| File: | /home/sbrandt/cactus/Cactus/arrangements/AEIThorns/AEILocalInterp/src/Lagrange-tensor-product/3d.coeffs/3d.cube.order4.smooth0/coeffs-dyy.compute.c |
| 1 | :fp t26280;
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| 2 | :fp t26283;
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| 3 | :fp t26257;
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| 4 | :fp t26263;
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| 5 | :fp t27110;
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| 6 | :fp t26194;
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| 7 | :fp t26157;
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| 8 | :fp t26281;
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| 9 | :fp t27109;
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| 10 | :fp t26279;
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| 11 | :fp t26285;
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| 12 | :fp t26242;
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| 13 | :fp t26120;
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| 14 | :fp t25852;
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| 15 | :fp t26187;
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| 16 | :fp t26637;
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| 17 | :fp t25677;
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| 18 | :fp t27108;
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| 19 | :fp t26282;
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| 20 | :fp t26612;
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| 21 | :fp t26522;
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| 22 | :fp t26661;
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| 23 | :fp t26500;
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| 24 | :fp t27084;
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| 25 | :fp t26284;
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| 26 | :fp t26584;
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| 27 | :fp t26623;
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| 28 | :fp t26193;
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| 29 | :fp t25777;
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| 30 | :fp t27107;
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| 31 | :fp t26156;
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| 32 | :fp t27106;
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| 33 | :fp t26694;
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| 34 | :fp t26665;
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| 35 | :fp t27105;
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| 36 | :fp t27104;
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| 37 | :fp t27103;
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| 38 | :fp t26668;
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| 39 | :fp t25713;
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| 40 | :fp t27102;
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| 41 | :fp t26723;
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| 42 | :fp t26686;
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| 43 | :fp t26675;
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| 44 | :fp t26527;
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| 45 | :fp t27101;
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| 46 | :fp t26235;
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| 47 | :fp t26629;
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| 48 | :fp t26575;
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| 49 | :fp t26497;
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| 50 | :fp t27100;
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| 51 | :fp t25699;
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| 52 | :fp t26728;
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| 53 | :fp t27099;
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| 54 | :fp t27098;
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| 55 | :fp t26208;
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| 56 | :fp t26162;
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| 57 | :fp t27097;
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| 58 | :fp t26216;
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| 59 | :fp t26199;
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| 60 | :fp t27096;
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| 61 | :fp t26621;
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| 62 | :fp t26507;
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| 63 | :fp t26678;
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| 64 | :fp t26479;
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| 65 | :fp t27095;
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| 66 | :fp t26632;
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| 67 | :fp t26400;
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| 68 | :fp t26552;
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| 69 | :fp t26394;
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| 70 | :fp t27094;
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| 71 | :fp t26234;
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| 72 | :fp t25859;
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| 73 | :fp t26205;
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| 74 | :fp t26704;
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| 75 | :fp t25889;
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| 76 | :fp t27093;
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| 77 | :fp t26196;
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| 78 | :fp t26677;
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| 79 | :fp t25871;
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| 80 | :fp t26185;
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| 81 | :fp t25815;
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| 82 | :fp t27092;
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| 83 | :fp t26269;
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| 84 | :fp t26150;
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| 85 | :fp t26217;
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| 86 | :fp t27091;
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| 87 | :fp t26155;
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| 88 | :fp t26636;
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| 89 | :fp t27090;
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| 90 | :fp t26158;
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| 91 | :fp t26585;
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| 92 | :fp t26647;
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| 93 | :fp t27089;
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| 94 | :fp t26714;
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| 95 | :fp t25896;
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| 96 | :fp t26559;
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| 97 | :fp t25715;
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| 98 | :fp t27088;
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| 99 | :fp t26108;
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| 100 | :fp t26149;
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| 101 | :fp t27087;
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| 102 | :fp t27086;
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| 103 | :fp t26179;
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| 104 | :fp t27085;
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| 105 | :fp t26245;
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| 106 | :fp t26602;
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| 107 | :fp t26167;
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| 108 | :fp t27083;
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| 109 | :fp t26203;
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| 110 | :fp t26711;
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| 111 | :fp t26705;
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| 112 | :fp t26223;
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| 113 | :fp t25959;
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| 114 | :fp t27082;
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| 115 | :fp t26220;
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| 116 | :fp t26622;
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| 117 | :fp t26222;
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| 118 | :fp t27081;
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| 119 | :fp t26260;
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| 120 | :fp t26596;
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| 121 | :fp t26266;
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| 122 | :fp t26560;
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| 123 | :fp t27080;
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| 124 | :fp t26218;
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| 125 | :fp t26699;
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| 126 | :fp t26504;
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| 127 | :fp t26230;
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| 128 | :fp t26724;
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| 129 | :fp t27079;
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| 130 | :fp t26166;
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| 131 | :fp t26606;
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| 132 | :fp t27078;
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| 133 | :fp t26219;
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| 134 | :fp t26249;
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| 135 | :fp t26131;
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| 136 | :fp t27077;
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| 137 | :fp t26232;
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| 138 | :fp t26578;
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| 139 | :fp t26229;
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| 140 | :fp t27076;
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| 141 | :fp t26259;
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| 142 | :fp t26633;
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| 143 | :fp t26261;
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| 144 | :fp t26570;
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| 145 | :fp t27075;
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| 146 | :fp t27074;
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| 147 | :fp t26241;
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| 148 | :fp t26168;
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| 149 | :fp t26550;
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| 150 | :fp t27073;
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| 151 | :fp t26240;
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| 152 | :fp t26238;
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| 153 | :fp t27072;
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| 154 | :fp t26227;
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| 155 | :fp t27071;
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| 156 | :fp t26258;
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| 157 | :fp t26231;
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| 158 | :fp t27070;
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| 159 | :fp t26190;
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| 160 | :fp t26180;
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| 161 | :fp t27069;
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| 162 | :fp t25957;
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| 163 | :fp t26100;
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| 164 | :fp t26473;
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| 165 | :fp t27068;
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| 166 | :fp t26700;
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| 167 | :fp t25954;
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| 168 | :fp t26189;
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| 169 | :fp t26095;
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| 170 | :fp t26517;
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| 171 | :fp t27067;
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| 172 | :fp t27066;
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| 173 | :fp t27065;
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| 174 | :fp t26514;
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| 175 | :fp t25447;
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| 176 | :fp t26106;
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| 177 | :fp t26739;
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| 178 | :fp t27064;
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| 179 | :fp t26123;
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| 180 | :fp t26508;
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| 181 | :fp t26900;
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| 182 | :fp t26204;
|
| 183 | :fp t26117;
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| 184 | :fp t27063;
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| 185 | :fp t26696;
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| 186 | :fp t26687;
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| 187 | :fp t25203;
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| 188 | :fp t27062;
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| 189 | :fp t25948;
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| 190 | :fp t26098;
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| 191 | :fp t26476;
|
| 192 | :fp t27061;
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| 193 | :fp t26101;
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| 194 | :fp t26478;
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| 195 | :fp t25043;
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| 196 | :fp t26737;
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| 197 | :fp t26519;
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| 198 | :fp t27060;
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| 199 | :fp t26119;
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| 200 | :fp t26539;
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| 201 | :fp t26515;
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| 202 | :fp t26910;
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| 203 | :fp t27059;
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| 204 | :fp t26124;
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| 205 | :fp t26679;
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| 206 | :fp t26109;
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| 207 | :fp t26444;
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| 208 | :fp t26554;
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| 209 | :fp t26405;
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| 210 | :fp t26952;
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| 211 | :fp t27058;
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| 212 | :fp t26646;
|
| 213 | :fp t26536;
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| 214 | :fp t27057;
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| 215 | :fp t26645;
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| 216 | :fp t26467;
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| 217 | :fp t27056;
|
| 218 | :fp t26740;
|
| 219 | :fp t26555;
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| 220 | :fp t26102;
|
| 221 | :fp t26513;
|
| 222 | :fp t25118;
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| 223 | :fp t27055;
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| 224 | :fp t26481;
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| 225 | :fp t26942;
|
| 226 | :fp t26471;
|
| 227 | :fp t27054;
|
| 228 | :fp t26191;
|
| 229 | :fp t27053;
|
| 230 | :fp t26468;
|
| 231 | :fp t27052;
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| 232 | :fp t26093;
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| 233 | :fp t25065;
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| 234 | :fp t26484;
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| 235 | :fp t27051;
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| 236 | :fp t26385;
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| 237 | :fp t26610;
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| 238 | :fp t26491;
|
| 239 | :fp t27050;
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| 240 | :fp t26535;
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| 241 | :fp t26923;
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| 242 | :fp t26693;
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| 243 | :fp t26683;
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| 244 | :fp t27049;
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| 245 | :fp t26489;
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| 246 | :fp t27048;
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| 247 | :fp t27047;
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| 248 | :fp t27046;
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| 249 | :fp t26605;
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| 250 | :fp t26470;
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| 251 | :fp t25243;
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| 252 | :fp t27045;
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| 253 | :fp t26207;
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| 254 | :fp t26663;
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| 255 | :fp t27044;
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| 256 | :fp t26597;
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| 257 | :fp t27043;
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| 258 | :fp t26615;
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| 259 | :fp t26122;
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| 260 | :fp t26387;
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| 261 | :fp t27042;
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| 262 | :fp t27041;
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| 263 | :fp t26697;
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| 264 | :fp t25749;
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| 265 | :fp t26692;
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| 266 | :fp t26523;
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| 267 | :fp t26948;
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| 268 | :fp t27040;
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| 269 | :fp t26094;
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| 270 | :fp t26524;
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| 271 | :fp t26722;
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| 272 | :fp t26474;
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| 273 | :fp t27039;
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| 274 | :fp t25381;
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| 275 | :fp t26116;
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| 276 | :fp t26501;
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| 277 | :fp t27038;
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| 278 | :fp t27037;
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| 279 | :fp t26505;
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| 280 | :fp t26949;
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| 281 | :fp t26475;
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| 282 | :fp t27036;
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| 283 | :fp t26097;
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| 284 | :fp t26531;
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| 285 | :fp t27035;
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| 286 | :fp t25134;
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| 287 | :fp t27034;
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| 288 | :fp t26164;
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| 289 | :fp t26576;
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| 290 | :fp t26451;
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| 291 | :fp t27033;
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| 292 | :fp t27032;
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| 293 | :fp t26104;
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| 294 | :fp t26525;
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| 295 | :fp t26934;
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| 296 | :fp t27031;
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| 297 | :fp t25978;
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| 298 | :fp t26416;
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| 299 | :fp t27030;
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| 300 | :fp t26680;
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| 301 | :fp t27029;
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| 302 | :fp t26738;
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| 303 | :fp t26543;
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| 304 | :fp t26490;
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| 305 | :fp t25242;
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| 306 | :fp t27028;
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| 307 | :fp t26175;
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| 308 | :fp t26592;
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| 309 | :fp t26917;
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| 310 | :fp t26165;
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| 311 | :fp t26549;
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| 312 | :fp t26277;
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| 313 | :fp t26649;
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| 314 | :fp t26390;
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| 315 | :fp t27027;
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| 316 | :fp t26099;
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| 317 | :fp t27026;
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| 318 | :fp t26391;
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| 319 | :fp t25114;
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| 320 | :fp t27025;
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| 321 | :fp t27024;
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| 322 | :fp t26096;
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| 323 | :fp t27023;
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| 324 | :fp t26493;
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| 325 | :fp t27022;
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| 326 | :fp t26410;
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| 327 | :fp t25140;
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| 328 | :fp t27021;
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| 329 | :fp t26420;
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| 330 | :fp t25403;
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| 331 | :fp t26690;
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| 332 | :fp t27020;
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| 333 | :fp t26532;
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| 334 | :fp t26107;
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| 335 | :fp t26520;
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| 336 | :fp t27019;
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| 337 | :fp t27018;
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| 338 | :fp t26599;
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| 339 | :fp t27017;
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| 340 | :fp t26486;
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| 341 | :fp t26105;
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| 342 | :fp t27016;
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| 343 | :fp t26091;
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| 344 | :fp t26538;
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| 345 | :fp t26415;
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| 346 | :fp t26659;
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| 347 | :fp t26163;
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| 348 | :fp t26568;
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| 349 | :fp t27015;
|
| 350 | :fp t26482;
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| 351 | :fp t27014;
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| 352 | :fp t26684;
|
| 353 | :fp t27013;
|
| 354 | :fp t26409;
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| 355 | :fp t25462;
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| 356 | :fp t26641;
|
| 357 | :fp t27012;
|
| 358 | :fp t26710;
|
| 359 | :fp t26384;
|
| 360 | :fp t26542;
|
| 361 | :fp t26620;
|
| 362 | :fp t27011;
|
| 363 | :fp t26480;
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| 364 | :fp t27010;
|
| 365 | :fp t26133;
|
| 366 | :fp t26487;
|
| 367 | :fp t26127;
|
| 368 | :fp t26494;
|
| 369 | :fp t26278;
|
| 370 | :fp t26688;
|
| 371 | :fp t27009;
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| 372 | :fp t26638;
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| 373 | :fp t26503;
|
| 374 | :fp t26195;
|
| 375 | :fp t26574;
|
| 376 | :fp t27008;
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| 377 | :fp t26210;
|
| 378 | :fp t26706;
|
| 379 | :fp t27007;
|
| 380 | :fp t26685;
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| 381 | :fp t26250;
|
| 382 | :fp t25960;
|
| 383 | :fp t26272;
|
| 384 | :fp t26682;
|
| 385 | :fp t26125;
|
| 386 | :fp t26436;
|
| 387 | :fp t27006;
|
| 388 | :fp t26389;
|
| 389 | :fp t26488;
|
| 390 | :fp t26129;
|
| 391 | :fp t27005;
|
| 392 | :fp t25445;
|
| 393 | :fp t27004;
|
| 394 | :fp t26492;
|
| 395 | :fp t26689;
|
| 396 | :fp t27003;
|
| 397 | :fp t26664;
|
| 398 | :fp t26540;
|
| 399 | :fp t26176;
|
| 400 | :fp t26630;
|
| 401 | :fp t26558;
|
| 402 | :fp t26398;
|
| 403 | :fp t27002;
|
| 404 | :fp t25963;
|
| 405 | :fp t27001;
|
| 406 | :fp t26561;
|
| 407 | :fp t26472;
|
| 408 | :fp t26676;
|
| 409 | :fp t26528;
|
| 410 | :fp t27000;
|
| 411 | :fp t26999;
|
| 412 | :fp t26998;
|
| 413 | :fp t26152;
|
| 414 | :fp t26161;
|
| 415 | :fp t26546;
|
| 416 | :fp t26447;
|
| 417 | :fp t26997;
|
| 418 | :fp t25639;
|
| 419 | :fp t25660;
|
| 420 | :fp t25661;
|
| 421 | :fp t26996;
|
| 422 | :fp t26995;
|
| 423 | :fp t26516;
|
| 424 | :fp t25849;
|
| 425 | :fp t26994;
|
| 426 | :fp t25693;
|
| 427 | :fp t26993;
|
| 428 | :fp t26992;
|
| 429 | :fp t26670;
|
| 430 | :fp t26399;
|
| 431 | :fp t26616;
|
| 432 | :fp t26991;
|
| 433 | :fp t26423;
|
| 434 | :fp t26990;
|
| 435 | :fp t26020;
|
| 436 | :fp t26989;
|
| 437 | :fp t26988;
|
| 438 | :fp t26987;
|
| 439 | :fp t26650;
|
| 440 | :fp t26986;
|
| 441 | :fp t26424;
|
| 442 | :fp t26673;
|
| 443 | :fp t26388;
|
| 444 | :fp t26701;
|
| 445 | :fp t26985;
|
| 446 | :fp t26573;
|
| 447 | :fp t26984;
|
| 448 | :fp t26983;
|
| 449 | :fp t26982;
|
| 450 | :fp t26448;
|
| 451 | :fp t26981;
|
| 452 | :fp t26980;
|
| 453 | :fp t26919;
|
| 454 | :fp t26936;
|
| 455 | :fp t26870;
|
| 456 | :fp t26359;
|
| 457 | :fp t26979;
|
| 458 | :fp t26361;
|
| 459 | :fp t26499;
|
| 460 | :fp t26618;
|
| 461 | :fp t26978;
|
| 462 | :fp t26593;
|
| 463 | :fp t26212;
|
| 464 | :fp t26938;
|
| 465 | :fp t26604;
|
| 466 | :fp t26496;
|
| 467 | :fp t26432;
|
| 468 | :fp t26735;
|
| 469 | :fp t26842;
|
| 470 | :fp t26736;
|
| 471 | :fp t26977;
|
| 472 | :fp t26498;
|
| 473 | :fp t26586;
|
| 474 | :fp t26674;
|
| 475 | :fp t26356;
|
| 476 | :fp t26976;
|
| 477 | :fp t26708;
|
| 478 | :fp t26624;
|
| 479 | :fp t26450;
|
| 480 | :fp t26731;
|
| 481 | :fp t26681;
|
| 482 | :fp t26412;
|
| 483 | :fp t26428;
|
| 484 | :fp t26975;
|
| 485 | :fp t26462;
|
| 486 | :fp t26974;
|
| 487 | :fp t26973;
|
| 488 | :fp t26541;
|
| 489 | :fp t26972;
|
| 490 | :fp t26395;
|
| 491 | :fp t26426;
|
| 492 | :fp t26639;
|
| 493 | :fp t26971;
|
| 494 | :fp t26970;
|
| 495 | :fp t26716;
|
| 496 | :fp t26969;
|
| 497 | :fp t26452;
|
| 498 | :fp t26643;
|
| 499 | :fp t26968;
|
| 500 | :fp t26402;
|
| 501 | :fp t26967;
|
| 502 | :fp t26966;
|
| 503 | :fp t26965;
|
| 504 | :fp t26483;
|
| 505 | :fp t26964;
|
| 506 | :fp t26963;
|
| 507 | :fp t26590;
|
| 508 | :fp t26962;
|
| 509 | :fp t26564;
|
| 510 | :fp t26510;
|
| 511 | :fp t26961;
|
| 512 | :fp t26960;
|
| 513 | :fp t26408;
|
| 514 | :fp t26959;
|
| 515 | :fp t26958;
|
| 516 | :fp t26720;
|
| 517 | :fp t26548;
|
| 518 | :fp t26053;
|
| 519 | :fp t26957;
|
| 520 | :fp t26956;
|
| 521 | :fp t26406;
|
| 522 | :fp t26614;
|
| 523 | :fp t26090;
|
| 524 | :fp t26955;
|
| 525 | :fp t26583;
|
| 526 | :fp t26954;
|
| 527 | :fp t26953;
|
| 528 | :fp t26228;
|
| 529 | :fp t26521;
|
| 530 | :fp t26951;
|
| 531 | :fp t26253;
|
| 532 | :fp t26431;
|
| 533 | :fp t26950;
|
| 534 | :fp t26611;
|
| 535 | :fp t26947;
|
| 536 | :fp t26236;
|
| 537 | :fp t26608;
|
| 538 | :fp t26946;
|
| 539 | :fp t25680;
|
| 540 | :fp t26419;
|
| 541 | :fp t26945;
|
| 542 | :fp t26178;
|
| 543 | :fp t25737;
|
| 544 | :fp t26183;
|
| 545 | :fp t26944;
|
| 546 | :fp t26943;
|
| 547 | :fp t26941;
|
| 548 | :fp t26443;
|
| 549 | :fp t26940;
|
| 550 | :fp t26939;
|
| 551 | :fp t26181;
|
| 552 | :fp t26658;
|
| 553 | :fp t26392;
|
| 554 | :fp t26933;
|
| 555 | :fp t26932;
|
| 556 | :fp t26268;
|
| 557 | :fp t26509;
|
| 558 | :fp t26931;
|
| 559 | :fp t26243;
|
| 560 | :fp t26557;
|
| 561 | :fp t26930;
|
| 562 | :fp t26929;
|
| 563 | :fp t26248;
|
| 564 | :fp t26224;
|
| 565 | :fp t26928;
|
| 566 | :fp t26927;
|
| 567 | :fp t26214;
|
| 568 | :fp t26926;
|
| 569 | :fp t26925;
|
| 570 | :fp t26188;
|
| 571 | :fp t26594;
|
| 572 | :fp t25965;
|
| 573 | :fp t26924;
|
| 574 | :fp t26922;
|
| 575 | :fp t26209;
|
| 576 | :fp t26920;
|
| 577 | :fp t26727;
|
| 578 | :fp t26221;
|
| 579 | :fp t26506;
|
| 580 | :fp t26918;
|
| 581 | :fp t26916;
|
| 582 | :fp t26184;
|
| 583 | :fp t26915;
|
| 584 | :fp t26270;
|
| 585 | :fp t26526;
|
| 586 | :fp t26914;
|
| 587 | :fp t26913;
|
| 588 | :fp t26912;
|
| 589 | :fp t26151;
|
| 590 | :fp t26911;
|
| 591 | :fp t26909;
|
| 592 | :fp t26226;
|
| 593 | :fp t26495;
|
| 594 | :fp t26907;
|
| 595 | :fp t26906;
|
| 596 | :fp t26905;
|
| 597 | :fp t26172;
|
| 598 | :fp t26581;
|
| 599 | :fp t26271;
|
| 600 | :fp t26904;
|
| 601 | :fp t26903;
|
| 602 | :fp t26902;
|
| 603 | :fp t26901;
|
| 604 | :fp t25857;
|
| 605 | :fp t26899;
|
| 606 | :fp t26160;
|
| 607 | :fp t26898;
|
| 608 | :fp t26211;
|
| 609 | :fp t26598;
|
| 610 | :fp t26897;
|
| 611 | :fp t26111;
|
| 612 | :fp t26456;
|
| 613 | :fp t26114;
|
| 614 | :fp t26422;
|
| 615 | :fp t26896;
|
| 616 | :fp t26631;
|
| 617 | :fp t26455;
|
| 618 | :fp t26895;
|
| 619 | :fp t26894;
|
| 620 | :fp t25974;
|
| 621 | :fp t26589;
|
| 622 | :fp t26004;
|
| 623 | :fp t26893;
|
| 624 | :fp t26892;
|
| 625 | :fp t26239;
|
| 626 | :fp t26707;
|
| 627 | :fp t26654;
|
| 628 | :fp t26413;
|
| 629 | :fp t26891;
|
| 630 | :fp t26215;
|
| 631 | :fp t26567;
|
| 632 | :fp t26512;
|
| 633 | :fp t26656;
|
| 634 | :fp t26401;
|
| 635 | :fp t26890;
|
| 636 | :fp t26437;
|
| 637 | :fp t26547;
|
| 638 | :fp t25913;
|
| 639 | :fp t26579;
|
| 640 | :fp t26889;
|
| 641 | :fp t26888;
|
| 642 | :fp t25990;
|
| 643 | :fp t26887;
|
| 644 | :fp t26886;
|
| 645 | :fp t26655;
|
| 646 | :fp t26192;
|
| 647 | :fp t26642;
|
| 648 | :fp t26885;
|
| 649 | :fp t26884;
|
| 650 | :fp t26883;
|
| 651 | :fp t26882;
|
| 652 | :fp t26881;
|
| 653 | :fp t26880;
|
| 654 | :fp t26562;
|
| 655 | :fp t26551;
|
| 656 | :fp t26660;
|
| 657 | :fp t26438;
|
| 658 | :fp t26879;
|
| 659 | :fp t26028;
|
| 660 | :fp t26878;
|
| 661 | :fp t26877;
|
| 662 | :fp t26617;
|
| 663 | :fp t26876;
|
| 664 | :fp t26875;
|
| 665 | :fp t26026;
|
| 666 | :fp t26580;
|
| 667 | :fp t25928;
|
| 668 | :fp t26635;
|
| 669 | :fp t26874;
|
| 670 | :fp t26873;
|
| 671 | :fp t26404;
|
| 672 | :fp t26872;
|
| 673 | :fp t26871;
|
| 674 | :fp t25848;
|
| 675 | :fp t26869;
|
| 676 | :fp t26246;
|
| 677 | :fp t26276;
|
| 678 | :fp t26868;
|
| 679 | :fp t26867;
|
| 680 | :fp t25741;
|
| 681 | :fp t26206;
|
| 682 | :fp t26256;
|
| 683 | :fp t26648;
|
| 684 | :fp t26866;
|
| 685 | :fp t26733;
|
| 686 | :fp t25906;
|
| 687 | :fp t25927;
|
| 688 | :fp t26865;
|
| 689 | :fp t26734;
|
| 690 | :fp t26864;
|
| 691 | :fp t25260;
|
| 692 | :fp t26453;
|
| 693 | :fp t26863;
|
| 694 | :fp t25475;
|
| 695 | :fp t26463;
|
| 696 | :fp t26862;
|
| 697 | :fp t25778;
|
| 698 | :fp t25850;
|
| 699 | :fp t26861;
|
| 700 | :fp t26732;
|
| 701 | :fp t26530;
|
| 702 | :fp t26534;
|
| 703 | :fp t26556;
|
| 704 | :fp t26652;
|
| 705 | :fp t26860;
|
| 706 | :fp t26403;
|
| 707 | :fp t26859;
|
| 708 | :fp t26112;
|
| 709 | :fp t26005;
|
| 710 | :fp t26858;
|
| 711 | :fp t25486;
|
| 712 | :fp t26465;
|
| 713 | :fp t26857;
|
| 714 | :fp t25938;
|
| 715 | :fp t25350;
|
| 716 | :fp t26430;
|
| 717 | :fp t26856;
|
| 718 | :fp t26440;
|
| 719 | :fp t26855;
|
| 720 | :fp t26729;
|
| 721 | :fp t26066;
|
| 722 | :fp t26233;
|
| 723 | :fp t26485;
|
| 724 | :fp t26247;
|
| 725 | :fp t26703;
|
| 726 | :fp t26273;
|
| 727 | :fp t26715;
|
| 728 | :fp t26854;
|
| 729 | :fp t25922;
|
| 730 | :fp t26853;
|
| 731 | :fp t26110;
|
| 732 | :fp t26852;
|
| 733 | :fp t26851;
|
| 734 | :fp t26237;
|
| 735 | :fp t26274;
|
| 736 | :fp t26725;
|
| 737 | :fp t26029;
|
| 738 | :fp t26850;
|
| 739 | :fp t25920;
|
| 740 | :fp t26041;
|
| 741 | :fp t26849;
|
| 742 | :fp t26848;
|
| 743 | :fp t26565;
|
| 744 | :fp t26847;
|
| 745 | :fp t26846;
|
| 746 | :fp t26449;
|
| 747 | :fp t26845;
|
| 748 | :fp t26718;
|
| 749 | :fp t26844;
|
| 750 | :fp t26843;
|
| 751 | :fp t26841;
|
| 752 | :fp t26840;
|
| 753 | :fp t26628;
|
| 754 | :fp t26839;
|
| 755 | :fp t26077;
|
| 756 | :fp t26838;
|
| 757 | :fp t26407;
|
| 758 | :fp t26837;
|
| 759 | :fp t26836;
|
| 760 | :fp t26835;
|
| 761 | :fp t26834;
|
| 762 | :fp t26442;
|
| 763 | :fp t26833;
|
| 764 | :fp t26832;
|
| 765 | :fp t26625;
|
| 766 | :fp t26425;
|
| 767 | :fp t25925;
|
| 768 | :fp t26831;
|
| 769 | :fp t26830;
|
| 770 | :fp t26021;
|
| 771 | :fp t26829;
|
| 772 | :fp t26828;
|
| 773 | :fp t26827;
|
| 774 | :fp t26826;
|
| 775 | :fp t26825;
|
| 776 | :fp t26824;
|
| 777 | :fp t26823;
|
| 778 | :fp t26822;
|
| 779 | :fp t26821;
|
| 780 | :fp t26466;
|
| 781 | :fp t26820;
|
| 782 | :fp t26819;
|
| 783 | :fp t26533;
|
| 784 | :fp t26818;
|
| 785 | :fp t26817;
|
| 786 | :fp t26816;
|
| 787 | :fp t26815;
|
| 788 | :fp t26672;
|
| 789 | :fp t26372;
|
| 790 | :fp t26814;
|
| 791 | :fp t26068;
|
| 792 | :fp t26373;
|
| 793 | :fp t26813;
|
| 794 | :fp t26812;
|
| 795 | :fp t26811;
|
| 796 | :fp t26032;
|
| 797 | :fp t26810;
|
| 798 | :fp t26809;
|
| 799 | :fp t26808;
|
| 800 | :fp t26807;
|
| 801 | :fp t26806;
|
| 802 | :fp t26805;
|
| 803 | :fp t26804;
|
| 804 | :fp t26803;
|
| 805 | :fp t26802;
|
| 806 | :fp t26801;
|
| 807 | :fp t26800;
|
| 808 | :fp t26799;
|
| 809 | :fp t26798;
|
| 810 | :fp t26797;
|
| 811 | :fp t26439;
|
| 812 | :fp t26796;
|
| 813 | :fp t26795;
|
| 814 | :fp t26794;
|
| 815 | :fp t26793;
|
| 816 | :fp t26792;
|
| 817 | :fp t26791;
|
| 818 | :fp t26790;
|
| 819 | :fp t26789;
|
| 820 | :fp t26788;
|
| 821 | :fp t26459;
|
| 822 | :fp t26182;
|
| 823 | :fp t26713;
|
| 824 | :fp t26787;
|
| 825 | :fp t26786;
|
| 826 | :fp t26087;
|
| 827 | :fp t26785;
|
| 828 | :fp t26572;
|
| 829 | :fp t26784;
|
| 830 | :fp t26588;
|
| 831 | :fp t26783;
|
| 832 | :fp t26782;
|
| 833 | :fp t26709;
|
| 834 | :fp t26601;
|
| 835 | :fp t26081;
|
| 836 | :fp t26781;
|
| 837 | :fp t26780;
|
| 838 | :fp t26779;
|
| 839 | :fp t26778;
|
| 840 | :fp t26777;
|
| 841 | :fp t26698;
|
| 842 | :fp t26712;
|
| 843 | :fp t26776;
|
| 844 | :fp t26775;
|
| 845 | :fp t26056;
|
| 846 | :fp t26464;
|
| 847 | :fp t26774;
|
| 848 | :fp t25863;
|
| 849 | :fp t26773;
|
| 850 | :fp t26640;
|
| 851 | :fp t26033;
|
| 852 | :fp t26772;
|
| 853 | :fp t26771;
|
| 854 | :fp t26695;
|
| 855 | :fp t26653;
|
| 856 | :fp t26057;
|
| 857 | :fp t26770;
|
| 858 | :fp t26769;
|
| 859 | :fp t26768;
|
| 860 | :fp t26767;
|
| 861 | :fp t26626;
|
| 862 | :fp t26766;
|
| 863 | :fp t26765;
|
| 864 | :fp t26764;
|
| 865 | :fp t26763;
|
| 866 | :fp t26762;
|
| 867 | :fp t26761;
|
| 868 | :fp t26760;
|
| 869 | :fp t26759;
|
| 870 | :fp t25410;
|
| 871 | :fp t26758;
|
| 872 | :fp t26757;
|
| 873 | :fp t26357;
|
| 874 | :fp t26756;
|
| 875 | :fp t26644;
|
| 876 | :fp t26755;
|
| 877 | :fp t26052;
|
| 878 | :fp t26139;
|
| 879 | :fp t26067;
|
| 880 | :fp t26754;
|
| 881 | :fp t26363;
|
| 882 | :fp t26753;
|
| 883 | :fp t25471;
|
| 884 | :fp t26752;
|
| 885 | :fp t26751;
|
| 886 | :fp t26544;
|
| 887 | :fp t26386;
|
| 888 | :fp t26750;
|
| 889 | :fp t26749;
|
| 890 | :fp t26748;
|
| 891 | :fp t26747;
|
| 892 | :fp t26746;
|
| 893 | :fp t25867;
|
| 894 | :fp t26745;
|
| 895 | :fp t26744;
|
| 896 | :fp t26730;
|
| 897 | :fp t26726;
|
| 898 | :fp t26743;
|
| 899 | :fp t26742;
|
| 900 | :fp t26741;
|
| 901 | :fp t26702;
|
| 902 | :fp t26118;
|
| 903 | :fp t26121;
|
| 904 | :fp t26671;
|
| 905 | :fp t26103;
|
| 906 | :fp t26115;
|
| 907 | :fp t26607;
|
| 908 | :fp t26173;
|
| 909 | :fp t26587;
|
| 910 | :fp t26582;
|
| 911 | :fp t26545;
|
| 912 | :fp t26027;
|
| 913 | :fp t26089;
|
| 914 | :fp t26063;
|
| 915 | :fp t26082;
|
| 916 | :fp t26037;
|
| 917 | :fp t25993;
|
| 918 | :fp t25981;
|
| 919 | :fp t26446;
|
| 920 | :fp t26441;
|
| 921 | :fp t25931;
|
| 922 | :fp t26435;
|
| 923 | :fp t25846;
|
| 924 | :fp t26418;
|
| 925 | :fp t26397;
|
| 926 | :fp t26381;
|
| 927 | :fp t26380;
|
| 928 | :fp t26379;
|
| 929 | :fp t26254;
|
| 930 | :fp t26198;
|
| 931 | :fp t26197;
|
| 932 | :fp t26378;
|
| 933 | :fp t26255;
|
| 934 | :fp t26252;
|
| 935 | :fp t26377;
|
| 936 | :fp t26225;
|
| 937 | :fp t26213;
|
| 938 | :fp t26267;
|
| 939 | :fp t26376;
|
| 940 | :fp t26375;
|
| 941 | :fp t26171;
|
| 942 | :fp t26374;
|
| 943 | :fp t26371;
|
| 944 | :fp t26370;
|
| 945 | :fp t26369;
|
| 946 | :fp t26368;
|
| 947 | :fp t26367;
|
| 948 | :fp t26366;
|
| 949 | :fp t26365;
|
| 950 | :fp t26364;
|
| 951 | :fp t26360;
|
| 952 | :fp t26358;
|
| 953 | :fp t26154;
|
| 954 | :fp t26200;
|
| 955 | :fp t26355;
|
| 956 | :fp t26262;
|
| 957 | :fp t26354;
|
| 958 | :fp t26353;
|
| 959 | :fp t26352;
|
| 960 | :fp t26186;
|
| 961 | :fp t26351;
|
| 962 | :fp t26177;
|
| 963 | :fp t26350;
|
| 964 | :fp t26349;
|
| 965 | :fp t26348;
|
| 966 | :fp t26347;
|
| 967 | :fp t26346;
|
| 968 | :fp t26345;
|
| 969 | :fp t26344;
|
| 970 | :fp t26343;
|
| 971 | :fp t26342;
|
| 972 | :fp t26341;
|
| 973 | :fp t26340;
|
| 974 | :fp t26264;
|
| 975 | :fp t26265;
|
| 976 | :fp t26339;
|
| 977 | :fp t26338;
|
| 978 | :fp t26337;
|
| 979 | :fp t26336;
|
| 980 | :fp t26335;
|
| 981 | :fp t26334;
|
| 982 | :fp t26333;
|
| 983 | :fp t26332;
|
| 984 | :fp t26331;
|
| 985 | :fp t26330;
|
| 986 | :fp t26329;
|
| 987 | :fp t26328;
|
| 988 | :fp t26327;
|
| 989 | :fp t26326;
|
| 990 | :fp t26325;
|
| 991 | :fp t26324;
|
| 992 | :fp t26323;
|
| 993 | :fp t26322;
|
| 994 | :fp t26321;
|
| 995 | :fp t26320;
|
| 996 | :fp t26319;
|
| 997 | :fp t26318;
|
| 998 | :fp t26317;
|
| 999 | :fp t26316;
|
| 1000 | :fp t26315;
|
| 1001 | :fp t26314;
|
| 1002 | :fp t26313;
|
| 1003 | :fp t26312;
|
| 1004 | :fp t26311;
|
| 1005 | :fp t26310;
|
| 1006 | :fp t26309;
|
| 1007 | :fp t26308;
|
| 1008 | :fp t26307;
|
| 1009 | :fp t26306;
|
| 1010 | :fp t26305;
|
| 1011 | :fp t26304;
|
| 1012 | :fp t26303;
|
| 1013 | :fp t26302;
|
| 1014 | :fp t26301;
|
| 1015 | :fp t26300;
|
| 1016 | :fp t26299;
|
| 1017 | :fp t26298;
|
| 1018 | :fp t26297;
|
| 1019 | :fp t26296;
|
| 1020 | :fp t26295;
|
| 1021 | :fp t26294;
|
| 1022 | :fp t26293;
|
| 1023 | :fp t26292;
|
| 1024 | :fp t26291;
|
| 1025 | :fp t26290;
|
| 1026 | :fp t26275;
|
| 1027 | :fp t26251;
|
| 1028 | :fp t26244;
|
| 1029 | :fp t26202;
|
| 1030 | :fp t26201;
|
| 1031 | :fp t26174;
|
| 1032 | :fp t26170;
|
| 1033 | :fp t26169;
|
| 1034 | : t26280 = z*z;
|
| 1035 | : t26283 = z*t26280;
|
| 1036 | : t26257 = RATIONAL(-2.0,9.0);
|
| 1037 | : t26263 = RATIONAL(8.0,9.0);
|
| 1038 | : t27110 = t26257*t26283+t26263*z;
|
| 1039 | : t26194 = RATIONAL(1.0,576.0);
|
| 1040 | : t26157 = RATIONAL(-1.0,3456.0);
|
| 1041 | : t26281 = y*y;
|
| 1042 | : t27109 = t26157+t26194*t26281;
|
| 1043 | : t26279 = x*x;
|
| 1044 | : t26285 = t26279*t26279;
|
| 1045 | : t26242 = RATIONAL(1.0,72.0);
|
| 1046 | : t26120 = t26242*t26285;
|
| 1047 | : t25852 = z*t26120;
|
| 1048 | : t26187 = RATIONAL(-1.0,288.0);
|
| 1049 | : t26637 = t26283*t26187;
|
| 1050 | : t25677 = t26285*t26637;
|
| 1051 | : t27108 = t25852+t25677;
|
| 1052 | : t26282 = t26279*x;
|
| 1053 | : t26612 = t26282*t26281;
|
| 1054 | : t26522 = z*t26612;
|
| 1055 | : t26661 = t26283*t26281;
|
| 1056 | : t26500 = x*t26661;
|
| 1057 | : t27084 = t26500+t26522;
|
| 1058 | : t26284 = t26280*t26280;
|
| 1059 | : t26584 = t26194*t26284;
|
| 1060 | : t26623 = t26282*t26284;
|
| 1061 | : t26193 = RATIONAL(-1.0,576.0);
|
| 1062 | : t25777 = t26193*t26623;
|
| 1063 | : t27107 = x*t26584+t25777;
|
| 1064 | : t26156 = RATIONAL(1.0,3456.0);
|
| 1065 | : t27106 = t26156*t26280+t26281*t26584;
|
| 1066 | : t26694 = z*t26193;
|
| 1067 | : t26665 = t26194*t26285;
|
| 1068 | : t27105 = t26285*t26694+t26283*t26665;
|
| 1069 | : t27104 = t26157*t26280+t26156*t26284;
|
| 1070 | : t27103 = t27109*t26285;
|
| 1071 | : t26668 = t26283*t26285;
|
| 1072 | : t25713 = t26193*t26668;
|
| 1073 | : t27102 = t25713+z*t26665;
|
| 1074 | : t26723 = x*t26284;
|
| 1075 | : t26686 = y*t26723;
|
| 1076 | : t26675 = t26282*t26280;
|
| 1077 | : t26527 = y*t26675;
|
| 1078 | : t27101 = t26527+t26686;
|
| 1079 | : t26235 = RATIONAL(1.0,18.0);
|
| 1080 | : t26629 = t26283*t26235;
|
| 1081 | : t26575 = t26257*t26281;
|
| 1082 | : t26497 = z*t26575;
|
| 1083 | : t27100 = t26281*t26629+t26497;
|
| 1084 | : t25699 = t26193*t26723;
|
| 1085 | : t26728 = x*t26280;
|
| 1086 | : t27099 = t25699+t26194*t26728;
|
| 1087 | : t27098 = t27110*t26281;
|
| 1088 | : t26208 = RATIONAL(4.0,27.0);
|
| 1089 | : t26162 = RATIONAL(-16.0,27.0);
|
| 1090 | : t27097 = t26282*t26208+x*t26162;
|
| 1091 | : t26216 = RATIONAL(-2.0,27.0);
|
| 1092 | : t26199 = RATIONAL(1.0,54.0);
|
| 1093 | : t27096 = t26199*t26285+t26216*t26279;
|
| 1094 | : t26621 = t26280*t26285;
|
| 1095 | : t26507 = y*t26621;
|
| 1096 | : t26678 = t26279*t26284;
|
| 1097 | : t26479 = y*t26678;
|
| 1098 | : t27095 = t26507+t26479;
|
| 1099 | : t26632 = t26279*t26281;
|
| 1100 | : t26400 = t26284*t26632;
|
| 1101 | : t26552 = t26280*t26281;
|
| 1102 | : t26394 = t26285*t26552;
|
| 1103 | : t27094 = t26400+t26394;
|
| 1104 | : t26234 = RATIONAL(1.0,36.0);
|
| 1105 | : t25859 = t26234*t26668;
|
| 1106 | : t26205 = RATIONAL(-1.0,36.0);
|
| 1107 | : t26704 = z*t26205;
|
| 1108 | : t25889 = t26285*t26704;
|
| 1109 | : t27093 = t25889+t25859;
|
| 1110 | : t26196 = RATIONAL(-1.0,72.0);
|
| 1111 | : t26677 = t26284*t26196;
|
| 1112 | : t25871 = x*t26677;
|
| 1113 | : t26185 = RATIONAL(1.0,288.0);
|
| 1114 | : t25815 = t26185*t26623;
|
| 1115 | : t27092 = t25815+t25871;
|
| 1116 | : t26269 = RATIONAL(-8.0,9.0);
|
| 1117 | : t26150 = t26269*x;
|
| 1118 | : t26217 = RATIONAL(-4.0,27.0);
|
| 1119 | : t27091 = t26282*t26217+t26281*t26150;
|
| 1120 | : t26155 = RATIONAL(1.0,1728.0);
|
| 1121 | : t26636 = t26283*t26155;
|
| 1122 | : t27090 = t26636+t26281*t26637;
|
| 1123 | : t26158 = RATIONAL(-1.0,1728.0);
|
| 1124 | : t26585 = t26283*t26158;
|
| 1125 | : t26647 = t26185*t26281;
|
| 1126 | : t27089 = t26585+t26283*t26647;
|
| 1127 | : t26714 = z*t26285;
|
| 1128 | : t25896 = t26196*t26714;
|
| 1129 | : t26559 = t26185*t26285;
|
| 1130 | : t25715 = t26283*t26559;
|
| 1131 | : t27088 = t25896+t25715;
|
| 1132 | : t26108 = t26235*t26285;
|
| 1133 | : t26149 = t26257*t26285;
|
| 1134 | : t27087 = z*t26149+t26283*t26108;
|
| 1135 | : t27086 = t26156*t26285+t27109*t26279;
|
| 1136 | : t26179 = RATIONAL(16.0,27.0);
|
| 1137 | : t27085 = t26279*t26179+t26269*t26632+t26217*t26285;
|
| 1138 | : t26245 = RATIONAL(-1.0,6.0);
|
| 1139 | : t26602 = t26245*t26281;
|
| 1140 | : t26167 = RATIONAL(-5.0,144.0);
|
| 1141 | : t27083 = t26167*t26285+t26279*t26602;
|
| 1142 | : t26203 = RATIONAL(1.0,12.0);
|
| 1143 | : t26711 = y*t26203;
|
| 1144 | : t26705 = y*t26285;
|
| 1145 | : t26223 = RATIONAL(1.0,48.0);
|
| 1146 | : t25959 = t26223*t26705;
|
| 1147 | : t27082 = t26711+t25959;
|
| 1148 | : t26220 = RATIONAL(1.0,96.0);
|
| 1149 | : t26622 = t26220*t26284;
|
| 1150 | : t26222 = RATIONAL(-1.0,96.0);
|
| 1151 | : t27081 = x*t26622+t26222*t26623;
|
| 1152 | : t26260 = RATIONAL(4.0,3.0);
|
| 1153 | : t26596 = t26281*t26260;
|
| 1154 | : t26266 = RATIONAL(-1.0,3.0);
|
| 1155 | : t26560 = t26266*t26281;
|
| 1156 | : t27080 = x*t26596+t26282*t26560;
|
| 1157 | : t26218 = RATIONAL(5.0,96.0);
|
| 1158 | : t26699 = y*t26280;
|
| 1159 | : t26504 = t26218*t26699;
|
| 1160 | : t26230 = RATIONAL(-1.0,24.0);
|
| 1161 | : t26724 = y*t26230;
|
| 1162 | : t27079 = t26504+t26724;
|
| 1163 | : t26166 = RATIONAL(1.0,864.0);
|
| 1164 | : t26606 = t26234*t26279;
|
| 1165 | : t27078 = t26281*t26606+t26166*t26285;
|
| 1166 | : t26219 = RATIONAL(2.0,27.0);
|
| 1167 | : t26249 = RATIONAL(-1.0,9.0);
|
| 1168 | : t26131 = t26249*x;
|
| 1169 | : t27077 = t26281*t26131+x*t26219;
|
| 1170 | : t26232 = RATIONAL(1.0,24.0);
|
| 1171 | : t26578 = t26232*t26281;
|
| 1172 | : t26229 = RATIONAL(5.0,36.0);
|
| 1173 | : t27076 = t26229*t26280+t26284*t26578;
|
| 1174 | : t26259 = RATIONAL(-4.0,3.0);
|
| 1175 | : t26633 = t26259*t26281;
|
| 1176 | : t26261 = RATIONAL(1.0,3.0);
|
| 1177 | : t26570 = t26261*t26281;
|
| 1178 | : t27075 = x*t26633+t26282*t26570;
|
| 1179 | : t27074 = t26282*t26622+t26222*t26723;
|
| 1180 | : t26241 = RATIONAL(-5.0,72.0);
|
| 1181 | : t26168 = RATIONAL(5.0,288.0);
|
| 1182 | : t26550 = t26282*t26168;
|
| 1183 | : t27073 = x*t26241+t26550;
|
| 1184 | : t26240 = RATIONAL(-5.0,18.0);
|
| 1185 | : t26238 = RATIONAL(10.0,9.0);
|
| 1186 | : t27072 = t26240*t26282+x*t26238;
|
| 1187 | : t26227 = RATIONAL(-5.0,48.0);
|
| 1188 | : t27071 = t26711+t26227*t26699;
|
| 1189 | : t26258 = RATIONAL(-5.0,3.0);
|
| 1190 | : t26231 = RATIONAL(-5.0,12.0);
|
| 1191 | : t27070 = t26258+t26231*t26284;
|
| 1192 | : t26190 = RATIONAL(-1.0,144.0);
|
| 1193 | : t26180 = RATIONAL(-1.0,216.0);
|
| 1194 | : t27069 = t26180*t26285+t26190*t26632;
|
| 1195 | : t25957 = t26196*t26621;
|
| 1196 | : t26100 = t26187*t26284;
|
| 1197 | : t26473 = y*t26100;
|
| 1198 | : t27068 = y*t25957+t26279*t26473;
|
| 1199 | : t26700 = x*t26234;
|
| 1200 | : t25954 = t26284*t26700;
|
| 1201 | : t26189 = RATIONAL(1.0,144.0);
|
| 1202 | : t26095 = t26189*t26282;
|
| 1203 | : t26517 = y*t26095;
|
| 1204 | : t27067 = y*t25954+t26280*t26517;
|
| 1205 | : t27066 = t26632+t26552;
|
| 1206 | : t27065 = t26158*t26678+t26242*t26394;
|
| 1207 | : t26514 = y*t26629;
|
| 1208 | : t25447 = x*t26514;
|
| 1209 | : t26106 = t26242*t26282;
|
| 1210 | : t26739 = y*z;
|
| 1211 | : t27064 = t25447+t26106*t26739;
|
| 1212 | : t26123 = t26196*t26283;
|
| 1213 | : t26508 = y*t26123;
|
| 1214 | : t26900 = t26285*t26508+t26279*t26514;
|
| 1215 | : t26204 = RATIONAL(-1.0,18.0);
|
| 1216 | : t26117 = t26204*t26279;
|
| 1217 | : t27063 = t26117*t26739+t26900;
|
| 1218 | : t26696 = y*t26204;
|
| 1219 | : t26687 = z*t26696;
|
| 1220 | : t25203 = t26282*t26687;
|
| 1221 | : t27062 = t25203+x*t26508;
|
| 1222 | : t25948 = t26279*t26677;
|
| 1223 | : t26098 = t26187*t26285;
|
| 1224 | : t26476 = y*t26098;
|
| 1225 | : t27061 = t26280*t26476+y*t25948;
|
| 1226 | : t26101 = t26189*t26283;
|
| 1227 | : t26478 = x*t26101;
|
| 1228 | : t25043 = y*t26478;
|
| 1229 | : t26737 = z*t26282;
|
| 1230 | : t26519 = t26234*t26737;
|
| 1231 | : t27060 = t25043+y*t26519;
|
| 1232 | : t26119 = t26235*x;
|
| 1233 | : t26539 = t26280*t26119;
|
| 1234 | : t26515 = y*t26623;
|
| 1235 | : t26910 = t26242*t26515+t26204*t26527;
|
| 1236 | : t27059 = y*t26539+t26910;
|
| 1237 | : t26124 = t26235*z;
|
| 1238 | : t26679 = y*t26124;
|
| 1239 | : t26109 = t26242*t26283;
|
| 1240 | : t26444 = t26285*t26109;
|
| 1241 | : t26554 = t26283*t26204;
|
| 1242 | : t26405 = t26279*t26554;
|
| 1243 | : t26952 = (t26444+t26405)*y;
|
| 1244 | : t27058 = t26279*t26679+t26952;
|
| 1245 | : t26646 = t26283*t26279;
|
| 1246 | : t26536 = y*t26646;
|
| 1247 | : t27057 = t26190*t26536+y*t25889;
|
| 1248 | : t26645 = t26205*t26284;
|
| 1249 | : t26467 = y*t26645;
|
| 1250 | : t27056 = t26190*t26527+x*t26467;
|
| 1251 | : t26740 = y*x;
|
| 1252 | : t26555 = t26283*t26205;
|
| 1253 | : t26102 = t26190*t26282;
|
| 1254 | : t26513 = z*t26102;
|
| 1255 | : t25118 = y*t26513;
|
| 1256 | : t27055 = t26555*t26740+t25118;
|
| 1257 | : t26481 = t26187*t26699;
|
| 1258 | : t26942 = t26282*t26481+y*t25815;
|
| 1259 | : t26471 = t26242*t26699;
|
| 1260 | : t27054 = x*t26471+t26942;
|
| 1261 | : t26191 = RATIONAL(-5.0,576.0);
|
| 1262 | : t27053 = t26191*t26285+t26222*t26632;
|
| 1263 | : t26468 = t26234*t26699;
|
| 1264 | : t27052 = t26282*t26468+t26189*t26686;
|
| 1265 | : t26093 = t26190*t26283;
|
| 1266 | : t25065 = t26093*t26740;
|
| 1267 | : t26484 = t26282*t26704;
|
| 1268 | : t27051 = t25065+y*t26484;
|
| 1269 | : t26385 = t26279*t26555;
|
| 1270 | : t26610 = t26190*t26285;
|
| 1271 | : t26491 = y*t26610;
|
| 1272 | : t27050 = z*t26491+y*t26385;
|
| 1273 | : t26535 = y*t26637;
|
| 1274 | : t26923 = y*t25715+t26279*t26535;
|
| 1275 | : t26693 = z*t26279;
|
| 1276 | : t26683 = y*t26693;
|
| 1277 | : t27049 = t26242*t26683+t26923;
|
| 1278 | : t26489 = t26205*t26699;
|
| 1279 | : t27048 = t26190*t26479+t26285*t26489;
|
| 1280 | : t27047 = t26234*t26479+t26189*t26507;
|
| 1281 | : t27046 = t26185*t26479+t26285*t26471;
|
| 1282 | : t26605 = t26282*t26235;
|
| 1283 | : t26470 = z*t26605;
|
| 1284 | : t25243 = y*t26470;
|
| 1285 | : t27045 = t26109*t26740+t25243;
|
| 1286 | : t26207 = RATIONAL(1.0,27.0);
|
| 1287 | : t26663 = t26284*t26207;
|
| 1288 | : t27044 = t26279*t26663+t26196*t26394;
|
| 1289 | : t26597 = t26222*t26285;
|
| 1290 | : t27043 = t26191*t26279+t26281*t26597;
|
| 1291 | : t26615 = t26158*t26280;
|
| 1292 | : t26122 = t26242*t26284;
|
| 1293 | : t26387 = t26279*t26122;
|
| 1294 | : t27042 = t26281*t26387+t26285*t26615;
|
| 1295 | : t27041 = t26189*t26479+t26285*t26468;
|
| 1296 | : t26697 = y*t26196;
|
| 1297 | : t25749 = t26282*t26100;
|
| 1298 | : t26692 = y*t26185;
|
| 1299 | : t26523 = t26282*t26692;
|
| 1300 | : t26948 = t26280*t26523+y*t25749;
|
| 1301 | : t27040 = t26697*t26728+t26948;
|
| 1302 | : t26094 = t26189*z;
|
| 1303 | : t26524 = t26285*t26094;
|
| 1304 | : t26722 = t26283*y;
|
| 1305 | : t26474 = t26234*t26722;
|
| 1306 | : t27039 = y*t26524+t26279*t26474;
|
| 1307 | : t25381 = t26554*t26740;
|
| 1308 | : t26116 = t26196*t26282;
|
| 1309 | : t26501 = y*t26116;
|
| 1310 | : t27038 = t25381+z*t26501;
|
| 1311 | : t27037 = t26279*t26467+t26280*t26491;
|
| 1312 | : t26505 = t26283*t26692;
|
| 1313 | : t26949 = t26279*t26505+y*t25677;
|
| 1314 | : t26475 = t26279*t26697;
|
| 1315 | : t27036 = t26949+z*t26475;
|
| 1316 | : t26097 = t26190*x;
|
| 1317 | : t26531 = t26284*t26097;
|
| 1318 | : t27035 = y*t26531+t26282*t26489;
|
| 1319 | : t25134 = z*t26517;
|
| 1320 | : t27034 = x*t26474+t25134;
|
| 1321 | : t26164 = RATIONAL(1.0,432.0);
|
| 1322 | : t26576 = t26284*t26285;
|
| 1323 | : t26451 = t26279*t26552;
|
| 1324 | : t27033 = t26187*t26451+t26164*t26576;
|
| 1325 | : t27032 = t26185*t26507+y*t26387;
|
| 1326 | : t26104 = t26204*t26280;
|
| 1327 | : t26525 = x*t26104;
|
| 1328 | : t26934 = t26235*t26527+t26284*t26501;
|
| 1329 | : t27031 = y*t26525+t26934;
|
| 1330 | : t25978 = t26234*t26714;
|
| 1331 | : t26416 = t26279*t26101;
|
| 1332 | : t27030 = (t26416+t25978)*y;
|
| 1333 | : t26680 = x*t26692;
|
| 1334 | : t27029 = x*t26481+t26284*t26680+t26948;
|
| 1335 | : t26738 = x*z;
|
| 1336 | : t26543 = t26283*t26282;
|
| 1337 | : t26490 = y*t26543;
|
| 1338 | : t25242 = t26196*t26490;
|
| 1339 | : t27028 = t26257*y*t26738+t25447+t25243+t25242;
|
| 1340 | : t26175 = RATIONAL(1.0,108.0);
|
| 1341 | : t26592 = t26279*t26175;
|
| 1342 | : t26917 = t26284*t26592+t26204*t26394;
|
| 1343 | : t26165 = RATIONAL(-1.0,432.0);
|
| 1344 | : t26549 = t26284*t26165;
|
| 1345 | : t26277 = RATIONAL(2.0,9.0);
|
| 1346 | : t26649 = t26279*t26277;
|
| 1347 | : t26390 = t26280*t26649;
|
| 1348 | : t27027 = t26917+t26285*t26549+t26281*t26390;
|
| 1349 | : t26099 = t26185*t26280;
|
| 1350 | : t27026 = t26942+t26099*t26740+x*t26473;
|
| 1351 | : t26391 = t26189*t26543;
|
| 1352 | : t25114 = y*t26391;
|
| 1353 | : t27025 = t25065+t26094*t26740+t25118+t25114;
|
| 1354 | : t27024 = t26187*t26683+t26559*t26739+t26949;
|
| 1355 | : t26096 = t26185*t26279;
|
| 1356 | : t27023 = t26096*t26739+t26923+z*t26476;
|
| 1357 | : t26493 = t26285*t26696;
|
| 1358 | : t27022 = z*t26493+t26649*t26739+t26952;
|
| 1359 | : t26410 = t26190*t26543;
|
| 1360 | : t25140 = y*t26410;
|
| 1361 | : t27021 = t25134+t26097*t26739+t25043+t25140;
|
| 1362 | : t26420 = t26242*t26543;
|
| 1363 | : t25403 = y*t26420;
|
| 1364 | : t26690 = x*t26277;
|
| 1365 | : t27020 = t25203+t25403+t25381+t26690*t26739;
|
| 1366 | : t26532 = t26280*t26690;
|
| 1367 | : t26107 = t26204*x;
|
| 1368 | : t26520 = t26284*t26107;
|
| 1369 | : t27019 = t26910+(t26532+t26520)*y;
|
| 1370 | : t27018 = t26108*t26739+t26257*t26683+t26900;
|
| 1371 | : t26599 = t26285*t26207;
|
| 1372 | : t27017 = t26917+t26196*t26400+t26280*t26599;
|
| 1373 | : t26486 = t26257*t26699;
|
| 1374 | : t26105 = t26235*t26284;
|
| 1375 | : t27016 = x*t26486+t26934+t26105*t26740;
|
| 1376 | : t26091 = t26189*x;
|
| 1377 | : t26538 = t26281*t26091;
|
| 1378 | : t26415 = t26190*t26623;
|
| 1379 | : t26659 = t26180*t26280;
|
| 1380 | : t26163 = RATIONAL(1.0,216.0);
|
| 1381 | : t26568 = t26163*t26280;
|
| 1382 | : t27015 = t26282*t26659+x*t26568+t26284*t26538+t26281*t26415;
|
| 1383 | : t26482 = y*t26576;
|
| 1384 | : t27014 = t26279*t26486+t26196*t26482+t27095*t26235;
|
| 1385 | : t26684 = t26187*t26739;
|
| 1386 | : t27013 = t26185*t26490+x*t26535+t26282*t26684+z*t26680;
|
| 1387 | : t26409 = t26281*t26555;
|
| 1388 | : t25462 = x*t26409;
|
| 1389 | : t26641 = t26283*t26163;
|
| 1390 | : t27012 = t25462+x*t26641+t26281*t26513+t26166*t26737;
|
| 1391 | : t26710 = x*t26180;
|
| 1392 | : t26384 = t26282*t26552;
|
| 1393 | : t26542 = x*t26552;
|
| 1394 | : t26620 = t26163*t26282;
|
| 1395 | : t27011 = t26190*t26542+t26189*t26384+(t26710+t26620)*t26284;
|
| 1396 | : t26480 = t26193*t26699;
|
| 1397 | : t27010 = t26279*t26480+t26193*t26482+t27095*t26194;
|
| 1398 | : t26133 = t26249*t26282;
|
| 1399 | : t26487 = z*t26133;
|
| 1400 | : t26127 = t26249*t26283;
|
| 1401 | : t26494 = x*t26127;
|
| 1402 | : t26278 = RATIONAL(4.0,9.0);
|
| 1403 | : t26688 = t26278*t26740;
|
| 1404 | : t27009 = z*t26688+t26282*t26474+(t26494+t26487)*y;
|
| 1405 | : t26638 = t26234*t26281;
|
| 1406 | : t26503 = x*t26638;
|
| 1407 | : t26195 = RATIONAL(-1.0,864.0);
|
| 1408 | : t26574 = t26282*t26195;
|
| 1409 | : t27008 = t26284*t26574+t26205*t26384+t26166*t26723+t26280*t26503;
|
| 1410 | : t26210 = RATIONAL(-1.0,27.0);
|
| 1411 | : t26706 = x*t26210;
|
| 1412 | : t27007 = t26175*t26623+t26284*t26706+t26242*t26384+t26281*t26525;
|
| 1413 | : t26685 = z*t26705;
|
| 1414 | : t26250 = RATIONAL(1.0,9.0);
|
| 1415 | : t25960 = t26285*t26555;
|
| 1416 | : t26272 = RATIONAL(-4.0,9.0);
|
| 1417 | : t26682 = t26272*t26739;
|
| 1418 | : t26125 = t26250*t26283;
|
| 1419 | : t26436 = t26279*t26125;
|
| 1420 | : t27006 = t26279*t26682+t26250*t26685+(t26436+t25960)*y;
|
| 1421 | : t26389 = t26205*t26543;
|
| 1422 | : t26488 = x*t26125;
|
| 1423 | : t26129 = t26250*t26282;
|
| 1424 | : t27005 = x*t26682+t26129*t26739+(t26389+t26488)*y;
|
| 1425 | : t25445 = t26234*t26500;
|
| 1426 | : t27004 = t25445+z*t26574+t26189*t26522+t26283*t26710;
|
| 1427 | : t26492 = t26281*t26704;
|
| 1428 | : t26689 = x*t26163;
|
| 1429 | : t27003 = x*t26492+t26281*t26410+z*t26689+t26166*t26543;
|
| 1430 | : t26664 = t26281*t26285;
|
| 1431 | : t26540 = z*t26664;
|
| 1432 | : t26176 = RATIONAL(-1.0,108.0);
|
| 1433 | : t26630 = t26283*t26176;
|
| 1434 | : t26558 = t26196*t26281;
|
| 1435 | : t26398 = t26283*t26558;
|
| 1436 | : t27002 = t26235*t26540+t26279*t26630+t26207*t26693+t26285*t26398;
|
| 1437 | : t25963 = t26242*t26576;
|
| 1438 | : t27001 = t26280*t26493+t26204*t26479+(t26390+t25963)*y;
|
| 1439 | : t26561 = t26279*t26249;
|
| 1440 | : t26472 = y*t26561;
|
| 1441 | : t26676 = t26279*t26280;
|
| 1442 | : t26528 = y*t26676;
|
| 1443 | : t27000 = t26284*t26472+t26278*t26528+t26234*t26482+t26249*t26507;
|
| 1444 | : t26999 = t26195*t26543+t26281*t26391+(t26710+t26503)*z;
|
| 1445 | : t26998 = t26234*t26384+t26166*t26623+t26195*t26723+t26205*t26542;
|
| 1446 | : t26152 = RATIONAL(-1.0,1152.0);
|
| 1447 | : t26161 = RATIONAL(1.0,1152.0);
|
| 1448 | : t26546 = t26279*t26161;
|
| 1449 | : t26447 = t26280*t26546;
|
| 1450 | : t26997 = y*t26447+t26161*t26482+t27095*t26152;
|
| 1451 | : t25639 = t26284*t26546;
|
| 1452 | : t25660 = t26161*t26621;
|
| 1453 | : t25661 = t26152*t26576;
|
| 1454 | : t26996 = t26152*t26528+(t25639+t25660+t25661)*y;
|
| 1455 | : t26995 = x*t26480+t26194*t26527+t27107*y;
|
| 1456 | : t26516 = t26272*t26699;
|
| 1457 | : t25849 = t26205*t26623;
|
| 1458 | : t26994 = y*t25849+x*t26516+t27101*t26250;
|
| 1459 | : t25693 = t26282*t26584;
|
| 1460 | : t26993 = t26282*t26480+(t25693+t27099)*y;
|
| 1461 | : t26992 = z*t26523+t26187*t26490+(t26684+t26505)*x;
|
| 1462 | : t26670 = t26284*t26281;
|
| 1463 | : t26399 = t26242*t26670;
|
| 1464 | : t26616 = t26280*t26175;
|
| 1465 | : t26991 = t26280*t26706+t26281*t26520+(t26616+t26399)*t26282;
|
| 1466 | : t26423 = t26189*t26623;
|
| 1467 | : t26990 = t26282*t26568+x*t26659+(t26423+t26531)*t26281;
|
| 1468 | : t26020 = t26234*t26623;
|
| 1469 | : t26989 = t26280*t26688+y*t26020+t27101*t26249;
|
| 1470 | : t26988 = t26194*t26536+t26193*t26683+t27102*y;
|
| 1471 | : t26987 = t26279*t26516+t26285*t26467+t27095*t26250;
|
| 1472 | : t26650 = t26279*t26210;
|
| 1473 | : t26986 = t26204*t26540+z*t26650+t26283*t26592+t26281*t26444;
|
| 1474 | : t26424 = t26235*t26670;
|
| 1475 | : t26673 = t26176*t26282;
|
| 1476 | : t26388 = t26282*t26558;
|
| 1477 | : t26701 = x*t26207;
|
| 1478 | : t26985 = t26284*t26388+x*t26424+(t26673+t26701)*t26280;
|
| 1479 | : t26573 = t26176*t26284;
|
| 1480 | : t26984 = t26196*t26384+t26282*t26573+x*t26663+t26281*t26539;
|
| 1481 | : t26983 = t26285*t26480+t26193*t26479+(t26482+t26528)*t26194;
|
| 1482 | : t26982 = t26284*t26689+t26180*t26623+t26190*t26384+t26280*t26538;
|
| 1483 | : t26448 = t26193*t26646;
|
| 1484 | : t26981 = t26194*t26683+(t26448+t27105)*y;
|
| 1485 | : t26980 = t26283*t26472+t26249*t26685+y*t25859+t26278*t26683;
|
| 1486 | : t26919 = t26285*t26399+t26280*t26650;
|
| 1487 | : t26936 = t26204*t26400+t26285*t26616;
|
| 1488 | : t26870 = t26919+t26936;
|
| 1489 | : t26359 = t26870+t26991;
|
| 1490 | : t26979 = t26175*t26723+t26281*t26532+t26204*t26384+t26282*t26549+t26359;
|
| 1491 | : t26361 = t26870+t26985;
|
| 1492 | : t26499 = x*t26575;
|
| 1493 | : t26618 = t26164*t26284;
|
| 1494 | : t26978 = t26361+x*t26573+t26282*t26618+t26280*t26499+t26235*t26384;
|
| 1495 | : t26593 = t26282*t26219;
|
| 1496 | : t26212 = RATIONAL(-1.0,54.0);
|
| 1497 | : t26938 = t26285*t26573+t26235*t26451;
|
| 1498 | : t26604 = t26250*t26281;
|
| 1499 | : t26496 = x*t26604;
|
| 1500 | : t26432 = t26281*t26543;
|
| 1501 | : t26735 = x*t26216;
|
| 1502 | : t26842 = t26212*t26543+t26234*t26432+t26938+(t26735+t26496)*z;
|
| 1503 | : t26736 = x*t26283;
|
| 1504 | : t26977 = t25462+z*t26593+t26842+t26919+t26281*t26487+t26199*t26736;
|
| 1505 | : t26498 = z*t26604;
|
| 1506 | : t26586 = t26283*t26212;
|
| 1507 | : t26674 = t26282*t26216;
|
| 1508 | : t26356 = t26199*t26543+t26938+t26281*t26389+t26919+t27077*z;
|
| 1509 | : t26976 = t26282*t26498+t25445+t26356+x*t26586+z*t26674;
|
| 1510 | : t26708 = z*t26175;
|
| 1511 | : t26624 = t26283*t26175;
|
| 1512 | : t26450 = t26282*t26708+x*t26624+t26281*t26420;
|
| 1513 | : t26731 = x*t26281;
|
| 1514 | : t26681 = z*t26731;
|
| 1515 | : t26412 = t26281*t26554;
|
| 1516 | : t26428 = t26204*t26612;
|
| 1517 | : t26975 = t26165*t26543+t26450+t26277*t26681+x*t26412+(t26428+t26706)*z;
|
| 1518 | : t26462 = t26283*t26388+z*t26673+x*t26630;
|
| 1519 | : t26974 = t26175*t26543+t26558*t26738+x*t26708+t26462+t27084*t26242;
|
| 1520 | : t26973 = t26164*t26543+t26281*t26470+t26462+z*t26701+t27100*x;
|
| 1521 | : t26541 = t26242*t26731;
|
| 1522 | : t26972 = t26450+x*t26398+(t26738+t26543)*t26176+(t26541+t26388)*z;
|
| 1523 | : t26395 = t26196*t26552;
|
| 1524 | : t26426 = t26187*t26612;
|
| 1525 | : t26639 = t26164*t26280;
|
| 1526 | : t26971 = t26185*t26384+t26282*t26615+t26284*t26426+t26155*t26623+(t26399+
|
| 1527 | :t26395+t26549+t26639)*x;
|
| 1528 | : t26970 = t26210*t26668+t26162*t26693+t27087*t26281+t27098*t26279+(t26646+
|
| 1529 | :t26714)*t26208;
|
| 1530 | : t26716 = x*t26208;
|
| 1531 | : t26969 = t26210*t26623+t26257*t26384+t26263*t26542+t26282*t26424+t27097*
|
| 1532 | :t26280+(t26716+t26499)*t26284;
|
| 1533 | : t26452 = t26281*t26561;
|
| 1534 | : t26643 = t26283*t26219;
|
| 1535 | : t26968 = t26285*t26586+t26283*t26452+t27093*t26281+(t26643+t26498)*t26279
|
| 1536 | :+t27096*z;
|
| 1537 | : t26402 = t26281*t26576;
|
| 1538 | : t26967 = t26161*t26402+t26281*t26447+(t26576+t26676)*RATIONAL(-1.0,6912.0
|
| 1539 | :)+(t26621+t26678)*RATIONAL(1.0,6912.0)+t27094*t26152;
|
| 1540 | : t26966 = t26193*t26384+t26157*t26623+t27099*t26281+t27106*t26282+t27104*x
|
| 1541 | :;
|
| 1542 | : t26965 = t26285*t26409+t26219*t26693+t26212*t26714+z*t26452+(t26436+
|
| 1543 | :t25978)*t26281+t27096*t26283;
|
| 1544 | : t26483 = t26281*t26694;
|
| 1545 | : t26964 = t26281*t25713+t26279*t26483+t26156*t26693+t27103*z+t27086*t26283
|
| 1546 | :;
|
| 1547 | : t26963 = x*t26618+t26155*t26675+t26165*t26728+t26158*t26623+t26187*t26384
|
| 1548 | :+t26280*t26541+t27092*t26281;
|
| 1549 | : t26590 = t26279*t26217;
|
| 1550 | : t26962 = t26207*t26576+t26284*t26590+t26204*t26402+t27094*t26277+t27085*
|
| 1551 | :t26280;
|
| 1552 | : t26564 = t26285*t26165;
|
| 1553 | : t26510 = z*t26632;
|
| 1554 | : t26961 = t26196*t26510+z*t26564+t26164*t26693+t26285*t26636+t27108*t26281
|
| 1555 | :+t27089*t26279;
|
| 1556 | : t26960 = t26285*t26483+t26156*t26646+t26281*t26448+t27103*t26283+t27086*z
|
| 1557 | :;
|
| 1558 | : t26408 = t26242*t26632;
|
| 1559 | : t26959 = z*t26408+t26165*t26693+t26285*t26585+t26164*t26714+t27088*t26281
|
| 1560 | :+t27090*t26279;
|
| 1561 | : t26958 = t26194*t26384+t26157*t26723+t26281*t25777+t26193*t26542+t27104*
|
| 1562 | :t26282+t27106*x;
|
| 1563 | : t26720 = x*t26217;
|
| 1564 | : t26548 = t26284*t26277;
|
| 1565 | : t26053 = x*t26548;
|
| 1566 | : t26957 = t26207*t26623+t26277*t26384+t26281*t26053+t26179*t26728+t27091*
|
| 1567 | :t26280+(t26720+t26428)*t26284;
|
| 1568 | : t26956 = t26210*t26714+t26285*t26624+t26283*t26408+t26204*t26510+t27002;
|
| 1569 | : t26406 = t26277*t26632;
|
| 1570 | : t26614 = t26285*t26277;
|
| 1571 | : t26090 = z*t26614;
|
| 1572 | : t26955 = t26285*t26412+t26281*t26090+t27085*z+(t26590+t26599+t26406)*
|
| 1573 | :t26283;
|
| 1574 | : t26583 = t26176*t26285;
|
| 1575 | : t26954 = t26279*t26398+t26283*t26583+z*t26599+t26235*t26510+t26986;
|
| 1576 | : t26953 = t26700*t26739+t25114;
|
| 1577 | : t26228 = RATIONAL(5.0,12.0);
|
| 1578 | : t26521 = t26228*t26699;
|
| 1579 | : t26951 = t26223*t26482+t26279*t26521;
|
| 1580 | : t26253 = RATIONAL(5.0,3.0);
|
| 1581 | : t26431 = t26253*t26632;
|
| 1582 | : t26950 = t26280*t26431+t26204*t26576;
|
| 1583 | : t26611 = t26241*t26279;
|
| 1584 | : t26947 = t26223*t26394+t26284*t26611;
|
| 1585 | : t26236 = RATIONAL(-10.0,9.0);
|
| 1586 | : t26608 = t26236*t26280;
|
| 1587 | : t26946 = t26279*t26608+t26203*t26402;
|
| 1588 | : t25680 = t26284*t26559;
|
| 1589 | : t26419 = t26231*t26632;
|
| 1590 | : t26945 = t26280*t26419+t25680;
|
| 1591 | : t26178 = RATIONAL(-1.0,192.0);
|
| 1592 | : t25737 = t26178*t26576;
|
| 1593 | : t26183 = RATIONAL(-5.0,192.0);
|
| 1594 | : t26944 = t26183*t26528+y*t25737;
|
| 1595 | : t26943 = y*t26423+x*t26468;
|
| 1596 | : t26941 = t26189*t26482+t26279*t26468;
|
| 1597 | : t26443 = t26285*t26101;
|
| 1598 | : t26940 = t26606*t26739+y*t26443;
|
| 1599 | : t26939 = t26279*t26549+t26185*t26394;
|
| 1600 | : t26181 = RATIONAL(5.0,192.0);
|
| 1601 | : t26658 = t26279*t26181;
|
| 1602 | : t26392 = t26280*t26658;
|
| 1603 | : t26933 = t25661+t26281*t26392;
|
| 1604 | : t26932 = t26220*t26482+t26279*t26504;
|
| 1605 | : t26268 = RATIONAL(-5.0,6.0);
|
| 1606 | : t26509 = t26268*t26699;
|
| 1607 | : t26931 = t26230*t26482+t26279*t26509;
|
| 1608 | : t26243 = RATIONAL(5.0,18.0);
|
| 1609 | : t26557 = t26243*t26279;
|
| 1610 | : t26930 = t26266*t26394+t26284*t26557;
|
| 1611 | : t26929 = t26227*t26451+t25963;
|
| 1612 | : t26248 = RATIONAL(-5.0,2.0);
|
| 1613 | : t26224 = RATIONAL(5.0,48.0);
|
| 1614 | : t26928 = t26224*t26576+t26248*t26451;
|
| 1615 | : t26927 = t26280*t26564+t26185*t26400;
|
| 1616 | : t26214 = RATIONAL(5.0,32.0);
|
| 1617 | : t26926 = t26183*t26576+t26214*t26451;
|
| 1618 | : t26925 = y*t26415+x*t26489;
|
| 1619 | : t26188 = RATIONAL(-5.0,288.0);
|
| 1620 | : t26594 = t26284*t26188;
|
| 1621 | : t25965 = t26203*t26552;
|
| 1622 | : t26924 = t26279*t26594+t26285*t25965;
|
| 1623 | : t26922 = t26241*t26621+t26223*t26400;
|
| 1624 | : t26209 = RATIONAL(1.0,32.0);
|
| 1625 | : t26920 = t26209*t26402+RATIONAL(-25.0,192.0)*t26676;
|
| 1626 | : t26727 = y*t26279;
|
| 1627 | : t26221 = RATIONAL(-5.0,96.0);
|
| 1628 | : t26506 = t26221*t26727;
|
| 1629 | : t26918 = t26222*t26482+t26280*t26506;
|
| 1630 | : t26916 = t25403+x*t26679;
|
| 1631 | : t26184 = RATIONAL(1.0,192.0);
|
| 1632 | : t26915 = t26184*t26482+y*t26392;
|
| 1633 | : t26270 = RATIONAL(5.0,6.0);
|
| 1634 | : t26526 = t26270*t26699;
|
| 1635 | : t26914 = t26279*t26526+t26232*t26482;
|
| 1636 | : t26913 = t26279*t26471+y*t25680;
|
| 1637 | : t26912 = t26283*t26491+t26205*t26683;
|
| 1638 | : t26151 = RATIONAL(5.0,1152.0);
|
| 1639 | : t26911 = t26178*t26400+t26151*t26621;
|
| 1640 | : t26909 = t25140+t26704*t26740;
|
| 1641 | : t26226 = RATIONAL(-1.0,48.0);
|
| 1642 | : t26495 = t26231*t26699;
|
| 1643 | : t26907 = t26226*t26482+t26279*t26495;
|
| 1644 | : t26906 = t26285*t26473+t26280*t26475;
|
| 1645 | : t26905 = t26187*t26402+t26279*t26639;
|
| 1646 | : t26172 = RATIONAL(25.0,12.0);
|
| 1647 | : t26581 = t26172*t26280;
|
| 1648 | : t26271 = RATIONAL(-1.0,8.0);
|
| 1649 | : t26904 = t26271*t26402+t26279*t26581;
|
| 1650 | : t26903 = x*t26687+t25242;
|
| 1651 | : t26902 = t26155*t26576+t26279*t26395;
|
| 1652 | : t26901 = t26279*t26489+t26190*t26482;
|
| 1653 | : t25857 = t26203*t26632;
|
| 1654 | : t26899 = t26284*t25857+t26188*t26621;
|
| 1655 | : t26160 = RATIONAL(-5.0,1152.0);
|
| 1656 | : t26898 = t26184*t26402+t26160*t26676;
|
| 1657 | : t26211 = RATIONAL(-1.0,12.0);
|
| 1658 | : t26598 = t26211*t26282;
|
| 1659 | : t26897 = t26226*t26515+t26224*t26527+y*t26598;
|
| 1660 | : t26111 = t26224*t26279;
|
| 1661 | : t26456 = t26283*t26111;
|
| 1662 | : t26114 = t26226*t26285;
|
| 1663 | : t26422 = t26283*t26114;
|
| 1664 | : t26896 = t26211*t26722+(t26422+t26456)*y;
|
| 1665 | : t26631 = t26227*t26279;
|
| 1666 | : t26455 = t26283*t26631;
|
| 1667 | : t26895 = y*t26455+t27082*t26283;
|
| 1668 | : t26894 = t26223*t26515+t27071*t26282;
|
| 1669 | : t25974 = t26211*t26670;
|
| 1670 | : t26589 = t26223*t26284;
|
| 1671 | : t26004 = t26281*t26589;
|
| 1672 | : t26893 = t26282*t26004+x*t25974+t27073*t26280;
|
| 1673 | : t26892 = t26903+t26941;
|
| 1674 | : t26239 = RATIONAL(-5.0,36.0);
|
| 1675 | : t26707 = x*t26239;
|
| 1676 | : t26654 = t26230*t26284;
|
| 1677 | : t26413 = t26281*t26654;
|
| 1678 | : t26891 = x*t26413+t26280*t26707+t27076*t26282;
|
| 1679 | : t26215 = RATIONAL(5.0,72.0);
|
| 1680 | : t26567 = t26284*t26203;
|
| 1681 | : t26512 = x*t26567;
|
| 1682 | : t26656 = t26226*t26281;
|
| 1683 | : t26401 = t26284*t26656;
|
| 1684 | : t26890 = t26281*t26512+t26215*t26728+t26188*t26675+t26282*t26401;
|
| 1685 | : t26437 = t26230*t26664;
|
| 1686 | : t26547 = t26232*t26283;
|
| 1687 | : t25913 = t26281*t26547;
|
| 1688 | : t26579 = t26229*t26279;
|
| 1689 | : t26889 = z*t26437+t26283*t26579+t26239*t26693+t26285*t25913;
|
| 1690 | : t26888 = t26160*t26576+t26184*t26451+t26911;
|
| 1691 | : t25990 = z*t26578;
|
| 1692 | : t26887 = t26283*t26437+t26285*t25990+t26239*t26646+z*t26579;
|
| 1693 | : t26886 = t26899+t26947;
|
| 1694 | : t26655 = t26191*t26280;
|
| 1695 | : t26192 = RATIONAL(5.0,576.0);
|
| 1696 | : t26642 = t26192*t26280;
|
| 1697 | : t26885 = x*t26642+t26282*t26655+t27081*t26281;
|
| 1698 | : t26884 = t26913+t26953;
|
| 1699 | : t26883 = t26906+t26909;
|
| 1700 | : t26882 = t26901+t26903;
|
| 1701 | : t26881 = t26901+t26916;
|
| 1702 | : t26880 = t26916+t26941;
|
| 1703 | : t26562 = t26283*t26188;
|
| 1704 | : t26551 = t26215*t26279;
|
| 1705 | : t26660 = t26203*t26281;
|
| 1706 | : t26438 = t26285*t26660;
|
| 1707 | : t26879 = t26281*t26422+t26279*t26562+(t26438+t26551)*z;
|
| 1708 | : t26028 = z*t26560;
|
| 1709 | : t26878 = t26285*t26028+t26236*t26693+(t26557+t26438)*t26283;
|
| 1710 | : t26877 = t26282*t26642+x*t26655+t27074*t26281;
|
| 1711 | : t26617 = t26282*t26239;
|
| 1712 | : t26876 = t26282*t26413+t26280*t26617+t27076*x;
|
| 1713 | : t26875 = t26906+t26953;
|
| 1714 | : t26026 = t26285*t26570;
|
| 1715 | : t26580 = t26211*t26285;
|
| 1716 | : t25928 = t26281*t26580;
|
| 1717 | : t26635 = t26283*t26240;
|
| 1718 | : t26874 = t26238*t26693+t26283*t25928+z*t26026+t26279*t26635;
|
| 1719 | : t26873 = t26909+t26913;
|
| 1720 | : t26404 = t26260*t26552;
|
| 1721 | : t26872 = t26241*t26576+t26279*t26404+t26930;
|
| 1722 | : t26871 = t26922+t26924;
|
| 1723 | : t25848 = t26223*t26664;
|
| 1724 | : t26869 = t26283*t25848+t26168*t26646+(t26611+t25928)*z;
|
| 1725 | : t26246 = RATIONAL(5.0,8.0);
|
| 1726 | : t26276 = RATIONAL(-1.0,2.0);
|
| 1727 | : t26868 = t26246*t26394+t26276*t26664+t27070*t26279;
|
| 1728 | : t26867 = t26905+t26927;
|
| 1729 | : t25741 = t26284*t26658;
|
| 1730 | : t26206 = RATIONAL(-5.0,32.0);
|
| 1731 | : t26256 = RATIONAL(1.0,8.0);
|
| 1732 | : t26648 = t26256*t26285;
|
| 1733 | : t26866 = t25741+t26281*t26648+t26111+t26206*t26394;
|
| 1734 | : t26733 = t26211*y;
|
| 1735 | : t25906 = t26284*t26733;
|
| 1736 | : t25927 = t26203*t26705;
|
| 1737 | : t26865 = t25906+t26280*t25927+t26261*t26699+t26224*t26479+t26907;
|
| 1738 | : t26734 = y*t26261;
|
| 1739 | : t26864 = t26231*t26683+t26896+(t26734+t25927)*z;
|
| 1740 | : t25260 = y*t25852;
|
| 1741 | : t26453 = t25260+t26925;
|
| 1742 | : t26863 = t26453+t27036+t27052;
|
| 1743 | : t25475 = y*t25871;
|
| 1744 | : t26463 = t25475+t26912;
|
| 1745 | : t26862 = t26463+t27039+t27054;
|
| 1746 | : t25778 = t26181*t26621;
|
| 1747 | : t25850 = y*t26114;
|
| 1748 | : t26861 = t25850+y*t25778+t26184*t26479+t26223*t26727+t26944;
|
| 1749 | : t26732 = t26232*y;
|
| 1750 | : t26530 = t26218*t26727;
|
| 1751 | : t26534 = y*t26668;
|
| 1752 | : t26556 = t26220*t26285;
|
| 1753 | : t26652 = t26283*t26230;
|
| 1754 | : t26860 = y*t26652+t26556*t26739+t26222*t26534+t26283*t26530+(t26732+
|
| 1755 | :t26506)*z;
|
| 1756 | : t26403 = t25475+t26940;
|
| 1757 | : t26859 = t26403+t27050+t27054;
|
| 1758 | : t26112 = t26226*t26284;
|
| 1759 | : t26005 = y*t26112;
|
| 1760 | : t26858 = t26223*t26699+t26184*t26507+t26005+y*t25741+t26944;
|
| 1761 | : t25486 = y*t25896;
|
| 1762 | : t26465 = t25486+t26943;
|
| 1763 | : t26857 = t26465+t27035+t27049;
|
| 1764 | : t25938 = x*t26122;
|
| 1765 | : t25350 = y*t25938;
|
| 1766 | : t26430 = t25350+t26940;
|
| 1767 | : t26856 = t26430+t27031+t27057;
|
| 1768 | : t26440 = t26281*t26610;
|
| 1769 | : t26855 = t26180*t26646+t26163*t26693+t26281*t26524+t26283*t26440+t26939;
|
| 1770 | : t26729 = y*t26245;
|
| 1771 | : t26066 = t26284*t26729;
|
| 1772 | : t26233 = RATIONAL(-5.0,24.0);
|
| 1773 | : t26485 = t26233*t26699;
|
| 1774 | : t26247 = RATIONAL(1.0,6.0);
|
| 1775 | : t26703 = t26247*y;
|
| 1776 | : t26273 = RATIONAL(-2.0,3.0);
|
| 1777 | : t26715 = y*t26273;
|
| 1778 | : t26854 = t26232*t26515+(t26485+t26703)*t26282+(t26066+t26526+t26715)*x;
|
| 1779 | : t25922 = y*t26580;
|
| 1780 | : t26853 = y*t26567+t26280*t25922+t26266*t26699+t26227*t26479+t26951;
|
| 1781 | : t26110 = t26224*t26280;
|
| 1782 | : t26852 = t26110*t26740+t26894+(t26733+t26005)*x;
|
| 1783 | : t26851 = t26463+t27030+t27059;
|
| 1784 | : t26237 = RATIONAL(5.0,24.0);
|
| 1785 | : t26274 = RATIONAL(2.0,3.0);
|
| 1786 | : t26725 = y*t26274;
|
| 1787 | : t26029 = t26245*t26705;
|
| 1788 | : t26850 = t26247*t26479+t26237*t26507+t26029+t26279*t26725+t26931;
|
| 1789 | : t25920 = t26230*t26705;
|
| 1790 | : t26041 = t26285*t26703;
|
| 1791 | : t26849 = t26237*t26536+t26283*t25920+t26245*t26722+t26268*t26683+(t26041+
|
| 1792 | :t26725)*z;
|
| 1793 | : t26848 = t26220*t26479+t25920+t26232*t26727+t26285*t26504+t26918;
|
| 1794 | : t26565 = t26261*t26279;
|
| 1795 | : t26847 = t25922+t26203*t26479+y*t26565+t26224*t26507+t26907;
|
| 1796 | : t26846 = t26280*t26041+t26066+t26237*t26479+t26274*t26699+t26931;
|
| 1797 | : t26449 = t25350+t26912;
|
| 1798 | : t26845 = t26449+t27039+t27040;
|
| 1799 | : t26718 = y*t26266;
|
| 1800 | : t26844 = t26894+(t25906+t26718+t26521)*x;
|
| 1801 | : t26843 = t26403+t27057+t27059;
|
| 1802 | : t26841 = t26245*t26479+t26285*t26485+t26041+t26279*t26715+t26914;
|
| 1803 | : t26840 = t26284*t26732+t26230*t26699+t26221*t26479+t26222*t26507+t26932;
|
| 1804 | : t26628 = t26226*t26279;
|
| 1805 | : t26839 = t26178*t26479+y*t26628+t26183*t26507+t25959+t26915;
|
| 1806 | : t26077 = t26284*t26703;
|
| 1807 | : t26838 = t26233*t26479+t26273*t26699+t26077+t26280*t26029+t26914;
|
| 1808 | : t26407 = t25486+t26925;
|
| 1809 | : t26837 = t26407+t27058+t27067;
|
| 1810 | : t26836 = t26230*t26515+t26237*t26527+t26282*t26729+(t26725+t26509+t26077)
|
| 1811 | :*x;
|
| 1812 | : t26835 = t26111*t26739+t26895+(t26733+t25850)*z;
|
| 1813 | : t26834 = t26465+t27056+t27058;
|
| 1814 | : t26442 = t26221*t26646;
|
| 1815 | : t26833 = t26220*t26534+t26597*t26739+(t26724+t26530)*z+(t26547+t26442)*y;
|
| 1816 | : t26832 = t26282*t26732+t26221*t26527+t27074*y+t27079*x;
|
| 1817 | : t26625 = t26247*t26283;
|
| 1818 | : t26425 = t26233*t26646;
|
| 1819 | : t25925 = t26232*t26705;
|
| 1820 | : t26831 = t26270*t26683+t26283*t25925+(t26029+t26715)*z+(t26425+t26625)*y;
|
| 1821 | : t26830 = t26407+t27049+t27052;
|
| 1822 | : t26021 = y*t26589;
|
| 1823 | : t26829 = t26178*t26507+t26183*t26479+t26021+t26226*t26699+t26915;
|
| 1824 | : t26828 = t26220*t26507+t26218*t26479+y*t26654+t26232*t26699+t26918;
|
| 1825 | : t26827 = t26453+t27063+t27067;
|
| 1826 | : t26826 = t26902+t26999;
|
| 1827 | : t26825 = t26222*t26479+t26279*t26724+t25925+t26221*t26507+t26932;
|
| 1828 | : t26824 = y*t26512+t26897+(t26495+t26734)*x;
|
| 1829 | : t26823 = t26430+t27040+t27050;
|
| 1830 | : t26822 = t26228*t26683+t26895+(t26718+t25922)*z;
|
| 1831 | : t26821 = t26897+(t26021+t27071)*x;
|
| 1832 | : t26466 = t25260+t26943;
|
| 1833 | : t26820 = t26466+t27035+t27036;
|
| 1834 | : t26819 = t26211*t26479+t26227*t26507+t26279*t26718+t25927+t26951;
|
| 1835 | : t26533 = t26221*t26728;
|
| 1836 | : t26818 = x*t26732+t27079*t26282+(t26533+t27081)*y;
|
| 1837 | : t26817 = t26631*t26739+t26896+t27082*z;
|
| 1838 | : t26816 = t26449+t27030+t27031;
|
| 1839 | : t26815 = t26466+t27056+t27063;
|
| 1840 | : t26672 = t26280*t26551+t26285*t26401;
|
| 1841 | : t26372 = t25974+t26104+t25957+t26224*t26400+t26672;
|
| 1842 | : t26814 = t26372+t26105+t25965+t26929+t26947;
|
| 1843 | : t26068 = t26281*t26565;
|
| 1844 | : t26373 = t26224*t26394+t25948+t25928+t26117+t26672;
|
| 1845 | : t26813 = t26068+t26373+t26120+t26899+t26945;
|
| 1846 | : t26812 = t26122+t26372+t26261*t26552+t26924+t26945;
|
| 1847 | : t26811 = t26108+t26373+t25857+t26922+t26929;
|
| 1848 | : t26032 = t26259*t26632;
|
| 1849 | : t26810 = t26026+t26231*t26394+t26032+t26149+t26950+(t26263+t26548)*t26279
|
| 1850 | :;
|
| 1851 | : t26809 = t26995+t27013;
|
| 1852 | : t26808 = t26993+t26997;
|
| 1853 | : t26807 = t26892+t27037+t27064;
|
| 1854 | : t26806 = t26988+t26992;
|
| 1855 | : t26805 = t26883+t27032+t27034;
|
| 1856 | : t26804 = t26880+t27037+t27038;
|
| 1857 | : t26803 = t26875+t27046+t27051;
|
| 1858 | : t26802 = t26882+t27041+t27045;
|
| 1859 | : t26801 = t27000+t27005;
|
| 1860 | : t26800 = t26881+t27038+t27047;
|
| 1861 | : t26799 = t26882+t27047+t27064;
|
| 1862 | : t26798 = t27024+t27025;
|
| 1863 | : t26797 = t26993+t26996;
|
| 1864 | : t26439 = t26211*t26552;
|
| 1865 | : t26796 = t26223*t26384+x*t26439+t26890+t27073*t26284;
|
| 1866 | : t26795 = t25660+t26100+t26004+t26183*t26400+t26099+t26226*t26552+t26933;
|
| 1867 | : t26794 = t26987+t27005;
|
| 1868 | : t26793 = t26980+t26989;
|
| 1869 | : t26792 = t26873+t27060+t27068;
|
| 1870 | : t26791 = t27001+t27020;
|
| 1871 | : t26790 = t26884+t27055+t27061;
|
| 1872 | : t26789 = t27014+t27016;
|
| 1873 | : t26788 = t27006+t27009;
|
| 1874 | : t26459 = t26247*t26632;
|
| 1875 | : t26182 = RATIONAL(5.0,144.0);
|
| 1876 | : t26713 = z*t26182;
|
| 1877 | : t26787 = t26889+z*t26459+t26285*t26713+t27083*t26283;
|
| 1878 | : t26786 = t27019+t27022;
|
| 1879 | : t26087 = t26283*t26570;
|
| 1880 | : t26785 = t26215*t26543+t26211*t26432+(t26635+t26087)*x+(t27072+t27075)*z;
|
| 1881 | : t26572 = t26215*t26285;
|
| 1882 | : t26784 = t26874+z*t26032+t26240*t26714+(t26572+t26068)*t26283;
|
| 1883 | : t26588 = t26192*t26284;
|
| 1884 | : t26783 = t26191*t26623+x*t26588+t26222*t26384+t26220*t26542+t26877;
|
| 1885 | : t26782 = t26880+t27048+t27062;
|
| 1886 | : t26709 = x*t26167;
|
| 1887 | : t26601 = t26284*t26182;
|
| 1888 | : t26081 = x*t26602;
|
| 1889 | : t26781 = t26247*t26384+t26282*t26601+t26280*t26081+t26284*t26709+t26876;
|
| 1890 | : t26780 = t26873+t27034+t27061;
|
| 1891 | : t26779 = t27018+t27028;
|
| 1892 | : t26778 = t26881+t27041+t27062;
|
| 1893 | : t26777 = t26226*t26384+x*t25965+t26282*t26594+t26215*t26723+t26893;
|
| 1894 | : t26698 = z*t26188;
|
| 1895 | : t26712 = x*t26168;
|
| 1896 | : t26776 = z*t26550+x*t26698+t26283*t26712+t26188*t26543+(t26432+t26681)*
|
| 1897 | :t26223+t27084*t26226;
|
| 1898 | : t26775 = t26883+t27046+t27060;
|
| 1899 | : t26056 = z*t26596;
|
| 1900 | : t26464 = t26283*t26632;
|
| 1901 | : t26774 = t26279*t26056+t26243*t26714+t26241*t26668+t26266*t26464+t26878;
|
| 1902 | : t25863 = t26281*t26628;
|
| 1903 | : t26773 = t26285*t26562+t26283*t25863+t26869+(t26572+t25857)*z;
|
| 1904 | : t26640 = t26247*t26281;
|
| 1905 | : t26033 = x*t26640;
|
| 1906 | : t26772 = t26280*t26033+x*t26601+t26245*t26384+t26167*t26623+t26891;
|
| 1907 | : t26771 = t26875+t27032+t27055;
|
| 1908 | : t26695 = x*t26243;
|
| 1909 | : t26653 = t26282*t26243;
|
| 1910 | : t26057 = t26283*t26560;
|
| 1911 | : t26770 = x*t26057+t26283*t26695+t26241*t26543+t26236*t26738+t26203*t26432
|
| 1912 | :+(t26653+t27080)*z;
|
| 1913 | : t26769 = t26223*t26464+t26168*t26668+t26241*t26714+t26211*t26510+t26879;
|
| 1914 | : t26768 = t26892+t27045+t27048;
|
| 1915 | : t26767 = t27023+t27026;
|
| 1916 | : t26626 = t26283*t26182;
|
| 1917 | : t26766 = t26283*t26459+t26285*t26626+t26887+t27083*z;
|
| 1918 | : t26765 = t27010+t27021;
|
| 1919 | : t26764 = x*t26562+t26282*t26698+t26656*t26738+t26226*t26432+t26168*t26543
|
| 1920 | :+z*t26712+t27084*t26223;
|
| 1921 | : t26763 = t26884+t27051+t27068;
|
| 1922 | : t26762 = t26980+t26994;
|
| 1923 | : t26761 = t26220*t26384+t26282*t26588+t26191*t26723+t26222*t26542+t26885;
|
| 1924 | : t26760 = t26983+t27029;
|
| 1925 | : t26759 = t26981+t26992;
|
| 1926 | : t25410 = t26281*t26519;
|
| 1927 | : t26758 = t26212*t26737+t26283*t26735+t26356+t26281*t26488+t25410+t26936+
|
| 1928 | :t27044;
|
| 1929 | : t26757 = t25863+t25639+t26098+t26898+t26933+t26183*t26394+t25848+t26096+
|
| 1930 | :t26911;
|
| 1931 | : t26357 = z*t26440+t26180*t26693+t26279*t26641+t26281*t26443+t26905+t26939
|
| 1932 | :;
|
| 1933 | : t26756 = t26357+t26189*t26510+t26163*t26714+t26927+t27033+t27069*t26283;
|
| 1934 | : t26644 = t26283*t26195;
|
| 1935 | : t26755 = t26281*t26385+t26902+t26285*t26644+t26357+t27042+t27078*z;
|
| 1936 | : t26052 = t26259*t26552;
|
| 1937 | : t26139 = t26257*t26284;
|
| 1938 | : t26067 = t26284*t26570;
|
| 1939 | : t26754 = t26946+t26052+t26231*t26400+t26930+t26950+t26139+t26067+(t26614+
|
| 1940 | :t26263)*t26280;
|
| 1941 | : t26363 = t26902+t26905+t27003;
|
| 1942 | : t26753 = t26363+x*t26644+t26281*t26478+t26180*t26737+t25410+t26927+t27065
|
| 1943 | :;
|
| 1944 | : t25471 = t26281*t26484;
|
| 1945 | : t26752 = t26190*t26500+t25471+t26166*t26736+z*t26620+t26826+t27065;
|
| 1946 | : t26751 = z*t26406+t26285*t26708+t26281*t26405+t26283*t26564+t26986+t27027
|
| 1947 | :;
|
| 1948 | : t26544 = t26199*t26284;
|
| 1949 | : t26386 = t26284*t26638;
|
| 1950 | : t26750 = t26250*t26384+t26282*t26544+t26281*t25849+x*t26386+t26212*t26723
|
| 1951 | :+t27017+(t26674+t27077)*t26280;
|
| 1952 | : t26749 = t26855+t26279*t26492+t26195*t26714+t27042+t27078*t26283;
|
| 1953 | : t26748 = t25471+t26281*t26494+x*t26643+t26199*t26737+t26842+t27044;
|
| 1954 | : t26747 = z*t26583+t27027+t26164*t26668+t27002+t27100*t26279;
|
| 1955 | : t26746 = t26285*t26641+t26281*t26416+t26855+t27033+t27069*z;
|
| 1956 | : t25867 = x*t26645;
|
| 1957 | : t26745 = t26281*t25867+t26212*t26623+x*t26544+t26216*t26728+t26249*t26384
|
| 1958 | :+t26282*t26386+t27017+(t26496+t26593)*t26280;
|
| 1959 | : t26744 = t26283*t26720+t26282*t26412+t26962+t26179*t26738+t26207*t26543+
|
| 1960 | :t27084*t26277+t27091*z;
|
| 1961 | : t26730 = z*t26155;
|
| 1962 | : t26726 = z*t26158;
|
| 1963 | : t26743 = t26158*t26543+t26282*t26730+t26185*t26432+t26647*t26738+t26967+z
|
| 1964 | :*t26426+(t26726+t27090)*x;
|
| 1965 | : t26742 = t26282*t26497+t26962+t26235*t26432+t26283*t26716+t26210*t26543+
|
| 1966 | :t27097*z+t27098*x;
|
| 1967 | : t26741 = t26185*t26522+t26283*t26426+t26155*t26543+t26282*t26726+t26967+
|
| 1968 | :t26187*t26681+(t26730+t27089)*x;
|
| 1969 | : t26702 = x*t26229;
|
| 1970 | : t26118 = t26228*t26284;
|
| 1971 | : t26121 = t26227*t26284;
|
| 1972 | : t26671 = t26230*t26281;
|
| 1973 | : t26103 = t26227*t26285;
|
| 1974 | : t26115 = t26228*t26285;
|
| 1975 | : t26607 = t26256*t26284;
|
| 1976 | : t26173 = RATIONAL(-25.0,48.0);
|
| 1977 | : t26587 = t26173*t26280;
|
| 1978 | : t26582 = t26276*t26284;
|
| 1979 | : t26545 = t26283*t26192;
|
| 1980 | : t26027 = z*t26602;
|
| 1981 | : t26089 = t26282*t26602;
|
| 1982 | : t26063 = t26247*t26612;
|
| 1983 | : t26082 = t26281*t26625;
|
| 1984 | : t26037 = t26283*t26602;
|
| 1985 | : t25993 = t26281*t26652;
|
| 1986 | : t25981 = t26282*t26578;
|
| 1987 | : t26446 = t26228*t26632;
|
| 1988 | : t26441 = t26218*t26632;
|
| 1989 | : t25931 = t26203*t26612;
|
| 1990 | : t26435 = t26281*t26556;
|
| 1991 | : t25846 = t26230*t26612;
|
| 1992 | : t26418 = t26237*t26632;
|
| 1993 | : t26397 = t26284*t26560;
|
| 1994 | : t26381 = t26151*t26678+t26178*t26394+t26898;
|
| 1995 | : t26380 = t26279*t26439+t26168*t26576+t26672;
|
| 1996 | : t26379 = t26243*t26621+t26279*t26397+t26946;
|
| 1997 | : t26254 = RATIONAL(1.0,4.0);
|
| 1998 | : t26198 = RATIONAL(-5.0,16.0);
|
| 1999 | : t26197 = RATIONAL(1.0,16.0);
|
| 2000 | : t26378 = t26254+t26197*t26284+t26198*t26280;
|
| 2001 | : t26255 = RATIONAL(1.0,2.0);
|
| 2002 | : t26252 = RATIONAL(-5.0,8.0);
|
| 2003 | : t26377 = t26252*t26280+t26607+t26255;
|
| 2004 | : t26225 = RATIONAL(-1.0,16.0);
|
| 2005 | : t26213 = RATIONAL(5.0,16.0);
|
| 2006 | : t26267 = RATIONAL(-1.0,4.0);
|
| 2007 | : t26376 = t26267+t26225*t26284+t26213*t26280;
|
| 2008 | : t26375 = t26271*t26284+t26276+t26246*t26280;
|
| 2009 | : t26171 = RATIONAL(25.0,32.0);
|
| 2010 | : t26374 = t26171*t26280+t26252+t26206*t26284;
|
| 2011 | : t26371 = t26246*t26400+t26281*t26582+t26258*t26280+t26231*t26621+t26904;
|
| 2012 | : t26370 = t25778+t26110+t26206*t26400+t26281*t26607+t26920;
|
| 2013 | : t26369 = t26279*t26545+t26283*t26435+t26381+t27043*z;
|
| 2014 | : t26368 = t26192*t26693+z*t26435+t26381+t27043*t26283;
|
| 2015 | : t26367 = t26867+t26990;
|
| 2016 | : t26366 = t26167*t26543+t26232*t26432+t26380+(t26033+t26707)*z;
|
| 2017 | : t26365 = t26182*t26543+x*t26027+t26283*t25846+z*t26702+t26380;
|
| 2018 | : t26364 = t26867+t27015;
|
| 2019 | : t26360 = t26379+t26282*t25974+x*t26067+t27072*t26280;
|
| 2020 | : t26358 = t26284*t25931+t26280*t26653+t26379+(t26608+t26397)*x;
|
| 2021 | : t26154 = RATIONAL(25.0,192.0);
|
| 2022 | : t26200 = RATIONAL(-1.0,32.0);
|
| 2023 | : t26355 = t26154*t26621+t26271*t26632+t26200*t26400+t26103+t26866+t26920+
|
| 2024 | :t26926;
|
| 2025 | : t26262 = RATIONAL(2.0,1.0);
|
| 2026 | : t26354 = t26118+t26173*t26678+t26255*t26394+t26262*t26552+t26371+t26928;
|
| 2027 | : t26353 = t26154*t26678+t26200*t26394+t26271*t26552+t26121+t26370+t26926;
|
| 2028 | : t26352 = t26285*t26587+t26255*t26400+t26115+t26262*t26632+t26868+t26904+
|
| 2029 | :t26928;
|
| 2030 | : t26186 = RATIONAL(25.0,96.0);
|
| 2031 | : t26351 = t26186*t26279+t26221*t26285+t26233+(t26198*t26279+t26197*t26285+
|
| 2032 | :t26254)*t26281;
|
| 2033 | : t26177 = RATIONAL(-25.0,96.0);
|
| 2034 | : t26350 = t26237+t26218*t26285+t26177*t26279+(t26225*t26285+t26267+t26213*
|
| 2035 | :t26279)*t26281;
|
| 2036 | : t26349 = t26237+t26177*t26280+t26218*t26284+t26376*t26281;
|
| 2037 | : t26348 = t26221*t26284+t26186*t26280+t26233+t26378*t26281;
|
| 2038 | : t26347 = t26241*t26623+x*t26404+t26266*t26384+t26284*t26695+t26358+t26872
|
| 2039 | :;
|
| 2040 | : t26346 = x*t26037+z*t25846+t26282*t26713+t26283*t26702+t26366+t26886;
|
| 2041 | : t26345 = t26365+t26283*t26709+x*t25913+t26871+(t26617+t26063)*z;
|
| 2042 | : t26344 = t26366+z*t26089+t26229*t26737+t26871+(t26626+t25993)*x;
|
| 2043 | : t26343 = t26285*t26545+t26220*t26464+t26368+t26888+t27053*z;
|
| 2044 | : t26342 = x*t26052+t26360+t26240*t26723+t26215*t26623+t26261*t26384+t26872
|
| 2045 | :;
|
| 2046 | : t26341 = t26220*t26510+t26369+t26192*t26714+t26888+t27053*t26283;
|
| 2047 | : t26340 = t26167*t26737+z*t25981+t26283*t26707+t26365+x*t26082+t26886;
|
| 2048 | : t26264 = RATIONAL(-2.0,1.0);
|
| 2049 | : t26265 = RATIONAL(5.0,2.0);
|
| 2050 | : t26339 = RATIONAL(-25.0,8.0)*t26451+t26285*t26567+t26371+t26260+t26868+
|
| 2051 | :t26264*t26281+t27066*t26265+(t26285+t26284)*t26261;
|
| 2052 | : t26338 = t26211+t25737+t26114+t26255*t26281+t26171*t26451+t26370+t26112+
|
| 2053 | :t26866+t27066*t26252;
|
| 2054 | : t26337 = t26090+t26283*t26419+t26285*t26554+t26087+t26878+t26754+(t26431+
|
| 2055 | :t26633)*z+t27110;
|
| 2056 | : t26336 = t25938+t25749+t26228*t26542+t26116+t26227*t26384+t26813+x*t26560
|
| 2057 | :+t26119+t25931+t26893;
|
| 2058 | : t26335 = t25954+t26250*x+t26237*t26542+t26811+t26233*t26384+t26133+t26081
|
| 2059 | :+t25849+t26063+t26891;
|
| 2060 | : t26334 = t26795+t25990+t25993+t26283*t26441+t26368+t26221*t26510+t26101+
|
| 2061 | :t26190*z+t27105;
|
| 2062 | : t26333 = t26257*t26282+t26204*t26623+t26253*t26542+t26231*t26384+t26358+
|
| 2063 | :t26053+t26263*x+t26810+t27075;
|
| 2064 | : t26332 = t26211*t26661+t26812+t26109+t26879+t26281*t26456+(t26204+t26570+
|
| 2065 | :t26419)*z+t27088;
|
| 2066 | : t26331 = t26281*t26455+z*t26446+t26812+t26283*t26660+t26028+t26124+t26123
|
| 2067 | :+t26869+t27108;
|
| 2068 | : t26330 = t26221*t26384+x*t26671+t26102+t26757+t26218*t26542+t25981+t26091
|
| 2069 | :+t26877+t27107;
|
| 2070 | : t26329 = t26150+t26284*t26605+t26277*t26282+x*t26139+t26360+t26228*t26384
|
| 2071 | :+t26258*t26542+t26810+t27080;
|
| 2072 | : t26328 = t25867+t26237*t26384+t26811+t26020+t26233*t26542+t26129+t26089+
|
| 2073 | :t26033+t26131+t26876;
|
| 2074 | : t26327 = t25699+t25693+t25846+t26757+t26281*t26533+t26097+t26218*t26384+
|
| 2075 | :t26095+x*t26578+t26885;
|
| 2076 | : t26326 = t26754+t26269*z+t26056+t26057+t26258*t26510+t26874+(t26277+
|
| 2077 | :t26446)*t26283+t27087;
|
| 2078 | : t26325 = t26795+t26094+t26369+t26281*t26442+t26093+t25913+(t26441+t26671)
|
| 2079 | :*z+t27102;
|
| 2080 | : t26324 = t26082+t25978+t26127+t26814+t26281*t26425+t25960+t26027+t26889+(
|
| 2081 | :t26250+t26418)*z;
|
| 2082 | : t26323 = t26106+t26224*t26384+t26281*t26598+t26231*t26542+t26813+t26107+x
|
| 2083 | :*t26570+t26890+t27092;
|
| 2084 | : t26322 = t26814+t26233*t26510+t26125+t26283*t26418+t26037+t26887+(t26249+
|
| 2085 | :t26640)*z+t27093;
|
| 2086 | : t26321 = t26748+t26361+t26965+t27007;
|
| 2087 | : t26320 = t26756+t26974+t26982+t26990;
|
| 2088 | : t26319 = t26751+t26973+t26978;
|
| 2089 | : t26318 = t26364+t26752+t26959+t26998;
|
| 2090 | : t26317 = t26750+t26956+t26977;
|
| 2091 | : t26316 = t26756+t26972+t27011+t27015;
|
| 2092 | : t26315 = t26746+t26367+t26972+t26982;
|
| 2093 | : t26314 = t26747+t26973+t26979;
|
| 2094 | : t26313 = t26751+t26975+t26979;
|
| 2095 | : t26312 = t26958+t26743+t26964;
|
| 2096 | : t26311 = t26959+t26753+t26990+t27008;
|
| 2097 | : t26310 = t26963+t26755+t27003+t27004;
|
| 2098 | : t26309 = t26747+t26975+t26978;
|
| 2099 | : t26308 = t26750+t26954+t26976;
|
| 2100 | : t26307 = t26961+t26753+t26998+t27015;
|
| 2101 | : t26306 = t26744+t26955+t26957;
|
| 2102 | : t26305 = t26960+t26743+t26966;
|
| 2103 | : t26304 = t26742+t26955+t26969;
|
| 2104 | : t26303 = t26744+t26969+t26970;
|
| 2105 | : t26302 = t26363+t26749+t26971+t27004;
|
| 2106 | : t26301 = t26745+t26956+t26976;
|
| 2107 | : t26300 = t26964+t26741+t26966;
|
| 2108 | : t26299 = t26742+t26957+t26970;
|
| 2109 | : t26298 = t26958+t26741+t26960;
|
| 2110 | : t26297 = t26965+t26758+t26984+t26991;
|
| 2111 | : t26296 = t26968+t26758+t26985+t27007;
|
| 2112 | : t26295 = t26755+t26971+t26999+t27012;
|
| 2113 | : t26294 = t26748+t26359+t26968+t26984;
|
| 2114 | : t26293 = t26745+t26954+t26977;
|
| 2115 | : t26292 = t26367+t26752+t26961+t27008;
|
| 2116 | : t26291 = t26826+t26749+t26905+t26963+t27012;
|
| 2117 | : t26290 = t26746+t26364+t26974+t27011;
|
| 2118 | : t26275 = RATIONAL(5.0,4.0);
|
| 2119 | : t26251 = RATIONAL(3.0,4.0);
|
| 2120 | : t26244 = RATIONAL(-5.0,4.0);
|
| 2121 | : t26202 = RATIONAL(25.0,8.0);
|
| 2122 | : t26201 = RATIONAL(-15.0,4.0);
|
| 2123 | : t26174 = RATIONAL(25.0,48.0);
|
| 2124 | : t26170 = RATIONAL(-15.0,16.0);
|
| 2125 | : t26169 = RATIONAL(-25.0,12.0);
|
| 2126 | : coeffs_dyy->coeff_m2_m2_m2 = t26312+t26759+t26797;
|
| 2127 | : coeffs_dyy->coeff_m1_m2_m2 = t26310+t26790+t26845;
|
| 2128 | : coeffs_dyy->coeff_0_m2_m2 = t26334+t26833+t26858;
|
| 2129 | : coeffs_dyy->coeff_p1_m2_m2 = t26295+t26780+t26862;
|
| 2130 | : coeffs_dyy->coeff_p2_m2_m2 = t26300+t26809+t26981+t26996;
|
| 2131 | : coeffs_dyy->coeff_m2_m1_m2 = t26320+t26760+t26798;
|
| 2132 | : coeffs_dyy->coeff_m1_m1_m2 = t26321+t26799+t26834;
|
| 2133 | : coeffs_dyy->coeff_0_m1_m2 = t26324+t26817+t26840;
|
| 2134 | : coeffs_dyy->coeff_p1_m1_m2 = t26297+t26800+t26837;
|
| 2135 | : coeffs_dyy->coeff_p2_m1_m2 = t26316+t26983+t27021+t27024+t27026;
|
| 2136 | : coeffs_dyy->coeff_m2_0_m2 = t26343+t26761+t26776;
|
| 2137 | : coeffs_dyy->coeff_m1_0_m2 = t26777+t26340+t26787;
|
| 2138 | : coeffs_dyy->coeff_0_0_m2 = t26351*z+t26350*t26283+t26353;
|
| 2139 | : coeffs_dyy->coeff_p1_0_m2 = t26346+t26787+t26796;
|
| 2140 | : coeffs_dyy->coeff_p2_0_m2 = t26343+t26764+t26783;
|
| 2141 | : coeffs_dyy->coeff_m2_p1_m2 = t26320+t26765+t26767;
|
| 2142 | : coeffs_dyy->coeff_m1_p1_m2 = t26321+t26804+t26827;
|
| 2143 | : coeffs_dyy->coeff_0_p1_m2 = t26324+t26828+t26835;
|
| 2144 | : coeffs_dyy->coeff_p1_p1_m2 = t26297+t26807+t26815;
|
| 2145 | : coeffs_dyy->coeff_p2_p1_m2 = t26316+t27010+t27023+t27025+t27029;
|
| 2146 | : coeffs_dyy->coeff_m2_p2_m2 = t26312+t26809+t26988+t26997;
|
| 2147 | : coeffs_dyy->coeff_m1_p2_m2 = t26310+t26805+t26859;
|
| 2148 | : coeffs_dyy->coeff_0_p2_m2 = t26334+t26829+t26860;
|
| 2149 | : coeffs_dyy->coeff_p1_p2_m2 = t26295+t26771+t26823;
|
| 2150 | : coeffs_dyy->coeff_p2_p2_m2 = t26300+t26806+t26808;
|
| 2151 | : coeffs_dyy->coeff_m2_m2_m1 = t26311+t26763+t26863;
|
| 2152 | : coeffs_dyy->coeff_m1_m2_m1 = t26786+t26309+t27014+t27028;
|
| 2153 | : coeffs_dyy->coeff_0_m2_m1 = t26331+t26853+t26864;
|
| 2154 | : coeffs_dyy->coeff_p1_m2_m1 = t26789+t26314+t27020+t27022;
|
| 2155 | : coeffs_dyy->coeff_p2_m2_m1 = t26318+t26792+t26820;
|
| 2156 | : coeffs_dyy->coeff_m2_m1_m1 = t26317+t26802+t26843;
|
| 2157 | : coeffs_dyy->coeff_m1_m1_m1 = t26303+t26788+t26994+t27000;
|
| 2158 | : coeffs_dyy->coeff_0_m1_m1 = t26326+t26831+t26846;
|
| 2159 | : coeffs_dyy->coeff_p1_m1_m1 = t26299+t26801+t26989+t27006;
|
| 2160 | : coeffs_dyy->coeff_p2_m1_m1 = t26301+t26778+t26856;
|
| 2161 | : coeffs_dyy->coeff_m2_0_m1 = t26772+t26345+t26773;
|
| 2162 | : coeffs_dyy->coeff_m1_0_m1 = t26342+t26770+t26784;
|
| 2163 | : coeffs_dyy->coeff_0_0_m1 = t26354+(t26169*t26279+t26115+t26253+(t26264+
|
| 2164 | :t26265*t26279+t26276*t26285)*t26281)*z+(t26231+t26174*t26279+t26103+(t26648+
|
| 2165 | :t26255+t26252*t26279)*t26281)*t26283;
|
| 2166 | : coeffs_dyy->coeff_p1_0_m1 = t26784+t26347+t26785;
|
| 2167 | : coeffs_dyy->coeff_p2_0_m1 = t26773+t26344+t26781;
|
| 2168 | : coeffs_dyy->coeff_m2_p1_m1 = t26317+t26782+t26816;
|
| 2169 | : coeffs_dyy->coeff_m1_p1_m1 = t26303+t26793+t26794;
|
| 2170 | : coeffs_dyy->coeff_0_p1_m1 = t26326+t26838+t26849;
|
| 2171 | : coeffs_dyy->coeff_p1_p1_m1 = t26299+t26762+t26987+t27009;
|
| 2172 | : coeffs_dyy->coeff_p2_p1_m1 = t26301+t26768+t26851;
|
| 2173 | : coeffs_dyy->coeff_m2_p2_m1 = t26311+t26775+t26857;
|
| 2174 | : coeffs_dyy->coeff_m1_p2_m1 = t26309+t26791+t27016+t27018;
|
| 2175 | : coeffs_dyy->coeff_0_p2_m1 = t26331+t26822+t26865;
|
| 2176 | : coeffs_dyy->coeff_p1_p2_m1 = t26779+t26314+t27001+t27019;
|
| 2177 | : coeffs_dyy->coeff_p2_p2_m1 = t26318+t26803+t26830;
|
| 2178 | : coeffs_dyy->coeff_m2_m2_0 = t26327+t26832+t26861;
|
| 2179 | : coeffs_dyy->coeff_m1_m2_0 = t26336+t26819+t26824;
|
| 2180 | : coeffs_dyy->coeff_0_m2_0 = ((t26200*t26284+t26214*t26280+t26271)*t26285+(
|
| 2181 | :t26214*t26284+RATIONAL(-25.0,32.0)*t26280+t26246)*t26279+t26375)*y+t26338;
|
| 2182 | : coeffs_dyy->coeff_p1_m2_0 = t26323+t26819+t26844;
|
| 2183 | : coeffs_dyy->coeff_p2_m2_0 = t26330+t26818+t26861;
|
| 2184 | : coeffs_dyy->coeff_m2_m1_0 = t26335+t26821+t26825;
|
| 2185 | : coeffs_dyy->coeff_m1_m1_0 = t26329+t26850+t26854;
|
| 2186 | : coeffs_dyy->coeff_0_m1_0 = (t26254*t26284+t26244*t26280+1.0+t26378*t26285
|
| 2187 | :+(RATIONAL(25.0,16.0)*t26280+t26198*t26284+t26244)*t26279)*y+t26339;
|
| 2188 | : coeffs_dyy->coeff_p1_m1_0 = t26333+t26836+t26850;
|
| 2189 | : coeffs_dyy->coeff_p2_m1_0 = t26328+t26825+t26852;
|
| 2190 | : coeffs_dyy->coeff_m2_0_0 = t26355+t26348*x+t26349*t26282;
|
| 2191 | : coeffs_dyy->coeff_m1_0_0 = t26352+(t26174*t26280+t26231+t26121+t26377*
|
| 2192 | :t26281)*t26282+(t26118+t26169*t26280+t26253+(t26265*t26280+t26582+t26264)*
|
| 2193 | :t26281)*x;
|
| 2194 | : coeffs_dyy->coeff_0_0_0 = t26248+t26202*t26280+t26252*t26284+t26374*
|
| 2195 | :t26285+(t26171*t26284+RATIONAL(-125.0,32.0)*t26280+t26202)*t26279+(RATIONAL(3.0
|
| 2196 | :,1.0)+t26201*t26280+t26251*t26284+(t26251+RATIONAL(3.0,16.0)*t26284+t26170*
|
| 2197 | :t26280)*t26285+(RATIONAL(75.0,16.0)*t26280+t26201+t26170*t26284)*t26279)*t26281
|
| 2198 | :;
|
| 2199 | : coeffs_dyy->coeff_p1_0_0 = (t26581+(t26248*t26280+t26255*t26284+t26262)*
|
| 2200 | :t26281+t27070)*x+t26352+(t26224*t26284+t26587+t26228+t26375*t26281)*t26282;
|
| 2201 | : coeffs_dyy->coeff_p2_0_0 = t26348*t26282+t26355+t26349*x;
|
| 2202 | : coeffs_dyy->coeff_m2_p1_0 = t26335+t26848+t26852;
|
| 2203 | : coeffs_dyy->coeff_m1_p1_0 = t26329+t26836+t26841;
|
| 2204 | : coeffs_dyy->coeff_0_p1_0 = t26339+(-1.0+t26275*t26280+t26267*t26284+
|
| 2205 | :t26376*t26285+(RATIONAL(-25.0,16.0)*t26280+t26275+t26213*t26284)*t26279)*y;
|
| 2206 | : coeffs_dyy->coeff_p1_p1_0 = t26333+t26841+t26854;
|
| 2207 | : coeffs_dyy->coeff_p2_p1_0 = t26328+t26821+t26848;
|
| 2208 | : coeffs_dyy->coeff_m2_p2_0 = t26327+t26818+t26839;
|
| 2209 | : coeffs_dyy->coeff_m1_p2_0 = t26336+t26844+t26847;
|
| 2210 | : coeffs_dyy->coeff_0_p2_0 = ((t26209*t26284+t26206*t26280+t26256)*t26285+
|
| 2211 | :t26374*t26279+t26377)*y+t26338;
|
| 2212 | : coeffs_dyy->coeff_p1_p2_0 = t26323+t26824+t26847;
|
| 2213 | : coeffs_dyy->coeff_p2_p2_0 = t26330+t26832+t26839;
|
| 2214 | : coeffs_dyy->coeff_m2_m2_p1 = t26292+t26792+t26830;
|
| 2215 | : coeffs_dyy->coeff_m1_m2_p1 = t26319+t27014+t27018+t27019+t27020;
|
| 2216 | : coeffs_dyy->coeff_0_m2_p1 = t26332+t26822+t26853;
|
| 2217 | : coeffs_dyy->coeff_p1_m2_p1 = t26313+t26779+t26789;
|
| 2218 | : coeffs_dyy->coeff_p2_m2_p1 = t26307+t26763+t26857;
|
| 2219 | : coeffs_dyy->coeff_m2_m1_p1 = t26308+t26778+t26851;
|
| 2220 | : coeffs_dyy->coeff_m1_m1_p1 = t26304+t26762+t26801;
|
| 2221 | : coeffs_dyy->coeff_0_m1_p1 = t26337+t26846+t26849;
|
| 2222 | : coeffs_dyy->coeff_p1_m1_p1 = t26793+t26306+t27000+t27009;
|
| 2223 | : coeffs_dyy->coeff_p2_m1_p1 = t26293+t26802+t26816;
|
| 2224 | : coeffs_dyy->coeff_m2_0_p1 = t26769+t26344+t26772;
|
| 2225 | : coeffs_dyy->coeff_m1_0_p1 = t26342+t26774+t26785;
|
| 2226 | : coeffs_dyy->coeff_0_0_p1 = t26354+(t26172*t26279+t26258+t26231*t26285+(
|
| 2227 | :t26255*t26285+t26248*t26279+t26262)*t26281)*z+(t26228+t26173*t26279+t26224*
|
| 2228 | :t26285+(t26276+t26246*t26279+t26271*t26285)*t26281)*t26283;
|
| 2229 | : coeffs_dyy->coeff_p1_0_p1 = t26770+t26347+t26774;
|
| 2230 | : coeffs_dyy->coeff_p2_0_p1 = t26345+t26769+t26781;
|
| 2231 | : coeffs_dyy->coeff_m2_p1_p1 = t26308+t26768+t26856;
|
| 2232 | : coeffs_dyy->coeff_m1_p1_p1 = t26788+t26304+t26987+t26989;
|
| 2233 | : coeffs_dyy->coeff_0_p1_p1 = t26337+t26831+t26838;
|
| 2234 | : coeffs_dyy->coeff_p1_p1_p1 = t26794+t26306+t26994+t27006;
|
| 2235 | : coeffs_dyy->coeff_p2_p1_p1 = t26293+t26782+t26843;
|
| 2236 | : coeffs_dyy->coeff_m2_p2_p1 = t26292+t26803+t26820;
|
| 2237 | : coeffs_dyy->coeff_m1_p2_p1 = t26319+t27001+t27016+t27022+t27028;
|
| 2238 | : coeffs_dyy->coeff_0_p2_p1 = t26332+t26864+t26865;
|
| 2239 | : coeffs_dyy->coeff_p1_p2_p1 = t26786+t26313+t26791;
|
| 2240 | : coeffs_dyy->coeff_p2_p2_p1 = t26307+t26775+t26863;
|
| 2241 | : coeffs_dyy->coeff_m2_m2_p2 = t26797+t26298+t26988+t27013;
|
| 2242 | : coeffs_dyy->coeff_m1_m2_p2 = t26291+t26780+t26823;
|
| 2243 | : coeffs_dyy->coeff_0_m2_p2 = t26325+t26858+t26860;
|
| 2244 | : coeffs_dyy->coeff_p1_m2_p2 = t26302+t26790+t26859;
|
| 2245 | : coeffs_dyy->coeff_p2_m2_p2 = t26806+t26305+t26995+t26996;
|
| 2246 | : coeffs_dyy->coeff_m2_m1_p2 = t26315+t26760+t27021+t27023;
|
| 2247 | : coeffs_dyy->coeff_m1_m1_p2 = t26296+t26800+t26815;
|
| 2248 | : coeffs_dyy->coeff_0_m1_p2 = t26322+t26835+t26840;
|
| 2249 | : coeffs_dyy->coeff_p1_m1_p2 = t26294+t26799+t26827;
|
| 2250 | : coeffs_dyy->coeff_p2_m1_p2 = t26290+t26767+t26983+t27025;
|
| 2251 | : coeffs_dyy->coeff_m2_0_p2 = t26341+t26761+t26764;
|
| 2252 | : coeffs_dyy->coeff_m1_0_p2 = t26346+t26766+t26777;
|
| 2253 | : coeffs_dyy->coeff_0_0_p2 = t26350*z+t26351*t26283+t26353;
|
| 2254 | : coeffs_dyy->coeff_p1_0_p2 = t26766+t26340+t26796;
|
| 2255 | : coeffs_dyy->coeff_p2_0_p2 = t26341+t26776+t26783;
|
| 2256 | : coeffs_dyy->coeff_m2_p1_p2 = t26315+t26798+t27010+t27026;
|
| 2257 | : coeffs_dyy->coeff_m1_p1_p2 = t26296+t26807+t26837;
|
| 2258 | : coeffs_dyy->coeff_0_p1_p2 = t26322+t26817+t26828;
|
| 2259 | : coeffs_dyy->coeff_p1_p1_p2 = t26294+t26804+t26834;
|
| 2260 | : coeffs_dyy->coeff_p2_p1_p2 = t26765+t26290+t27024+t27029;
|
| 2261 | : coeffs_dyy->coeff_m2_p2_p2 = t26759+t26298+t26995+t26997;
|
| 2262 | : coeffs_dyy->coeff_m1_p2_p2 = t26291+t26771+t26862;
|
| 2263 | : coeffs_dyy->coeff_0_p2_p2 = t26325+t26829+t26833;
|
| 2264 | : coeffs_dyy->coeff_p1_p2_p2 = t26302+t26805+t26845;
|
| 2265 | : coeffs_dyy->coeff_p2_p2_p2 = t26305+t26808+t26981+t27013;
|