 2 * py2 * y3;
|
||
|
|
||
|
t385 = - 2 * py3 * y3;
|
||
|
t386 = t385 + t384;
|
||
|
t387 = - 2 * py2 * t147;
|
||
|
t388 = 2 * py3 * t147;
|
||
|
|
||
|
t389 = px2 * py3 * t2;
|
||
|
t390 = t389 + t10;
|
||
|
t391 = x2 * t390 * y2;
|
||
|
t392 = t5 * t228;
|
||
|
|
||
|
t393 = - px2 * t2;
|
||
|
t394 = t70 + t393;
|
||
|
t395 = x2 * t394 * y2;
|
||
|
t396 = t5 * t231;
|
||
|
|
||
|
t397 = t396 + t395;
|
||
|
t398 = py1 * t397;
|
||
|
t399 = py2 * t2;
|
||
|
t400 = - py3 * t2;
|
||
|
|
||
|
t401 = t400 + t399;
|
||
|
t402 = x2 * t401 * y2;
|
||
|
t403 = t136 + t135;
|
||
|
t404 = t5 * t403;
|
||
|
|
||
|
t405 = t404 + t402;
|
||
|
t406 = px1 * t405;
|
||
|
t407 = t1 * (t406 + t398 + t392 + t391);
|
||
|
|
||
|
t408 = t65 + t64;
|
||
|
t409 = t5 * t408;
|
||
|
t410 = x2 * t394;
|
||
|
t411 = t410 + t409;
|
||
|
|
||
|
t412 = py1 * t411;
|
||
|
t413 = t5 * t116;
|
||
|
t414 = x2 * t401;
|
||
|
t415 = t414 + t413;
|
||
|
|
||
|
t416 = px1 * t415;
|
||
|
t417 = py2 * t5;
|
||
|
t418 = x2 * (t134 + t114);
|
||
|
t419 = py3 * t2;
|
||
|
|
||
|
t420 = t419 + t418 + t417;
|
||
|
t421 = px1 * t420;
|
||
|
t422 = t265 * y2;
|
||
|
t423 = x2 * t154;
|
||
|
|
||
|
t424 = px2 * x2;
|
||
|
t425 = (t68 + t424) * y2;
|
||
|
t426 = - py2 * x2;
|
||
|
t427 = (t133 + t426) * y2;
|
||
|
|
||
|
t428 = py3 * x2 * y3;
|
||
|
t429 = t20 + t19;
|
||
|
t430 = x2 * t429;
|
||
|
t431 = - px2 * py3 * t2;
|
||
|
|
||
|
t432 = (t431 + t43 + t430) * y2;
|
||
|
t433 = t5 * t370;
|
||
|
t434 = x2 * t145;
|
||
|
|
||
|
t435 = - px2 * x2 * x3;
|
||
|
t436 = px2 * t2;
|
||
|
t437 = (t436 + t435) * y2;
|
||
|
t438 = px3 * t5 * y3;
|
||
|
|
||
|
t439 = - px3 * x2 * x3 * y3;
|
||
|
t440 = py2 * x2 * x3;
|
||
|
t441 = - py2 * t2;
|
||
|
|
||
|
t442 = (t441 + t440) * y2;
|
||
|
t443 = - py3 * t5 * y3;
|
||
|
t444 = py3 * x2 * x3 * y3;
|
||
|
|
||
|
t445 = t5 * t287;
|
||
|
t446 = t78 + t436;
|
||
|
t447 = x2 * t446;
|
||
|
t448 = - t2;
|
||
|
|
||
|
t449 = t448 + 2 * x2 * x3 - t5;
|
||
|
t450 = px1 * t449;
|
||
|
t451 = (t98 + t85) * y2;
|
||
|
t452 = - x2 * y3;
|
||
|
|
||
|
t453 = x3 * y3;
|
||
|
t454 = t453 + t452 + (x2 - x3) * y2;
|
||
|
t455 = px1 * t454;
|
||
|
t456 = t65 + t314;
|
||
|
|
||
|
t457 = x2 * t456;
|
||
|
t458 = (t78 + t457) * y2;
|
||
|
t459 = x2 * (t293 + t203);
|
||
|
|
||
|
t460 = - x2 * x3 * y3 + t5 * y3 + (t2 - x2 * x3) * y2;
|
||
|
t461 = px1 * t460;
|
||
|
t462 = t5 * t253;
|
||
|
|
||
|
t463 = t419 + t441;
|
||
|
t464 = x2 * t463;
|
||
|
t465 = - py2 * t5;
|
||
|
t466 = x2 * (t115 + t133);
|
||
|
|
||
|
t467 = t2 - 2 * x2 * x3 + t5;
|
||
|
t468 = py1 * t467;
|
||
|
t469 = py2 * x2;
|
||
|
t470 = (t134 + t469) * y2;
|
||
|
|
||
|
t471 = - py2 * x2 * y3;
|
||
|
t472 = x2 * y3;
|
||
|
t473 = - x3 * y3;
|
||
|
t474 = t473 + t472 + (x3 - x2) * y2;
|
||
|
|
||
|
t475 = py1 * t474;
|
||
|
t476 = - 2 * py2 * x3;
|
||
|
t477 = t115 + t476;
|
||
|
t478 = x2 * t477;
|
||
|
|
||
|
t479 = (t419 + t478) * y2;
|
||
|
t480 = py2 * t5 * y3;
|
||
|
t481 = - 2 * py3 * x3 * y3;
|
||
|
|
||
|
t482 = x2 * (t481 + t117);
|
||
|
t483 = x2 * x3 * y3 - t5 * y3 + (t448 + x2 * x3) * y2;
|
||
|
|
||
|
t484 = py1 * t483;
|
||
|
t485 = t431 + t43;
|
||
|
t486 = t485 * t142;
|
||
|
t487 = t5 * t158;
|
||
|
|
||
|
t488 = t446 * t142;
|
||
|
t489 = t5 * t168;
|
||
|
t490 = t489 + t488;
|
||
|
t491 = py1 * t490;
|
||
|
|
||
|
t492 = t463 * t142;
|
||
|
t493 = t5 * t173;
|
||
|
t494 = t493 + t492;
|
||
|
t495 = px1 * t494;
|
||
|
|
||
|
t496 = x1 * y1 * (t495 + t491 + t487 + t486);
|
||
|
t497 = t142 * t119;
|
||
|
t498 = x2 * y2 * t259;
|
||
|
|
||
|
t499 = t498 + t497;
|
||
|
t500 = px1 * t499;
|
||
|
t501 = t29 * (t500 + t381 + t151 + t146);
|
||
|
|
||
|
t502 = t429 * t142;
|
||
|
t503 = x2 * t370;
|
||
|
t504 = y2 * (t503 + t125 + t54);
|
||
|
t505 = x2 * t158;
|
||
|
|
||
|
t506 = - px3 * x3 * t142;
|
||
|
t507 = - px2 * x2 * t147;
|
||
|
t508 = py3 * x3 * t142;
|
||
|
|
||
|
t509 = y2 * (t118 + t471);
|
||
|
t510 = py2 * x2 * t147;
|
||
|
t511 = - py2 * t142;
|
||
|
|
||
|
t512 = y2 * (t138 + t107);
|
||
|
t513 = t172 + t512 + t511;
|
||
|
t514 = px1 * t513;
|
||
|
|
||
|
t515 = y2 * t259 + t142 * t255;
|
||
|
t516 = px1 * t515;
|
||
|
t517 = py1 * t454;
|
||
|
|
||
|
t518 = - py2 * x3 * t142;
|
||
|
t519 = t108 + t384;
|
||
|
t520 = x2 * t519;
|
||
|
|
||
|
t521 = y2 * (t520 + t307 + t135);
|
||
|
t522 = - py3 * x2 * t147;
|
||
|
t523 = py2 * t142;
|
||
|
|
||
|
t524 = y2 * (t108 + t137);
|
||
|
t525 = - t147 + 2 * y2 * y3 - t142;
|
||
|
t526 = py1 * t525;
|
||
|
|
||
|
t527 = x2 * t147 + y2 * (t473 + t452) + x3 * t142;
|
||
|
t528 = py1 * t527;
|
||
|
t529 = px1 * t474;
|
||
|
|
||
|
t530 = px2 * x3 * t142;
|
||
|
t531 = px3 * x2 * t147;
|
||
|
|
||
|
t532 = - x2 * t147 + y2 * (t453 + t472) - x3 * t142;
|
||
|
t533 = px1 * t532;
|
||
|
|
||
|
t534 = - px2 * t142;
|
||
|
t535 = t147 - 2 * y2 * y3 + t142;
|
||
|
t536 = px1 * t535;
|
||
|
|
||
|
t537 = t447 + t445;
|
||
|
t538 = py1 * t537;
|
||
|
t539 = t464 + t462;
|
||
|
t540 = px1 * t539;
|
||
|
|
||
|
t541 = 2 * px3 * py2 * t2;
|
||
|
t542 = - 2 * px2 * py3 * t2;
|
||
|
t543 = x2 * t446 * y2;
|
||
|
|
||
|
t544 = t5 * t205;
|
||
|
t545 = t544 + t543;
|
||
|
t546 = py1 * t545;
|
||
|
t547 = x2 * t463 * y2;
|
||
|
|
||
|
t548 = t5 * t119;
|
||
|
t549 = t548 + t547;
|
||
|
t550 = px1 * t549;
|
||
|
t551 = x2 * t265;
|
||
|
|
||
|
t552 = (t389 + t10 + t551) * y2;
|
||
|
t553 = t5 * t154;
|
||
|
t554 = 2 * px3 * t2;
|
||
|
|
||
|
t555 = (t554 + t393 + t110) * y2;
|
||
|
t556 = t5 * t90;
|
||
|
t557 = py3 * x2 * x3;
|
||
|
|
||
|
t558 = - 2 * py3 * t2;
|
||
|
t559 = (t558 + t399 + t557) * y2;
|
||
|
t560 = py2 * x2 * x3 * y3;
|
||
|
|
||
|
t561 = t138 + t361;
|
||
|
t562 = t5 * t561;
|
||
|
t563 = t390 * t142;
|
||
|
t564 = t5 * t150;
|
||
|
|
||
|
t565 = - px2 * t2 * t142;
|
||
|
t566 = - px3 * t5 * t147;
|
||
|
t567 = t566 + t214 + t565;
|
||
|
|
||
|
t568 = py1 * t567;
|
||
|
t569 = py2 * t2 * t142;
|
||
|
t570 = x2 * y2 * (t118 + t135);
|
||
|
|
||
|
t571 = py3 * t5 * t147;
|
||
|
t572 = t571 + t570 + t569;
|
||
|
t573 = px1 * t572;
|
||
|
t574 = t86 + t68;
|
||
|
|
||
|
t575 = x2 * t574;
|
||
|
t576 = (t78 + t575) * y2;
|
||
|
t577 = 2 * px2 * x3 * y3;
|
||
|
|
||
|
t578 = x2 * (t87 + t577);
|
||
|
t579 = px1 * t527;
|
||
|
|
||
|
t580 = - t5 * t147 + 2 * x2 * x3 * y2 * y3 - t2 * t142;
|
||
|
t581 = px1 * t580;
|
||
|
t582 = t305 + t133;
|
||
|
|
||
|
t583 = x2 * t582;
|
||
|
t584 = (t419 + t583) * y2;
|
||
|
t585 = x2 * (t136 + t306);
|
||
|
|
||
|
t586 = py1 * t532;
|
||
|
t587 = - py3 * t2 * t142;
|
||
|
t588 = x2 * y2 * (t136 + t117);
|
||
|
|
||
|
t589 = - py2 * t5 * t147;
|
||
|
t590 = t5 * t147 - 2 * x2 * x3 * y2 * y3 + t2 * t142;
|
||
|
|
||
|
t591 = py1 * t590;
|
||
|
t592 = t400 + t466 + t465;
|
||
|
t593 = px1 * t592;
|
||
|
t594 = t309 + t279;
|
||
|
|
||
|
t595 = t198 + t311;
|
||
|
t596 = x2 * t378;
|
||
|
t597 = t596 + t408 * y2;
|
||
|
t598 = py1 * t597;
|
||
|
|
||
|
t599 = t256 + t116 * y2;
|
||
|
t600 = px1 * t599;
|
||
|
t601 = t178 + t366 + t534;
|
||
|
|
||
|
t602 = py1 * t601;
|
||
|
t603 = t181 + t524 + t523;
|
||
|
t604 = px1 * t603;
|
||
|
t605 = t265 * t142;
|
||
|
|
||
|
t606 = t423 + t144 + t143;
|
||
|
t607 = y2 * t606;
|
||
|
t608 = x2 * t150;
|
||
|
t609 = 2 * py2 * x3 * y3;
|
||
|
|
||
|
t610 = t362 + t137;
|
||
|
t611 = x2 * t610;
|
||
|
t612 = y2 * (t611 + t118 + t609);
|
||
|
|
||
|
t613 = py1 * t449;
|
||
|
t614 = t419 + t613 + t418 + t417;
|
||
|
t615 = py1 * t460;
|
||
|
|
||
|
t616 = py1 * t535;
|
||
|
t617 = t616 + t172 + t512 + t511;
|
||
|
t618 = t134 + t304;
|
||
|
|
||
|
t619 = t618 * t142;
|
||
|
t620 = - py3 * x2 * y3;
|
||
|
t621 = y2 * (t135 + t620);
|
||
|
|
||
|
t622 = x2 * (t388 + t180);
|
||
|
t623 = px1 * t467;
|
||
|
t624 = t623 + t78 + t102 + t101;
|
||
|
|
||
|
t625 = px1 * t483;
|
||
|
t626 = px1 * t525;
|
||
|
t627 = t167 + t626 + t354 + t353;
|
||
|
|
||
|
t628 = - 2 * px2 * x3;
|
||
|
t629 = t98 + t628;
|
||
|
t630 = t629 * t142;
|
||
|
t631 = - 2 * px3 * t147;
|
||
|
|
||
|
t632 = x2 * (t631 + t177);
|
||
|
t633 = - 2 * px2 * py3 * x3 * y3;
|
||
|
t634 = t633 + t197;
|
||
|
|
||
|
t635 = - 2 * px3 * py2 * t147;
|
||
|
t636 = t142 * t403;
|
||
|
t637 = x2 * y2 * t173;
|
||
|
|
||
|
t638 = t637 + t636;
|
||
|
t639 = px1 * t638;
|
||
|
t640 = t589 + t588 + t587;
|
||
|
t641 = px1 * t640;
|
||
|
|
||
|
t642 = px1 * t590;
|
||
|
t643 = py1 * t580;
|
||
|
|
||
|
t644 = (x0 * (px0 * (y1 * (x1 * (t528 + t522 + t612 + t518)
|
||
|
+ t643 + t571 + t570 + t569)
|
||
|
+ t29 * t515 + x1 * t638 + t1 * (t615 + t444 + t443 + t442))
|
||
|
+ py0 * (y1 * (x1 * (t533 + t531 + t331 + t530)
|
||
|
+ t642 + t566 + t214 + t565)
|
||
|
+ x1 * t234 + t29 * t379 + t1 * (t625 + t439 + t438 + t437))
|
||
|
+ y1 * (x1 * (px1 * (t622 + t621 + t619) + py1 * (t632 + t299 + t630)
|
||
|
+ t608 + t607 + t605)
|
||
|
+ t641 + t243 + t564 + t563)
|
||
|
+ x1 * (t639 + t235 + x2 * y2 * (t284 + t635) + t142 * t634)
|
||
|
+ t29 * (t175 + t170)
|
||
|
+ t1 * (px1 * (t482 + t480 + t479) + py1 * (t459 + t79 + t458) + t434
|
||
|
+ t433 + t432))
|
||
|
+ y0 * (x0 * (py0 * (x1 * (t579 + t632 + t299 + t630)
|
||
|
+ t489 + t29 * t627
|
||
|
+ y1 * (x1 * t597 + t625 + t556 + t112 + t555) + t488
|
||
|
+ t624 * t1)
|
||
|
+ px0 * (x1 * (t586 + t622 + t621 + t619)
|
||
|
+ t29 * t617 + t493
|
||
|
+ y1 * (x1 * t599 + t615 + t562 + t560 + t559) + t492
|
||
|
+ t614 * t1)
|
||
|
+ x1 * (px1 * (t522 + t612 + t518) + py1 * (t531 + t331 + t530)
|
||
|
+ t608 + t607 + t605)
|
||
|
+ t29 * (t604 + t602) + t487
|
||
|
+ y1 * (x1 * (t600 + t598 + x2 * t595 + t594 * y2)
|
||
|
+ px1 * (t585 + t480 + t584) + py1 * (t578 + t79 + t576) + t267
|
||
|
+ t553 + t552) + t486 + (t593 + t302) * t1)
|
||
|
+ px0 * (x1 * (t591 + t589 + t588 + t587)
|
||
|
+ t29 * (t586 + t510 + t509 + t508)
|
||
|
+ y1 * (x1 * (t484 + t585 + t480 + t584) + t548 + t547) + t415 * t1)
|
||
|
+ py0 * (x1 * (t581 + t241 + t240 + t239)
|
||
|
+ t29 * (t579 + t507 + t250 + t506)
|
||
|
+ y1 * (x1 * (t461 + t578 + t79 + t576) + t544 + t543) + t411 * t1)
|
||
|
+ x1 * (t573 + t568 + t564 + t563)
|
||
|
+ t29 * (px1 * (t522 + t521 + t518) + py1 * (t531 + t225 + t530) + t505
|
||
|
+ t504 + t502)
|
||
|
+ y1 * (x1 * (px1 * (t562 + t560 + t559) + py1 * (t556 + t112 + t555)
|
||
|
+ t267 + t553 + t552)
|
||
|
+ t550 + t546 + t5 * (t322 + t273) + x2 * (t542 + t541) * y2)
|
||
|
+ (t540 + t538) * t1)
|
||
|
+ t161 * (py0 * (y1 * (x1 * (t536 + t178 + t366 + t534)
|
||
|
+ t533 + t531 + t225 + t530)
|
||
|
+ x1 * t169 + t208 + t1 * (t529 + t204 + t292 + t425) + t206)
|
||
|
+ px0 * (y1 * (t528 + x1 * (t181 + t526 + t524 + t523) + t522 + t521
|
||
|
+ t518)
|
||
|
+ x1 * t174 + t498 + t1 * (t517 + t118 + t428 + t427) + t497)
|
||
|
+ x1 * (t516 + t383)
|
||
|
+ y1 * (x1 * (t514 + t382) + px1 * (t510 + t509 + t508)
|
||
|
+ py1 * (t507 + t250 + t506) + t505 + t504
|
||
|
+ t502) + t151
|
||
|
+ t1 * (px1 * (t136 + t471 + t470) + py1 * (t87 + t249 + t451) + t423
|
||
|
+ t422) + t146) + t501 + t496
|
||
|
+ t14 * (px0 * (x1 * (t484 + t482 + t480 + t479)
|
||
|
+ t29 * (t475 + t136 + t471 + t470) + t404 + t402
|
||
|
+ (x1 * (t468 + t400 + t466 + t465) + t464 + t462) * y1)
|
||
|
+ py0 * (x1 * (t461 + t459 + t79 + t458)
|
||
|
+ t29 * (t455 + t87 + t249 + t451) + t396 + t395
|
||
|
+ (x1 * (t70 + t450 + t69 + t67) + t447 + t445) * y1)
|
||
|
+ x1 * (px1 * (t444 + t443 + t442) + py1 * (t439 + t438 + t437) + t434
|
||
|
+ t433 + t432)
|
||
|
+ t29 * (px1 * (t118 + t428 + t427) + py1 * (t204 + t292 + t425) + t423
|
||
|
+ t422) + t392 + t391
|
||
|
+ (x1 * (t421 + t104) + t416 + t412) * y1) + t407);
|
||
|
t645 = t5 * t265;
|
||
|
|
||
|
t646 = t115 + t114 + t132;
|
||
|
t647 = px1 * t646;
|
||
|
t648 = x2 * t485;
|
||
|
t649 = t32 * t5;
|
||
|
|
||
|
t650 = t70 + t393 + t73 * t5;
|
||
|
t651 = t400 + t399 + t106 * t5;
|
||
|
|
||
|
t652 = t540 + x1 * (px1 * t651 + py1 * t650 + t389 + t10 + t649) + t538 + t648
|
||
|
+ t29 * (t647 + t357 + t20 + t19 + t18) + t645;
|
||
|
t653 = t648 + t645;
|
||
|
|
||
|
t654 = t392 + t391;
|
||
|
t655 = px1 * t654;
|
||
|
t656 = t309 + t19;
|
||
|
t657 = x2 * t656;
|
||
|
|
||
|
t658 = (t389 + t657) * y2;
|
||
|
t659 = px3 * py2 * t5 * y3;
|
||
|
t660 = x2 * (t144 + t273);
|
||
|
|
||
|
t661 = - px3 * py2 * t5;
|
||
|
t662 = t431 + t27 + t661;
|
||
|
t663 = px1 * t662 + t24;
|
||
|
|
||
|
t664 = t5 * t429;
|
||
|
t665 = x2 * t390;
|
||
|
t666 = t665 + t664;
|
||
|
t667 = px3 * py2 * x2;
|
||
|
|
||
|
t668 = (t20 + t667) * y2;
|
||
|
t669 = x2 * t485 * y2;
|
||
|
t670 = t5 * t145;
|
||
|
t671 = t670 + t669;
|
||
|
|
||
|
t672 = px1 * t671;
|
||
|
t673 = t26 + t52;
|
||
|
t674 = x2 * t673;
|
||
|
t675 = (t389 + t674) * y2;
|
||
|
|
||
|
t676 = x2 * (t633 + t54);
|
||
|
t677 = px3 * t5;
|
||
|
t678 = t436 + t69 + t677;
|
||
|
|
||
|
t679 = px1 * t678 + t37 + t60 + t59;
|
||
|
t680 = - px3 * x2;
|
||
|
|
||
|
t681 = t203 + t298 + (t64 + t680) * y2;
|
||
|
t682 = px1 * t545;
|
||
|
t683 = - px3 * t5 * y3;
|
||
|
|
||
|
t684 = t578 + t683 + (t393 + t575) * y2;
|
||
|
t685 = 2 * py3 * x3;
|
||
|
t686 = t685 + t476;
|
||
|
|
||
|
t687 = 2 * py2 * t2;
|
||
|
t688 = px1 * (t419 + t441 + t131 * t5);
|
||
|
t689 = - px2 * py3 * x2;
|
||
|
|
||
|
t690 = 2 * px2 * py3 * x3;
|
||
|
t691 = (t690 + t94 + t689) * y2;
|
||
|
|
||
|
t692 = t330 + t204 + (t98 + t628 + t424) * y2;
|
||
|
t693 = t134 + t133 + t319;
|
||
|
|
||
|
t694 = px1 * (t140 + t118 + t117 + t693 * y2);
|
||
|
t695 = (t542 + t43 + t9) * y2;
|
||
|
|
||
|
t696 = t5 * t312;
|
||
|
t697 = 2 * px2 * t2;
|
||
|
t698 = t5 * t316 + t112 + (t78 + t697 + t110) * y2;
|
||
|
|
||
|
t699 = x2 * t253;
|
||
|
t700 = t5 * t255;
|
||
|
t701 = x2 * t403;
|
||
|
|
||
|
t702 = px1 * (t701 + t700 + (t419 + t441 + t699) * y2);
|
||
|
t703 = px2 * py3 * x2 * x3;
|
||
|
|
||
|
t704 = (t10 + t703) * y2;
|
||
|
t705 = px3 * py2 * x2 * x3 * y3;
|
||
|
t706 = (t20 + t279 + t689) * y2;
|
||
|
|
||
|
t707 = t439 + t111 + (t70 + t435) * y2;
|
||
|
t708 = t224 + t204 + (t296 + t64 + t424) * y2;
|
||
|
|
||
|
t709 = - 2 * py2;
|
||
|
t710 = 2 * py3;
|
||
|
t711 = py1 * t678;
|
||
|
|
||
|
t712 = t459 + t683 + (t393 + t457) * y2;
|
||
|
t713 = x2 * t116;
|
||
|
t714 = t5 * t139;
|
||
|
|
||
|
t715 = px1 * (t120 + t714 + (t400 + t399 + t713) * y2);
|
||
|
t716 = 2 * px2 * py3;
|
||
|
|
||
|
t717 = (t94 + (t716 + t15) * x2) * y2;
|
||
|
t718 = - 2 * px2;
|
||
|
|
||
|
t719 = t221 + t128 + t249 + (t98 + (px3 + t718) * x2) * y2;
|
||
|
|
||
|
t720 = px1 * (t256 + t136 + t135 + t646 * y2);
|
||
|
t721 = - px2 * py3 * t2 * t142;
|
||
|
|
||
|
t722 = - px3 * py2 * t5 * t147;
|
||
|
t723 = t722 + t237 + t721;
|
||
|
t724 = - px2 * py3 * x3 * t142;
|
||
|
|
||
|
t725 = y2 * (t54 + t124);
|
||
|
t726 = px1 * y2 * t257;
|
||
|
t727 = - px3 * py2 * x2 * t147;
|
||
|
|
||
|
t728 = y2 * (t87 + t127);
|
||
|
t729 = t531 + t728 + t530;
|
||
|
t730 = px2 * py3 * t2 * t142;
|
||
|
|
||
|
t731 = px3 * py2 * t5 * t147;
|
||
|
t732 = px1 * t397;
|
||
|
t733 = t251 + t299 + t248;
|
||
|
|
||
|
t734 = px2 * t2 * t142;
|
||
|
t735 = px3 * t5 * t147;
|
||
|
t736 = t735 + t240 + t734;
|
||
|
|
||
|
t737 = t389 + t10 + t649;
|
||
|
t738 = t731 + t189 + t730;
|
||
|
t739 = px1 * t738;
|
||
|
|
||
|
t740 = x2 * t165;
|
||
|
t741 = t740 + t204 + t203;
|
||
|
t742 = py1 * y2 * t741;
|
||
|
t743 = py1 * t736;
|
||
|
|
||
|
t744 = px2 * py3 * t142;
|
||
|
t745 = px1 * t567;
|
||
|
t746 = t148 + t364 + t744;
|
||
|
|
||
|
t747 = px3 * py2 * t5;
|
||
|
t748 = t389 + t95 + t747;
|
||
|
t749 = (t26 + t122) * y2;
|
||
|
|
||
|
t750 = x2 * t280;
|
||
|
t751 = (t431 + t750) * y2;
|
||
|
t752 = - px3 * py2 * t5 * y3;
|
||
|
|
||
|
t753 = x2 * (t322 + t143);
|
||
|
t754 = - px3 * t5;
|
||
|
t755 = t393 + t102 + t754;
|
||
|
|
||
|
t756 = t128 + t292 + (t68 + t126) * y2;
|
||
|
t757 = x2 * t297;
|
||
|
t758 = x2 * (t204 + t327);
|
||
|
|
||
|
t759 = t758 + t438 + (t436 + t757) * y2;
|
||
|
t760 = (t94 + t667) * y2;
|
||
|
|
||
|
t761 = t203 + t249 + (t98 + t680) * y2;
|
||
|
t762 = px1 * (t140 + t253 * y2);
|
||
|
|
||
|
t763 = - px3 * py2 * x2 * x3;
|
||
|
t764 = (t43 + t763) * y2;
|
||
|
t765 = - px2 * py3 * x2 * x3 * y3;
|
||
|
|
||
|
t766 = px3 * x2 * x3;
|
||
|
t767 = px2 * x2 * x3 * y3;
|
||
|
t768 = t767 + t79 + (t78 + t766) * y2;
|
||
|
|
||
|
t769 = px1 * (t120 + t700 + (t419 + t441 + t713) * y2);
|
||
|
t770 = t501 + t496 + t407;
|
||
|
|
||
|
t771 = px3 * py2 * x3 * t142;
|
||
|
t772 = y2 * (t313 + t633 + t54);
|
||
|
|
||
|
t773 = px2 * py3 * x2 * t147;
|
||
|
t774 = - px3 * py2 * t142;
|
||
|
t775 = t149 + t346 + t774;
|
||
|
|
||
|
t776 = y2 * (t317 + t87 + t577);
|
||
|
t777 = t507 + t776 + t506;
|
||
|
t778 = px3 * t142;
|
||
|
|
||
|
t779 = t177 + t354 + t778;
|
||
|
t780 = y2 * (t144 + t272);
|
||
|
t781 = y2 * (t203 + t292);
|
||
|
|
||
|
t782 = t531 + t781 + t530;
|
||
|
t783 = px1 * (t336 + t258 + t333);
|
||
|
t784 = t690 + t94;
|
||
|
|
||
|
t785 = x2 * t784;
|
||
|
t786 = (t431 + t785) * y2;
|
||
|
t787 = x2 * (t125 + t197);
|
||
|
|
||
|
t788 = x2 * t629;
|
||
|
t789 = x2 * (t221 + t128);
|
||
|
t790 = t789 + t438 + (t436 + t788) * y2;
|
||
|
|
||
|
t791 = - 2 * py2 * t2;
|
||
|
t792 = 2 * py3 * t2;
|
||
|
t793 = 2 * px2 * py3 * t2;
|
||
|
|
||
|
t794 = (t793 + t10 + t42) * y2;
|
||
|
t795 = t5 * t324;
|
||
|
t796 = - 2 * px2 * t2;
|
||
|
|
||
|
t797 = t5 * t329 + t80 + (t70 + t796 + t77) * y2;
|
||
|
|
||
|
t798 = px1 * (t701 + t714 + (t400 + t399 + t699) * y2);
|
||
|
|
||
|
t799 = px1 * (t5 * t259 + t401 * t142);
|
||
|
t800 = t429 * y2;
|
||
|
t801 = t503 + t800;
|
||
|
|
||
|
t802 = t487 + t486;
|
||
|
t803 = t673 * t142;
|
||
|
t804 = - 2 * px2 * py3 * t147;
|
||
|
|
||
|
t805 = x2 * (t804 + t148);
|
||
|
t806 = 2 * px2 * t147;
|
||
|
|
||
|
t807 = x2 * (t178 + t806) + t728 + t574 * t142;
|
||
|
t808 = py1 * t755;
|
||
|
t809 = py1 * t779;
|
||
|
|
||
|
t810 = y2 * (t58 + t144 + t273);
|
||
|
t811 = y2 * (t91 + t293 + t203);
|
||
|
|
||
|
t812 = t507 + t811 + t506;
|
||
|
t813 = px1 * (t260 + t335 + t254);
|
||
|
t814 = 2 * py2 * t147;
|
||
|
|
||
|
t815 = - 2 * py3 * t147;
|
||
|
t816 = (t389 + t42) * y2;
|
||
|
t817 = - py2 * py3 * t2;
|
||
|
|
||
|
t818 = (t817 + py2 * py3 * x2 * x3) * y2;
|
||
|
t819 = - py2 * py3 * t5 * y3;
|
||
|
|
||
|
t820 = py2 * py3 * x2 * x3 * y3;
|
||
|
t821 = px1 * (t820 + t819 + t818);
|
||
|
t822 = - py2 * py3 * t5;
|
||
|
|
||
|
t823 = 2 * py2 * py3 * x2 * x3;
|
||
|
t824 = px1 * (t817 + t823 + t822);
|
||
|
t825 = (t431 + t9) * y2;
|
||
|
|
||
|
t826 = py2 * py3 * t2;
|
||
|
t827 = (t826 - py2 * py3 * x2 * x3) * y2;
|
||
|
t828 = py2 * py3 * t5 * y3;
|
||
|
|
||
|
t829 = - py2 * py3 * x2 * x3 * y3;
|
||
|
t830 = px1 * (t829 + t828 + t827);
|
||
|
|
||
|
t831 = (py2 * py3 * x2 - py2 * py3 * x3) * y2;
|
||
|
t832 = - py2 * py3 * x2 * y3;
|
||
|
|
||
|
t833 = py2 * py3 * x3 * y3;
|
||
|
t834 = px1 * (t833 + t832 + t831);
|
||
|
|
||
|
t835 = (t690 + t94 + t122) * y2;
|
||
|
t836 = px1 * t693;
|
||
|
t837 = - py2 * t5 * y3;
|
||
|
|
||
|
t838 = t560 + t837 + (t400 + t557) * y2;
|
||
|
t839 = x2 * t205;
|
||
|
|
||
|
t840 = py1 * (t839 + x2 * t408 * y2);
|
||
|
t841 = (t20 + t51) * y2;
|
||
|
t842 = - py3 * x2;
|
||
|
|
||
|
t843 = py2 * x2 * y3;
|
||
|
t844 = t135 + t843 + (t115 + t842) * y2;
|
||
|
|
||
|
t845 = py1 * (t740 + t87 + t128 + (t98 + t68 + t63) * y2);
|
||
|
t846 = py2 * py3 * t5;
|
||
|
|
||
|
t847 = - 2 * py2 * py3 * x2 * x3;
|
||
|
t848 = - py2 * x2 * x3;
|
||
|
t849 = - py3 * x2 * x3 * y3;
|
||
|
|
||
|
t850 = t849 + t480 + (t419 + t848) * y2;
|
||
|
t851 = (py2 * py3 * x3 - py2 * py3 * x2) * y2;
|
||
|
|
||
|
t852 = py2 * py3 * x2 * y3;
|
||
|
t853 = - py2 * py3 * x3 * y3;
|
||
|
t854 = x2 * t561;
|
||
|
|
||
|
t855 = t854 + t136 + (t305 + t133 + t469) * y2;
|
||
|
t856 = py2 * py3 * t2 * t142;
|
||
|
|
||
|
t857 = - 2 * py2 * py3 * x2 * x3 * y2 * y3;
|
||
|
t858 = py2 * py3 * t5 * t147;
|
||
|
|
||
|
t859 = px1 * (t858 + t857 + t856);
|
||
|
t860 = - py2 * py3 * x3 * t142;
|
||
|
|
||
|
t861 = y2 * (t833 + t852);
|
||
|
t862 = - py2 * py3 * x2 * t147;
|
||
|
|
||
|
t863 = px1 * (t862 + t861 + t860);
|
||
|
t864 = - py2 * py3 * t2 * t142;
|
||
|
|
||
|
t865 = 2 * py2 * py3 * x2 * x3 * y2 * y3;
|
||
|
t866 = - py2 * py3 * t5 * t147;
|
||
|
|
||
|
t867 = py3 * t2 * t142;
|
||
|
t868 = py2 * t5 * t147;
|
||
|
t869 = t868 + t570 + t867;
|
||
|
|
||
|
t870 = py2 * py3 * x3 * t142;
|
||
|
t871 = y2 * (t853 + t832);
|
||
|
t872 = py2 * py3 * x2 * t147;
|
||
|
|
||
|
t873 = - py3 * x3 * t142;
|
||
|
t874 = - py2 * x2 * t147;
|
||
|
t875 = t874 + t521 + t873;
|
||
|
|
||
|
t876 = py2 * x3 * t142;
|
||
|
t877 = py3 * x2 * t147;
|
||
|
t878 = t877 + t509 + t876;
|
||
|
|
||
|
t879 = t287 * t142;
|
||
|
t880 = t596 + t87 + t128;
|
||
|
t881 = y2 * t880;
|
||
|
t882 = x2 * t207;
|
||
|
|
||
|
t883 = py1 * (t882 + t881 + t879);
|
||
|
t884 = py1 * t662;
|
||
|
|
||
|
t885 = px1 * (t826 + t847 + t846);
|
||
|
t886 = 2 * px3 * py2;
|
||
|
|
||
|
t887 = (t94 + (t31 + t886) * x2) * y2;
|
||
|
t888 = px1 * (t853 + t852 + t851);
|
||
|
|
||
|
t889 = py1 * t738;
|
||
|
t890 = px1 * (t866 + t865 + t864);
|
||
|
|
||
|
t891 = px1 * (t872 + t871 + t870);
|
||
|
t892 = t656 * t142;
|
||
|
t893 = x2 * (t157 + t635);
|
||
|
|
||
|
t894 = t221 + t577;
|
||
|
t895 = x2 * t253 * y2;
|
||
|
t896 = t701 + t895;
|
||
|
t897 = px1 * t896;
|
||
|
|
||
|
t898 = (t20 + t279 + t122) * y2;
|
||
|
|
||
|
t899 = py1 * (t596 + t204 + t203 + (t65 + t64 + t97) * y2);
|
||
|
t900 = t385 + t107;
|
||
|
|
||
|
t901 = x2 * t900;
|
||
|
t902 = t901 + t136 + (t115 + t476 + t469) * y2;
|
||
|
t903 = px1 * t869;
|
||
|
|
||
|
t904 = t874 + t612 + t873;
|
||
|
t905 = t408 * t142;
|
||
|
t906 = y2 * t741;
|
||
|
t907 = x2 * t168;
|
||
|
|
||
|
t908 = py1 * (t907 + t906 + t905);
|
||
|
t909 = - py2 * py3 * t142;
|
||
|
|
||
|
t910 = 2 * py2 * py3 * y2 * y3;
|
||
|
t911 = - py2 * py3 * t147;
|
||
|
|
||
|
t912 = px1 * (t911 + t910 + t909);
|
||
|
t913 = t912 + py1 * t376;
|
||
|
|
||
|
t914 = t481 + t117 + t428 + (t133 + (py3 + t709) * x2) * y2;
|
||
|
t915 = 2 * px3;
|
||
|
|
||
|
t916 = t138 + t137 + t131 * y2;
|
||
|
t917 = px1 * t916;
|
||
|
|
||
|
t918 = py1 * (t167 + t166 + t73 * t142);
|
||
|
t919 = py3 * t142;
|
||
|
t920 = t171 + t524 + t919;
|
||
|
|
||
|
t921 = px1 * t920;
|
||
|
t922 = py2 * py3 * t142;
|
||
|
t923 = - 2 * py2 * py3 * y2 * y3;
|
||
|
|
||
|
t924 = py2 * py3 * t147;
|
||
|
t925 = py1 * t513 + t924 + t923 + t922;
|
||
|
t926 = py1 * t420;
|
||
|
|
||
|
t927 = py1 * t640;
|
||
|
t928 = t685 + t114;
|
||
|
t929 = x2 * (t172 + t814) + t621 + t928 * t142;
|
||
|
|
||
|
t930 = px1 * (t924 + t923 + t922);
|
||
|
t931 = t930 + py1 * t347;
|
||
|
|
||
|
t932 = py1 * t920 + t911 + t910 + t909;
|
||
|
t933 = t315 + t222;
|
||
|
t934 = py1 * t654;
|
||
|
|
||
|
t935 = (t10 + t750) * y2;
|
||
|
t936 = t824 + py1 * t263;
|
||
|
t937 = py1 * t671;
|
||
|
|
||
|
t938 = (t19 + t689) * y2;
|
||
|
t939 = (t10 + t785) * y2;
|
||
|
t940 = t296 + t314;
|
||
|
|
||
|
t941 = py1 * (t78 + t436 + t62 * t5);
|
||
|
t942 = (t26 + t52 + t667) * y2;
|
||
|
|
||
|
t943 = py1 * (t740 + t204 + t203 + t99 * y2);
|
||
|
|
||
|
t944 = t611 + t118 + (t134 + t304 + t426) * y2;
|
||
|
t945 = (t431 + t541 + t42) * y2;
|
||
|
|
||
|
t946 = t5 * t199;
|
||
|
t947 = t5 * t900 + t560 + (t419 + t791 + t557) * y2;
|
||
|
t948 = x2 * t287;
|
||
|
|
||
|
t949 = t5 * t378;
|
||
|
t950 = py1 * (t289 + t949 + (t78 + t436 + t948) * y2);
|
||
|
|
||
|
t951 = - py3 * t5;
|
||
|
t952 = t441 + t466 + t951;
|
||
|
t953 = py1 * t952 + t826 + t847 + t846;
|
||
|
|
||
|
t954 = py3 * x2;
|
||
|
t955 = t117 + t620 + (t114 + t954) * y2;
|
||
|
t956 = py1 * t549;
|
||
|
|
||
|
t957 = py3 * t5 * y3;
|
||
|
t958 = t585 + t957 + (t399 + t583) * y2;
|
||
|
t959 = (t389 + t763) * y2;
|
||
|
|
||
|
t960 = (t309 + t19 + t667) * y2;
|
||
|
t961 = - 2 * px3;
|
||
|
t962 = px1 * t952;
|
||
|
t963 = x2 * t408;
|
||
|
|
||
|
t964 = t5 * t165;
|
||
|
t965 = py1 * (t839 + t964 + (t70 + t393 + t963) * y2);
|
||
|
|
||
|
t966 = t482 + t957 + (t399 + t478) * y2;
|
||
|
t967 = - 2 * px3 * py2;
|
||
|
|
||
|
t968 = (t26 + (t16 + t967) * x2) * y2;
|
||
|
|
||
|
t969 = t307 + t135 + t471 + (t134 + (t130 + t359) * x2) * y2;
|
||
|
|
||
|
t970 = py1 * (t596 + t87 + t128 + t66 * y2);
|
||
|
t971 = t444 + t837 + (t400 + t440) * y2;
|
||
|
|
||
|
t972 = t520 + t118 + (t685 + t114 + t426) * y2;
|
||
|
t973 = py1 * t405;
|
||
|
|
||
|
t974 = t877 + t621 + t876;
|
||
|
t975 = - py2 * t2 * t142;
|
||
|
t976 = - py3 * t5 * t147;
|
||
|
|
||
|
t977 = t976 + t588 + t975;
|
||
|
t978 = py1 * y2 * t880;
|
||
|
t979 = y2 * (t136 + t843);
|
||
|
|
||
|
t980 = t522 + t979 + t518;
|
||
|
t981 = py1 * t276;
|
||
|
t982 = py1 * t572;
|
||
|
t983 = px1 * y2 * t334;
|
||
|
|
||
|
t984 = px1 * t977;
|
||
|
t985 = (t94 + t51) * y2;
|
||
|
t986 = (t43 + t657) * y2;
|
||
|
|
||
|
t987 = (t26 + t689) * y2;
|
||
|
t988 = t117 + t471 + (t134 + t954) * y2;
|
||
|
|
||
|
t989 = py1 * (t740 + t287 * y2);
|
||
|
t990 = (t431 + t703) * y2;
|
||
|
t991 = - py3 * x2 * x3;
|
||
|
|
||
|
t992 = - py2 * x2 * x3 * y3;
|
||
|
t993 = t992 + t480 + (t419 + t991) * y2;
|
||
|
|
||
|
t994 = py1 * (t839 + t949 + (t78 + t436 + t963) * y2);
|
||
|
t995 = py3 * t5;
|
||
|
|
||
|
t996 = t399 + t418 + t995;
|
||
|
t997 = t135 + t428 + (t133 + t842) * y2;
|
||
|
t998 = x2 * t928;
|
||
|
|
||
|
t999 = x2 * (t118 + t609);
|
||
|
t1000 = t999 + t443 + (t441 + t998) * y2;
|
||
|
|
||
|
t1001 = y2 * (t901 + t136 + t306);
|
||
|
t1002 = t510 + t1001 + t508;
|
||
|
t1003 = - py3 * t142;
|
||
|
|
||
|
t1004 = t180 + t512 + t1003;
|
||
|
t1005 = y2 * (t117 + t428);
|
||
|
t1006 = t522 + t1005 + t518;
|
||
|
|
||
|
t1007 = py1 * (t907 + t881 + t905);
|
||
|
t1008 = y2 * (t854 + t481 + t117);
|
||
|
|
||
|
t1009 = t510 + t1008 + t508;
|
||
|
t1010 = 2 * px3 * t147;
|
||
|
|
||
|
t1011 = py1 * (t5 * t207 + t394 * t142);
|
||
|
t1012 = t784 * t142;
|
||
|
|
||
|
t1013 = 2 * px3 * py2 * t147;
|
||
|
t1014 = x2 * (t149 + t1013);
|
||
|
|
||
|
t1015 = py1 * (t882 + t906 + t879);
|
||
|
t1016 = x2 * (t181 + t387) + t979 + t582 * t142;
|
||
|
|
||
|
t1017 = (t43 + t674) * y2;
|
||
|
t1018 = x2 * t618;
|
||
|
t1019 = x2 * (t307 + t135);
|
||
|
|
||
|
t1020 = t1019 + t443 + (t441 + t1018) * y2;
|
||
|
t1021 = - 2 * px3 * t2;
|
||
|
|
||
|
t1022 = - 2 * px3 * py2 * t2;
|
||
|
t1023 = (t389 + t1022 + t9) * y2;
|
||
|
t1024 = t5 * t57;
|
||
|
|
||
|
t1025 = t5 * t610 + t849 + (t400 + t687 + t848) * y2;
|
||
|
|
||
|
t1026 = py1 * (t289 + t964 + (t70 + t393 + t948) * y2);
|
||
|
t1027 = px1 * t996;
|
||
|
|
||
|
t1028 = px1 * t1004;
|
||
|
t1029 = x2 * t429 * y2;
|
||
|
t1030 = (t436 + t110) * y2;
|
||
|
|
||
|
t1031 = (t441 + t557) * y2;
|
||
|
t1032 = (t393 + t77) * y2;
|
||
|
t1033 = (t399 + t848) * y2;
|
||
|
|
||
|
t1034 = (t26 + t94 + t18) * y2;
|
||
|
t1035 = (t64 + t85) * y2;
|
||
|
t1036 = (t114 + t469) * y2;
|
||
|
|
||
|
t1037 = (t98 + t628 + t126) * y2;
|
||
|
t1038 = (t134 + t304 + t842) * y2;
|
||
|
|
||
|
t1039 = (t20 + t19 + t96) * y2;
|
||
|
t1040 = (t296 + t64 + t126) * y2;
|
||
|
|
||
|
t1041 = (t685 + t114 + t842) * y2;
|
||
|
t1042 = (t98 + (t961 + px2) * x2) * y2;
|
||
|
|
||
|
t1043 = t456 * t142;
|
||
|
t1044 = x2 * (t1010 + t166);
|
||
|
|
||
|
t1045 = (t134 + (t710 + t105) * x2) * y2;
|
||
|
t1046 = t477 * t142;
|
||
|
|
||
|
t1047 = x2 * (t815 + t171);
|
||
|
t1048 = t32 * t142;
|
||
|
t1049 = t171 + t526 + t524 + t919;
|
||
|
|
||
|
t1050 = t536 + t166 + t366 + t365;
|
||
|
t1051 = (t389 + t10 + t430) * y2;
|
||
|
|
||
|
t1052 = (t393 + t766) * y2;
|
||
|
t1053 = (t399 + t991) * y2;
|
||
|
t1054 = t17 * t5;
|
||
|
|
||
|
t1055 = (t431 + t43 + t551) * y2;
|
||
|
t1056 = (t1021 + t436 + t77) * y2;
|
||
|
t1057 = t5 * t223;
|
||
|
|
||
|
t1058 = (t792 + t441 + t848) * y2;
|
||
|
t1059 = t5 * t519;
|
||
|
t1060 = t338 * y2;
|
||
|
|
||
|
t1061 = (t86 + t68 + t680) * y2;
|
||
|
t1062 = (t305 + t133 + t954) * y2;
|
||
|
|
||
|
t1063 = (t115 + t426) * y2;
|
||
|
t1064 = (t400 + t1018) * y2;
|
||
|
t1065 = (t65 + t424) * y2;
|
||
|
|
||
|
t1066 = (t70 + t788) * y2;
|
||
|
t1067 = (t70 + t757) * y2;
|
||
|
t1068 = (t400 + t998) * y2;
|
||
|
|
||
|
t1069 = t21 * y2;
|
||
|
t1070 = (t68 + (t915 + t61) * x2) * y2;
|
||
|
|
||
|
t1071 = (t133 + (t360 + py2) * x2) * y2;
|
||
|
t1072 = (t115 + t476 + t954) * y2;
|
||
|
|
||
|
t1073 = (t65 + t314 + t680) * y2;
|
||
|
|
||
|
trans->m[0][0]
|
||
|
= (x0 * (px0 * (x1 * (px1 * (y2 * (t388 + t387) + t142 * t386)
|
||
|
+ t383 + t372 + t371)
|
||
|
+ y1 * (x1 * (t369 + t382 + t156 + t346 + t345)
|
||
|
+ t337 + py1 * t301 + t285 + t283 + t281) + t381 + t151
|
||
|
+ t1 * (t141 + py1 * t92 + t58 + t54 + t53) + t146)
|
||
|
+ py0 * (y1 * (x1 * t380 + px1 * t332 + t219 + t218 + t217)
|
||
|
+ px1 * t234 + px1 * x1 * t379 + t1 * (px1 * t129 + t49 + t48 + t47))
|
||
|
+ y1 * (x1 * t377 + px1 * (t202 + t326 + t196) + t195) + px1 * t374
|
||
|
+ px1 * x1 * t373 + t1 * (px1 * (t125 + t124 + t123) + t269))
|
||
|
+ y0 * (x0 * (px0 * (t261 + x1 * (t369 + t368 + t157 + t364 + t363) + py1 * t227
|
||
|
+ t202
|
||
|
+ y1
|
||
|
* (x1
|
||
|
* (px1 * (t362 + t361 + (t360 + t359) * y2)
|
||
|
+ t358 + t153 + t55 + t339)
|
||
|
+ t320 + py1 * t294 + t144 + t273 + t272 + t271)
|
||
|
+ t201 + t196 + (t357 + t20 + t19 + t18) * t1)
|
||
|
+ py0 * (x1 * t356 + px1 * t252 + t194
|
||
|
+ y1 * (px1 * t318 + px1 * x1 * t349 + t84 + t83 + t82)
|
||
|
+ t193 + t192 + px1 * t99 * t1) + x1 * t348
|
||
|
+ px1 * (t247 + t246 + t244) + t278
|
||
|
+ y1 * (px1 * (t313 + t54 + t310) + t50 + px1 * x1 * t340)
|
||
|
+ px1 * t338 * t1)
|
||
|
+ px0 * (x1 * (t337 + py1 * t332 + t202 + t326 + t196)
|
||
|
+ t321 + px1 * t29 * t182 + t190
|
||
|
+ y1 * (x1 * (t320 + py1 * t318 + t313 + t54 + t310)
|
||
|
+ px1 * (x2 * t308 + x2 * (t305 + t304) * y2) + t303 + t267
|
||
|
+ t266) + t189 + t188 + (t302 + t10 + t27 + t25) * t1)
|
||
|
+ py0 * (x1 * (px1 * t301 + t194 + t193 + t192)
|
||
|
+ t295 + px1 * t29 * t179 + t186
|
||
|
+ y1 * (x1 * (px1 * t294 + t49 + t48 + t47) + px1 * t290) + t185 + t184
|
||
|
+ (t286 + t3 + t23 + t22) * t1)
|
||
|
+ x1 * (px1 * (t285 + t283 + t281) + t278) + t277 + t275 + px1 * t29 * t274
|
||
|
+ y1 * (x1 * (px1 * (t144 + t273 + t272 + t271) + t269) + px1 * t268)
|
||
|
+ (t264 + t262) * t1)
|
||
|
+ px0 * (y1 * (x1 * (t261 + py1 * t252 + t247 + t246 + t244)
|
||
|
+ t243 + t238 + t237 + t236)
|
||
|
+ x1 * (t235 + t230 + t229) + px1 * t29 * t174
|
||
|
+ t1 * (t121 + py1 * t81 + t46 + t45 + t44))
|
||
|
+ py0 * (y1 * (x1 * (px1 * t227 + t219 + t218 + t217)
|
||
|
+ px1 * t216 + t212 + t211 + t210)
|
||
|
+ px1 * t29 * t169 + px1 * x1 * t209 + t1 * (px1 * t113 + t40 + t39 + t38))
|
||
|
+ y1 * (x1 * (px1 * (t202 + t201 + t196) + t195) + px1 * t191 + t187)
|
||
|
+ px0 * t161 * t183 + px1 * t29 * t160 + px1 * x1 * t152
|
||
|
+ t14 * (px0 * (x1 * (t141 + py1 * t129 + t125 + t124 + t123)
|
||
|
+ t121 + py1 * t113 + px1 * t29 * t109 + t13 + t12 + t11
|
||
|
+ (t104 + t43 + x1 * (t100 + t26 + t94 + t96) + t95 + t93) * y1)
|
||
|
+ py0 * (x1 * (px1 * t92 + t84 + t83 + t82)
|
||
|
+ px1 * t81 + px1 * t29 * t76 + t7 + t6 + t4
|
||
|
+ (px1 * t71 + t37 + px1 * x1 * t66 + t60 + t59) * y1)
|
||
|
+ x1 * (px1 * (t58 + t54 + t53) + t50) + px1 * (t46 + t45 + t44) + t41
|
||
|
+ px1 * t29 * t36 + (px1 * t28 + t24 + px1 * x1 * t21) * y1)
|
||
|
+ t1 * (px1 * (t13 + t12 + t11) + t8));
|
||
|
|
||
|
trans->m[0][1] =
|
||
|
(t161 * (px0 * (x1 * (t382 + t156 + t346 + t345)
|
||
|
+ py1 * t733 + t247
|
||
|
+ y1 * (t694 + x1 * (t358 + t153 + t55 + t339) + py1 * t681
|
||
|
+ t144 + t282 + t668) + t726 + t283 + t244
|
||
|
+ px1 * t646 * t1)
|
||
|
+ py0 * (x1 * (px1 * t601 + t343 + t342 + t341)
|
||
|
+ px1 * t729 + t219
|
||
|
+ y1 * (px1 * t692 + px1 * x1 * t76 + t49 + t48 + t47) + t218
|
||
|
+ t217 + px1 * t66 * t1) + x1 * (px1 * t746 + t375)
|
||
|
+ px1 * (t727 + t725 + t724) + t195
|
||
|
+ y1 * (px1 * (t325 + t143 + t691) + t269 + px1 * x1 * t36)
|
||
|
+ px1 * t21 * t1)
|
||
|
+ x0 * (py0 * (t29 * t356 + t745 + t212
|
||
|
+ y1
|
||
|
* (x1 * (px1 * t719 + t84 + t83 + t82)
|
||
|
+ px1 * t698 + t40 + t39 + t38) + px1 * x1 * y2 * t741
|
||
|
+ t211 + t210 + px1 * t650 * t1)
|
||
|
+ px0 * (t29 * (t602 + t148 + t364 + t744)
|
||
|
+ t743 + t722
|
||
|
+ y1 * (x1 * (t720 + py1 * t708 + t200 + t143 + t706)
|
||
|
+ t702 + py1 * t684 + t676 + t659 + t675)
|
||
|
+ x1 * (t607 + px1 * y2 * (x2 * (t362 + t361) + t481 + t609) + t742)
|
||
|
+ t237 + t721 + px1 * t651 * t1) + t29 * t348 + t739 + t187
|
||
|
+ y1 * (x1 * (px1 * (t125 + t197 + t245 + t717) + t50)
|
||
|
+ px1 * (t696 + t13 + t695) + t8) + px1 * x1 * y2 * t606
|
||
|
+ px1 * t737 * t1)
|
||
|
+ py0 * (x1 * (px1 * t736 + t186 + t185 + t184)
|
||
|
+ t29 * (px1 * t733 + t194 + t193 + t192)
|
||
|
+ y1 * (x1 * (px1 * t712 + t7 + t6 + t4) + t732) + px1 * t537 * t1)
|
||
|
+ px0 * (x1 * (t568 + t731 + t189 + t730)
|
||
|
+ t29 * (py1 * t729 + t727 + t726 + t725 + t724)
|
||
|
+ y1 * (x1 * (t715 + py1 * t707 + t705 + t12 + t704) + t546 + t670 + t669)
|
||
|
+ px1 * t539 * t1) + x1 * (px1 * t723 + t275)
|
||
|
+ t29 * (px1 * (t247 + t283 + t244) + t278)
|
||
|
+ y0 * (x0 * (px0 * (x1 * (t720 + py1 * t719 + t125 + t197 + t245 + t717)
|
||
|
+ t715 + py1 * t712 + t29 * (t162 + t35 + t34 + t33) + t660
|
||
|
+ t659 + t658
|
||
|
+ (t688 + t711 + t431
|
||
|
+ x1
|
||
|
* (px1 * (t305 + t304 + (t710 + t709) * x2)
|
||
|
+ t100 + t26 + t94 + t96) + t27 + t661)
|
||
|
* y1)
|
||
|
+ py0 * (x1 * (px1 * t708 + t49 + t48 + t47)
|
||
|
+ px1 * t707 + px1 * t29 * t349 + t40 + t39 + t38
|
||
|
+ (t286 + t3 + px1 * x1 * t99 + t23 + t22) * y1)
|
||
|
+ x1 * (px1 * (t200 + t143 + t706) + t269) + px1 * (t705 + t12 + t704)
|
||
|
+ t8 + px1 * t29 * t340 + (t264 + t262 + px1 * x1 * t338) * y1)
|
||
|
+ px0 * (x1 * (t702 + py1 * t698 + t696 + t13 + t695)
|
||
|
+ t29 * (t694 + py1 * t692 + t325 + t143 + t691) + t398 + t392 + t391
|
||
|
+ (x1 * (t688 + t104 + t43 + t95 + t93)
|
||
|
+ px1 * (x2 * (t558 + t687) + t5 * t686) + t412 + t665 + t664)
|
||
|
* y1)
|
||
|
+ py0 * (x1 * (px1 * t684 + t7 + t6 + t4) + t682
|
||
|
+ t29 * (px1 * t681 + t84 + t83 + t82)
|
||
|
+ (px1 * t411 + x1 * t679) * y1)
|
||
|
+ x1 * (px1 * (t676 + t659 + t675) + t41) + t672
|
||
|
+ t29 * (px1 * (t144 + t282 + t668) + t50) + (px1 * t666 + x1 * t663) * y1)
|
||
|
+ y1 * (x1 * (px1 * (t660 + t659 + t658) + t41) + t655) + px1 * t653 * t1
|
||
|
+ px0 * t652 * t14)
|
||
|
;
|
||
|
|
||
|
trans->m[0][2] =
|
||
|
(x0 * (px0 * (y1 * (x1 * (t813 + py1 * t807 + t805 + t725 + t803)
|
||
|
+ t799 + t568 + t731 + t189 + t730)
|
||
|
+ x1 * (px1 * (x2 * y2 * (t815 + t814) + t142 * t308)
|
||
|
+ t235 + t230 + t229) + t29 * (t170 + t159 + t155)
|
||
|
+ t1 * (t769 + py1 * t759 + t753 + t752 + t751))
|
||
|
+ py0 * (y1 * (x1 * (px1 * t812 + t194 + t193 + t192)
|
||
|
+ t295 + t186 + t185 + t184)
|
||
|
+ px1 * x1 * t234 + px1 * t29 * t379
|
||
|
+ t1 * (px1 * t768 + t7 + t6 + t4))
|
||
|
+ y1 * (x1 * (px1 * (t773 + t810 + t771) + t278) + t277 + t275)
|
||
|
+ px1 * x1 * t374 + px1 * t29 * t373
|
||
|
+ t1 * (px1 * (t765 + t45 + t764) + t41))
|
||
|
+ y0 * (x0 * (px0 * (x1 * (t813 + py1 * t812 + t773 + t810 + t771)
|
||
|
+ t495 + t29 * (t809 + t149 + t346 + t774)
|
||
|
+ y1
|
||
|
* (x1
|
||
|
* (px1 * (x2 * t386 + t686 * y2)
|
||
|
+ t598 + t503 + t800)
|
||
|
+ t798 + py1 * t790 + t787 + t752 + t786)
|
||
|
+ (t808 + t389 + t95 + t747) * t1)
|
||
|
+ py0 * (x1 * (px1 * t807 + t219 + t218 + t217)
|
||
|
+ px1 * t490 + t29 * t380
|
||
|
+ y1 * (px1 * x1 * t597 + px1 * t797 + t7 + t6 + t4)
|
||
|
+ t679 * t1)
|
||
|
+ x1 * (px1 * (t805 + t725 + t803) + t195) + px1 * t802
|
||
|
+ t29 * t377
|
||
|
+ y1 * (px1 * x1 * t801 + px1 * (t795 + t46 + t794) + t41)
|
||
|
+ t663 * t1)
|
||
|
+ px0 * (x1 * (t799 + t243 + t238 + t237 + t236)
|
||
|
+ t29 * (t783 + py1 * t777 + t773 + t772 + t771)
|
||
|
+ y1 * (x1 * (t798 + py1 * t797 + t795 + t46 + t794)
|
||
|
+ px1 * (t5 * (t481 + t609) + x2 * (t792 + t791) * y2)
|
||
|
+ t546 + t670 + t669) + (t538 + t648 + t645) * t1)
|
||
|
+ py0 * (x1 * (t745 + t212 + t211 + t210)
|
||
|
+ t29 * (px1 * t782 + t219 + t218 + t217)
|
||
|
+ y1 * (x1 * (px1 * t790 + t40 + t39 + t38) + t682)
|
||
|
+ px1 * t411 * t1) + x1 * (t739 + t187)
|
||
|
+ t29 * (px1 * (t727 + t780 + t724) + t195)
|
||
|
+ y1 * (x1 * (px1 * (t787 + t752 + t786) + t8) + t672)
|
||
|
+ px1 * t666 * t1)
|
||
|
+ t161 * (px0 * (y1
|
||
|
* (t783 + x1 * (t368 + t157 + t364 + t363) + py1 * t782
|
||
|
+ t727 + t780 + t724)
|
||
|
+ x1 * (t383 + t372 + t371) + t500
|
||
|
+ t1 * (t762 + py1 * t756 + t125 + t272 + t749))
|
||
|
+ py0 * (y1
|
||
|
* (x1 * (px1 * t779 + t352 + t351 + t350)
|
||
|
+ px1 * t777 + t194 + t193 + t192)
|
||
|
+ px1 * x1 * t169 + px1 * t209
|
||
|
+ t1 * (px1 * t761 + t84 + t83 + t82))
|
||
|
+ y1 * (x1 * (px1 * t775 + t344) + px1 * (t773 + t772 + t771)
|
||
|
+ t278) + px1 * x1 * t160
|
||
|
+ px1 * t152 + t1 * (px1 * (t144 + t245 + t760) + t50))
|
||
|
+ px0 * t770
|
||
|
+ t14 * (px0 * (x1 * (t769 + py1 * t768 + t765 + t45 + t764)
|
||
|
+ t29 * (t762 + py1 * t761 + t144 + t245 + t760) + t406
|
||
|
+ (t412 + x1 * (t711 + t431 + t27 + t661) + t665 + t664)
|
||
|
* y1)
|
||
|
+ py0 * (x1 * (px1 * t759 + t40 + t39 + t38)
|
||
|
+ t732 + t29 * (px1 * t756 + t49 + t48 + t47)
|
||
|
+ (px1 * t537 + x1 * (px1 * t755 + t3 + t23 + t22)) * y1)
|
||
|
+ x1 * (px1 * (t753 + t752 + t751) + t8) + t655
|
||
|
+ t29 * (px1 * (t125 + t272 + t749) + t269)
|
||
|
+ (x1 * (px1 * t748 + t262) + px1 * t653) * y1));
|
||
|
|
||
|
trans->m[1][0] = (x0 * (py0 * (x1 * (t516 + py1 * (y2 * (t631 + t806) + t142 * t933) + t372
|
||
|
+ t371)
|
||
|
+ y1 * (px1 * t929 + x1 * (t514 + t918 + t157 + t364 + t363) + t908
|
||
|
+ t893 + t725 + t892) + t500 + t151
|
||
|
+ t1 * (px1 * t855 + t845 + t325 + t125 + t835) + t146)
|
||
|
+ px0 * (y1 * (x1 * t932 + py1 * t904 + t872 + t871 + t870)
|
||
|
+ py1 * x1 * t515 + py1 * t638
|
||
|
+ t1 * (py1 * t844 + t833 + t832 + t831))
|
||
|
+ y1 * (x1 * t931 + t863 + py1 * (t247 + t810 + t244)) + py1 * t374
|
||
|
+ py1 * x1 * t373 + t1 * (t888 + py1 * (t54 + t282 + t841)))
|
||
|
+ y0 * (px0 * (x1 * (py1 * t929 + t862 + t861 + t860)
|
||
|
+ t927 + py1 * t29 * t182 + t858
|
||
|
+ y1 * (py1 * t896 + x1 * (py1 * t914 + t833 + t832 + t831)) + t857
|
||
|
+ t856 + (t926 + t817 + t823 + t822) * t1)
|
||
|
+ x0 * (px0 * (x1 * t925 + py1 * t878 + t862
|
||
|
+ y1
|
||
|
* (py1 * t902 + py1 * x1 * t916 + t853 + t852
|
||
|
+ t851) + t861 + t860
|
||
|
+ py1 * t693 * t1)
|
||
|
+ py0 * (x1 * (t921 + t918 + t156 + t346 + t345)
|
||
|
+ t883 + px1 * t875 + t247
|
||
|
+ y1 * (x1 * (t917 + py1 * (t328 + t88 + (t915 + t718) * y2)
|
||
|
+ t153 + t55 + t339)
|
||
|
+ t899 + px1 * t914 + t322 + t143 + t245 + t887) + t772
|
||
|
+ t244 + (t647 + t20 + t19 + t18) * t1) + x1 * t913 + t891
|
||
|
+ py1 * (t202 + t780 + t196)
|
||
|
+ y1 * (py1 * (t200 + t125 + t898) + t834 + py1 * x1 * t340)
|
||
|
+ py1 * t338 * t1)
|
||
|
+ py0 * (x1 * (t908 + px1 * t904 + t247 + t810 + t244)
|
||
|
+ t903 + py1 * t29 * t179 + t722
|
||
|
+ y1 * (x1 * (px1 * t902 + t899 + t200 + t125 + t898)
|
||
|
+ t897 + py1 * (x2 * t894 + x2 * (t86 + t628) * y2) + t267
|
||
|
+ t266) + t237 + t721 + (t593 + t389 + t95 + t747) * t1)
|
||
|
+ x1 * (py1 * (t893 + t725 + t892) + t891) + t890 + t889 + py1 * t29 * t274
|
||
|
+ y1 * (x1 * (t888 + py1 * (t322 + t143 + t245 + t887)) + py1 * t268)
|
||
|
+ (t885 + t884) * t1)
|
||
|
+ py0 * (y1 * (x1 * (t883 + px1 * t878 + t202 + t780 + t196)
|
||
|
+ t641 + t731 + t189 + t730)
|
||
|
+ x1 * (t639 + t230 + t229) + py1 * t29 * t169
|
||
|
+ t1 * (t840 + px1 * t850 + t13 + t752 + t825))
|
||
|
+ px0 * (y1 * (x1 * (py1 * t875 + t872 + t871 + t870)
|
||
|
+ py1 * t869 + t866 + t865 + t864)
|
||
|
+ py1 * x1 * t499 + py1 * t29 * t174
|
||
|
+ t1 * (py1 * t838 + t829 + t828 + t827))
|
||
|
+ y1 * (x1 * (t863 + py1 * (t247 + t772 + t244)) + t859 + py1 * t723)
|
||
|
+ py0 * t161 * t183 + py1 * t29 * t160 + py1 * x1 * t152
|
||
|
+ t14 * (px0 * (x1 * (py1 * t855 + t853 + t852 + t851)
|
||
|
+ py1 * t850 + py1 * t29 * t109 + t820 + t819 + t818
|
||
|
+ (py1 * t592 + t826 + py1 * x1 * t646 + t847 + t846) * y1)
|
||
|
+ py0 * (x1 * (t845 + px1 * t844 + t54 + t282 + t841)
|
||
|
+ t840 + px1 * t838 + py1 * t29 * t76 + t46 + t659 + t816
|
||
|
+ (t421 + t431 + x1 * (t836 + t26 + t94 + t96) + t27 + t661) * y1)
|
||
|
+ x1 * (py1 * (t325 + t125 + t835) + t834) + t830
|
||
|
+ py1 * (t13 + t752 + t825) + py1 * t29 * t36
|
||
|
+ (t824 + py1 * t748 + py1 * x1 * t21) * y1)
|
||
|
+ t1 * (t821 + py1 * (t46 + t659 + t816)))
|
||
|
;
|
||
|
|
||
|
trans->m[1][1] = (t161 * (px0 * (x1 * (py1 * t603 + t911 + t910 + t909)
|
||
|
+ py1 * t980 + t872
|
||
|
+ y1 * (py1 * t944 + py1 * x1 * t109 + t833 + t832 + t831) + t871
|
||
|
+ t870 + py1 * t646 * t1)
|
||
|
+ py0 * (x1 * (t514 + t157 + t364 + t363)
|
||
|
+ px1 * t974 + t202
|
||
|
+ y1 * (x1 * (t917 + t153 + t55 + t339)
|
||
|
+ t943 + px1 * t955 + t143 + t124 + t938) + t978 + t725
|
||
|
+ t196 + py1 * t66 * t1) + x1 * (t930 + py1 * t775) + t863
|
||
|
+ py1 * (t773 + t283 + t771)
|
||
|
+ y1 * (py1 * (t58 + t144 + t942) + t888 + py1 * x1 * t36)
|
||
|
+ py1 * t21 * t1)
|
||
|
+ x0 * (py0 * (t29 * (t604 + t149 + t346 + t774)
|
||
|
+ t984 + t190
|
||
|
+ y1 * (x1 * (px1 * t972 + t970 + t313 + t144 + t960)
|
||
|
+ px1 * t958 + t950 + t787 + t12 + t939)
|
||
|
+ x1 * (t607 + t983 + py1 * y2 * (x2 * (t328 + t88) + t293 + t327))
|
||
|
+ t189 + t188 + py1 * t650 * t1)
|
||
|
+ px0 * (t29 * t925 + t982 + t866
|
||
|
+ y1
|
||
|
* (x1 * (py1 * t969 + t853 + t852 + t851)
|
||
|
+ py1 * t947 + t829 + t828 + t827)
|
||
|
+ py1 * x1 * y2 * t334 + t865 + t864 + py1 * t651 * t1)
|
||
|
+ t29 * t913 + t859 + t981
|
||
|
+ y1 * (x1 * (t834 + py1 * (t633 + t54 + t272 + t968))
|
||
|
+ py1 * (t946 + t46 + t945) + t821) + py1 * x1 * y2 * t606
|
||
|
+ py1 * t737 * t1)
|
||
|
+ py0 * (x1 * (t573 + t238 + t237 + t236)
|
||
|
+ t29 * (px1 * t980 + t773 + t978 + t283 + t771)
|
||
|
+ y1 * (x1 * (t965 + px1 * t971 + t765 + t659 + t959) + t550 + t670 + t669)
|
||
|
+ py1 * t537 * t1)
|
||
|
+ px0 * (x1 * (py1 * t977 + t858 + t857 + t856)
|
||
|
+ t29 * (py1 * t974 + t862 + t861 + t860)
|
||
|
+ y1 * (x1 * (py1 * t966 + t820 + t819 + t818) + t973) + py1 * t539 * t1)
|
||
|
+ x1 * (t890 + py1 * t191) + t29 * (t891 + py1 * (t202 + t725 + t196))
|
||
|
+ y0 * (x0 * (px0 * (x1 * (py1 * t972 + t833 + t832 + t831)
|
||
|
+ py1 * t971 + py1 * t29 * t916 + t829 + t828 + t827
|
||
|
+ (t926 + t817 + py1 * x1 * t693 + t823 + t822) * y1)
|
||
|
+ py0 * (x1 * (t970 + px1 * t969 + t633 + t54 + t272 + t968)
|
||
|
+ px1 * t966 + t965 + t29 * (t163 + t35 + t34 + t33) + t753 + t12
|
||
|
+ t935
|
||
|
+ (t962 + t941 + t43
|
||
|
+ x1
|
||
|
* (t836 + py1 * (t86 + t628 + (t961 + t291) * x2)
|
||
|
+ t26 + t94 + t96) + t95 + t93)
|
||
|
* y1) + x1 * (py1 * (t313 + t144 + t960) + t888) + t821
|
||
|
+ py1 * (t765 + t659 + t959) + py1 * t29 * t340
|
||
|
+ (t885 + t884 + py1 * x1 * t338) * y1)
|
||
|
+ px0 * (x1 * (py1 * t958 + t820 + t819 + t818)
|
||
|
+ t956 + t29 * (py1 * t955 + t853 + t852 + t851)
|
||
|
+ (py1 * t415 + x1 * t953) * y1)
|
||
|
+ py0 * (x1 * (t950 + px1 * t947 + t946 + t46 + t945)
|
||
|
+ t29 * (px1 * t944 + t943 + t58 + t144 + t942) + t406 + t392 + t391
|
||
|
+ (x1 * (t421 + t941 + t431 + t27 + t661)
|
||
|
+ t416 + py1 * (x2 * (t554 + t796) + t5 * t940) + t665 + t664)
|
||
|
* y1) + x1 * (py1 * (t787 + t12 + t939) + t830)
|
||
|
+ t29 * (t834 + py1 * (t143 + t124 + t938)) + t937
|
||
|
+ (x1 * t936 + py1 * t666) * y1)
|
||
|
+ y1 * (x1 * (py1 * (t753 + t12 + t935) + t830) + t934) + py1 * t653 * t1
|
||
|
+ py0 * t652 * t14)
|
||
|
;
|
||
|
|
||
|
trans->m[1][2] = (y0 * (x0 * (px0 * (x1 * (py1 * t1016 + t872 + t871 + t870)
|
||
|
+ py1 * t494 + t29 * t932
|
||
|
+ y1
|
||
|
* (py1 * t1025 + py1 * x1 * t599 + t820 + t819
|
||
|
+ t818) + t953 * t1)
|
||
|
+ py0 * (x1 * (t1015 + px1 * t1009 + t727 + t326 + t724)
|
||
|
+ t29 * (t1028 + t148 + t364 + t744) + t491
|
||
|
+ y1
|
||
|
* (x1
|
||
|
* (t600 + py1 * (x2 * t933 + t940 * y2) + t503
|
||
|
+ t800)
|
||
|
+ px1 * t1020 + t1026 + t676 + t45 + t1017)
|
||
|
+ (t1027 + t10 + t27 + t25) * t1)
|
||
|
+ x1 * (py1 * (t1014 + t283 + t1012) + t863) + t29 * t931
|
||
|
+ py1 * t802
|
||
|
+ y1 * (py1 * x1 * t801 + py1 * (t1024 + t13 + t1023) + t830)
|
||
|
+ t936 * t1)
|
||
|
+ py0 * (t29 * (t1007 + px1 * t1002 + t727 + t201 + t724)
|
||
|
+ x1 * (t1011 + t641 + t731 + t189 + t730)
|
||
|
+ y1 * (x1 * (t1026 + px1 * t1025 + t1024 + t13 + t1023)
|
||
|
+ t550
|
||
|
+ py1
|
||
|
* (t5 * (t293 + t327) + x2 * (t1021 + t697) * y2)
|
||
|
+ t670 + t669) + (t540 + t648 + t645) * t1)
|
||
|
+ px0 * (x1 * (t982 + t866 + t865 + t864)
|
||
|
+ t29 * (py1 * t1006 + t872 + t871 + t870)
|
||
|
+ y1 * (x1 * (py1 * t1020 + t829 + t828 + t827) + t956)
|
||
|
+ py1 * t415 * t1) + x1 * (t859 + t981)
|
||
|
+ t29 * (t863 + py1 * (t773 + t246 + t771))
|
||
|
+ y1 * (x1 * (py1 * (t676 + t45 + t1017) + t821) + t937)
|
||
|
+ py1 * t666 * t1)
|
||
|
+ x0 * (py0 * (y1 * (x1 * (px1 * t1016 + t1015 + t1014 + t283 + t1012)
|
||
|
+ t1011 + t573 + t238 + t237 + t236)
|
||
|
+ x1 * (t639
|
||
|
+ py1 * (x2 * y2 * (t1010 + t300) + t142 * t894)
|
||
|
+ t230 + t229) + t29 * (t175 + t159 + t155)
|
||
|
+ t1 * (px1 * t1000 + t994 + t660 + t45 + t986))
|
||
|
+ px0 * (y1 * (x1 * (py1 * t1009 + t862 + t861 + t860)
|
||
|
+ t927 + t858 + t857 + t856)
|
||
|
+ py1 * t29 * t515 + py1 * x1 * t638
|
||
|
+ t1 * (py1 * t993 + t820 + t819 + t818))
|
||
|
+ y1 * (x1 * (t891 + py1 * (t727 + t326 + t724)) + t890 + t889)
|
||
|
+ py1 * x1 * t374 + py1 * t29 * t373
|
||
|
+ t1 * (t830 + py1 * (t705 + t752 + t990)))
|
||
|
+ t161 * (py0 * (x1 * (t516 + t372 + t371)
|
||
|
+ y1
|
||
|
* (x1 * (t921 + t156 + t346 + t345)
|
||
|
+ t1007 + px1 * t1006 + t773 + t246 + t771) + t381
|
||
|
+ t1 * (t989 + px1 * t997 + t54 + t245 + t985))
|
||
|
+ px0 * (y1
|
||
|
* (x1 * (py1 * t1004 + t924 + t923 + t922)
|
||
|
+ py1 * t1002 + t862 + t861 + t860)
|
||
|
+ py1 * t499 + py1 * x1 * t174
|
||
|
+ t1 * (py1 * t988 + t853 + t852 + t851))
|
||
|
+ y1 * (x1 * (t912 + py1 * t746) + t891
|
||
|
+ py1 * (t727 + t201 + t724))
|
||
|
+ py1 * x1 * t160 + py1 * t152
|
||
|
+ t1 * (t834 + py1 * (t143 + t272 + t987))) + py0 * t770
|
||
|
+ t14 * (px0 * (x1 * (py1 * t1000 + t829 + t828 + t827)
|
||
|
+ t973 + t29 * (py1 * t997 + t833 + t832 + t831)
|
||
|
+ (py1 * t539 + x1 * (py1 * t996 + t817 + t823 + t822))
|
||
|
* y1)
|
||
|
+ py0 * (x1 * (t994 + px1 * t993 + t705 + t752 + t990)
|
||
|
+ t29 * (t989 + px1 * t988 + t143 + t272 + t987) + t398
|
||
|
+ (t416 + x1 * (t962 + t43 + t95 + t93) + t665 + t664)
|
||
|
* y1) + x1 * (py1 * (t660 + t45 + t986) + t821)
|
||
|
+ t29 * (t888 + py1 * (t54 + t245 + t985)) + t934
|
||
|
+ (x1 * (t885 + py1 * t28) + py1 * t653) * y1));
|
||
|
|
||
|
trans->m[2][0] = (x0 * (px0 * (y1 * (x1 * t617 + t586 + t877 + t1008 + t876)
|
||
|
+ x1 * t515 + t637 + t1 * (t475 + t136 + t620 + t1036) + t636)
|
||
|
+ py0 * (y1 * (t579 + x1 * t627 + t251 + t811 + t248)
|
||
|
+ x1 * t379 + t233 + t1 * (t455 + t87 + t298 + t1035) + t232)
|
||
|
+ x1 * (t516 + t383 + y2 * (t804 + t1013) + t142 * t595)
|
||
|
+ y1 * (px1 * (t1047 + t979 + t1046)
|
||
|
+ x1 * (t921 + t368 + t157 + t156 + t1048)
|
||
|
+ py1 * (t1044 + t728 + t1043) + t505 + t607 + t502) + t500 + t381
|
||
|
+ t1 * (px1 * (t611 + t135 + t1038) + py1 * (t330 + t128 + t1037) + t423
|
||
|
+ t125 + t54 + t1034))
|
||
|
+ y0 * (x0 * (py0 * (x1 * t1050 + t533 + t226
|
||
|
+ y1 * (t529 + t224 + x1 * t349 + t128 + t1040)
|
||
|
+ t781 + t220 + t99 * t1)
|
||
|
+ px0 * (t528 + x1 * t1049 + t874
|
||
|
+ y1 * (t517 + x1 * t916 + t520 + t135 + t1041) + t1005
|
||
|
+ t873 + t693 * t1)
|
||
|
+ x1 * (t514 + t382 + t157 + t156 + t1048)
|
||
|
+ px1 * (t877 + t1001 + t876) + py1 * (t251 + t776 + t248) + t608
|
||
|
+ y1 * (x1 * (t917 + t358 + t56 + t323 + (t716 + t967) * y2)
|
||
|
+ px1 * (t118 + t609 + t471 + t1045)
|
||
|
+ py1 * (t204 + t327 + t249 + t1042) + t503 + t144 + t143
|
||
|
+ t1039) + t504 + t605 + (t647 + t357) * t1)
|
||
|
+ px0 * (x1 * (t528 + t1047 + t979 + t1046)
|
||
|
+ t643 + t29 * t182 + t571
|
||
|
+ y1 * (x1 * (t475 + t118 + t609 + t471 + t1045) + t701 + t895)
|
||
|
+ t570 + t569 + (t468 + t441 + t466 + t951) * t1)
|
||
|
+ py0 * (x1 * (t533 + t1044 + t728 + t1043)
|
||
|
+ t642 + t29 * t179 + t566
|
||
|
+ y1 * (x1 * (t455 + t204 + t327 + t249 + t1042) + t289 + t288)
|
||
|
+ t214 + t565 + (t436 + t450 + t69 + t677) * t1)
|
||
|
+ x1 * (px1 * (t877 + t1008 + t876) + py1 * (t251 + t811 + t248) + t505
|
||
|
+ t607 + t502) + t984 + t743
|
||
|
+ t29 * t274
|
||
|
+ y1 * (x1 * (px1 * (t520 + t135 + t1041) + py1 * (t224 + t128 + t1040)
|
||
|
+ t503 + t144 + t143 + t1039)
|
||
|
+ t897 + t303 + x2 * t634 + x2 * (t690 + t52) * y2)
|
||
|
+ (t1027 + t808) * t1)
|
||
|
+ py0 * (y1 * (x1 * (t579 + t251 + t776 + t248) + t581 + t735 + t240 + t734)
|
||
|
+ t29 * t169 + x1 * t209 + t1 * (t461 + t80 + t683 + t1032))
|
||
|
+ px0 * (y1 * (x1 * (t586 + t877 + t1001 + t876) + t591 + t976 + t588 + t975)
|
||
|
+ x1 * t499 + t29 * t174 + t1 * (t484 + t849 + t957 + t1033))
|
||
|
+ y1 * (x1 * (px1 * (t874 + t1005 + t873) + py1 * (t226 + t781 + t220) + t608
|
||
|
+ t504 + t605)
|
||
|
+ t573 + t568) + t161 * t183 + x1 * (t639 + t235) + t29 * t160
|
||
|
+ t14 * (px0 * (x1 * (t517 + t611 + t135 + t1038)
|
||
|
+ t615 + t29 * t109 + t560 + t443 + t1031
|
||
|
+ (t399 + t613 + x1 * t646 + t418 + t995) * y1)
|
||
|
+ py0 * (x1 * (t529 + t330 + t128 + t1037)
|
||
|
+ t625 + t29 * t76 + t112 + t438 + t1030
|
||
|
+ (t623 + t393 + t102 + x1 * t66 + t754) * y1)
|
||
|
+ x1 * (px1 * (t136 + t620 + t1036) + py1 * (t87 + t298 + t1035) + t423
|
||
|
+ t125 + t54 + t1034)
|
||
|
+ px1 * (t849 + t957 + t1033) + py1 * (t80 + t683 + t1032) + t434
|
||
|
+ t29 * t36 + t1029 + (t962 + t711 + x1 * (t836 + t100)) * y1)
|
||
|
+ t1 * (px1 * (t560 + t443 + t1031) + py1 * (t112 + t438 + t1030) + t434
|
||
|
+ t1029))
|
||
|
;
|
||
|
|
||
|
trans->m[2][1] = (t161 * (px0 * (x1 * (t616 + t180 + t512 + t1003)
|
||
|
+ t586 + t510 + y1 * (t475 + t854 + x1 * t109 + t117 + t1062)
|
||
|
+ t621 + t508 + t646 * t1)
|
||
|
+ py0 * (t579 + x1 * (t177 + t626 + t354 + t778) + t507
|
||
|
+ y1 * (t455 + x1 * t76 + t91 + t203 + t1061) + t299
|
||
|
+ t506 + t66 * t1) + x1 * (t921 + t368)
|
||
|
+ px1 * (t874 + t979 + t873) + py1 * (t226 + t728 + t220)
|
||
|
+ y1 * (x1 * (t917 + t358) + px1 * (t118 + t843 + t1063)
|
||
|
+ py1 * (t204 + t127 + t1065) + t423 + t144
|
||
|
+ t143 + t1060) + t504 + t21 * t1)
|
||
|
+ x0 * (py0 * (t29 * t1050 + t581 + t241
|
||
|
+ y1
|
||
|
* (x1 * (t529 + t87 + t577 + t292 + t1070)
|
||
|
+ t461 + t1057 + t80 + t1056) + x1 * y2 * t741 + t240
|
||
|
+ t239 + t650 * t1)
|
||
|
+ px0 * (t591 + t29 * t1049 + t589
|
||
|
+ y1 * (x1 * (t517 + t136 + t306 + t428 + t1071)
|
||
|
+ t484 + t1059 + t849 + t1058) + x1 * y2 * t334 + t588
|
||
|
+ t587 + t651 * t1) + t29 * (t1028 + t809) + t903 + t321
|
||
|
+ y1 * (x1 * (px1 * (t901 + t117 + t1072) + py1 * (t317 + t203 + t1073)
|
||
|
+ t503 + t125 + t54 + t1069)
|
||
|
+ px1 * (t1019 + t837 + t1064) + py1 * (t789 + t111 + t1066) + t267
|
||
|
+ t433 + t1055)
|
||
|
+ x1 * (y2 * (x2 * (t56 + t323) + t322 + t273) + t983 + t742) + t737 * t1)
|
||
|
+ py0 * (x1 * (t642 + t215 + t214 + t213) + t29 * (t533 + t226 + t728 + t220)
|
||
|
+ y1
|
||
|
* (x1 * (t625 + t758 + t111 + t1067)
|
||
|
+ t396 + t395) + t537 * t1)
|
||
|
+ px0 * (x1 * (t643 + t868 + t570 + t867) + t29 * (t528 + t874 + t979 + t873)
|
||
|
+ y1
|
||
|
* (x1 * (t615 + t999 + t837 + t1068)
|
||
|
+ t404 + t402) + t539 * t1)
|
||
|
+ x1 * (t641 + t243)
|
||
|
+ t29 * (px1 * (t510 + t621 + t508) + py1 * (t507 + t299 + t506) + t504)
|
||
|
+ y0 * (x0 * (py0 * (x1 * (t455 + t317 + t203 + t1073)
|
||
|
+ t461 + t29 * t349 + t767 + t683 + t1052
|
||
|
+ (t436 + t450 + x1 * t99 + t69 + t677) * y1)
|
||
|
+ px0 * (x1 * (t475 + t901 + t117 + t1072)
|
||
|
+ t484 + t29 * t916 + t992 + t957 + t1053
|
||
|
+ (t468 + t441 + t466 + x1 * t693 + t951) * y1)
|
||
|
+ x1 * (px1 * (t136 + t306 + t428 + t1071)
|
||
|
+ py1 * (t87 + t577 + t292 + t1070) + t503 + t125 + t54 + t1069)
|
||
|
+ px1 * (t999 + t837 + t1068) + py1 * (t758 + t111 + t1067)
|
||
|
+ t29 * (t163 + t162) + t434 + t553 + t1051
|
||
|
+ (t421 + t104 + t431 + t43
|
||
|
+ x1 * (t836 + t100 + t690 + t52 + (t270 + t886) * x2)
|
||
|
+ t1054)
|
||
|
* y1)
|
||
|
+ py0 * (x1 * (t625 + t789 + t111 + t1066)
|
||
|
+ t29 * (t529 + t204 + t127 + t1065) + t544 + t543
|
||
|
+ (x1 * t624 + t410 + t409) * y1)
|
||
|
+ px0 * (x1 * (t615 + t1019 + t837 + t1064)
|
||
|
+ t29 * (t517 + t118 + t843 + t1063) + t548 + t547
|
||
|
+ (x1 * t614 + t414 + t413) * y1)
|
||
|
+ t29 * (px1 * (t854 + t117 + t1062) + py1 * (t91 + t203 + t1061) + t423
|
||
|
+ t144 + t143 + t1060)
|
||
|
+ x1 * (px1 * (t1059 + t849 + t1058) + py1 * (t1057 + t80 + t1056) + t267
|
||
|
+ t433 + t1055) + t406 + t398
|
||
|
+ (t416 + x1 * (t962 + t711 + t431 + t43 + t1054) + t412
|
||
|
+ x2 * (t793 + t1022) + t5 * t594)
|
||
|
* y1)
|
||
|
+ y1 * (x1 * (px1 * (t992 + t957 + t1053) + py1 * (t767 + t683 + t1052) + t434
|
||
|
+ t553 + t1051)
|
||
|
+ t550 + t546) + t653 * t1 + t652 * t14)
|
||
|
;
|
||
|
trans->m[2][2] = t644;
|
||
|
}
|
||
|
|
||
|
static void
|
||
|
print_trans (const char *header, struct pixman_f_transform *trans)
|
||
|
{
|
||
|
int i, j;
|
||
|
double max;
|
||
|
|
||
|
max = 0;
|
||
|
|
||
|
printf ("%s\n", header);
|
||
|
|
||
|
for (i = 0; i < 3; ++i)
|
||
|
{
|
||
|
for (j = 0; j < 3; ++j)
|
||
|
{
|
||
|
double a = fabs (trans->m[i][j]);
|
||
|
|
||
|
if (a > max)
|
||
|
max = a;
|
||
|
}
|
||
|
}
|
||
|
|
||
|
if (max == 0.0)
|
||
|
max = 1.0;
|
||
|
|
||
|
for (i = 0; i < 3; ++i)
|
||
|
{
|
||
|
printf ("{ ");
|
||
|
for (j = 0; j < 3; ++j)
|
||
|
{
|
||
|
printf ("D2F (%.5f)%s", 16384 * (trans->m[i][j] / max), j == 2 ? "" : ", ");
|
||
|
}
|
||
|
|
||
|
printf ("},\n");
|
||
|
}
|
||
|
}
|
||
|
|
||
|
int
|
||
|
main ()
|
||
|
{
|
||
|
struct pixman_f_transform t;
|
||
|
|
||
|
#if 0
|
||
|
quad_to_quad (75, 200,
|
||
|
325, 200,
|
||
|
450, 335,
|
||
|
-50, 335,
|
||
|
|
||
|
0, 0,
|
||
|
400, 0,
|
||
|
400, 400,
|
||
|
0, 400,
|
||
|
|
||
|
&t);
|
||
|
#endif
|
||
|
quad_to_quad (
|
||
|
1, 0,
|
||
|
1, 2,
|
||
|
2, 2,
|
||
|
2, 0,
|
||
|
|
||
|
1, 0,
|
||
|
1, 112,
|
||
|
2, 2,
|
||
|
2, 0,
|
||
|
|
||
|
&t);
|
||
|
|
||
|
print_trans ("0->0", &t);
|
||
|
|
||
|
return 0;
|
||
|
}
|