\ Equation counts \ Total E G L N X C B \ 0 0 0 0 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 15129 15129 0 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 15129 0 15129 0 \ Minimize obj: - 6.50364204e-05 x2 - 6.50364204e-05 x3 - 6.50364204e-05 x4 - 6.50364204e-05 x5 - 6.50364204e-05 x6 - 6.50364204e-05 x7 - 6.50364204e-05 x8 - 6.50364204e-05 x9 - 6.50364204e-05 x10 - 6.50364204e-05 x11 - 6.50364204e-05 x12 - 6.50364204e-05 x13 - 6.50364204e-05 x14 - 6.50364204e-05 x15 - 6.50364204e-05 x16 - 6.50364204e-05 x17 - 6.50364204e-05 x18 - 6.50364204e-05 x19 - 6.50364204e-05 x20 - 6.50364204e-05 x21 - 6.50364204e-05 x22 - 6.50364204e-05 x23 - 6.50364204e-05 x24 - 6.50364204e-05 x25 - 6.50364204e-05 x26 - 6.50364204e-05 x27 - 6.50364204e-05 x28 - 6.50364204e-05 x29 - 6.50364204e-05 x30 - 6.50364204e-05 x31 - 6.50364204e-05 x32 - 6.50364204e-05 x33 - 6.50364204e-05 x34 - 6.50364204e-05 x35 - 6.50364204e-05 x36 - 6.50364204e-05 x37 - 6.50364204e-05 x38 - 6.50364204e-05 x39 - 6.50364204e-05 x40 - 6.50364204e-05 x41 - 6.50364204e-05 x42 - 6.50364204e-05 x43 - 6.50364204e-05 x44 - 6.50364204e-05 x45 - 6.50364204e-05 x46 - 6.50364204e-05 x47 - 6.50364204e-05 x48 - 6.50364204e-05 x49 - 6.50364204e-05 x50 - 6.50364204e-05 x51 - 6.50364204e-05 x52 - 6.50364204e-05 x53 - 6.50364204e-05 x54 - 6.50364204e-05 x55 - 6.50364204e-05 x56 - 6.50364204e-05 x57 - 6.50364204e-05 x58 - 6.50364204e-05 x59 - 6.50364204e-05 x60 - 6.50364204e-05 x61 - 6.50364204e-05 x62 - 6.50364204e-05 x63 - 6.50364204e-05 x64 - 6.50364204e-05 x65 - 6.50364204e-05 x66 - 6.50364204e-05 x67 - 6.50364204e-05 x68 - 6.50364204e-05 x69 - 6.50364204e-05 x70 - 6.50364204e-05 x71 - 6.50364204e-05 x72 - 6.50364204e-05 x73 - 6.50364204e-05 x74 - 6.50364204e-05 x75 - 6.50364204e-05 x76 - 6.50364204e-05 x77 - 6.50364204e-05 x78 - 6.50364204e-05 x79 - 6.50364204e-05 x80 - 6.50364204e-05 x81 - 6.50364204e-05 x82 - 6.50364204e-05 x83 - 6.50364204e-05 x84 - 6.50364204e-05 x85 - 6.50364204e-05 x86 - 6.50364204e-05 x87 - 6.50364204e-05 x88 - 6.50364204e-05 x89 - 6.50364204e-05 x90 - 6.50364204e-05 x91 - 6.50364204e-05 x92 - 6.50364204e-05 x93 - 6.50364204e-05 x94 - 6.50364204e-05 x95 - 6.50364204e-05 x96 - 6.50364204e-05 x97 - 6.50364204e-05 x98 - 6.50364204e-05 x99 - 6.50364204e-05 x100 - 6.50364204e-05 x101 - 6.50364204e-05 x102 - 6.50364204e-05 x103 - 6.50364204e-05 x104 - 6.50364204e-05 x105 - 6.50364204e-05 x106 - 6.50364204e-05 x107 - 6.50364204e-05 x108 - 6.50364204e-05 x109 - 6.50364204e-05 x110 - 6.50364204e-05 x111 - 6.50364204e-05 x112 - 6.50364204e-05 x113 - 6.50364204e-05 x114 - 6.50364204e-05 x115 - 6.50364204e-05 x116 - 6.50364204e-05 x117 - 6.50364204e-05 x118 - 6.50364204e-05 x119 - 6.50364204e-05 x120 - 6.50364204e-05 x121 - 6.50364204e-05 x122 - 6.50364204e-05 x123 - 6.50364204e-05 x124 - 6.50364204e-05 x125 - 6.50364204e-05 x126 - 6.50364204e-05 x127 - 6.50364204e-05 x128 - 6.50364204e-05 x129 - 6.50364204e-05 x130 - 6.50364204e-05 x131 - 6.50364204e-05 x132 - 6.50364204e-05 x133 - 6.50364204e-05 x134 - 6.50364204e-05 x135 - 6.50364204e-05 x136 - 6.50364204e-05 x137 - 6.50364204e-05 x138 - 6.50364204e-05 x139 - 6.50364204e-05 x140 - 6.50364204e-05 x141 - 6.50364204e-05 x142 - 6.50364204e-05 x143 - 6.50364204e-05 x144 - 6.50364204e-05 x145 - 6.50364204e-05 x146 - 6.50364204e-05 x147 - 6.50364204e-05 x148 - 6.50364204e-05 x149 - 6.50364204e-05 x150 - 6.50364204e-05 x151 - 6.50364204e-05 x152 - 6.50364204e-05 x153 - 6.50364204e-05 x154 - 6.50364204e-05 x155 - 6.50364204e-05 x156 - 6.50364204e-05 x157 - 6.50364204e-05 x158 - 6.50364204e-05 x159 - 6.50364204e-05 x160 - 6.50364204e-05 x161 - 6.50364204e-05 x162 - 6.50364204e-05 x163 - 6.50364204e-05 x164 - 6.50364204e-05 x165 - 6.50364204e-05 x166 - 6.50364204e-05 x167 - 6.50364204e-05 x168 - 6.50364204e-05 x169 - 6.50364204e-05 x170 - 6.50364204e-05 x171 - 6.50364204e-05 x172 - 6.50364204e-05 x173 - 6.50364204e-05 x174 - 6.50364204e-05 x175 - 6.50364204e-05 x176 - 6.50364204e-05 x177 - 6.50364204e-05 x178 - 6.50364204e-05 x179 - 6.50364204e-05 x180 - 6.50364204e-05 x181 - 6.50364204e-05 x182 - 6.50364204e-05 x183 - 6.50364204e-05 x184 - 6.50364204e-05 x185 - 6.50364204e-05 x186 - 6.50364204e-05 x187 - 6.50364204e-05 x188 - 6.50364204e-05 x189 - 6.50364204e-05 x190 - 6.50364204e-05 x191 - 6.50364204e-05 x192 - 6.50364204e-05 x193 - 6.50364204e-05 x194 - 6.50364204e-05 x195 - 6.50364204e-05 x196 - 6.50364204e-05 x197 - 6.50364204e-05 x198 - 6.50364204e-05 x199 - 6.50364204e-05 x200 - 6.50364204e-05 x201 - 6.50364204e-05 x202 - 6.50364204e-05 x203 - 6.50364204e-05 x204 - 6.50364204e-05 x205 - 6.50364204e-05 x206 - 6.50364204e-05 x207 - 6.50364204e-05 x208 - 6.50364204e-05 x209 - 6.50364204e-05 x210 - 6.50364204e-05 x211 - 6.50364204e-05 x212 - 6.50364204e-05 x213 - 6.50364204e-05 x214 - 6.50364204e-05 x215 - 6.50364204e-05 x216 - 6.50364204e-05 x217 - 6.50364204e-05 x218 - 6.50364204e-05 x219 - 6.50364204e-05 x220 - 6.50364204e-05 x221 - 6.50364204e-05 x222 - 6.50364204e-05 x223 - 6.50364204e-05 x224 - 6.50364204e-05 x225 - 6.50364204e-05 x226 - 6.50364204e-05 x227 - 6.50364204e-05 x228 - 6.50364204e-05 x229 - 6.50364204e-05 x230 - 6.50364204e-05 x231 - 6.50364204e-05 x232 - 6.50364204e-05 x233 - 6.50364204e-05 x234 - 6.50364204e-05 x235 - 6.50364204e-05 x236 - 6.50364204e-05 x237 - 6.50364204e-05 x238 - 6.50364204e-05 x239 - 6.50364204e-05 x240 - 6.50364204e-05 x241 - 6.50364204e-05 x242 - 6.50364204e-05 x243 - 6.50364204e-05 x244 - 6.50364204e-05 x245 - 6.50364204e-05 x246 - 6.50364204e-05 x247 - 6.50364204e-05 x248 - 6.50364204e-05 x249 - 6.50364204e-05 x250 - 6.50364204e-05 x251 - 6.50364204e-05 x252 - 6.50364204e-05 x253 - 6.50364204e-05 x254 - 6.50364204e-05 x255 - 6.50364204e-05 x256 - 6.50364204e-05 x257 - 6.50364204e-05 x258 - 6.50364204e-05 x259 - 6.50364204e-05 x260 - 6.50364204e-05 x261 - 6.50364204e-05 x262 - 6.50364204e-05 x263 - 6.50364204e-05 x264 - 6.50364204e-05 x265 - 6.50364204e-05 x266 - 6.50364204e-05 x267 - 6.50364204e-05 x268 - 6.50364204e-05 x269 - 6.50364204e-05 x270 - 6.50364204e-05 x271 - 6.50364204e-05 x272 - 6.50364204e-05 x273 - 6.50364204e-05 x274 - 6.50364204e-05 x275 - 6.50364204e-05 x276 - 6.50364204e-05 x277 - 6.50364204e-05 x278 - 6.50364204e-05 x279 - 6.50364204e-05 x280 - 6.50364204e-05 x281 - 6.50364204e-05 x282 - 6.50364204e-05 x283 - 6.50364204e-05 x284 - 6.50364204e-05 x285 - 6.50364204e-05 x286 - 6.50364204e-05 x287 - 6.50364204e-05 x288 - 6.50364204e-05 x289 - 6.50364204e-05 x290 - 6.50364204e-05 x291 - 6.50364204e-05 x292 - 6.50364204e-05 x293 - 6.50364204e-05 x294 - 6.50364204e-05 x295 - 6.50364204e-05 x296 - 6.50364204e-05 x297 - 6.50364204e-05 x298 - 6.50364204e-05 x299 - 6.50364204e-05 x300 - 6.50364204e-05 x301 - 6.50364204e-05 x302 - 6.50364204e-05 x303 - 6.50364204e-05 x304 - 6.50364204e-05 x305 - 6.50364204e-05 x306 - 6.50364204e-05 x307 - 6.50364204e-05 x308 - 6.50364204e-05 x309 - 6.50364204e-05 x310 - 6.50364204e-05 x311 - 6.50364204e-05 x312 - 6.50364204e-05 x313 - 6.50364204e-05 x314 - 6.50364204e-05 x315 - 6.50364204e-05 x316 - 6.50364204e-05 x317 - 6.50364204e-05 x318 - 6.50364204e-05 x319 - 6.50364204e-05 x320 - 6.50364204e-05 x321 - 6.50364204e-05 x322 - 6.50364204e-05 x323 - 6.50364204e-05 x324 - 6.50364204e-05 x325 - 6.50364204e-05 x326 - 6.50364204e-05 x327 - 6.50364204e-05 x328 - 6.50364204e-05 x329 - 6.50364204e-05 x330 - 6.50364204e-05 x331 - 6.50364204e-05 x332 - 6.50364204e-05 x333 - 6.50364204e-05 x334 - 6.50364204e-05 x335 - 6.50364204e-05 x336 - 6.50364204e-05 x337 - 6.50364204e-05 x338 - 6.50364204e-05 x339 - 6.50364204e-05 x340 - 6.50364204e-05 x341 - 6.50364204e-05 x342 - 6.50364204e-05 x343 - 6.50364204e-05 x344 - 6.50364204e-05 x345 - 6.50364204e-05 x346 - 6.50364204e-05 x347 - 6.50364204e-05 x348 - 6.50364204e-05 x349 - 6.50364204e-05 x350 - 6.50364204e-05 x351 - 6.50364204e-05 x352 - 6.50364204e-05 x353 - 6.50364204e-05 x354 - 6.50364204e-05 x355 - 6.50364204e-05 x356 - 6.50364204e-05 x357 - 6.50364204e-05 x358 - 6.50364204e-05 x359 - 6.50364204e-05 x360 - 6.50364204e-05 x361 - 6.50364204e-05 x362 - 6.50364204e-05 x363 - 6.50364204e-05 x364 - 6.50364204e-05 x365 - 6.50364204e-05 x366 - 6.50364204e-05 x367 - 6.50364204e-05 x368 - 6.50364204e-05 x369 - 6.50364204e-05 x370 - 6.50364204e-05 x371 - 6.50364204e-05 x372 - 6.50364204e-05 x373 - 6.50364204e-05 x374 - 6.50364204e-05 x375 - 6.50364204e-05 x376 - 6.50364204e-05 x377 - 6.50364204e-05 x378 - 6.50364204e-05 x379 - 6.50364204e-05 x380 - 6.50364204e-05 x381 - 6.50364204e-05 x382 - 6.50364204e-05 x383 - 6.50364204e-05 x384 - 6.50364204e-05 x385 - 6.50364204e-05 x386 - 6.50364204e-05 x387 - 6.50364204e-05 x388 - 6.50364204e-05 x389 - 6.50364204e-05 x390 - 6.50364204e-05 x391 - 6.50364204e-05 x392 - 6.50364204e-05 x393 - 6.50364204e-05 x394 - 6.50364204e-05 x395 - 6.50364204e-05 x396 - 6.50364204e-05 x397 - 6.50364204e-05 x398 - 6.50364204e-05 x399 - 6.50364204e-05 x400 - 6.50364204e-05 x401 - 6.50364204e-05 x402 - 6.50364204e-05 x403 - 6.50364204e-05 x404 - 6.50364204e-05 x405 - 6.50364204e-05 x406 - 6.50364204e-05 x407 - 6.50364204e-05 x408 - 6.50364204e-05 x409 - 6.50364204e-05 x410 - 6.50364204e-05 x411 - 6.50364204e-05 x412 - 6.50364204e-05 x413 - 6.50364204e-05 x414 - 6.50364204e-05 x415 - 6.50364204e-05 x416 - 6.50364204e-05 x417 - 6.50364204e-05 x418 - 6.50364204e-05 x419 - 6.50364204e-05 x420 - 6.50364204e-05 x421 - 6.50364204e-05 x422 - 6.50364204e-05 x423 - 6.50364204e-05 x424 - 6.50364204e-05 x425 - 6.50364204e-05 x426 - 6.50364204e-05 x427 - 6.50364204e-05 x428 - 6.50364204e-05 x429 - 6.50364204e-05 x430 - 6.50364204e-05 x431 - 6.50364204e-05 x432 - 6.50364204e-05 x433 - 6.50364204e-05 x434 - 6.50364204e-05 x435 - 6.50364204e-05 x436 - 6.50364204e-05 x437 - 6.50364204e-05 x438 - 6.50364204e-05 x439 - 6.50364204e-05 x440 - 6.50364204e-05 x441 - 6.50364204e-05 x442 - 6.50364204e-05 x443 - 6.50364204e-05 x444 - 6.50364204e-05 x445 - 6.50364204e-05 x446 - 6.50364204e-05 x447 - 6.50364204e-05 x448 - 6.50364204e-05 x449 - 6.50364204e-05 x450 - 6.50364204e-05 x451 - 6.50364204e-05 x452 - 6.50364204e-05 x453 - 6.50364204e-05 x454 - 6.50364204e-05 x455 - 6.50364204e-05 x456 - 6.50364204e-05 x457 - 6.50364204e-05 x458 - 6.50364204e-05 x459 - 6.50364204e-05 x460 - 6.50364204e-05 x461 - 6.50364204e-05 x462 - 6.50364204e-05 x463 - 6.50364204e-05 x464 - 6.50364204e-05 x465 - 6.50364204e-05 x466 - 6.50364204e-05 x467 - 6.50364204e-05 x468 - 6.50364204e-05 x469 - 6.50364204e-05 x470 - 6.50364204e-05 x471 - 6.50364204e-05 x472 - 6.50364204e-05 x473 - 6.50364204e-05 x474 - 6.50364204e-05 x475 - 6.50364204e-05 x476 - 6.50364204e-05 x477 - 6.50364204e-05 x478 - 6.50364204e-05 x479 - 6.50364204e-05 x480 - 6.50364204e-05 x481 - 6.50364204e-05 x482 - 6.50364204e-05 x483 - 6.50364204e-05 x484 - 6.50364204e-05 x485 - 6.50364204e-05 x486 - 6.50364204e-05 x487 - 6.50364204e-05 x488 - 6.50364204e-05 x489 - 6.50364204e-05 x490 - 6.50364204e-05 x491 - 6.50364204e-05 x492 - 6.50364204e-05 x493 - 6.50364204e-05 x494 - 6.50364204e-05 x495 - 6.50364204e-05 x496 - 6.50364204e-05 x497 - 6.50364204e-05 x498 - 6.50364204e-05 x499 - 6.50364204e-05 x500 - 6.50364204e-05 x501 - 6.50364204e-05 x502 - 6.50364204e-05 x503 - 6.50364204e-05 x504 - 6.50364204e-05 x505 - 6.50364204e-05 x506 - 6.50364204e-05 x507 - 6.50364204e-05 x508 - 6.50364204e-05 x509 - 6.50364204e-05 x510 - 6.50364204e-05 x511 - 6.50364204e-05 x512 - 6.50364204e-05 x513 - 6.50364204e-05 x514 - 6.50364204e-05 x515 - 6.50364204e-05 x516 - 6.50364204e-05 x517 - 6.50364204e-05 x518 - 6.50364204e-05 x519 - 6.50364204e-05 x520 - 6.50364204e-05 x521 - 6.50364204e-05 x522 - 6.50364204e-05 x523 - 6.50364204e-05 x524 - 6.50364204e-05 x525 - 6.50364204e-05 x526 - 6.50364204e-05 x527 - 6.50364204e-05 x528 - 6.50364204e-05 x529 - 6.50364204e-05 x530 - 6.50364204e-05 x531 - 6.50364204e-05 x532 - 6.50364204e-05 x533 - 6.50364204e-05 x534 - 6.50364204e-05 x535 - 6.50364204e-05 x536 - 6.50364204e-05 x537 - 6.50364204e-05 x538 - 6.50364204e-05 x539 - 6.50364204e-05 x540 - 6.50364204e-05 x541 - 6.50364204e-05 x542 - 6.50364204e-05 x543 - 6.50364204e-05 x544 - 6.50364204e-05 x545 - 6.50364204e-05 x546 - 6.50364204e-05 x547 - 6.50364204e-05 x548 - 6.50364204e-05 x549 - 6.50364204e-05 x550 - 6.50364204e-05 x551 - 6.50364204e-05 x552 - 6.50364204e-05 x553 - 6.50364204e-05 x554 - 6.50364204e-05 x555 - 6.50364204e-05 x556 - 6.50364204e-05 x557 - 6.50364204e-05 x558 - 6.50364204e-05 x559 - 6.50364204e-05 x560 - 6.50364204e-05 x561 - 6.50364204e-05 x562 - 6.50364204e-05 x563 - 6.50364204e-05 x564 - 6.50364204e-05 x565 - 6.50364204e-05 x566 - 6.50364204e-05 x567 - 6.50364204e-05 x568 - 6.50364204e-05 x569 - 6.50364204e-05 x570 - 6.50364204e-05 x571 - 6.50364204e-05 x572 - 6.50364204e-05 x573 - 6.50364204e-05 x574 - 6.50364204e-05 x575 - 6.50364204e-05 x576 - 6.50364204e-05 x577 - 6.50364204e-05 x578 - 6.50364204e-05 x579 - 6.50364204e-05 x580 - 6.50364204e-05 x581 - 6.50364204e-05 x582 - 6.50364204e-05 x583 - 6.50364204e-05 x584 - 6.50364204e-05 x585 - 6.50364204e-05 x586 - 6.50364204e-05 x587 - 6.50364204e-05 x588 - 6.50364204e-05 x589 - 6.50364204e-05 x590 - 6.50364204e-05 x591 - 6.50364204e-05 x592 - 6.50364204e-05 x593 - 6.50364204e-05 x594 - 6.50364204e-05 x595 - 6.50364204e-05 x596 - 6.50364204e-05 x597 - 6.50364204e-05 x598 - 6.50364204e-05 x599 - 6.50364204e-05 x600 - 6.50364204e-05 x601 - 6.50364204e-05 x602 - 6.50364204e-05 x603 - 6.50364204e-05 x604 - 6.50364204e-05 x605 - 6.50364204e-05 x606 - 6.50364204e-05 x607 - 6.50364204e-05 x608 - 6.50364204e-05 x609 - 6.50364204e-05 x610 - 6.50364204e-05 x611 - 6.50364204e-05 x612 - 6.50364204e-05 x613 - 6.50364204e-05 x614 - 6.50364204e-05 x615 - 6.50364204e-05 x616 - 6.50364204e-05 x617 - 6.50364204e-05 x618 - 6.50364204e-05 x619 - 6.50364204e-05 x620 - 6.50364204e-05 x621 - 6.50364204e-05 x622 - 6.50364204e-05 x623 - 6.50364204e-05 x624 - 6.50364204e-05 x625 - 6.50364204e-05 x626 - 6.50364204e-05 x627 - 6.50364204e-05 x628 - 6.50364204e-05 x629 - 6.50364204e-05 x630 - 6.50364204e-05 x631 - 6.50364204e-05 x632 - 6.50364204e-05 x633 - 6.50364204e-05 x634 - 6.50364204e-05 x635 - 6.50364204e-05 x636 - 6.50364204e-05 x637 - 6.50364204e-05 x638 - 6.50364204e-05 x639 - 6.50364204e-05 x640 - 6.50364204e-05 x641 - 6.50364204e-05 x642 - 6.50364204e-05 x643 - 6.50364204e-05 x644 - 6.50364204e-05 x645 - 6.50364204e-05 x646 - 6.50364204e-05 x647 - 6.50364204e-05 x648 - 6.50364204e-05 x649 - 6.50364204e-05 x650 - 6.50364204e-05 x651 - 6.50364204e-05 x652 - 6.50364204e-05 x653 - 6.50364204e-05 x654 - 6.50364204e-05 x655 - 6.50364204e-05 x656 - 6.50364204e-05 x657 - 6.50364204e-05 x658 - 6.50364204e-05 x659 - 6.50364204e-05 x660 - 6.50364204e-05 x661 - 6.50364204e-05 x662 - 6.50364204e-05 x663 - 6.50364204e-05 x664 - 6.50364204e-05 x665 - 6.50364204e-05 x666 - 6.50364204e-05 x667 - 6.50364204e-05 x668 - 6.50364204e-05 x669 - 6.50364204e-05 x670 - 6.50364204e-05 x671 - 6.50364204e-05 x672 - 6.50364204e-05 x673 - 6.50364204e-05 x674 - 6.50364204e-05 x675 - 6.50364204e-05 x676 - 6.50364204e-05 x677 - 6.50364204e-05 x678 - 6.50364204e-05 x679 - 6.50364204e-05 x680 - 6.50364204e-05 x681 - 6.50364204e-05 x682 - 6.50364204e-05 x683 - 6.50364204e-05 x684 - 6.50364204e-05 x685 - 6.50364204e-05 x686 - 6.50364204e-05 x687 - 6.50364204e-05 x688 - 6.50364204e-05 x689 - 6.50364204e-05 x690 - 6.50364204e-05 x691 - 6.50364204e-05 x692 - 6.50364204e-05 x693 - 6.50364204e-05 x694 - 6.50364204e-05 x695 - 6.50364204e-05 x696 - 6.50364204e-05 x697 - 6.50364204e-05 x698 - 6.50364204e-05 x699 - 6.50364204e-05 x700 - 6.50364204e-05 x701 - 6.50364204e-05 x702 - 6.50364204e-05 x703 - 6.50364204e-05 x704 - 6.50364204e-05 x705 - 6.50364204e-05 x706 - 6.50364204e-05 x707 - 6.50364204e-05 x708 - 6.50364204e-05 x709 - 6.50364204e-05 x710 - 6.50364204e-05 x711 - 6.50364204e-05 x712 - 6.50364204e-05 x713 - 6.50364204e-05 x714 - 6.50364204e-05 x715 - 6.50364204e-05 x716 - 6.50364204e-05 x717 - 6.50364204e-05 x718 - 6.50364204e-05 x719 - 6.50364204e-05 x720 - 6.50364204e-05 x721 - 6.50364204e-05 x722 - 6.50364204e-05 x723 - 6.50364204e-05 x724 - 6.50364204e-05 x725 - 6.50364204e-05 x726 - 6.50364204e-05 x727 - 6.50364204e-05 x728 - 6.50364204e-05 x729 - 6.50364204e-05 x730 - 6.50364204e-05 x731 - 6.50364204e-05 x732 - 6.50364204e-05 x733 - 6.50364204e-05 x734 - 6.50364204e-05 x735 - 6.50364204e-05 x736 - 6.50364204e-05 x737 - 6.50364204e-05 x738 - 6.50364204e-05 x739 - 6.50364204e-05 x740 - 6.50364204e-05 x741 - 6.50364204e-05 x742 - 6.50364204e-05 x743 - 6.50364204e-05 x744 - 6.50364204e-05 x745 - 6.50364204e-05 x746 - 6.50364204e-05 x747 - 6.50364204e-05 x748 - 6.50364204e-05 x749 - 6.50364204e-05 x750 - 6.50364204e-05 x751 - 6.50364204e-05 x752 - 6.50364204e-05 x753 - 6.50364204e-05 x754 - 6.50364204e-05 x755 - 6.50364204e-05 x756 - 6.50364204e-05 x757 - 6.50364204e-05 x758 - 6.50364204e-05 x759 - 6.50364204e-05 x760 - 6.50364204e-05 x761 - 6.50364204e-05 x762 - 6.50364204e-05 x763 - 6.50364204e-05 x764 - 6.50364204e-05 x765 - 6.50364204e-05 x766 - 6.50364204e-05 x767 - 6.50364204e-05 x768 - 6.50364204e-05 x769 - 6.50364204e-05 x770 - 6.50364204e-05 x771 - 6.50364204e-05 x772 - 6.50364204e-05 x773 - 6.50364204e-05 x774 - 6.50364204e-05 x775 - 6.50364204e-05 x776 - 6.50364204e-05 x777 - 6.50364204e-05 x778 - 6.50364204e-05 x779 - 6.50364204e-05 x780 - 6.50364204e-05 x781 - 6.50364204e-05 x782 - 6.50364204e-05 x783 - 6.50364204e-05 x784 - 6.50364204e-05 x785 - 6.50364204e-05 x786 - 6.50364204e-05 x787 - 6.50364204e-05 x788 - 6.50364204e-05 x789 - 6.50364204e-05 x790 - 6.50364204e-05 x791 - 6.50364204e-05 x792 - 6.50364204e-05 x793 - 6.50364204e-05 x794 - 6.50364204e-05 x795 - 6.50364204e-05 x796 - 6.50364204e-05 x797 - 6.50364204e-05 x798 - 6.50364204e-05 x799 - 6.50364204e-05 x800 - 6.50364204e-05 x801 - 6.50364204e-05 x802 - 6.50364204e-05 x803 - 6.50364204e-05 x804 - 6.50364204e-05 x805 - 6.50364204e-05 x806 - 6.50364204e-05 x807 - 6.50364204e-05 x808 - 6.50364204e-05 x809 - 6.50364204e-05 x810 - 6.50364204e-05 x811 - 6.50364204e-05 x812 - 6.50364204e-05 x813 - 6.50364204e-05 x814 - 6.50364204e-05 x815 - 6.50364204e-05 x816 - 6.50364204e-05 x817 - 6.50364204e-05 x818 - 6.50364204e-05 x819 - 6.50364204e-05 x820 - 6.50364204e-05 x821 - 6.50364204e-05 x822 - 6.50364204e-05 x823 - 6.50364204e-05 x824 - 6.50364204e-05 x825 - 6.50364204e-05 x826 - 6.50364204e-05 x827 - 6.50364204e-05 x828 - 6.50364204e-05 x829 - 6.50364204e-05 x830 - 6.50364204e-05 x831 - 6.50364204e-05 x832 - 6.50364204e-05 x833 - 6.50364204e-05 x834 - 6.50364204e-05 x835 - 6.50364204e-05 x836 - 6.50364204e-05 x837 - 6.50364204e-05 x838 - 6.50364204e-05 x839 - 6.50364204e-05 x840 - 6.50364204e-05 x841 - 6.50364204e-05 x842 - 6.50364204e-05 x843 - 6.50364204e-05 x844 - 6.50364204e-05 x845 - 6.50364204e-05 x846 - 6.50364204e-05 x847 - 6.50364204e-05 x848 - 6.50364204e-05 x849 - 6.50364204e-05 x850 - 6.50364204e-05 x851 - 6.50364204e-05 x852 - 6.50364204e-05 x853 - 6.50364204e-05 x854 - 6.50364204e-05 x855 - 6.50364204e-05 x856 - 6.50364204e-05 x857 - 6.50364204e-05 x858 - 6.50364204e-05 x859 - 6.50364204e-05 x860 - 6.50364204e-05 x861 - 6.50364204e-05 x862 - 6.50364204e-05 x863 - 6.50364204e-05 x864 - 6.50364204e-05 x865 - 6.50364204e-05 x866 - 6.50364204e-05 x867 - 6.50364204e-05 x868 - 6.50364204e-05 x869 - 6.50364204e-05 x870 - 6.50364204e-05 x871 - 6.50364204e-05 x872 - 6.50364204e-05 x873 - 6.50364204e-05 x874 - 6.50364204e-05 x875 - 6.50364204e-05 x876 - 6.50364204e-05 x877 - 6.50364204e-05 x878 - 6.50364204e-05 x879 - 6.50364204e-05 x880 - 6.50364204e-05 x881 - 6.50364204e-05 x882 - 6.50364204e-05 x883 - 6.50364204e-05 x884 - 6.50364204e-05 x885 - 6.50364204e-05 x886 - 6.50364204e-05 x887 - 6.50364204e-05 x888 - 6.50364204e-05 x889 - 6.50364204e-05 x890 - 6.50364204e-05 x891 - 6.50364204e-05 x892 - 6.50364204e-05 x893 - 6.50364204e-05 x894 - 6.50364204e-05 x895 - 6.50364204e-05 x896 - 6.50364204e-05 x897 - 6.50364204e-05 x898 - 6.50364204e-05 x899 - 6.50364204e-05 x900 - 6.50364204e-05 x901 - 6.50364204e-05 x902 - 6.50364204e-05 x903 - 6.50364204e-05 x904 - 6.50364204e-05 x905 - 6.50364204e-05 x906 - 6.50364204e-05 x907 - 6.50364204e-05 x908 - 6.50364204e-05 x909 - 6.50364204e-05 x910 - 6.50364204e-05 x911 - 6.50364204e-05 x912 - 6.50364204e-05 x913 - 6.50364204e-05 x914 - 6.50364204e-05 x915 - 6.50364204e-05 x916 - 6.50364204e-05 x917 - 6.50364204e-05 x918 - 6.50364204e-05 x919 - 6.50364204e-05 x920 - 6.50364204e-05 x921 - 6.50364204e-05 x922 - 6.50364204e-05 x923 - 6.50364204e-05 x924 - 6.50364204e-05 x925 - 6.50364204e-05 x926 - 6.50364204e-05 x927 - 6.50364204e-05 x928 - 6.50364204e-05 x929 - 6.50364204e-05 x930 - 6.50364204e-05 x931 - 6.50364204e-05 x932 - 6.50364204e-05 x933 - 6.50364204e-05 x934 - 6.50364204e-05 x935 - 6.50364204e-05 x936 - 6.50364204e-05 x937 - 6.50364204e-05 x938 - 6.50364204e-05 x939 - 6.50364204e-05 x940 - 6.50364204e-05 x941 - 6.50364204e-05 x942 - 6.50364204e-05 x943 - 6.50364204e-05 x944 - 6.50364204e-05 x945 - 6.50364204e-05 x946 - 6.50364204e-05 x947 - 6.50364204e-05 x948 - 6.50364204e-05 x949 - 6.50364204e-05 x950 - 6.50364204e-05 x951 - 6.50364204e-05 x952 - 6.50364204e-05 x953 - 6.50364204e-05 x954 - 6.50364204e-05 x955 - 6.50364204e-05 x956 - 6.50364204e-05 x957 - 6.50364204e-05 x958 - 6.50364204e-05 x959 - 6.50364204e-05 x960 - 6.50364204e-05 x961 - 6.50364204e-05 x962 - 6.50364204e-05 x963 - 6.50364204e-05 x964 - 6.50364204e-05 x965 - 6.50364204e-05 x966 - 6.50364204e-05 x967 - 6.50364204e-05 x968 - 6.50364204e-05 x969 - 6.50364204e-05 x970 - 6.50364204e-05 x971 - 6.50364204e-05 x972 - 6.50364204e-05 x973 - 6.50364204e-05 x974 - 6.50364204e-05 x975 - 6.50364204e-05 x976 - 6.50364204e-05 x977 - 6.50364204e-05 x978 - 6.50364204e-05 x979 - 6.50364204e-05 x980 - 6.50364204e-05 x981 - 6.50364204e-05 x982 - 6.50364204e-05 x983 - 6.50364204e-05 x984 - 6.50364204e-05 x985 - 6.50364204e-05 x986 - 6.50364204e-05 x987 - 6.50364204e-05 x988 - 6.50364204e-05 x989 - 6.50364204e-05 x990 - 6.50364204e-05 x991 - 6.50364204e-05 x992 - 6.50364204e-05 x993 - 6.50364204e-05 x994 - 6.50364204e-05 x995 - 6.50364204e-05 x996 - 6.50364204e-05 x997 - 6.50364204e-05 x998 - 6.50364204e-05 x999 - 6.50364204e-05 x1000 - 6.50364204e-05 x1001 - 6.50364204e-05 x1002 - 6.50364204e-05 x1003 - 6.50364204e-05 x1004 - 6.50364204e-05 x1005 - 6.50364204e-05 x1006 - 6.50364204e-05 x1007 - 6.50364204e-05 x1008 - 6.50364204e-05 x1009 - 6.50364204e-05 x1010 - 6.50364204e-05 x1011 - 6.50364204e-05 x1012 - 6.50364204e-05 x1013 - 6.50364204e-05 x1014 - 6.50364204e-05 x1015 - 6.50364204e-05 x1016 - 6.50364204e-05 x1017 - 6.50364204e-05 x1018 - 6.50364204e-05 x1019 - 6.50364204e-05 x1020 - 6.50364204e-05 x1021 - 6.50364204e-05 x1022 - 6.50364204e-05 x1023 - 6.50364204e-05 x1024 - 6.50364204e-05 x1025 - 6.50364204e-05 x1026 - 6.50364204e-05 x1027 - 6.50364204e-05 x1028 - 6.50364204e-05 x1029 - 6.50364204e-05 x1030 - 6.50364204e-05 x1031 - 6.50364204e-05 x1032 - 6.50364204e-05 x1033 - 6.50364204e-05 x1034 - 6.50364204e-05 x1035 - 6.50364204e-05 x1036 - 6.50364204e-05 x1037 - 6.50364204e-05 x1038 - 6.50364204e-05 x1039 - 6.50364204e-05 x1040 - 6.50364204e-05 x1041 - 6.50364204e-05 x1042 - 6.50364204e-05 x1043 - 6.50364204e-05 x1044 - 6.50364204e-05 x1045 - 6.50364204e-05 x1046 - 6.50364204e-05 x1047 - 6.50364204e-05 x1048 - 6.50364204e-05 x1049 - 6.50364204e-05 x1050 - 6.50364204e-05 x1051 - 6.50364204e-05 x1052 - 6.50364204e-05 x1053 - 6.50364204e-05 x1054 - 6.50364204e-05 x1055 - 6.50364204e-05 x1056 - 6.50364204e-05 x1057 - 6.50364204e-05 x1058 - 6.50364204e-05 x1059 - 6.50364204e-05 x1060 - 6.50364204e-05 x1061 - 6.50364204e-05 x1062 - 6.50364204e-05 x1063 - 6.50364204e-05 x1064 - 6.50364204e-05 x1065 - 6.50364204e-05 x1066 - 6.50364204e-05 x1067 - 6.50364204e-05 x1068 - 6.50364204e-05 x1069 - 6.50364204e-05 x1070 - 6.50364204e-05 x1071 - 6.50364204e-05 x1072 - 6.50364204e-05 x1073 - 6.50364204e-05 x1074 - 6.50364204e-05 x1075 - 6.50364204e-05 x1076 - 6.50364204e-05 x1077 - 6.50364204e-05 x1078 - 6.50364204e-05 x1079 - 6.50364204e-05 x1080 - 6.50364204e-05 x1081 - 6.50364204e-05 x1082 - 6.50364204e-05 x1083 - 6.50364204e-05 x1084 - 6.50364204e-05 x1085 - 6.50364204e-05 x1086 - 6.50364204e-05 x1087 - 6.50364204e-05 x1088 - 6.50364204e-05 x1089 - 6.50364204e-05 x1090 - 6.50364204e-05 x1091 - 6.50364204e-05 x1092 - 6.50364204e-05 x1093 - 6.50364204e-05 x1094 - 6.50364204e-05 x1095 - 6.50364204e-05 x1096 - 6.50364204e-05 x1097 - 6.50364204e-05 x1098 - 6.50364204e-05 x1099 - 6.50364204e-05 x1100 - 6.50364204e-05 x1101 - 6.50364204e-05 x1102 - 6.50364204e-05 x1103 - 6.50364204e-05 x1104 - 6.50364204e-05 x1105 - 6.50364204e-05 x1106 - 6.50364204e-05 x1107 - 6.50364204e-05 x1108 - 6.50364204e-05 x1109 - 6.50364204e-05 x1110 - 6.50364204e-05 x1111 - 6.50364204e-05 x1112 - 6.50364204e-05 x1113 - 6.50364204e-05 x1114 - 6.50364204e-05 x1115 - 6.50364204e-05 x1116 - 6.50364204e-05 x1117 - 6.50364204e-05 x1118 - 6.50364204e-05 x1119 - 6.50364204e-05 x1120 - 6.50364204e-05 x1121 - 6.50364204e-05 x1122 - 6.50364204e-05 x1123 - 6.50364204e-05 x1124 - 6.50364204e-05 x1125 - 6.50364204e-05 x1126 - 6.50364204e-05 x1127 - 6.50364204e-05 x1128 - 6.50364204e-05 x1129 - 6.50364204e-05 x1130 - 6.50364204e-05 x1131 - 6.50364204e-05 x1132 - 6.50364204e-05 x1133 - 6.50364204e-05 x1134 - 6.50364204e-05 x1135 - 6.50364204e-05 x1136 - 6.50364204e-05 x1137 - 6.50364204e-05 x1138 - 6.50364204e-05 x1139 - 6.50364204e-05 x1140 - 6.50364204e-05 x1141 - 6.50364204e-05 x1142 - 6.50364204e-05 x1143 - 6.50364204e-05 x1144 - 6.50364204e-05 x1145 - 6.50364204e-05 x1146 - 6.50364204e-05 x1147 - 6.50364204e-05 x1148 - 6.50364204e-05 x1149 - 6.50364204e-05 x1150 - 6.50364204e-05 x1151 - 6.50364204e-05 x1152 - 6.50364204e-05 x1153 - 6.50364204e-05 x1154 - 6.50364204e-05 x1155 - 6.50364204e-05 x1156 - 6.50364204e-05 x1157 - 6.50364204e-05 x1158 - 6.50364204e-05 x1159 - 6.50364204e-05 x1160 - 6.50364204e-05 x1161 - 6.50364204e-05 x1162 - 6.50364204e-05 x1163 - 6.50364204e-05 x1164 - 6.50364204e-05 x1165 - 6.50364204e-05 x1166 - 6.50364204e-05 x1167 - 6.50364204e-05 x1168 - 6.50364204e-05 x1169 - 6.50364204e-05 x1170 - 6.50364204e-05 x1171 - 6.50364204e-05 x1172 - 6.50364204e-05 x1173 - 6.50364204e-05 x1174 - 6.50364204e-05 x1175 - 6.50364204e-05 x1176 - 6.50364204e-05 x1177 - 6.50364204e-05 x1178 - 6.50364204e-05 x1179 - 6.50364204e-05 x1180 - 6.50364204e-05 x1181 - 6.50364204e-05 x1182 - 6.50364204e-05 x1183 - 6.50364204e-05 x1184 - 6.50364204e-05 x1185 - 6.50364204e-05 x1186 - 6.50364204e-05 x1187 - 6.50364204e-05 x1188 - 6.50364204e-05 x1189 - 6.50364204e-05 x1190 - 6.50364204e-05 x1191 - 6.50364204e-05 x1192 - 6.50364204e-05 x1193 - 6.50364204e-05 x1194 - 6.50364204e-05 x1195 - 6.50364204e-05 x1196 - 6.50364204e-05 x1197 - 6.50364204e-05 x1198 - 6.50364204e-05 x1199 - 6.50364204e-05 x1200 - 6.50364204e-05 x1201 - 6.50364204e-05 x1202 - 6.50364204e-05 x1203 - 6.50364204e-05 x1204 - 6.50364204e-05 x1205 - 6.50364204e-05 x1206 - 6.50364204e-05 x1207 - 6.50364204e-05 x1208 - 6.50364204e-05 x1209 - 6.50364204e-05 x1210 - 6.50364204e-05 x1211 - 6.50364204e-05 x1212 - 6.50364204e-05 x1213 - 6.50364204e-05 x1214 - 6.50364204e-05 x1215 - 6.50364204e-05 x1216 - 6.50364204e-05 x1217 - 6.50364204e-05 x1218 - 6.50364204e-05 x1219 - 6.50364204e-05 x1220 - 6.50364204e-05 x1221 - 6.50364204e-05 x1222 - 6.50364204e-05 x1223 - 6.50364204e-05 x1224 - 6.50364204e-05 x1225 - 6.50364204e-05 x1226 - 6.50364204e-05 x1227 - 6.50364204e-05 x1228 - 6.50364204e-05 x1229 - 6.50364204e-05 x1230 - 6.50364204e-05 x1231 - 6.50364204e-05 x1232 - 6.50364204e-05 x1233 - 6.50364204e-05 x1234 - 6.50364204e-05 x1235 - 6.50364204e-05 x1236 - 6.50364204e-05 x1237 - 6.50364204e-05 x1238 - 6.50364204e-05 x1239 - 6.50364204e-05 x1240 - 6.50364204e-05 x1241 - 6.50364204e-05 x1242 - 6.50364204e-05 x1243 - 6.50364204e-05 x1244 - 6.50364204e-05 x1245 - 6.50364204e-05 x1246 - 6.50364204e-05 x1247 - 6.50364204e-05 x1248 - 6.50364204e-05 x1249 - 6.50364204e-05 x1250 - 6.50364204e-05 x1251 - 6.50364204e-05 x1252 - 6.50364204e-05 x1253 - 6.50364204e-05 x1254 - 6.50364204e-05 x1255 - 6.50364204e-05 x1256 - 6.50364204e-05 x1257 - 6.50364204e-05 x1258 - 6.50364204e-05 x1259 - 6.50364204e-05 x1260 - 6.50364204e-05 x1261 - 6.50364204e-05 x1262 - 6.50364204e-05 x1263 - 6.50364204e-05 x1264 - 6.50364204e-05 x1265 - 6.50364204e-05 x1266 - 6.50364204e-05 x1267 - 6.50364204e-05 x1268 - 6.50364204e-05 x1269 - 6.50364204e-05 x1270 - 6.50364204e-05 x1271 - 6.50364204e-05 x1272 - 6.50364204e-05 x1273 - 6.50364204e-05 x1274 - 6.50364204e-05 x1275 - 6.50364204e-05 x1276 - 6.50364204e-05 x1277 - 6.50364204e-05 x1278 - 6.50364204e-05 x1279 - 6.50364204e-05 x1280 - 6.50364204e-05 x1281 - 6.50364204e-05 x1282 - 6.50364204e-05 x1283 - 6.50364204e-05 x1284 - 6.50364204e-05 x1285 - 6.50364204e-05 x1286 - 6.50364204e-05 x1287 - 6.50364204e-05 x1288 - 6.50364204e-05 x1289 - 6.50364204e-05 x1290 - 6.50364204e-05 x1291 - 6.50364204e-05 x1292 - 6.50364204e-05 x1293 - 6.50364204e-05 x1294 - 6.50364204e-05 x1295 - 6.50364204e-05 x1296 - 6.50364204e-05 x1297 - 6.50364204e-05 x1298 - 6.50364204e-05 x1299 - 6.50364204e-05 x1300 - 6.50364204e-05 x1301 - 6.50364204e-05 x1302 - 6.50364204e-05 x1303 - 6.50364204e-05 x1304 - 6.50364204e-05 x1305 - 6.50364204e-05 x1306 - 6.50364204e-05 x1307 - 6.50364204e-05 x1308 - 6.50364204e-05 x1309 - 6.50364204e-05 x1310 - 6.50364204e-05 x1311 - 6.50364204e-05 x1312 - 6.50364204e-05 x1313 - 6.50364204e-05 x1314 - 6.50364204e-05 x1315 - 6.50364204e-05 x1316 - 6.50364204e-05 x1317 - 6.50364204e-05 x1318 - 6.50364204e-05 x1319 - 6.50364204e-05 x1320 - 6.50364204e-05 x1321 - 6.50364204e-05 x1322 - 6.50364204e-05 x1323 - 6.50364204e-05 x1324 - 6.50364204e-05 x1325 - 6.50364204e-05 x1326 - 6.50364204e-05 x1327 - 6.50364204e-05 x1328 - 6.50364204e-05 x1329 - 6.50364204e-05 x1330 - 6.50364204e-05 x1331 - 6.50364204e-05 x1332 - 6.50364204e-05 x1333 - 6.50364204e-05 x1334 - 6.50364204e-05 x1335 - 6.50364204e-05 x1336 - 6.50364204e-05 x1337 - 6.50364204e-05 x1338 - 6.50364204e-05 x1339 - 6.50364204e-05 x1340 - 6.50364204e-05 x1341 - 6.50364204e-05 x1342 - 6.50364204e-05 x1343 - 6.50364204e-05 x1344 - 6.50364204e-05 x1345 - 6.50364204e-05 x1346 - 6.50364204e-05 x1347 - 6.50364204e-05 x1348 - 6.50364204e-05 x1349 - 6.50364204e-05 x1350 - 6.50364204e-05 x1351 - 6.50364204e-05 x1352 - 6.50364204e-05 x1353 - 6.50364204e-05 x1354 - 6.50364204e-05 x1355 - 6.50364204e-05 x1356 - 6.50364204e-05 x1357 - 6.50364204e-05 x1358 - 6.50364204e-05 x1359 - 6.50364204e-05 x1360 - 6.50364204e-05 x1361 - 6.50364204e-05 x1362 - 6.50364204e-05 x1363 - 6.50364204e-05 x1364 - 6.50364204e-05 x1365 - 6.50364204e-05 x1366 - 6.50364204e-05 x1367 - 6.50364204e-05 x1368 - 6.50364204e-05 x1369 - 6.50364204e-05 x1370 - 6.50364204e-05 x1371 - 6.50364204e-05 x1372 - 6.50364204e-05 x1373 - 6.50364204e-05 x1374 - 6.50364204e-05 x1375 - 6.50364204e-05 x1376 - 6.50364204e-05 x1377 - 6.50364204e-05 x1378 - 6.50364204e-05 x1379 - 6.50364204e-05 x1380 - 6.50364204e-05 x1381 - 6.50364204e-05 x1382 - 6.50364204e-05 x1383 - 6.50364204e-05 x1384 - 6.50364204e-05 x1385 - 6.50364204e-05 x1386 - 6.50364204e-05 x1387 - 6.50364204e-05 x1388 - 6.50364204e-05 x1389 - 6.50364204e-05 x1390 - 6.50364204e-05 x1391 - 6.50364204e-05 x1392 - 6.50364204e-05 x1393 - 6.50364204e-05 x1394 - 6.50364204e-05 x1395 - 6.50364204e-05 x1396 - 6.50364204e-05 x1397 - 6.50364204e-05 x1398 - 6.50364204e-05 x1399 - 6.50364204e-05 x1400 - 6.50364204e-05 x1401 - 6.50364204e-05 x1402 - 6.50364204e-05 x1403 - 6.50364204e-05 x1404 - 6.50364204e-05 x1405 - 6.50364204e-05 x1406 - 6.50364204e-05 x1407 - 6.50364204e-05 x1408 - 6.50364204e-05 x1409 - 6.50364204e-05 x1410 - 6.50364204e-05 x1411 - 6.50364204e-05 x1412 - 6.50364204e-05 x1413 - 6.50364204e-05 x1414 - 6.50364204e-05 x1415 - 6.50364204e-05 x1416 - 6.50364204e-05 x1417 - 6.50364204e-05 x1418 - 6.50364204e-05 x1419 - 6.50364204e-05 x1420 - 6.50364204e-05 x1421 - 6.50364204e-05 x1422 - 6.50364204e-05 x1423 - 6.50364204e-05 x1424 - 6.50364204e-05 x1425 - 6.50364204e-05 x1426 - 6.50364204e-05 x1427 - 6.50364204e-05 x1428 - 6.50364204e-05 x1429 - 6.50364204e-05 x1430 - 6.50364204e-05 x1431 - 6.50364204e-05 x1432 - 6.50364204e-05 x1433 - 6.50364204e-05 x1434 - 6.50364204e-05 x1435 - 6.50364204e-05 x1436 - 6.50364204e-05 x1437 - 6.50364204e-05 x1438 - 6.50364204e-05 x1439 - 6.50364204e-05 x1440 - 6.50364204e-05 x1441 - 6.50364204e-05 x1442 - 6.50364204e-05 x1443 - 6.50364204e-05 x1444 - 6.50364204e-05 x1445 - 6.50364204e-05 x1446 - 6.50364204e-05 x1447 - 6.50364204e-05 x1448 - 6.50364204e-05 x1449 - 6.50364204e-05 x1450 - 6.50364204e-05 x1451 - 6.50364204e-05 x1452 - 6.50364204e-05 x1453 - 6.50364204e-05 x1454 - 6.50364204e-05 x1455 - 6.50364204e-05 x1456 - 6.50364204e-05 x1457 - 6.50364204e-05 x1458 - 6.50364204e-05 x1459 - 6.50364204e-05 x1460 - 6.50364204e-05 x1461 - 6.50364204e-05 x1462 - 6.50364204e-05 x1463 - 6.50364204e-05 x1464 - 6.50364204e-05 x1465 - 6.50364204e-05 x1466 - 6.50364204e-05 x1467 - 6.50364204e-05 x1468 - 6.50364204e-05 x1469 - 6.50364204e-05 x1470 - 6.50364204e-05 x1471 - 6.50364204e-05 x1472 - 6.50364204e-05 x1473 - 6.50364204e-05 x1474 - 6.50364204e-05 x1475 - 6.50364204e-05 x1476 - 6.50364204e-05 x1477 - 6.50364204e-05 x1478 - 6.50364204e-05 x1479 - 6.50364204e-05 x1480 - 6.50364204e-05 x1481 - 6.50364204e-05 x1482 - 6.50364204e-05 x1483 - 6.50364204e-05 x1484 - 6.50364204e-05 x1485 - 6.50364204e-05 x1486 - 6.50364204e-05 x1487 - 6.50364204e-05 x1488 - 6.50364204e-05 x1489 - 6.50364204e-05 x1490 - 6.50364204e-05 x1491 - 6.50364204e-05 x1492 - 6.50364204e-05 x1493 - 6.50364204e-05 x1494 - 6.50364204e-05 x1495 - 6.50364204e-05 x1496 - 6.50364204e-05 x1497 - 6.50364204e-05 x1498 - 6.50364204e-05 x1499 - 6.50364204e-05 x1500 - 6.50364204e-05 x1501 - 6.50364204e-05 x1502 - 6.50364204e-05 x1503 - 6.50364204e-05 x1504 - 6.50364204e-05 x1505 - 6.50364204e-05 x1506 - 6.50364204e-05 x1507 - 6.50364204e-05 x1508 - 6.50364204e-05 x1509 - 6.50364204e-05 x1510 - 6.50364204e-05 x1511 - 6.50364204e-05 x1512 - 6.50364204e-05 x1513 - 6.50364204e-05 x1514 - 6.50364204e-05 x1515 - 6.50364204e-05 x1516 - 6.50364204e-05 x1517 - 6.50364204e-05 x1518 - 6.50364204e-05 x1519 - 6.50364204e-05 x1520 - 6.50364204e-05 x1521 - 6.50364204e-05 x1522 - 6.50364204e-05 x1523 - 6.50364204e-05 x1524 - 6.50364204e-05 x1525 - 6.50364204e-05 x1526 - 6.50364204e-05 x1527 - 6.50364204e-05 x1528 - 6.50364204e-05 x1529 - 6.50364204e-05 x1530 - 6.50364204e-05 x1531 - 6.50364204e-05 x1532 - 6.50364204e-05 x1533 - 6.50364204e-05 x1534 - 6.50364204e-05 x1535 - 6.50364204e-05 x1536 - 6.50364204e-05 x1537 - 6.50364204e-05 x1538 - 6.50364204e-05 x1539 - 6.50364204e-05 x1540 - 6.50364204e-05 x1541 - 6.50364204e-05 x1542 - 6.50364204e-05 x1543 - 6.50364204e-05 x1544 - 6.50364204e-05 x1545 - 6.50364204e-05 x1546 - 6.50364204e-05 x1547 - 6.50364204e-05 x1548 - 6.50364204e-05 x1549 - 6.50364204e-05 x1550 - 6.50364204e-05 x1551 - 6.50364204e-05 x1552 - 6.50364204e-05 x1553 - 6.50364204e-05 x1554 - 6.50364204e-05 x1555 - 6.50364204e-05 x1556 - 6.50364204e-05 x1557 - 6.50364204e-05 x1558 - 6.50364204e-05 x1559 - 6.50364204e-05 x1560 - 6.50364204e-05 x1561 - 6.50364204e-05 x1562 - 6.50364204e-05 x1563 - 6.50364204e-05 x1564 - 6.50364204e-05 x1565 - 6.50364204e-05 x1566 - 6.50364204e-05 x1567 - 6.50364204e-05 x1568 - 6.50364204e-05 x1569 - 6.50364204e-05 x1570 - 6.50364204e-05 x1571 - 6.50364204e-05 x1572 - 6.50364204e-05 x1573 - 6.50364204e-05 x1574 - 6.50364204e-05 x1575 - 6.50364204e-05 x1576 - 6.50364204e-05 x1577 - 6.50364204e-05 x1578 - 6.50364204e-05 x1579 - 6.50364204e-05 x1580 - 6.50364204e-05 x1581 - 6.50364204e-05 x1582 - 6.50364204e-05 x1583 - 6.50364204e-05 x1584 - 6.50364204e-05 x1585 - 6.50364204e-05 x1586 - 6.50364204e-05 x1587 - 6.50364204e-05 x1588 - 6.50364204e-05 x1589 - 6.50364204e-05 x1590 - 6.50364204e-05 x1591 - 6.50364204e-05 x1592 - 6.50364204e-05 x1593 - 6.50364204e-05 x1594 - 6.50364204e-05 x1595 - 6.50364204e-05 x1596 - 6.50364204e-05 x1597 - 6.50364204e-05 x1598 - 6.50364204e-05 x1599 - 6.50364204e-05 x1600 - 6.50364204e-05 x1601 - 6.50364204e-05 x1602 - 6.50364204e-05 x1603 - 6.50364204e-05 x1604 - 6.50364204e-05 x1605 - 6.50364204e-05 x1606 - 6.50364204e-05 x1607 - 6.50364204e-05 x1608 - 6.50364204e-05 x1609 - 6.50364204e-05 x1610 - 6.50364204e-05 x1611 - 6.50364204e-05 x1612 - 6.50364204e-05 x1613 - 6.50364204e-05 x1614 - 6.50364204e-05 x1615 - 6.50364204e-05 x1616 - 6.50364204e-05 x1617 - 6.50364204e-05 x1618 - 6.50364204e-05 x1619 - 6.50364204e-05 x1620 - 6.50364204e-05 x1621 - 6.50364204e-05 x1622 - 6.50364204e-05 x1623 - 6.50364204e-05 x1624 - 6.50364204e-05 x1625 - 6.50364204e-05 x1626 - 6.50364204e-05 x1627 - 6.50364204e-05 x1628 - 6.50364204e-05 x1629 - 6.50364204e-05 x1630 - 6.50364204e-05 x1631 - 6.50364204e-05 x1632 - 6.50364204e-05 x1633 - 6.50364204e-05 x1634 - 6.50364204e-05 x1635 - 6.50364204e-05 x1636 - 6.50364204e-05 x1637 - 6.50364204e-05 x1638 - 6.50364204e-05 x1639 - 6.50364204e-05 x1640 - 6.50364204e-05 x1641 - 6.50364204e-05 x1642 - 6.50364204e-05 x1643 - 6.50364204e-05 x1644 - 6.50364204e-05 x1645 - 6.50364204e-05 x1646 - 6.50364204e-05 x1647 - 6.50364204e-05 x1648 - 6.50364204e-05 x1649 - 6.50364204e-05 x1650 - 6.50364204e-05 x1651 - 6.50364204e-05 x1652 - 6.50364204e-05 x1653 - 6.50364204e-05 x1654 - 6.50364204e-05 x1655 - 6.50364204e-05 x1656 - 6.50364204e-05 x1657 - 6.50364204e-05 x1658 - 6.50364204e-05 x1659 - 6.50364204e-05 x1660 - 6.50364204e-05 x1661 - 6.50364204e-05 x1662 - 6.50364204e-05 x1663 - 6.50364204e-05 x1664 - 6.50364204e-05 x1665 - 6.50364204e-05 x1666 - 6.50364204e-05 x1667 - 6.50364204e-05 x1668 - 6.50364204e-05 x1669 - 6.50364204e-05 x1670 - 6.50364204e-05 x1671 - 6.50364204e-05 x1672 - 6.50364204e-05 x1673 - 6.50364204e-05 x1674 - 6.50364204e-05 x1675 - 6.50364204e-05 x1676 - 6.50364204e-05 x1677 - 6.50364204e-05 x1678 - 6.50364204e-05 x1679 - 6.50364204e-05 x1680 - 6.50364204e-05 x1681 - 6.50364204e-05 x1682 - 6.50364204e-05 x1683 - 6.50364204e-05 x1684 - 6.50364204e-05 x1685 - 6.50364204e-05 x1686 - 6.50364204e-05 x1687 - 6.50364204e-05 x1688 - 6.50364204e-05 x1689 - 6.50364204e-05 x1690 - 6.50364204e-05 x1691 - 6.50364204e-05 x1692 - 6.50364204e-05 x1693 - 6.50364204e-05 x1694 - 6.50364204e-05 x1695 - 6.50364204e-05 x1696 - 6.50364204e-05 x1697 - 6.50364204e-05 x1698 - 6.50364204e-05 x1699 - 6.50364204e-05 x1700 - 6.50364204e-05 x1701 - 6.50364204e-05 x1702 - 6.50364204e-05 x1703 - 6.50364204e-05 x1704 - 6.50364204e-05 x1705 - 6.50364204e-05 x1706 - 6.50364204e-05 x1707 - 6.50364204e-05 x1708 - 6.50364204e-05 x1709 - 6.50364204e-05 x1710 - 6.50364204e-05 x1711 - 6.50364204e-05 x1712 - 6.50364204e-05 x1713 - 6.50364204e-05 x1714 - 6.50364204e-05 x1715 - 6.50364204e-05 x1716 - 6.50364204e-05 x1717 - 6.50364204e-05 x1718 - 6.50364204e-05 x1719 - 6.50364204e-05 x1720 - 6.50364204e-05 x1721 - 6.50364204e-05 x1722 - 6.50364204e-05 x1723 - 6.50364204e-05 x1724 - 6.50364204e-05 x1725 - 6.50364204e-05 x1726 - 6.50364204e-05 x1727 - 6.50364204e-05 x1728 - 6.50364204e-05 x1729 - 6.50364204e-05 x1730 - 6.50364204e-05 x1731 - 6.50364204e-05 x1732 - 6.50364204e-05 x1733 - 6.50364204e-05 x1734 - 6.50364204e-05 x1735 - 6.50364204e-05 x1736 - 6.50364204e-05 x1737 - 6.50364204e-05 x1738 - 6.50364204e-05 x1739 - 6.50364204e-05 x1740 - 6.50364204e-05 x1741 - 6.50364204e-05 x1742 - 6.50364204e-05 x1743 - 6.50364204e-05 x1744 - 6.50364204e-05 x1745 - 6.50364204e-05 x1746 - 6.50364204e-05 x1747 - 6.50364204e-05 x1748 - 6.50364204e-05 x1749 - 6.50364204e-05 x1750 - 6.50364204e-05 x1751 - 6.50364204e-05 x1752 - 6.50364204e-05 x1753 - 6.50364204e-05 x1754 - 6.50364204e-05 x1755 - 6.50364204e-05 x1756 - 6.50364204e-05 x1757 - 6.50364204e-05 x1758 - 6.50364204e-05 x1759 - 6.50364204e-05 x1760 - 6.50364204e-05 x1761 - 6.50364204e-05 x1762 - 6.50364204e-05 x1763 - 6.50364204e-05 x1764 - 6.50364204e-05 x1765 - 6.50364204e-05 x1766 - 6.50364204e-05 x1767 - 6.50364204e-05 x1768 - 6.50364204e-05 x1769 - 6.50364204e-05 x1770 - 6.50364204e-05 x1771 - 6.50364204e-05 x1772 - 6.50364204e-05 x1773 - 6.50364204e-05 x1774 - 6.50364204e-05 x1775 - 6.50364204e-05 x1776 - 6.50364204e-05 x1777 - 6.50364204e-05 x1778 - 6.50364204e-05 x1779 - 6.50364204e-05 x1780 - 6.50364204e-05 x1781 - 6.50364204e-05 x1782 - 6.50364204e-05 x1783 - 6.50364204e-05 x1784 - 6.50364204e-05 x1785 - 6.50364204e-05 x1786 - 6.50364204e-05 x1787 - 6.50364204e-05 x1788 - 6.50364204e-05 x1789 - 6.50364204e-05 x1790 - 6.50364204e-05 x1791 - 6.50364204e-05 x1792 - 6.50364204e-05 x1793 - 6.50364204e-05 x1794 - 6.50364204e-05 x1795 - 6.50364204e-05 x1796 - 6.50364204e-05 x1797 - 6.50364204e-05 x1798 - 6.50364204e-05 x1799 - 6.50364204e-05 x1800 - 6.50364204e-05 x1801 - 6.50364204e-05 x1802 - 6.50364204e-05 x1803 - 6.50364204e-05 x1804 - 6.50364204e-05 x1805 - 6.50364204e-05 x1806 - 6.50364204e-05 x1807 - 6.50364204e-05 x1808 - 6.50364204e-05 x1809 - 6.50364204e-05 x1810 - 6.50364204e-05 x1811 - 6.50364204e-05 x1812 - 6.50364204e-05 x1813 - 6.50364204e-05 x1814 - 6.50364204e-05 x1815 - 6.50364204e-05 x1816 - 6.50364204e-05 x1817 - 6.50364204e-05 x1818 - 6.50364204e-05 x1819 - 6.50364204e-05 x1820 - 6.50364204e-05 x1821 - 6.50364204e-05 x1822 - 6.50364204e-05 x1823 - 6.50364204e-05 x1824 - 6.50364204e-05 x1825 - 6.50364204e-05 x1826 - 6.50364204e-05 x1827 - 6.50364204e-05 x1828 - 6.50364204e-05 x1829 - 6.50364204e-05 x1830 - 6.50364204e-05 x1831 - 6.50364204e-05 x1832 - 6.50364204e-05 x1833 - 6.50364204e-05 x1834 - 6.50364204e-05 x1835 - 6.50364204e-05 x1836 - 6.50364204e-05 x1837 - 6.50364204e-05 x1838 - 6.50364204e-05 x1839 - 6.50364204e-05 x1840 - 6.50364204e-05 x1841 - 6.50364204e-05 x1842 - 6.50364204e-05 x1843 - 6.50364204e-05 x1844 - 6.50364204e-05 x1845 - 6.50364204e-05 x1846 - 6.50364204e-05 x1847 - 6.50364204e-05 x1848 - 6.50364204e-05 x1849 - 6.50364204e-05 x1850 - 6.50364204e-05 x1851 - 6.50364204e-05 x1852 - 6.50364204e-05 x1853 - 6.50364204e-05 x1854 - 6.50364204e-05 x1855 - 6.50364204e-05 x1856 - 6.50364204e-05 x1857 - 6.50364204e-05 x1858 - 6.50364204e-05 x1859 - 6.50364204e-05 x1860 - 6.50364204e-05 x1861 - 6.50364204e-05 x1862 - 6.50364204e-05 x1863 - 6.50364204e-05 x1864 - 6.50364204e-05 x1865 - 6.50364204e-05 x1866 - 6.50364204e-05 x1867 - 6.50364204e-05 x1868 - 6.50364204e-05 x1869 - 6.50364204e-05 x1870 - 6.50364204e-05 x1871 - 6.50364204e-05 x1872 - 6.50364204e-05 x1873 - 6.50364204e-05 x1874 - 6.50364204e-05 x1875 - 6.50364204e-05 x1876 - 6.50364204e-05 x1877 - 6.50364204e-05 x1878 - 6.50364204e-05 x1879 - 6.50364204e-05 x1880 - 6.50364204e-05 x1881 - 6.50364204e-05 x1882 - 6.50364204e-05 x1883 - 6.50364204e-05 x1884 - 6.50364204e-05 x1885 - 6.50364204e-05 x1886 - 6.50364204e-05 x1887 - 6.50364204e-05 x1888 - 6.50364204e-05 x1889 - 6.50364204e-05 x1890 - 6.50364204e-05 x1891 - 6.50364204e-05 x1892 - 6.50364204e-05 x1893 - 6.50364204e-05 x1894 - 6.50364204e-05 x1895 - 6.50364204e-05 x1896 - 6.50364204e-05 x1897 - 6.50364204e-05 x1898 - 6.50364204e-05 x1899 - 6.50364204e-05 x1900 - 6.50364204e-05 x1901 - 6.50364204e-05 x1902 - 6.50364204e-05 x1903 - 6.50364204e-05 x1904 - 6.50364204e-05 x1905 - 6.50364204e-05 x1906 - 6.50364204e-05 x1907 - 6.50364204e-05 x1908 - 6.50364204e-05 x1909 - 6.50364204e-05 x1910 - 6.50364204e-05 x1911 - 6.50364204e-05 x1912 - 6.50364204e-05 x1913 - 6.50364204e-05 x1914 - 6.50364204e-05 x1915 - 6.50364204e-05 x1916 - 6.50364204e-05 x1917 - 6.50364204e-05 x1918 - 6.50364204e-05 x1919 - 6.50364204e-05 x1920 - 6.50364204e-05 x1921 - 6.50364204e-05 x1922 - 6.50364204e-05 x1923 - 6.50364204e-05 x1924 - 6.50364204e-05 x1925 - 6.50364204e-05 x1926 - 6.50364204e-05 x1927 - 6.50364204e-05 x1928 - 6.50364204e-05 x1929 - 6.50364204e-05 x1930 - 6.50364204e-05 x1931 - 6.50364204e-05 x1932 - 6.50364204e-05 x1933 - 6.50364204e-05 x1934 - 6.50364204e-05 x1935 - 6.50364204e-05 x1936 - 6.50364204e-05 x1937 - 6.50364204e-05 x1938 - 6.50364204e-05 x1939 - 6.50364204e-05 x1940 - 6.50364204e-05 x1941 - 6.50364204e-05 x1942 - 6.50364204e-05 x1943 - 6.50364204e-05 x1944 - 6.50364204e-05 x1945 - 6.50364204e-05 x1946 - 6.50364204e-05 x1947 - 6.50364204e-05 x1948 - 6.50364204e-05 x1949 - 6.50364204e-05 x1950 - 6.50364204e-05 x1951 - 6.50364204e-05 x1952 - 6.50364204e-05 x1953 - 6.50364204e-05 x1954 - 6.50364204e-05 x1955 - 6.50364204e-05 x1956 - 6.50364204e-05 x1957 - 6.50364204e-05 x1958 - 6.50364204e-05 x1959 - 6.50364204e-05 x1960 - 6.50364204e-05 x1961 - 6.50364204e-05 x1962 - 6.50364204e-05 x1963 - 6.50364204e-05 x1964 - 6.50364204e-05 x1965 - 6.50364204e-05 x1966 - 6.50364204e-05 x1967 - 6.50364204e-05 x1968 - 6.50364204e-05 x1969 - 6.50364204e-05 x1970 - 6.50364204e-05 x1971 - 6.50364204e-05 x1972 - 6.50364204e-05 x1973 - 6.50364204e-05 x1974 - 6.50364204e-05 x1975 - 6.50364204e-05 x1976 - 6.50364204e-05 x1977 - 6.50364204e-05 x1978 - 6.50364204e-05 x1979 - 6.50364204e-05 x1980 - 6.50364204e-05 x1981 - 6.50364204e-05 x1982 - 6.50364204e-05 x1983 - 6.50364204e-05 x1984 - 6.50364204e-05 x1985 - 6.50364204e-05 x1986 - 6.50364204e-05 x1987 - 6.50364204e-05 x1988 - 6.50364204e-05 x1989 - 6.50364204e-05 x1990 - 6.50364204e-05 x1991 - 6.50364204e-05 x1992 - 6.50364204e-05 x1993 - 6.50364204e-05 x1994 - 6.50364204e-05 x1995 - 6.50364204e-05 x1996 - 6.50364204e-05 x1997 - 6.50364204e-05 x1998 - 6.50364204e-05 x1999 - 6.50364204e-05 x2000 - 6.50364204e-05 x2001 - 6.50364204e-05 x2002 - 6.50364204e-05 x2003 - 6.50364204e-05 x2004 - 6.50364204e-05 x2005 - 6.50364204e-05 x2006 - 6.50364204e-05 x2007 - 6.50364204e-05 x2008 - 6.50364204e-05 x2009 - 6.50364204e-05 x2010 - 6.50364204e-05 x2011 - 6.50364204e-05 x2012 - 6.50364204e-05 x2013 - 6.50364204e-05 x2014 - 6.50364204e-05 x2015 - 6.50364204e-05 x2016 - 6.50364204e-05 x2017 - 6.50364204e-05 x2018 - 6.50364204e-05 x2019 - 6.50364204e-05 x2020 - 6.50364204e-05 x2021 - 6.50364204e-05 x2022 - 6.50364204e-05 x2023 - 6.50364204e-05 x2024 - 6.50364204e-05 x2025 - 6.50364204e-05 x2026 - 6.50364204e-05 x2027 - 6.50364204e-05 x2028 - 6.50364204e-05 x2029 - 6.50364204e-05 x2030 - 6.50364204e-05 x2031 - 6.50364204e-05 x2032 - 6.50364204e-05 x2033 - 6.50364204e-05 x2034 - 6.50364204e-05 x2035 - 6.50364204e-05 x2036 - 6.50364204e-05 x2037 - 6.50364204e-05 x2038 - 6.50364204e-05 x2039 - 6.50364204e-05 x2040 - 6.50364204e-05 x2041 - 6.50364204e-05 x2042 - 6.50364204e-05 x2043 - 6.50364204e-05 x2044 - 6.50364204e-05 x2045 - 6.50364204e-05 x2046 - 6.50364204e-05 x2047 - 6.50364204e-05 x2048 - 6.50364204e-05 x2049 - 6.50364204e-05 x2050 - 6.50364204e-05 x2051 - 6.50364204e-05 x2052 - 6.50364204e-05 x2053 - 6.50364204e-05 x2054 - 6.50364204e-05 x2055 - 6.50364204e-05 x2056 - 6.50364204e-05 x2057 - 6.50364204e-05 x2058 - 6.50364204e-05 x2059 - 6.50364204e-05 x2060 - 6.50364204e-05 x2061 - 6.50364204e-05 x2062 - 6.50364204e-05 x2063 - 6.50364204e-05 x2064 - 6.50364204e-05 x2065 - 6.50364204e-05 x2066 - 6.50364204e-05 x2067 - 6.50364204e-05 x2068 - 6.50364204e-05 x2069 - 6.50364204e-05 x2070 - 6.50364204e-05 x2071 - 6.50364204e-05 x2072 - 6.50364204e-05 x2073 - 6.50364204e-05 x2074 - 6.50364204e-05 x2075 - 6.50364204e-05 x2076 - 6.50364204e-05 x2077 - 6.50364204e-05 x2078 - 6.50364204e-05 x2079 - 6.50364204e-05 x2080 - 6.50364204e-05 x2081 - 6.50364204e-05 x2082 - 6.50364204e-05 x2083 - 6.50364204e-05 x2084 - 6.50364204e-05 x2085 - 6.50364204e-05 x2086 - 6.50364204e-05 x2087 - 6.50364204e-05 x2088 - 6.50364204e-05 x2089 - 6.50364204e-05 x2090 - 6.50364204e-05 x2091 - 6.50364204e-05 x2092 - 6.50364204e-05 x2093 - 6.50364204e-05 x2094 - 6.50364204e-05 x2095 - 6.50364204e-05 x2096 - 6.50364204e-05 x2097 - 6.50364204e-05 x2098 - 6.50364204e-05 x2099 - 6.50364204e-05 x2100 - 6.50364204e-05 x2101 - 6.50364204e-05 x2102 - 6.50364204e-05 x2103 - 6.50364204e-05 x2104 - 6.50364204e-05 x2105 - 6.50364204e-05 x2106 - 6.50364204e-05 x2107 - 6.50364204e-05 x2108 - 6.50364204e-05 x2109 - 6.50364204e-05 x2110 - 6.50364204e-05 x2111 - 6.50364204e-05 x2112 - 6.50364204e-05 x2113 - 6.50364204e-05 x2114 - 6.50364204e-05 x2115 - 6.50364204e-05 x2116 - 6.50364204e-05 x2117 - 6.50364204e-05 x2118 - 6.50364204e-05 x2119 - 6.50364204e-05 x2120 - 6.50364204e-05 x2121 - 6.50364204e-05 x2122 - 6.50364204e-05 x2123 - 6.50364204e-05 x2124 - 6.50364204e-05 x2125 - 6.50364204e-05 x2126 - 6.50364204e-05 x2127 - 6.50364204e-05 x2128 - 6.50364204e-05 x2129 - 6.50364204e-05 x2130 - 6.50364204e-05 x2131 - 6.50364204e-05 x2132 - 6.50364204e-05 x2133 - 6.50364204e-05 x2134 - 6.50364204e-05 x2135 - 6.50364204e-05 x2136 - 6.50364204e-05 x2137 - 6.50364204e-05 x2138 - 6.50364204e-05 x2139 - 6.50364204e-05 x2140 - 6.50364204e-05 x2141 - 6.50364204e-05 x2142 - 6.50364204e-05 x2143 - 6.50364204e-05 x2144 - 6.50364204e-05 x2145 - 6.50364204e-05 x2146 - 6.50364204e-05 x2147 - 6.50364204e-05 x2148 - 6.50364204e-05 x2149 - 6.50364204e-05 x2150 - 6.50364204e-05 x2151 - 6.50364204e-05 x2152 - 6.50364204e-05 x2153 - 6.50364204e-05 x2154 - 6.50364204e-05 x2155 - 6.50364204e-05 x2156 - 6.50364204e-05 x2157 - 6.50364204e-05 x2158 - 6.50364204e-05 x2159 - 6.50364204e-05 x2160 - 6.50364204e-05 x2161 - 6.50364204e-05 x2162 - 6.50364204e-05 x2163 - 6.50364204e-05 x2164 - 6.50364204e-05 x2165 - 6.50364204e-05 x2166 - 6.50364204e-05 x2167 - 6.50364204e-05 x2168 - 6.50364204e-05 x2169 - 6.50364204e-05 x2170 - 6.50364204e-05 x2171 - 6.50364204e-05 x2172 - 6.50364204e-05 x2173 - 6.50364204e-05 x2174 - 6.50364204e-05 x2175 - 6.50364204e-05 x2176 - 6.50364204e-05 x2177 - 6.50364204e-05 x2178 - 6.50364204e-05 x2179 - 6.50364204e-05 x2180 - 6.50364204e-05 x2181 - 6.50364204e-05 x2182 - 6.50364204e-05 x2183 - 6.50364204e-05 x2184 - 6.50364204e-05 x2185 - 6.50364204e-05 x2186 - 6.50364204e-05 x2187 - 6.50364204e-05 x2188 - 6.50364204e-05 x2189 - 6.50364204e-05 x2190 - 6.50364204e-05 x2191 - 6.50364204e-05 x2192 - 6.50364204e-05 x2193 - 6.50364204e-05 x2194 - 6.50364204e-05 x2195 - 6.50364204e-05 x2196 - 6.50364204e-05 x2197 - 6.50364204e-05 x2198 - 6.50364204e-05 x2199 - 6.50364204e-05 x2200 - 6.50364204e-05 x2201 - 6.50364204e-05 x2202 - 6.50364204e-05 x2203 - 6.50364204e-05 x2204 - 6.50364204e-05 x2205 - 6.50364204e-05 x2206 - 6.50364204e-05 x2207 - 6.50364204e-05 x2208 - 6.50364204e-05 x2209 - 6.50364204e-05 x2210 - 6.50364204e-05 x2211 - 6.50364204e-05 x2212 - 6.50364204e-05 x2213 - 6.50364204e-05 x2214 - 6.50364204e-05 x2215 - 6.50364204e-05 x2216 - 6.50364204e-05 x2217 - 6.50364204e-05 x2218 - 6.50364204e-05 x2219 - 6.50364204e-05 x2220 - 6.50364204e-05 x2221 - 6.50364204e-05 x2222 - 6.50364204e-05 x2223 - 6.50364204e-05 x2224 - 6.50364204e-05 x2225 - 6.50364204e-05 x2226 - 6.50364204e-05 x2227 - 6.50364204e-05 x2228 - 6.50364204e-05 x2229 - 6.50364204e-05 x2230 - 6.50364204e-05 x2231 - 6.50364204e-05 x2232 - 6.50364204e-05 x2233 - 6.50364204e-05 x2234 - 6.50364204e-05 x2235 - 6.50364204e-05 x2236 - 6.50364204e-05 x2237 - 6.50364204e-05 x2238 - 6.50364204e-05 x2239 - 6.50364204e-05 x2240 - 6.50364204e-05 x2241 - 6.50364204e-05 x2242 - 6.50364204e-05 x2243 - 6.50364204e-05 x2244 - 6.50364204e-05 x2245 - 6.50364204e-05 x2246 - 6.50364204e-05 x2247 - 6.50364204e-05 x2248 - 6.50364204e-05 x2249 - 6.50364204e-05 x2250 - 6.50364204e-05 x2251 - 6.50364204e-05 x2252 - 6.50364204e-05 x2253 - 6.50364204e-05 x2254 - 6.50364204e-05 x2255 - 6.50364204e-05 x2256 - 6.50364204e-05 x2257 - 6.50364204e-05 x2258 - 6.50364204e-05 x2259 - 6.50364204e-05 x2260 - 6.50364204e-05 x2261 - 6.50364204e-05 x2262 - 6.50364204e-05 x2263 - 6.50364204e-05 x2264 - 6.50364204e-05 x2265 - 6.50364204e-05 x2266 - 6.50364204e-05 x2267 - 6.50364204e-05 x2268 - 6.50364204e-05 x2269 - 6.50364204e-05 x2270 - 6.50364204e-05 x2271 - 6.50364204e-05 x2272 - 6.50364204e-05 x2273 - 6.50364204e-05 x2274 - 6.50364204e-05 x2275 - 6.50364204e-05 x2276 - 6.50364204e-05 x2277 - 6.50364204e-05 x2278 - 6.50364204e-05 x2279 - 6.50364204e-05 x2280 - 6.50364204e-05 x2281 - 6.50364204e-05 x2282 - 6.50364204e-05 x2283 - 6.50364204e-05 x2284 - 6.50364204e-05 x2285 - 6.50364204e-05 x2286 - 6.50364204e-05 x2287 - 6.50364204e-05 x2288 - 6.50364204e-05 x2289 - 6.50364204e-05 x2290 - 6.50364204e-05 x2291 - 6.50364204e-05 x2292 - 6.50364204e-05 x2293 - 6.50364204e-05 x2294 - 6.50364204e-05 x2295 - 6.50364204e-05 x2296 - 6.50364204e-05 x2297 - 6.50364204e-05 x2298 - 6.50364204e-05 x2299 - 6.50364204e-05 x2300 - 6.50364204e-05 x2301 - 6.50364204e-05 x2302 - 6.50364204e-05 x2303 - 6.50364204e-05 x2304 - 6.50364204e-05 x2305 - 6.50364204e-05 x2306 - 6.50364204e-05 x2307 - 6.50364204e-05 x2308 - 6.50364204e-05 x2309 - 6.50364204e-05 x2310 - 6.50364204e-05 x2311 - 6.50364204e-05 x2312 - 6.50364204e-05 x2313 - 6.50364204e-05 x2314 - 6.50364204e-05 x2315 - 6.50364204e-05 x2316 - 6.50364204e-05 x2317 - 6.50364204e-05 x2318 - 6.50364204e-05 x2319 - 6.50364204e-05 x2320 - 6.50364204e-05 x2321 - 6.50364204e-05 x2322 - 6.50364204e-05 x2323 - 6.50364204e-05 x2324 - 6.50364204e-05 x2325 - 6.50364204e-05 x2326 - 6.50364204e-05 x2327 - 6.50364204e-05 x2328 - 6.50364204e-05 x2329 - 6.50364204e-05 x2330 - 6.50364204e-05 x2331 - 6.50364204e-05 x2332 - 6.50364204e-05 x2333 - 6.50364204e-05 x2334 - 6.50364204e-05 x2335 - 6.50364204e-05 x2336 - 6.50364204e-05 x2337 - 6.50364204e-05 x2338 - 6.50364204e-05 x2339 - 6.50364204e-05 x2340 - 6.50364204e-05 x2341 - 6.50364204e-05 x2342 - 6.50364204e-05 x2343 - 6.50364204e-05 x2344 - 6.50364204e-05 x2345 - 6.50364204e-05 x2346 - 6.50364204e-05 x2347 - 6.50364204e-05 x2348 - 6.50364204e-05 x2349 - 6.50364204e-05 x2350 - 6.50364204e-05 x2351 - 6.50364204e-05 x2352 - 6.50364204e-05 x2353 - 6.50364204e-05 x2354 - 6.50364204e-05 x2355 - 6.50364204e-05 x2356 - 6.50364204e-05 x2357 - 6.50364204e-05 x2358 - 6.50364204e-05 x2359 - 6.50364204e-05 x2360 - 6.50364204e-05 x2361 - 6.50364204e-05 x2362 - 6.50364204e-05 x2363 - 6.50364204e-05 x2364 - 6.50364204e-05 x2365 - 6.50364204e-05 x2366 - 6.50364204e-05 x2367 - 6.50364204e-05 x2368 - 6.50364204e-05 x2369 - 6.50364204e-05 x2370 - 6.50364204e-05 x2371 - 6.50364204e-05 x2372 - 6.50364204e-05 x2373 - 6.50364204e-05 x2374 - 6.50364204e-05 x2375 - 6.50364204e-05 x2376 - 6.50364204e-05 x2377 - 6.50364204e-05 x2378 - 6.50364204e-05 x2379 - 6.50364204e-05 x2380 - 6.50364204e-05 x2381 - 6.50364204e-05 x2382 - 6.50364204e-05 x2383 - 6.50364204e-05 x2384 - 6.50364204e-05 x2385 - 6.50364204e-05 x2386 - 6.50364204e-05 x2387 - 6.50364204e-05 x2388 - 6.50364204e-05 x2389 - 6.50364204e-05 x2390 - 6.50364204e-05 x2391 - 6.50364204e-05 x2392 - 6.50364204e-05 x2393 - 6.50364204e-05 x2394 - 6.50364204e-05 x2395 - 6.50364204e-05 x2396 - 6.50364204e-05 x2397 - 6.50364204e-05 x2398 - 6.50364204e-05 x2399 - 6.50364204e-05 x2400 - 6.50364204e-05 x2401 - 6.50364204e-05 x2402 - 6.50364204e-05 x2403 - 6.50364204e-05 x2404 - 6.50364204e-05 x2405 - 6.50364204e-05 x2406 - 6.50364204e-05 x2407 - 6.50364204e-05 x2408 - 6.50364204e-05 x2409 - 6.50364204e-05 x2410 - 6.50364204e-05 x2411 - 6.50364204e-05 x2412 - 6.50364204e-05 x2413 - 6.50364204e-05 x2414 - 6.50364204e-05 x2415 - 6.50364204e-05 x2416 - 6.50364204e-05 x2417 - 6.50364204e-05 x2418 - 6.50364204e-05 x2419 - 6.50364204e-05 x2420 - 6.50364204e-05 x2421 - 6.50364204e-05 x2422 - 6.50364204e-05 x2423 - 6.50364204e-05 x2424 - 6.50364204e-05 x2425 - 6.50364204e-05 x2426 - 6.50364204e-05 x2427 - 6.50364204e-05 x2428 - 6.50364204e-05 x2429 - 6.50364204e-05 x2430 - 6.50364204e-05 x2431 - 6.50364204e-05 x2432 - 6.50364204e-05 x2433 - 6.50364204e-05 x2434 - 6.50364204e-05 x2435 - 6.50364204e-05 x2436 - 6.50364204e-05 x2437 - 6.50364204e-05 x2438 - 6.50364204e-05 x2439 - 6.50364204e-05 x2440 - 6.50364204e-05 x2441 - 6.50364204e-05 x2442 - 6.50364204e-05 x2443 - 6.50364204e-05 x2444 - 6.50364204e-05 x2445 - 6.50364204e-05 x2446 - 6.50364204e-05 x2447 - 6.50364204e-05 x2448 - 6.50364204e-05 x2449 - 6.50364204e-05 x2450 - 6.50364204e-05 x2451 - 6.50364204e-05 x2452 - 6.50364204e-05 x2453 - 6.50364204e-05 x2454 - 6.50364204e-05 x2455 - 6.50364204e-05 x2456 - 6.50364204e-05 x2457 - 6.50364204e-05 x2458 - 6.50364204e-05 x2459 - 6.50364204e-05 x2460 - 6.50364204e-05 x2461 - 6.50364204e-05 x2462 - 6.50364204e-05 x2463 - 6.50364204e-05 x2464 - 6.50364204e-05 x2465 - 6.50364204e-05 x2466 - 6.50364204e-05 x2467 - 6.50364204e-05 x2468 - 6.50364204e-05 x2469 - 6.50364204e-05 x2470 - 6.50364204e-05 x2471 - 6.50364204e-05 x2472 - 6.50364204e-05 x2473 - 6.50364204e-05 x2474 - 6.50364204e-05 x2475 - 6.50364204e-05 x2476 - 6.50364204e-05 x2477 - 6.50364204e-05 x2478 - 6.50364204e-05 x2479 - 6.50364204e-05 x2480 - 6.50364204e-05 x2481 - 6.50364204e-05 x2482 - 6.50364204e-05 x2483 - 6.50364204e-05 x2484 - 6.50364204e-05 x2485 - 6.50364204e-05 x2486 - 6.50364204e-05 x2487 - 6.50364204e-05 x2488 - 6.50364204e-05 x2489 - 6.50364204e-05 x2490 - 6.50364204e-05 x2491 - 6.50364204e-05 x2492 - 6.50364204e-05 x2493 - 6.50364204e-05 x2494 - 6.50364204e-05 x2495 - 6.50364204e-05 x2496 - 6.50364204e-05 x2497 - 6.50364204e-05 x2498 - 6.50364204e-05 x2499 - 6.50364204e-05 x2500 - 6.50364204e-05 x2501 - 6.50364204e-05 x2502 - 6.50364204e-05 x2503 - 6.50364204e-05 x2504 - 6.50364204e-05 x2505 - 6.50364204e-05 x2506 - 6.50364204e-05 x2507 - 6.50364204e-05 x2508 - 6.50364204e-05 x2509 - 6.50364204e-05 x2510 - 6.50364204e-05 x2511 - 6.50364204e-05 x2512 - 6.50364204e-05 x2513 - 6.50364204e-05 x2514 - 6.50364204e-05 x2515 - 6.50364204e-05 x2516 - 6.50364204e-05 x2517 - 6.50364204e-05 x2518 - 6.50364204e-05 x2519 - 6.50364204e-05 x2520 - 6.50364204e-05 x2521 - 6.50364204e-05 x2522 - 6.50364204e-05 x2523 - 6.50364204e-05 x2524 - 6.50364204e-05 x2525 - 6.50364204e-05 x2526 - 6.50364204e-05 x2527 - 6.50364204e-05 x2528 - 6.50364204e-05 x2529 - 6.50364204e-05 x2530 - 6.50364204e-05 x2531 - 6.50364204e-05 x2532 - 6.50364204e-05 x2533 - 6.50364204e-05 x2534 - 6.50364204e-05 x2535 - 6.50364204e-05 x2536 - 6.50364204e-05 x2537 - 6.50364204e-05 x2538 - 6.50364204e-05 x2539 - 6.50364204e-05 x2540 - 6.50364204e-05 x2541 - 6.50364204e-05 x2542 - 6.50364204e-05 x2543 - 6.50364204e-05 x2544 - 6.50364204e-05 x2545 - 6.50364204e-05 x2546 - 6.50364204e-05 x2547 - 6.50364204e-05 x2548 - 6.50364204e-05 x2549 - 6.50364204e-05 x2550 - 6.50364204e-05 x2551 - 6.50364204e-05 x2552 - 6.50364204e-05 x2553 - 6.50364204e-05 x2554 - 6.50364204e-05 x2555 - 6.50364204e-05 x2556 - 6.50364204e-05 x2557 - 6.50364204e-05 x2558 - 6.50364204e-05 x2559 - 6.50364204e-05 x2560 - 6.50364204e-05 x2561 - 6.50364204e-05 x2562 - 6.50364204e-05 x2563 - 6.50364204e-05 x2564 - 6.50364204e-05 x2565 - 6.50364204e-05 x2566 - 6.50364204e-05 x2567 - 6.50364204e-05 x2568 - 6.50364204e-05 x2569 - 6.50364204e-05 x2570 - 6.50364204e-05 x2571 - 6.50364204e-05 x2572 - 6.50364204e-05 x2573 - 6.50364204e-05 x2574 - 6.50364204e-05 x2575 - 6.50364204e-05 x2576 - 6.50364204e-05 x2577 - 6.50364204e-05 x2578 - 6.50364204e-05 x2579 - 6.50364204e-05 x2580 - 6.50364204e-05 x2581 - 6.50364204e-05 x2582 - 6.50364204e-05 x2583 - 6.50364204e-05 x2584 - 6.50364204e-05 x2585 - 6.50364204e-05 x2586 - 6.50364204e-05 x2587 - 6.50364204e-05 x2588 - 6.50364204e-05 x2589 - 6.50364204e-05 x2590 - 6.50364204e-05 x2591 - 6.50364204e-05 x2592 - 6.50364204e-05 x2593 - 6.50364204e-05 x2594 - 6.50364204e-05 x2595 - 6.50364204e-05 x2596 - 6.50364204e-05 x2597 - 6.50364204e-05 x2598 - 6.50364204e-05 x2599 - 6.50364204e-05 x2600 - 6.50364204e-05 x2601 - 6.50364204e-05 x2602 - 6.50364204e-05 x2603 - 6.50364204e-05 x2604 - 6.50364204e-05 x2605 - 6.50364204e-05 x2606 - 6.50364204e-05 x2607 - 6.50364204e-05 x2608 - 6.50364204e-05 x2609 - 6.50364204e-05 x2610 - 6.50364204e-05 x2611 - 6.50364204e-05 x2612 - 6.50364204e-05 x2613 - 6.50364204e-05 x2614 - 6.50364204e-05 x2615 - 6.50364204e-05 x2616 - 6.50364204e-05 x2617 - 6.50364204e-05 x2618 - 6.50364204e-05 x2619 - 6.50364204e-05 x2620 - 6.50364204e-05 x2621 - 6.50364204e-05 x2622 - 6.50364204e-05 x2623 - 6.50364204e-05 x2624 - 6.50364204e-05 x2625 - 6.50364204e-05 x2626 - 6.50364204e-05 x2627 - 6.50364204e-05 x2628 - 6.50364204e-05 x2629 - 6.50364204e-05 x2630 - 6.50364204e-05 x2631 - 6.50364204e-05 x2632 - 6.50364204e-05 x2633 - 6.50364204e-05 x2634 - 6.50364204e-05 x2635 - 6.50364204e-05 x2636 - 6.50364204e-05 x2637 - 6.50364204e-05 x2638 - 6.50364204e-05 x2639 - 6.50364204e-05 x2640 - 6.50364204e-05 x2641 - 6.50364204e-05 x2642 - 6.50364204e-05 x2643 - 6.50364204e-05 x2644 - 6.50364204e-05 x2645 - 6.50364204e-05 x2646 - 6.50364204e-05 x2647 - 6.50364204e-05 x2648 - 6.50364204e-05 x2649 - 6.50364204e-05 x2650 - 6.50364204e-05 x2651 - 6.50364204e-05 x2652 - 6.50364204e-05 x2653 - 6.50364204e-05 x2654 - 6.50364204e-05 x2655 - 6.50364204e-05 x2656 - 6.50364204e-05 x2657 - 6.50364204e-05 x2658 - 6.50364204e-05 x2659 - 6.50364204e-05 x2660 - 6.50364204e-05 x2661 - 6.50364204e-05 x2662 - 6.50364204e-05 x2663 - 6.50364204e-05 x2664 - 6.50364204e-05 x2665 - 6.50364204e-05 x2666 - 6.50364204e-05 x2667 - 6.50364204e-05 x2668 - 6.50364204e-05 x2669 - 6.50364204e-05 x2670 - 6.50364204e-05 x2671 - 6.50364204e-05 x2672 - 6.50364204e-05 x2673 - 6.50364204e-05 x2674 - 6.50364204e-05 x2675 - 6.50364204e-05 x2676 - 6.50364204e-05 x2677 - 6.50364204e-05 x2678 - 6.50364204e-05 x2679 - 6.50364204e-05 x2680 - 6.50364204e-05 x2681 - 6.50364204e-05 x2682 - 6.50364204e-05 x2683 - 6.50364204e-05 x2684 - 6.50364204e-05 x2685 - 6.50364204e-05 x2686 - 6.50364204e-05 x2687 - 6.50364204e-05 x2688 - 6.50364204e-05 x2689 - 6.50364204e-05 x2690 - 6.50364204e-05 x2691 - 6.50364204e-05 x2692 - 6.50364204e-05 x2693 - 6.50364204e-05 x2694 - 6.50364204e-05 x2695 - 6.50364204e-05 x2696 - 6.50364204e-05 x2697 - 6.50364204e-05 x2698 - 6.50364204e-05 x2699 - 6.50364204e-05 x2700 - 6.50364204e-05 x2701 - 6.50364204e-05 x2702 - 6.50364204e-05 x2703 - 6.50364204e-05 x2704 - 6.50364204e-05 x2705 - 6.50364204e-05 x2706 - 6.50364204e-05 x2707 - 6.50364204e-05 x2708 - 6.50364204e-05 x2709 - 6.50364204e-05 x2710 - 6.50364204e-05 x2711 - 6.50364204e-05 x2712 - 6.50364204e-05 x2713 - 6.50364204e-05 x2714 - 6.50364204e-05 x2715 - 6.50364204e-05 x2716 - 6.50364204e-05 x2717 - 6.50364204e-05 x2718 - 6.50364204e-05 x2719 - 6.50364204e-05 x2720 - 6.50364204e-05 x2721 - 6.50364204e-05 x2722 - 6.50364204e-05 x2723 - 6.50364204e-05 x2724 - 6.50364204e-05 x2725 - 6.50364204e-05 x2726 - 6.50364204e-05 x2727 - 6.50364204e-05 x2728 - 6.50364204e-05 x2729 - 6.50364204e-05 x2730 - 6.50364204e-05 x2731 - 6.50364204e-05 x2732 - 6.50364204e-05 x2733 - 6.50364204e-05 x2734 - 6.50364204e-05 x2735 - 6.50364204e-05 x2736 - 6.50364204e-05 x2737 - 6.50364204e-05 x2738 - 6.50364204e-05 x2739 - 6.50364204e-05 x2740 - 6.50364204e-05 x2741 - 6.50364204e-05 x2742 - 6.50364204e-05 x2743 - 6.50364204e-05 x2744 - 6.50364204e-05 x2745 - 6.50364204e-05 x2746 - 6.50364204e-05 x2747 - 6.50364204e-05 x2748 - 6.50364204e-05 x2749 - 6.50364204e-05 x2750 - 6.50364204e-05 x2751 - 6.50364204e-05 x2752 - 6.50364204e-05 x2753 - 6.50364204e-05 x2754 - 6.50364204e-05 x2755 - 6.50364204e-05 x2756 - 6.50364204e-05 x2757 - 6.50364204e-05 x2758 - 6.50364204e-05 x2759 - 6.50364204e-05 x2760 - 6.50364204e-05 x2761 - 6.50364204e-05 x2762 - 6.50364204e-05 x2763 - 6.50364204e-05 x2764 - 6.50364204e-05 x2765 - 6.50364204e-05 x2766 - 6.50364204e-05 x2767 - 6.50364204e-05 x2768 - 6.50364204e-05 x2769 - 6.50364204e-05 x2770 - 6.50364204e-05 x2771 - 6.50364204e-05 x2772 - 6.50364204e-05 x2773 - 6.50364204e-05 x2774 - 6.50364204e-05 x2775 - 6.50364204e-05 x2776 - 6.50364204e-05 x2777 - 6.50364204e-05 x2778 - 6.50364204e-05 x2779 - 6.50364204e-05 x2780 - 6.50364204e-05 x2781 - 6.50364204e-05 x2782 - 6.50364204e-05 x2783 - 6.50364204e-05 x2784 - 6.50364204e-05 x2785 - 6.50364204e-05 x2786 - 6.50364204e-05 x2787 - 6.50364204e-05 x2788 - 6.50364204e-05 x2789 - 6.50364204e-05 x2790 - 6.50364204e-05 x2791 - 6.50364204e-05 x2792 - 6.50364204e-05 x2793 - 6.50364204e-05 x2794 - 6.50364204e-05 x2795 - 6.50364204e-05 x2796 - 6.50364204e-05 x2797 - 6.50364204e-05 x2798 - 6.50364204e-05 x2799 - 6.50364204e-05 x2800 - 6.50364204e-05 x2801 - 6.50364204e-05 x2802 - 6.50364204e-05 x2803 - 6.50364204e-05 x2804 - 6.50364204e-05 x2805 - 6.50364204e-05 x2806 - 6.50364204e-05 x2807 - 6.50364204e-05 x2808 - 6.50364204e-05 x2809 - 6.50364204e-05 x2810 - 6.50364204e-05 x2811 - 6.50364204e-05 x2812 - 6.50364204e-05 x2813 - 6.50364204e-05 x2814 - 6.50364204e-05 x2815 - 6.50364204e-05 x2816 - 6.50364204e-05 x2817 - 6.50364204e-05 x2818 - 6.50364204e-05 x2819 - 6.50364204e-05 x2820 - 6.50364204e-05 x2821 - 6.50364204e-05 x2822 - 6.50364204e-05 x2823 - 6.50364204e-05 x2824 - 6.50364204e-05 x2825 - 6.50364204e-05 x2826 - 6.50364204e-05 x2827 - 6.50364204e-05 x2828 - 6.50364204e-05 x2829 - 6.50364204e-05 x2830 - 6.50364204e-05 x2831 - 6.50364204e-05 x2832 - 6.50364204e-05 x2833 - 6.50364204e-05 x2834 - 6.50364204e-05 x2835 - 6.50364204e-05 x2836 - 6.50364204e-05 x2837 - 6.50364204e-05 x2838 - 6.50364204e-05 x2839 - 6.50364204e-05 x2840 - 6.50364204e-05 x2841 - 6.50364204e-05 x2842 - 6.50364204e-05 x2843 - 6.50364204e-05 x2844 - 6.50364204e-05 x2845 - 6.50364204e-05 x2846 - 6.50364204e-05 x2847 - 6.50364204e-05 x2848 - 6.50364204e-05 x2849 - 6.50364204e-05 x2850 - 6.50364204e-05 x2851 - 6.50364204e-05 x2852 - 6.50364204e-05 x2853 - 6.50364204e-05 x2854 - 6.50364204e-05 x2855 - 6.50364204e-05 x2856 - 6.50364204e-05 x2857 - 6.50364204e-05 x2858 - 6.50364204e-05 x2859 - 6.50364204e-05 x2860 - 6.50364204e-05 x2861 - 6.50364204e-05 x2862 - 6.50364204e-05 x2863 - 6.50364204e-05 x2864 - 6.50364204e-05 x2865 - 6.50364204e-05 x2866 - 6.50364204e-05 x2867 - 6.50364204e-05 x2868 - 6.50364204e-05 x2869 - 6.50364204e-05 x2870 - 6.50364204e-05 x2871 - 6.50364204e-05 x2872 - 6.50364204e-05 x2873 - 6.50364204e-05 x2874 - 6.50364204e-05 x2875 - 6.50364204e-05 x2876 - 6.50364204e-05 x2877 - 6.50364204e-05 x2878 - 6.50364204e-05 x2879 - 6.50364204e-05 x2880 - 6.50364204e-05 x2881 - 6.50364204e-05 x2882 - 6.50364204e-05 x2883 - 6.50364204e-05 x2884 - 6.50364204e-05 x2885 - 6.50364204e-05 x2886 - 6.50364204e-05 x2887 - 6.50364204e-05 x2888 - 6.50364204e-05 x2889 - 6.50364204e-05 x2890 - 6.50364204e-05 x2891 - 6.50364204e-05 x2892 - 6.50364204e-05 x2893 - 6.50364204e-05 x2894 - 6.50364204e-05 x2895 - 6.50364204e-05 x2896 - 6.50364204e-05 x2897 - 6.50364204e-05 x2898 - 6.50364204e-05 x2899 - 6.50364204e-05 x2900 - 6.50364204e-05 x2901 - 6.50364204e-05 x2902 - 6.50364204e-05 x2903 - 6.50364204e-05 x2904 - 6.50364204e-05 x2905 - 6.50364204e-05 x2906 - 6.50364204e-05 x2907 - 6.50364204e-05 x2908 - 6.50364204e-05 x2909 - 6.50364204e-05 x2910 - 6.50364204e-05 x2911 - 6.50364204e-05 x2912 - 6.50364204e-05 x2913 - 6.50364204e-05 x2914 - 6.50364204e-05 x2915 - 6.50364204e-05 x2916 - 6.50364204e-05 x2917 - 6.50364204e-05 x2918 - 6.50364204e-05 x2919 - 6.50364204e-05 x2920 - 6.50364204e-05 x2921 - 6.50364204e-05 x2922 - 6.50364204e-05 x2923 - 6.50364204e-05 x2924 - 6.50364204e-05 x2925 - 6.50364204e-05 x2926 - 6.50364204e-05 x2927 - 6.50364204e-05 x2928 - 6.50364204e-05 x2929 - 6.50364204e-05 x2930 - 6.50364204e-05 x2931 - 6.50364204e-05 x2932 - 6.50364204e-05 x2933 - 6.50364204e-05 x2934 - 6.50364204e-05 x2935 - 6.50364204e-05 x2936 - 6.50364204e-05 x2937 - 6.50364204e-05 x2938 - 6.50364204e-05 x2939 - 6.50364204e-05 x2940 - 6.50364204e-05 x2941 - 6.50364204e-05 x2942 - 6.50364204e-05 x2943 - 6.50364204e-05 x2944 - 6.50364204e-05 x2945 - 6.50364204e-05 x2946 - 6.50364204e-05 x2947 - 6.50364204e-05 x2948 - 6.50364204e-05 x2949 - 6.50364204e-05 x2950 - 6.50364204e-05 x2951 - 6.50364204e-05 x2952 - 6.50364204e-05 x2953 - 6.50364204e-05 x2954 - 6.50364204e-05 x2955 - 6.50364204e-05 x2956 - 6.50364204e-05 x2957 - 6.50364204e-05 x2958 - 6.50364204e-05 x2959 - 6.50364204e-05 x2960 - 6.50364204e-05 x2961 - 6.50364204e-05 x2962 - 6.50364204e-05 x2963 - 6.50364204e-05 x2964 - 6.50364204e-05 x2965 - 6.50364204e-05 x2966 - 6.50364204e-05 x2967 - 6.50364204e-05 x2968 - 6.50364204e-05 x2969 - 6.50364204e-05 x2970 - 6.50364204e-05 x2971 - 6.50364204e-05 x2972 - 6.50364204e-05 x2973 - 6.50364204e-05 x2974 - 6.50364204e-05 x2975 - 6.50364204e-05 x2976 - 6.50364204e-05 x2977 - 6.50364204e-05 x2978 - 6.50364204e-05 x2979 - 6.50364204e-05 x2980 - 6.50364204e-05 x2981 - 6.50364204e-05 x2982 - 6.50364204e-05 x2983 - 6.50364204e-05 x2984 - 6.50364204e-05 x2985 - 6.50364204e-05 x2986 - 6.50364204e-05 x2987 - 6.50364204e-05 x2988 - 6.50364204e-05 x2989 - 6.50364204e-05 x2990 - 6.50364204e-05 x2991 - 6.50364204e-05 x2992 - 6.50364204e-05 x2993 - 6.50364204e-05 x2994 - 6.50364204e-05 x2995 - 6.50364204e-05 x2996 - 6.50364204e-05 x2997 - 6.50364204e-05 x2998 - 6.50364204e-05 x2999 - 6.50364204e-05 x3000 - 6.50364204e-05 x3001 - 6.50364204e-05 x3002 - 6.50364204e-05 x3003 - 6.50364204e-05 x3004 - 6.50364204e-05 x3005 - 6.50364204e-05 x3006 - 6.50364204e-05 x3007 - 6.50364204e-05 x3008 - 6.50364204e-05 x3009 - 6.50364204e-05 x3010 - 6.50364204e-05 x3011 - 6.50364204e-05 x3012 - 6.50364204e-05 x3013 - 6.50364204e-05 x3014 - 6.50364204e-05 x3015 - 6.50364204e-05 x3016 - 6.50364204e-05 x3017 - 6.50364204e-05 x3018 - 6.50364204e-05 x3019 - 6.50364204e-05 x3020 - 6.50364204e-05 x3021 - 6.50364204e-05 x3022 - 6.50364204e-05 x3023 - 6.50364204e-05 x3024 - 6.50364204e-05 x3025 - 6.50364204e-05 x3026 - 6.50364204e-05 x3027 - 6.50364204e-05 x3028 - 6.50364204e-05 x3029 - 6.50364204e-05 x3030 - 6.50364204e-05 x3031 - 6.50364204e-05 x3032 - 6.50364204e-05 x3033 - 6.50364204e-05 x3034 - 6.50364204e-05 x3035 - 6.50364204e-05 x3036 - 6.50364204e-05 x3037 - 6.50364204e-05 x3038 - 6.50364204e-05 x3039 - 6.50364204e-05 x3040 - 6.50364204e-05 x3041 - 6.50364204e-05 x3042 - 6.50364204e-05 x3043 - 6.50364204e-05 x3044 - 6.50364204e-05 x3045 - 6.50364204e-05 x3046 - 6.50364204e-05 x3047 - 6.50364204e-05 x3048 - 6.50364204e-05 x3049 - 6.50364204e-05 x3050 - 6.50364204e-05 x3051 - 6.50364204e-05 x3052 - 6.50364204e-05 x3053 - 6.50364204e-05 x3054 - 6.50364204e-05 x3055 - 6.50364204e-05 x3056 - 6.50364204e-05 x3057 - 6.50364204e-05 x3058 - 6.50364204e-05 x3059 - 6.50364204e-05 x3060 - 6.50364204e-05 x3061 - 6.50364204e-05 x3062 - 6.50364204e-05 x3063 - 6.50364204e-05 x3064 - 6.50364204e-05 x3065 - 6.50364204e-05 x3066 - 6.50364204e-05 x3067 - 6.50364204e-05 x3068 - 6.50364204e-05 x3069 - 6.50364204e-05 x3070 - 6.50364204e-05 x3071 - 6.50364204e-05 x3072 - 6.50364204e-05 x3073 - 6.50364204e-05 x3074 - 6.50364204e-05 x3075 - 6.50364204e-05 x3076 - 6.50364204e-05 x3077 - 6.50364204e-05 x3078 - 6.50364204e-05 x3079 - 6.50364204e-05 x3080 - 6.50364204e-05 x3081 - 6.50364204e-05 x3082 - 6.50364204e-05 x3083 - 6.50364204e-05 x3084 - 6.50364204e-05 x3085 - 6.50364204e-05 x3086 - 6.50364204e-05 x3087 - 6.50364204e-05 x3088 - 6.50364204e-05 x3089 - 6.50364204e-05 x3090 - 6.50364204e-05 x3091 - 6.50364204e-05 x3092 - 6.50364204e-05 x3093 - 6.50364204e-05 x3094 - 6.50364204e-05 x3095 - 6.50364204e-05 x3096 - 6.50364204e-05 x3097 - 6.50364204e-05 x3098 - 6.50364204e-05 x3099 - 6.50364204e-05 x3100 - 6.50364204e-05 x3101 - 6.50364204e-05 x3102 - 6.50364204e-05 x3103 - 6.50364204e-05 x3104 - 6.50364204e-05 x3105 - 6.50364204e-05 x3106 - 6.50364204e-05 x3107 - 6.50364204e-05 x3108 - 6.50364204e-05 x3109 - 6.50364204e-05 x3110 - 6.50364204e-05 x3111 - 6.50364204e-05 x3112 - 6.50364204e-05 x3113 - 6.50364204e-05 x3114 - 6.50364204e-05 x3115 - 6.50364204e-05 x3116 - 6.50364204e-05 x3117 - 6.50364204e-05 x3118 - 6.50364204e-05 x3119 - 6.50364204e-05 x3120 - 6.50364204e-05 x3121 - 6.50364204e-05 x3122 - 6.50364204e-05 x3123 - 6.50364204e-05 x3124 - 6.50364204e-05 x3125 - 6.50364204e-05 x3126 - 6.50364204e-05 x3127 - 6.50364204e-05 x3128 - 6.50364204e-05 x3129 - 6.50364204e-05 x3130 - 6.50364204e-05 x3131 - 6.50364204e-05 x3132 - 6.50364204e-05 x3133 - 6.50364204e-05 x3134 - 6.50364204e-05 x3135 - 6.50364204e-05 x3136 - 6.50364204e-05 x3137 - 6.50364204e-05 x3138 - 6.50364204e-05 x3139 - 6.50364204e-05 x3140 - 6.50364204e-05 x3141 - 6.50364204e-05 x3142 - 6.50364204e-05 x3143 - 6.50364204e-05 x3144 - 6.50364204e-05 x3145 - 6.50364204e-05 x3146 - 6.50364204e-05 x3147 - 6.50364204e-05 x3148 - 6.50364204e-05 x3149 - 6.50364204e-05 x3150 - 6.50364204e-05 x3151 - 6.50364204e-05 x3152 - 6.50364204e-05 x3153 - 6.50364204e-05 x3154 - 6.50364204e-05 x3155 - 6.50364204e-05 x3156 - 6.50364204e-05 x3157 - 6.50364204e-05 x3158 - 6.50364204e-05 x3159 - 6.50364204e-05 x3160 - 6.50364204e-05 x3161 - 6.50364204e-05 x3162 - 6.50364204e-05 x3163 - 6.50364204e-05 x3164 - 6.50364204e-05 x3165 - 6.50364204e-05 x3166 - 6.50364204e-05 x3167 - 6.50364204e-05 x3168 - 6.50364204e-05 x3169 - 6.50364204e-05 x3170 - 6.50364204e-05 x3171 - 6.50364204e-05 x3172 - 6.50364204e-05 x3173 - 6.50364204e-05 x3174 - 6.50364204e-05 x3175 - 6.50364204e-05 x3176 - 6.50364204e-05 x3177 - 6.50364204e-05 x3178 - 6.50364204e-05 x3179 - 6.50364204e-05 x3180 - 6.50364204e-05 x3181 - 6.50364204e-05 x3182 - 6.50364204e-05 x3183 - 6.50364204e-05 x3184 - 6.50364204e-05 x3185 - 6.50364204e-05 x3186 - 6.50364204e-05 x3187 - 6.50364204e-05 x3188 - 6.50364204e-05 x3189 - 6.50364204e-05 x3190 - 6.50364204e-05 x3191 - 6.50364204e-05 x3192 - 6.50364204e-05 x3193 - 6.50364204e-05 x3194 - 6.50364204e-05 x3195 - 6.50364204e-05 x3196 - 6.50364204e-05 x3197 - 6.50364204e-05 x3198 - 6.50364204e-05 x3199 - 6.50364204e-05 x3200 - 6.50364204e-05 x3201 - 6.50364204e-05 x3202 - 6.50364204e-05 x3203 - 6.50364204e-05 x3204 - 6.50364204e-05 x3205 - 6.50364204e-05 x3206 - 6.50364204e-05 x3207 - 6.50364204e-05 x3208 - 6.50364204e-05 x3209 - 6.50364204e-05 x3210 - 6.50364204e-05 x3211 - 6.50364204e-05 x3212 - 6.50364204e-05 x3213 - 6.50364204e-05 x3214 - 6.50364204e-05 x3215 - 6.50364204e-05 x3216 - 6.50364204e-05 x3217 - 6.50364204e-05 x3218 - 6.50364204e-05 x3219 - 6.50364204e-05 x3220 - 6.50364204e-05 x3221 - 6.50364204e-05 x3222 - 6.50364204e-05 x3223 - 6.50364204e-05 x3224 - 6.50364204e-05 x3225 - 6.50364204e-05 x3226 - 6.50364204e-05 x3227 - 6.50364204e-05 x3228 - 6.50364204e-05 x3229 - 6.50364204e-05 x3230 - 6.50364204e-05 x3231 - 6.50364204e-05 x3232 - 6.50364204e-05 x3233 - 6.50364204e-05 x3234 - 6.50364204e-05 x3235 - 6.50364204e-05 x3236 - 6.50364204e-05 x3237 - 6.50364204e-05 x3238 - 6.50364204e-05 x3239 - 6.50364204e-05 x3240 - 6.50364204e-05 x3241 - 6.50364204e-05 x3242 - 6.50364204e-05 x3243 - 6.50364204e-05 x3244 - 6.50364204e-05 x3245 - 6.50364204e-05 x3246 - 6.50364204e-05 x3247 - 6.50364204e-05 x3248 - 6.50364204e-05 x3249 - 6.50364204e-05 x3250 - 6.50364204e-05 x3251 - 6.50364204e-05 x3252 - 6.50364204e-05 x3253 - 6.50364204e-05 x3254 - 6.50364204e-05 x3255 - 6.50364204e-05 x3256 - 6.50364204e-05 x3257 - 6.50364204e-05 x3258 - 6.50364204e-05 x3259 - 6.50364204e-05 x3260 - 6.50364204e-05 x3261 - 6.50364204e-05 x3262 - 6.50364204e-05 x3263 - 6.50364204e-05 x3264 - 6.50364204e-05 x3265 - 6.50364204e-05 x3266 - 6.50364204e-05 x3267 - 6.50364204e-05 x3268 - 6.50364204e-05 x3269 - 6.50364204e-05 x3270 - 6.50364204e-05 x3271 - 6.50364204e-05 x3272 - 6.50364204e-05 x3273 - 6.50364204e-05 x3274 - 6.50364204e-05 x3275 - 6.50364204e-05 x3276 - 6.50364204e-05 x3277 - 6.50364204e-05 x3278 - 6.50364204e-05 x3279 - 6.50364204e-05 x3280 - 6.50364204e-05 x3281 - 6.50364204e-05 x3282 - 6.50364204e-05 x3283 - 6.50364204e-05 x3284 - 6.50364204e-05 x3285 - 6.50364204e-05 x3286 - 6.50364204e-05 x3287 - 6.50364204e-05 x3288 - 6.50364204e-05 x3289 - 6.50364204e-05 x3290 - 6.50364204e-05 x3291 - 6.50364204e-05 x3292 - 6.50364204e-05 x3293 - 6.50364204e-05 x3294 - 6.50364204e-05 x3295 - 6.50364204e-05 x3296 - 6.50364204e-05 x3297 - 6.50364204e-05 x3298 - 6.50364204e-05 x3299 - 6.50364204e-05 x3300 - 6.50364204e-05 x3301 - 6.50364204e-05 x3302 - 6.50364204e-05 x3303 - 6.50364204e-05 x3304 - 6.50364204e-05 x3305 - 6.50364204e-05 x3306 - 6.50364204e-05 x3307 - 6.50364204e-05 x3308 - 6.50364204e-05 x3309 - 6.50364204e-05 x3310 - 6.50364204e-05 x3311 - 6.50364204e-05 x3312 - 6.50364204e-05 x3313 - 6.50364204e-05 x3314 - 6.50364204e-05 x3315 - 6.50364204e-05 x3316 - 6.50364204e-05 x3317 - 6.50364204e-05 x3318 - 6.50364204e-05 x3319 - 6.50364204e-05 x3320 - 6.50364204e-05 x3321 - 6.50364204e-05 x3322 - 6.50364204e-05 x3323 - 6.50364204e-05 x3324 - 6.50364204e-05 x3325 - 6.50364204e-05 x3326 - 6.50364204e-05 x3327 - 6.50364204e-05 x3328 - 6.50364204e-05 x3329 - 6.50364204e-05 x3330 - 6.50364204e-05 x3331 - 6.50364204e-05 x3332 - 6.50364204e-05 x3333 - 6.50364204e-05 x3334 - 6.50364204e-05 x3335 - 6.50364204e-05 x3336 - 6.50364204e-05 x3337 - 6.50364204e-05 x3338 - 6.50364204e-05 x3339 - 6.50364204e-05 x3340 - 6.50364204e-05 x3341 - 6.50364204e-05 x3342 - 6.50364204e-05 x3343 - 6.50364204e-05 x3344 - 6.50364204e-05 x3345 - 6.50364204e-05 x3346 - 6.50364204e-05 x3347 - 6.50364204e-05 x3348 - 6.50364204e-05 x3349 - 6.50364204e-05 x3350 - 6.50364204e-05 x3351 - 6.50364204e-05 x3352 - 6.50364204e-05 x3353 - 6.50364204e-05 x3354 - 6.50364204e-05 x3355 - 6.50364204e-05 x3356 - 6.50364204e-05 x3357 - 6.50364204e-05 x3358 - 6.50364204e-05 x3359 - 6.50364204e-05 x3360 - 6.50364204e-05 x3361 - 6.50364204e-05 x3362 - 6.50364204e-05 x3363 - 6.50364204e-05 x3364 - 6.50364204e-05 x3365 - 6.50364204e-05 x3366 - 6.50364204e-05 x3367 - 6.50364204e-05 x3368 - 6.50364204e-05 x3369 - 6.50364204e-05 x3370 - 6.50364204e-05 x3371 - 6.50364204e-05 x3372 - 6.50364204e-05 x3373 - 6.50364204e-05 x3374 - 6.50364204e-05 x3375 - 6.50364204e-05 x3376 - 6.50364204e-05 x3377 - 6.50364204e-05 x3378 - 6.50364204e-05 x3379 - 6.50364204e-05 x3380 - 6.50364204e-05 x3381 - 6.50364204e-05 x3382 - 6.50364204e-05 x3383 - 6.50364204e-05 x3384 - 6.50364204e-05 x3385 - 6.50364204e-05 x3386 - 6.50364204e-05 x3387 - 6.50364204e-05 x3388 - 6.50364204e-05 x3389 - 6.50364204e-05 x3390 - 6.50364204e-05 x3391 - 6.50364204e-05 x3392 - 6.50364204e-05 x3393 - 6.50364204e-05 x3394 - 6.50364204e-05 x3395 - 6.50364204e-05 x3396 - 6.50364204e-05 x3397 - 6.50364204e-05 x3398 - 6.50364204e-05 x3399 - 6.50364204e-05 x3400 - 6.50364204e-05 x3401 - 6.50364204e-05 x3402 - 6.50364204e-05 x3403 - 6.50364204e-05 x3404 - 6.50364204e-05 x3405 - 6.50364204e-05 x3406 - 6.50364204e-05 x3407 - 6.50364204e-05 x3408 - 6.50364204e-05 x3409 - 6.50364204e-05 x3410 - 6.50364204e-05 x3411 - 6.50364204e-05 x3412 - 6.50364204e-05 x3413 - 6.50364204e-05 x3414 - 6.50364204e-05 x3415 - 6.50364204e-05 x3416 - 6.50364204e-05 x3417 - 6.50364204e-05 x3418 - 6.50364204e-05 x3419 - 6.50364204e-05 x3420 - 6.50364204e-05 x3421 - 6.50364204e-05 x3422 - 6.50364204e-05 x3423 - 6.50364204e-05 x3424 - 6.50364204e-05 x3425 - 6.50364204e-05 x3426 - 6.50364204e-05 x3427 - 6.50364204e-05 x3428 - 6.50364204e-05 x3429 - 6.50364204e-05 x3430 - 6.50364204e-05 x3431 - 6.50364204e-05 x3432 - 6.50364204e-05 x3433 - 6.50364204e-05 x3434 - 6.50364204e-05 x3435 - 6.50364204e-05 x3436 - 6.50364204e-05 x3437 - 6.50364204e-05 x3438 - 6.50364204e-05 x3439 - 6.50364204e-05 x3440 - 6.50364204e-05 x3441 - 6.50364204e-05 x3442 - 6.50364204e-05 x3443 - 6.50364204e-05 x3444 - 6.50364204e-05 x3445 - 6.50364204e-05 x3446 - 6.50364204e-05 x3447 - 6.50364204e-05 x3448 - 6.50364204e-05 x3449 - 6.50364204e-05 x3450 - 6.50364204e-05 x3451 - 6.50364204e-05 x3452 - 6.50364204e-05 x3453 - 6.50364204e-05 x3454 - 6.50364204e-05 x3455 - 6.50364204e-05 x3456 - 6.50364204e-05 x3457 - 6.50364204e-05 x3458 - 6.50364204e-05 x3459 - 6.50364204e-05 x3460 - 6.50364204e-05 x3461 - 6.50364204e-05 x3462 - 6.50364204e-05 x3463 - 6.50364204e-05 x3464 - 6.50364204e-05 x3465 - 6.50364204e-05 x3466 - 6.50364204e-05 x3467 - 6.50364204e-05 x3468 - 6.50364204e-05 x3469 - 6.50364204e-05 x3470 - 6.50364204e-05 x3471 - 6.50364204e-05 x3472 - 6.50364204e-05 x3473 - 6.50364204e-05 x3474 - 6.50364204e-05 x3475 - 6.50364204e-05 x3476 - 6.50364204e-05 x3477 - 6.50364204e-05 x3478 - 6.50364204e-05 x3479 - 6.50364204e-05 x3480 - 6.50364204e-05 x3481 - 6.50364204e-05 x3482 - 6.50364204e-05 x3483 - 6.50364204e-05 x3484 - 6.50364204e-05 x3485 - 6.50364204e-05 x3486 - 6.50364204e-05 x3487 - 6.50364204e-05 x3488 - 6.50364204e-05 x3489 - 6.50364204e-05 x3490 - 6.50364204e-05 x3491 - 6.50364204e-05 x3492 - 6.50364204e-05 x3493 - 6.50364204e-05 x3494 - 6.50364204e-05 x3495 - 6.50364204e-05 x3496 - 6.50364204e-05 x3497 - 6.50364204e-05 x3498 - 6.50364204e-05 x3499 - 6.50364204e-05 x3500 - 6.50364204e-05 x3501 - 6.50364204e-05 x3502 - 6.50364204e-05 x3503 - 6.50364204e-05 x3504 - 6.50364204e-05 x3505 - 6.50364204e-05 x3506 - 6.50364204e-05 x3507 - 6.50364204e-05 x3508 - 6.50364204e-05 x3509 - 6.50364204e-05 x3510 - 6.50364204e-05 x3511 - 6.50364204e-05 x3512 - 6.50364204e-05 x3513 - 6.50364204e-05 x3514 - 6.50364204e-05 x3515 - 6.50364204e-05 x3516 - 6.50364204e-05 x3517 - 6.50364204e-05 x3518 - 6.50364204e-05 x3519 - 6.50364204e-05 x3520 - 6.50364204e-05 x3521 - 6.50364204e-05 x3522 - 6.50364204e-05 x3523 - 6.50364204e-05 x3524 - 6.50364204e-05 x3525 - 6.50364204e-05 x3526 - 6.50364204e-05 x3527 - 6.50364204e-05 x3528 - 6.50364204e-05 x3529 - 6.50364204e-05 x3530 - 6.50364204e-05 x3531 - 6.50364204e-05 x3532 - 6.50364204e-05 x3533 - 6.50364204e-05 x3534 - 6.50364204e-05 x3535 - 6.50364204e-05 x3536 - 6.50364204e-05 x3537 - 6.50364204e-05 x3538 - 6.50364204e-05 x3539 - 6.50364204e-05 x3540 - 6.50364204e-05 x3541 - 6.50364204e-05 x3542 - 6.50364204e-05 x3543 - 6.50364204e-05 x3544 - 6.50364204e-05 x3545 - 6.50364204e-05 x3546 - 6.50364204e-05 x3547 - 6.50364204e-05 x3548 - 6.50364204e-05 x3549 - 6.50364204e-05 x3550 - 6.50364204e-05 x3551 - 6.50364204e-05 x3552 - 6.50364204e-05 x3553 - 6.50364204e-05 x3554 - 6.50364204e-05 x3555 - 6.50364204e-05 x3556 - 6.50364204e-05 x3557 - 6.50364204e-05 x3558 - 6.50364204e-05 x3559 - 6.50364204e-05 x3560 - 6.50364204e-05 x3561 - 6.50364204e-05 x3562 - 6.50364204e-05 x3563 - 6.50364204e-05 x3564 - 6.50364204e-05 x3565 - 6.50364204e-05 x3566 - 6.50364204e-05 x3567 - 6.50364204e-05 x3568 - 6.50364204e-05 x3569 - 6.50364204e-05 x3570 - 6.50364204e-05 x3571 - 6.50364204e-05 x3572 - 6.50364204e-05 x3573 - 6.50364204e-05 x3574 - 6.50364204e-05 x3575 - 6.50364204e-05 x3576 - 6.50364204e-05 x3577 - 6.50364204e-05 x3578 - 6.50364204e-05 x3579 - 6.50364204e-05 x3580 - 6.50364204e-05 x3581 - 6.50364204e-05 x3582 - 6.50364204e-05 x3583 - 6.50364204e-05 x3584 - 6.50364204e-05 x3585 - 6.50364204e-05 x3586 - 6.50364204e-05 x3587 - 6.50364204e-05 x3588 - 6.50364204e-05 x3589 - 6.50364204e-05 x3590 - 6.50364204e-05 x3591 - 6.50364204e-05 x3592 - 6.50364204e-05 x3593 - 6.50364204e-05 x3594 - 6.50364204e-05 x3595 - 6.50364204e-05 x3596 - 6.50364204e-05 x3597 - 6.50364204e-05 x3598 - 6.50364204e-05 x3599 - 6.50364204e-05 x3600 - 6.50364204e-05 x3601 - 6.50364204e-05 x3602 - 6.50364204e-05 x3603 - 6.50364204e-05 x3604 - 6.50364204e-05 x3605 - 6.50364204e-05 x3606 - 6.50364204e-05 x3607 - 6.50364204e-05 x3608 - 6.50364204e-05 x3609 - 6.50364204e-05 x3610 - 6.50364204e-05 x3611 - 6.50364204e-05 x3612 - 6.50364204e-05 x3613 - 6.50364204e-05 x3614 - 6.50364204e-05 x3615 - 6.50364204e-05 x3616 - 6.50364204e-05 x3617 - 6.50364204e-05 x3618 - 6.50364204e-05 x3619 - 6.50364204e-05 x3620 - 6.50364204e-05 x3621 - 6.50364204e-05 x3622 - 6.50364204e-05 x3623 - 6.50364204e-05 x3624 - 6.50364204e-05 x3625 - 6.50364204e-05 x3626 - 6.50364204e-05 x3627 - 6.50364204e-05 x3628 - 6.50364204e-05 x3629 - 6.50364204e-05 x3630 - 6.50364204e-05 x3631 - 6.50364204e-05 x3632 - 6.50364204e-05 x3633 - 6.50364204e-05 x3634 - 6.50364204e-05 x3635 - 6.50364204e-05 x3636 - 6.50364204e-05 x3637 - 6.50364204e-05 x3638 - 6.50364204e-05 x3639 - 6.50364204e-05 x3640 - 6.50364204e-05 x3641 - 6.50364204e-05 x3642 - 6.50364204e-05 x3643 - 6.50364204e-05 x3644 - 6.50364204e-05 x3645 - 6.50364204e-05 x3646 - 6.50364204e-05 x3647 - 6.50364204e-05 x3648 - 6.50364204e-05 x3649 - 6.50364204e-05 x3650 - 6.50364204e-05 x3651 - 6.50364204e-05 x3652 - 6.50364204e-05 x3653 - 6.50364204e-05 x3654 - 6.50364204e-05 x3655 - 6.50364204e-05 x3656 - 6.50364204e-05 x3657 - 6.50364204e-05 x3658 - 6.50364204e-05 x3659 - 6.50364204e-05 x3660 - 6.50364204e-05 x3661 - 6.50364204e-05 x3662 - 6.50364204e-05 x3663 - 6.50364204e-05 x3664 - 6.50364204e-05 x3665 - 6.50364204e-05 x3666 - 6.50364204e-05 x3667 - 6.50364204e-05 x3668 - 6.50364204e-05 x3669 - 6.50364204e-05 x3670 - 6.50364204e-05 x3671 - 6.50364204e-05 x3672 - 6.50364204e-05 x3673 - 6.50364204e-05 x3674 - 6.50364204e-05 x3675 - 6.50364204e-05 x3676 - 6.50364204e-05 x3677 - 6.50364204e-05 x3678 - 6.50364204e-05 x3679 - 6.50364204e-05 x3680 - 6.50364204e-05 x3681 - 6.50364204e-05 x3682 - 6.50364204e-05 x3683 - 6.50364204e-05 x3684 - 6.50364204e-05 x3685 - 6.50364204e-05 x3686 - 6.50364204e-05 x3687 - 6.50364204e-05 x3688 - 6.50364204e-05 x3689 - 6.50364204e-05 x3690 - 6.50364204e-05 x3691 - 6.50364204e-05 x3692 - 6.50364204e-05 x3693 - 6.50364204e-05 x3694 - 6.50364204e-05 x3695 - 6.50364204e-05 x3696 - 6.50364204e-05 x3697 - 6.50364204e-05 x3698 - 6.50364204e-05 x3699 - 6.50364204e-05 x3700 - 6.50364204e-05 x3701 - 6.50364204e-05 x3702 - 6.50364204e-05 x3703 - 6.50364204e-05 x3704 - 6.50364204e-05 x3705 - 6.50364204e-05 x3706 - 6.50364204e-05 x3707 - 6.50364204e-05 x3708 - 6.50364204e-05 x3709 - 6.50364204e-05 x3710 - 6.50364204e-05 x3711 - 6.50364204e-05 x3712 - 6.50364204e-05 x3713 - 6.50364204e-05 x3714 - 6.50364204e-05 x3715 - 6.50364204e-05 x3716 - 6.50364204e-05 x3717 - 6.50364204e-05 x3718 - 6.50364204e-05 x3719 - 6.50364204e-05 x3720 - 6.50364204e-05 x3721 - 6.50364204e-05 x3722 - 6.50364204e-05 x3723 - 6.50364204e-05 x3724 - 6.50364204e-05 x3725 - 6.50364204e-05 x3726 - 6.50364204e-05 x3727 - 6.50364204e-05 x3728 - 6.50364204e-05 x3729 - 6.50364204e-05 x3730 - 6.50364204e-05 x3731 - 6.50364204e-05 x3732 - 6.50364204e-05 x3733 - 6.50364204e-05 x3734 - 6.50364204e-05 x3735 - 6.50364204e-05 x3736 - 6.50364204e-05 x3737 - 6.50364204e-05 x3738 - 6.50364204e-05 x3739 - 6.50364204e-05 x3740 - 6.50364204e-05 x3741 - 6.50364204e-05 x3742 - 6.50364204e-05 x3743 - 6.50364204e-05 x3744 - 6.50364204e-05 x3745 - 6.50364204e-05 x3746 - 6.50364204e-05 x3747 - 6.50364204e-05 x3748 - 6.50364204e-05 x3749 - 6.50364204e-05 x3750 - 6.50364204e-05 x3751 - 6.50364204e-05 x3752 - 6.50364204e-05 x3753 - 6.50364204e-05 x3754 - 6.50364204e-05 x3755 - 6.50364204e-05 x3756 - 6.50364204e-05 x3757 - 6.50364204e-05 x3758 - 6.50364204e-05 x3759 - 6.50364204e-05 x3760 - 6.50364204e-05 x3761 - 6.50364204e-05 x3762 - 6.50364204e-05 x3763 - 6.50364204e-05 x3764 - 6.50364204e-05 x3765 - 6.50364204e-05 x3766 - 6.50364204e-05 x3767 - 6.50364204e-05 x3768 - 6.50364204e-05 x3769 - 6.50364204e-05 x3770 - 6.50364204e-05 x3771 - 6.50364204e-05 x3772 - 6.50364204e-05 x3773 - 6.50364204e-05 x3774 - 6.50364204e-05 x3775 - 6.50364204e-05 x3776 - 6.50364204e-05 x3777 - 6.50364204e-05 x3778 - 6.50364204e-05 x3779 - 6.50364204e-05 x3780 - 6.50364204e-05 x3781 - 6.50364204e-05 x3782 - 6.50364204e-05 x3783 - 6.50364204e-05 x3784 - 6.50364204e-05 x3785 - 6.50364204e-05 x3786 - 6.50364204e-05 x3787 - 6.50364204e-05 x3788 - 6.50364204e-05 x3789 - 6.50364204e-05 x3790 - 6.50364204e-05 x3791 - 6.50364204e-05 x3792 - 6.50364204e-05 x3793 - 6.50364204e-05 x3794 - 6.50364204e-05 x3795 - 6.50364204e-05 x3796 - 6.50364204e-05 x3797 - 6.50364204e-05 x3798 - 6.50364204e-05 x3799 - 6.50364204e-05 x3800 - 6.50364204e-05 x3801 - 6.50364204e-05 x3802 - 6.50364204e-05 x3803 - 6.50364204e-05 x3804 - 6.50364204e-05 x3805 - 6.50364204e-05 x3806 - 6.50364204e-05 x3807 - 6.50364204e-05 x3808 - 6.50364204e-05 x3809 - 6.50364204e-05 x3810 - 6.50364204e-05 x3811 - 6.50364204e-05 x3812 - 6.50364204e-05 x3813 - 6.50364204e-05 x3814 - 6.50364204e-05 x3815 - 6.50364204e-05 x3816 - 6.50364204e-05 x3817 - 6.50364204e-05 x3818 - 6.50364204e-05 x3819 - 6.50364204e-05 x3820 - 6.50364204e-05 x3821 - 6.50364204e-05 x3822 - 6.50364204e-05 x3823 - 6.50364204e-05 x3824 - 6.50364204e-05 x3825 - 6.50364204e-05 x3826 - 6.50364204e-05 x3827 - 6.50364204e-05 x3828 - 6.50364204e-05 x3829 - 6.50364204e-05 x3830 - 6.50364204e-05 x3831 - 6.50364204e-05 x3832 - 6.50364204e-05 x3833 - 6.50364204e-05 x3834 - 6.50364204e-05 x3835 - 6.50364204e-05 x3836 - 6.50364204e-05 x3837 - 6.50364204e-05 x3838 - 6.50364204e-05 x3839 - 6.50364204e-05 x3840 - 6.50364204e-05 x3841 - 6.50364204e-05 x3842 - 6.50364204e-05 x3843 - 6.50364204e-05 x3844 - 6.50364204e-05 x3845 - 6.50364204e-05 x3846 - 6.50364204e-05 x3847 - 6.50364204e-05 x3848 - 6.50364204e-05 x3849 - 6.50364204e-05 x3850 - 6.50364204e-05 x3851 - 6.50364204e-05 x3852 - 6.50364204e-05 x3853 - 6.50364204e-05 x3854 - 6.50364204e-05 x3855 - 6.50364204e-05 x3856 - 6.50364204e-05 x3857 - 6.50364204e-05 x3858 - 6.50364204e-05 x3859 - 6.50364204e-05 x3860 - 6.50364204e-05 x3861 - 6.50364204e-05 x3862 - 6.50364204e-05 x3863 - 6.50364204e-05 x3864 - 6.50364204e-05 x3865 - 6.50364204e-05 x3866 - 6.50364204e-05 x3867 - 6.50364204e-05 x3868 - 6.50364204e-05 x3869 - 6.50364204e-05 x3870 - 6.50364204e-05 x3871 - 6.50364204e-05 x3872 - 6.50364204e-05 x3873 - 6.50364204e-05 x3874 - 6.50364204e-05 x3875 - 6.50364204e-05 x3876 - 6.50364204e-05 x3877 - 6.50364204e-05 x3878 - 6.50364204e-05 x3879 - 6.50364204e-05 x3880 - 6.50364204e-05 x3881 - 6.50364204e-05 x3882 - 6.50364204e-05 x3883 - 6.50364204e-05 x3884 - 6.50364204e-05 x3885 - 6.50364204e-05 x3886 - 6.50364204e-05 x3887 - 6.50364204e-05 x3888 - 6.50364204e-05 x3889 - 6.50364204e-05 x3890 - 6.50364204e-05 x3891 - 6.50364204e-05 x3892 - 6.50364204e-05 x3893 - 6.50364204e-05 x3894 - 6.50364204e-05 x3895 - 6.50364204e-05 x3896 - 6.50364204e-05 x3897 - 6.50364204e-05 x3898 - 6.50364204e-05 x3899 - 6.50364204e-05 x3900 - 6.50364204e-05 x3901 - 6.50364204e-05 x3902 - 6.50364204e-05 x3903 - 6.50364204e-05 x3904 - 6.50364204e-05 x3905 - 6.50364204e-05 x3906 - 6.50364204e-05 x3907 - 6.50364204e-05 x3908 - 6.50364204e-05 x3909 - 6.50364204e-05 x3910 - 6.50364204e-05 x3911 - 6.50364204e-05 x3912 - 6.50364204e-05 x3913 - 6.50364204e-05 x3914 - 6.50364204e-05 x3915 - 6.50364204e-05 x3916 - 6.50364204e-05 x3917 - 6.50364204e-05 x3918 - 6.50364204e-05 x3919 - 6.50364204e-05 x3920 - 6.50364204e-05 x3921 - 6.50364204e-05 x3922 - 6.50364204e-05 x3923 - 6.50364204e-05 x3924 - 6.50364204e-05 x3925 - 6.50364204e-05 x3926 - 6.50364204e-05 x3927 - 6.50364204e-05 x3928 - 6.50364204e-05 x3929 - 6.50364204e-05 x3930 - 6.50364204e-05 x3931 - 6.50364204e-05 x3932 - 6.50364204e-05 x3933 - 6.50364204e-05 x3934 - 6.50364204e-05 x3935 - 6.50364204e-05 x3936 - 6.50364204e-05 x3937 - 6.50364204e-05 x3938 - 6.50364204e-05 x3939 - 6.50364204e-05 x3940 - 6.50364204e-05 x3941 - 6.50364204e-05 x3942 - 6.50364204e-05 x3943 - 6.50364204e-05 x3944 - 6.50364204e-05 x3945 - 6.50364204e-05 x3946 - 6.50364204e-05 x3947 - 6.50364204e-05 x3948 - 6.50364204e-05 x3949 - 6.50364204e-05 x3950 - 6.50364204e-05 x3951 - 6.50364204e-05 x3952 - 6.50364204e-05 x3953 - 6.50364204e-05 x3954 - 6.50364204e-05 x3955 - 6.50364204e-05 x3956 - 6.50364204e-05 x3957 - 6.50364204e-05 x3958 - 6.50364204e-05 x3959 - 6.50364204e-05 x3960 - 6.50364204e-05 x3961 - 6.50364204e-05 x3962 - 6.50364204e-05 x3963 - 6.50364204e-05 x3964 - 6.50364204e-05 x3965 - 6.50364204e-05 x3966 - 6.50364204e-05 x3967 - 6.50364204e-05 x3968 - 6.50364204e-05 x3969 - 6.50364204e-05 x3970 - 6.50364204e-05 x3971 - 6.50364204e-05 x3972 - 6.50364204e-05 x3973 - 6.50364204e-05 x3974 - 6.50364204e-05 x3975 - 6.50364204e-05 x3976 - 6.50364204e-05 x3977 - 6.50364204e-05 x3978 - 6.50364204e-05 x3979 - 6.50364204e-05 x3980 - 6.50364204e-05 x3981 - 6.50364204e-05 x3982 - 6.50364204e-05 x3983 - 6.50364204e-05 x3984 - 6.50364204e-05 x3985 - 6.50364204e-05 x3986 - 6.50364204e-05 x3987 - 6.50364204e-05 x3988 - 6.50364204e-05 x3989 - 6.50364204e-05 x3990 - 6.50364204e-05 x3991 - 6.50364204e-05 x3992 - 6.50364204e-05 x3993 - 6.50364204e-05 x3994 - 6.50364204e-05 x3995 - 6.50364204e-05 x3996 - 6.50364204e-05 x3997 - 6.50364204e-05 x3998 - 6.50364204e-05 x3999 - 6.50364204e-05 x4000 - 6.50364204e-05 x4001 - 6.50364204e-05 x4002 - 6.50364204e-05 x4003 - 6.50364204e-05 x4004 - 6.50364204e-05 x4005 - 6.50364204e-05 x4006 - 6.50364204e-05 x4007 - 6.50364204e-05 x4008 - 6.50364204e-05 x4009 - 6.50364204e-05 x4010 - 6.50364204e-05 x4011 - 6.50364204e-05 x4012 - 6.50364204e-05 x4013 - 6.50364204e-05 x4014 - 6.50364204e-05 x4015 - 6.50364204e-05 x4016 - 6.50364204e-05 x4017 - 6.50364204e-05 x4018 - 6.50364204e-05 x4019 - 6.50364204e-05 x4020 - 6.50364204e-05 x4021 - 6.50364204e-05 x4022 - 6.50364204e-05 x4023 - 6.50364204e-05 x4024 - 6.50364204e-05 x4025 - 6.50364204e-05 x4026 - 6.50364204e-05 x4027 - 6.50364204e-05 x4028 - 6.50364204e-05 x4029 - 6.50364204e-05 x4030 - 6.50364204e-05 x4031 - 6.50364204e-05 x4032 - 6.50364204e-05 x4033 - 6.50364204e-05 x4034 - 6.50364204e-05 x4035 - 6.50364204e-05 x4036 - 6.50364204e-05 x4037 - 6.50364204e-05 x4038 - 6.50364204e-05 x4039 - 6.50364204e-05 x4040 - 6.50364204e-05 x4041 - 6.50364204e-05 x4042 - 6.50364204e-05 x4043 - 6.50364204e-05 x4044 - 6.50364204e-05 x4045 - 6.50364204e-05 x4046 - 6.50364204e-05 x4047 - 6.50364204e-05 x4048 - 6.50364204e-05 x4049 - 6.50364204e-05 x4050 - 6.50364204e-05 x4051 - 6.50364204e-05 x4052 - 6.50364204e-05 x4053 - 6.50364204e-05 x4054 - 6.50364204e-05 x4055 - 6.50364204e-05 x4056 - 6.50364204e-05 x4057 - 6.50364204e-05 x4058 - 6.50364204e-05 x4059 - 6.50364204e-05 x4060 - 6.50364204e-05 x4061 - 6.50364204e-05 x4062 - 6.50364204e-05 x4063 - 6.50364204e-05 x4064 - 6.50364204e-05 x4065 - 6.50364204e-05 x4066 - 6.50364204e-05 x4067 - 6.50364204e-05 x4068 - 6.50364204e-05 x4069 - 6.50364204e-05 x4070 - 6.50364204e-05 x4071 - 6.50364204e-05 x4072 - 6.50364204e-05 x4073 - 6.50364204e-05 x4074 - 6.50364204e-05 x4075 - 6.50364204e-05 x4076 - 6.50364204e-05 x4077 - 6.50364204e-05 x4078 - 6.50364204e-05 x4079 - 6.50364204e-05 x4080 - 6.50364204e-05 x4081 - 6.50364204e-05 x4082 - 6.50364204e-05 x4083 - 6.50364204e-05 x4084 - 6.50364204e-05 x4085 - 6.50364204e-05 x4086 - 6.50364204e-05 x4087 - 6.50364204e-05 x4088 - 6.50364204e-05 x4089 - 6.50364204e-05 x4090 - 6.50364204e-05 x4091 - 6.50364204e-05 x4092 - 6.50364204e-05 x4093 - 6.50364204e-05 x4094 - 6.50364204e-05 x4095 - 6.50364204e-05 x4096 - 6.50364204e-05 x4097 - 6.50364204e-05 x4098 - 6.50364204e-05 x4099 - 6.50364204e-05 x4100 - 6.50364204e-05 x4101 - 6.50364204e-05 x4102 - 6.50364204e-05 x4103 - 6.50364204e-05 x4104 - 6.50364204e-05 x4105 - 6.50364204e-05 x4106 - 6.50364204e-05 x4107 - 6.50364204e-05 x4108 - 6.50364204e-05 x4109 - 6.50364204e-05 x4110 - 6.50364204e-05 x4111 - 6.50364204e-05 x4112 - 6.50364204e-05 x4113 - 6.50364204e-05 x4114 - 6.50364204e-05 x4115 - 6.50364204e-05 x4116 - 6.50364204e-05 x4117 - 6.50364204e-05 x4118 - 6.50364204e-05 x4119 - 6.50364204e-05 x4120 - 6.50364204e-05 x4121 - 6.50364204e-05 x4122 - 6.50364204e-05 x4123 - 6.50364204e-05 x4124 - 6.50364204e-05 x4125 - 6.50364204e-05 x4126 - 6.50364204e-05 x4127 - 6.50364204e-05 x4128 - 6.50364204e-05 x4129 - 6.50364204e-05 x4130 - 6.50364204e-05 x4131 - 6.50364204e-05 x4132 - 6.50364204e-05 x4133 - 6.50364204e-05 x4134 - 6.50364204e-05 x4135 - 6.50364204e-05 x4136 - 6.50364204e-05 x4137 - 6.50364204e-05 x4138 - 6.50364204e-05 x4139 - 6.50364204e-05 x4140 - 6.50364204e-05 x4141 - 6.50364204e-05 x4142 - 6.50364204e-05 x4143 - 6.50364204e-05 x4144 - 6.50364204e-05 x4145 - 6.50364204e-05 x4146 - 6.50364204e-05 x4147 - 6.50364204e-05 x4148 - 6.50364204e-05 x4149 - 6.50364204e-05 x4150 - 6.50364204e-05 x4151 - 6.50364204e-05 x4152 - 6.50364204e-05 x4153 - 6.50364204e-05 x4154 - 6.50364204e-05 x4155 - 6.50364204e-05 x4156 - 6.50364204e-05 x4157 - 6.50364204e-05 x4158 - 6.50364204e-05 x4159 - 6.50364204e-05 x4160 - 6.50364204e-05 x4161 - 6.50364204e-05 x4162 - 6.50364204e-05 x4163 - 6.50364204e-05 x4164 - 6.50364204e-05 x4165 - 6.50364204e-05 x4166 - 6.50364204e-05 x4167 - 6.50364204e-05 x4168 - 6.50364204e-05 x4169 - 6.50364204e-05 x4170 - 6.50364204e-05 x4171 - 6.50364204e-05 x4172 - 6.50364204e-05 x4173 - 6.50364204e-05 x4174 - 6.50364204e-05 x4175 - 6.50364204e-05 x4176 - 6.50364204e-05 x4177 - 6.50364204e-05 x4178 - 6.50364204e-05 x4179 - 6.50364204e-05 x4180 - 6.50364204e-05 x4181 - 6.50364204e-05 x4182 - 6.50364204e-05 x4183 - 6.50364204e-05 x4184 - 6.50364204e-05 x4185 - 6.50364204e-05 x4186 - 6.50364204e-05 x4187 - 6.50364204e-05 x4188 - 6.50364204e-05 x4189 - 6.50364204e-05 x4190 - 6.50364204e-05 x4191 - 6.50364204e-05 x4192 - 6.50364204e-05 x4193 - 6.50364204e-05 x4194 - 6.50364204e-05 x4195 - 6.50364204e-05 x4196 - 6.50364204e-05 x4197 - 6.50364204e-05 x4198 - 6.50364204e-05 x4199 - 6.50364204e-05 x4200 - 6.50364204e-05 x4201 - 6.50364204e-05 x4202 - 6.50364204e-05 x4203 - 6.50364204e-05 x4204 - 6.50364204e-05 x4205 - 6.50364204e-05 x4206 - 6.50364204e-05 x4207 - 6.50364204e-05 x4208 - 6.50364204e-05 x4209 - 6.50364204e-05 x4210 - 6.50364204e-05 x4211 - 6.50364204e-05 x4212 - 6.50364204e-05 x4213 - 6.50364204e-05 x4214 - 6.50364204e-05 x4215 - 6.50364204e-05 x4216 - 6.50364204e-05 x4217 - 6.50364204e-05 x4218 - 6.50364204e-05 x4219 - 6.50364204e-05 x4220 - 6.50364204e-05 x4221 - 6.50364204e-05 x4222 - 6.50364204e-05 x4223 - 6.50364204e-05 x4224 - 6.50364204e-05 x4225 - 6.50364204e-05 x4226 - 6.50364204e-05 x4227 - 6.50364204e-05 x4228 - 6.50364204e-05 x4229 - 6.50364204e-05 x4230 - 6.50364204e-05 x4231 - 6.50364204e-05 x4232 - 6.50364204e-05 x4233 - 6.50364204e-05 x4234 - 6.50364204e-05 x4235 - 6.50364204e-05 x4236 - 6.50364204e-05 x4237 - 6.50364204e-05 x4238 - 6.50364204e-05 x4239 - 6.50364204e-05 x4240 - 6.50364204e-05 x4241 - 6.50364204e-05 x4242 - 6.50364204e-05 x4243 - 6.50364204e-05 x4244 - 6.50364204e-05 x4245 - 6.50364204e-05 x4246 - 6.50364204e-05 x4247 - 6.50364204e-05 x4248 - 6.50364204e-05 x4249 - 6.50364204e-05 x4250 - 6.50364204e-05 x4251 - 6.50364204e-05 x4252 - 6.50364204e-05 x4253 - 6.50364204e-05 x4254 - 6.50364204e-05 x4255 - 6.50364204e-05 x4256 - 6.50364204e-05 x4257 - 6.50364204e-05 x4258 - 6.50364204e-05 x4259 - 6.50364204e-05 x4260 - 6.50364204e-05 x4261 - 6.50364204e-05 x4262 - 6.50364204e-05 x4263 - 6.50364204e-05 x4264 - 6.50364204e-05 x4265 - 6.50364204e-05 x4266 - 6.50364204e-05 x4267 - 6.50364204e-05 x4268 - 6.50364204e-05 x4269 - 6.50364204e-05 x4270 - 6.50364204e-05 x4271 - 6.50364204e-05 x4272 - 6.50364204e-05 x4273 - 6.50364204e-05 x4274 - 6.50364204e-05 x4275 - 6.50364204e-05 x4276 - 6.50364204e-05 x4277 - 6.50364204e-05 x4278 - 6.50364204e-05 x4279 - 6.50364204e-05 x4280 - 6.50364204e-05 x4281 - 6.50364204e-05 x4282 - 6.50364204e-05 x4283 - 6.50364204e-05 x4284 - 6.50364204e-05 x4285 - 6.50364204e-05 x4286 - 6.50364204e-05 x4287 - 6.50364204e-05 x4288 - 6.50364204e-05 x4289 - 6.50364204e-05 x4290 - 6.50364204e-05 x4291 - 6.50364204e-05 x4292 - 6.50364204e-05 x4293 - 6.50364204e-05 x4294 - 6.50364204e-05 x4295 - 6.50364204e-05 x4296 - 6.50364204e-05 x4297 - 6.50364204e-05 x4298 - 6.50364204e-05 x4299 - 6.50364204e-05 x4300 - 6.50364204e-05 x4301 - 6.50364204e-05 x4302 - 6.50364204e-05 x4303 - 6.50364204e-05 x4304 - 6.50364204e-05 x4305 - 6.50364204e-05 x4306 - 6.50364204e-05 x4307 - 6.50364204e-05 x4308 - 6.50364204e-05 x4309 - 6.50364204e-05 x4310 - 6.50364204e-05 x4311 - 6.50364204e-05 x4312 - 6.50364204e-05 x4313 - 6.50364204e-05 x4314 - 6.50364204e-05 x4315 - 6.50364204e-05 x4316 - 6.50364204e-05 x4317 - 6.50364204e-05 x4318 - 6.50364204e-05 x4319 - 6.50364204e-05 x4320 - 6.50364204e-05 x4321 - 6.50364204e-05 x4322 - 6.50364204e-05 x4323 - 6.50364204e-05 x4324 - 6.50364204e-05 x4325 - 6.50364204e-05 x4326 - 6.50364204e-05 x4327 - 6.50364204e-05 x4328 - 6.50364204e-05 x4329 - 6.50364204e-05 x4330 - 6.50364204e-05 x4331 - 6.50364204e-05 x4332 - 6.50364204e-05 x4333 - 6.50364204e-05 x4334 - 6.50364204e-05 x4335 - 6.50364204e-05 x4336 - 6.50364204e-05 x4337 - 6.50364204e-05 x4338 - 6.50364204e-05 x4339 - 6.50364204e-05 x4340 - 6.50364204e-05 x4341 - 6.50364204e-05 x4342 - 6.50364204e-05 x4343 - 6.50364204e-05 x4344 - 6.50364204e-05 x4345 - 6.50364204e-05 x4346 - 6.50364204e-05 x4347 - 6.50364204e-05 x4348 - 6.50364204e-05 x4349 - 6.50364204e-05 x4350 - 6.50364204e-05 x4351 - 6.50364204e-05 x4352 - 6.50364204e-05 x4353 - 6.50364204e-05 x4354 - 6.50364204e-05 x4355 - 6.50364204e-05 x4356 - 6.50364204e-05 x4357 - 6.50364204e-05 x4358 - 6.50364204e-05 x4359 - 6.50364204e-05 x4360 - 6.50364204e-05 x4361 - 6.50364204e-05 x4362 - 6.50364204e-05 x4363 - 6.50364204e-05 x4364 - 6.50364204e-05 x4365 - 6.50364204e-05 x4366 - 6.50364204e-05 x4367 - 6.50364204e-05 x4368 - 6.50364204e-05 x4369 - 6.50364204e-05 x4370 - 6.50364204e-05 x4371 - 6.50364204e-05 x4372 - 6.50364204e-05 x4373 - 6.50364204e-05 x4374 - 6.50364204e-05 x4375 - 6.50364204e-05 x4376 - 6.50364204e-05 x4377 - 6.50364204e-05 x4378 - 6.50364204e-05 x4379 - 6.50364204e-05 x4380 - 6.50364204e-05 x4381 - 6.50364204e-05 x4382 - 6.50364204e-05 x4383 - 6.50364204e-05 x4384 - 6.50364204e-05 x4385 - 6.50364204e-05 x4386 - 6.50364204e-05 x4387 - 6.50364204e-05 x4388 - 6.50364204e-05 x4389 - 6.50364204e-05 x4390 - 6.50364204e-05 x4391 - 6.50364204e-05 x4392 - 6.50364204e-05 x4393 - 6.50364204e-05 x4394 - 6.50364204e-05 x4395 - 6.50364204e-05 x4396 - 6.50364204e-05 x4397 - 6.50364204e-05 x4398 - 6.50364204e-05 x4399 - 6.50364204e-05 x4400 - 6.50364204e-05 x4401 - 6.50364204e-05 x4402 - 6.50364204e-05 x4403 - 6.50364204e-05 x4404 - 6.50364204e-05 x4405 - 6.50364204e-05 x4406 - 6.50364204e-05 x4407 - 6.50364204e-05 x4408 - 6.50364204e-05 x4409 - 6.50364204e-05 x4410 - 6.50364204e-05 x4411 - 6.50364204e-05 x4412 - 6.50364204e-05 x4413 - 6.50364204e-05 x4414 - 6.50364204e-05 x4415 - 6.50364204e-05 x4416 - 6.50364204e-05 x4417 - 6.50364204e-05 x4418 - 6.50364204e-05 x4419 - 6.50364204e-05 x4420 - 6.50364204e-05 x4421 - 6.50364204e-05 x4422 - 6.50364204e-05 x4423 - 6.50364204e-05 x4424 - 6.50364204e-05 x4425 - 6.50364204e-05 x4426 - 6.50364204e-05 x4427 - 6.50364204e-05 x4428 - 6.50364204e-05 x4429 - 6.50364204e-05 x4430 - 6.50364204e-05 x4431 - 6.50364204e-05 x4432 - 6.50364204e-05 x4433 - 6.50364204e-05 x4434 - 6.50364204e-05 x4435 - 6.50364204e-05 x4436 - 6.50364204e-05 x4437 - 6.50364204e-05 x4438 - 6.50364204e-05 x4439 - 6.50364204e-05 x4440 - 6.50364204e-05 x4441 - 6.50364204e-05 x4442 - 6.50364204e-05 x4443 - 6.50364204e-05 x4444 - 6.50364204e-05 x4445 - 6.50364204e-05 x4446 - 6.50364204e-05 x4447 - 6.50364204e-05 x4448 - 6.50364204e-05 x4449 - 6.50364204e-05 x4450 - 6.50364204e-05 x4451 - 6.50364204e-05 x4452 - 6.50364204e-05 x4453 - 6.50364204e-05 x4454 - 6.50364204e-05 x4455 - 6.50364204e-05 x4456 - 6.50364204e-05 x4457 - 6.50364204e-05 x4458 - 6.50364204e-05 x4459 - 6.50364204e-05 x4460 - 6.50364204e-05 x4461 - 6.50364204e-05 x4462 - 6.50364204e-05 x4463 - 6.50364204e-05 x4464 - 6.50364204e-05 x4465 - 6.50364204e-05 x4466 - 6.50364204e-05 x4467 - 6.50364204e-05 x4468 - 6.50364204e-05 x4469 - 6.50364204e-05 x4470 - 6.50364204e-05 x4471 - 6.50364204e-05 x4472 - 6.50364204e-05 x4473 - 6.50364204e-05 x4474 - 6.50364204e-05 x4475 - 6.50364204e-05 x4476 - 6.50364204e-05 x4477 - 6.50364204e-05 x4478 - 6.50364204e-05 x4479 - 6.50364204e-05 x4480 - 6.50364204e-05 x4481 - 6.50364204e-05 x4482 - 6.50364204e-05 x4483 - 6.50364204e-05 x4484 - 6.50364204e-05 x4485 - 6.50364204e-05 x4486 - 6.50364204e-05 x4487 - 6.50364204e-05 x4488 - 6.50364204e-05 x4489 - 6.50364204e-05 x4490 - 6.50364204e-05 x4491 - 6.50364204e-05 x4492 - 6.50364204e-05 x4493 - 6.50364204e-05 x4494 - 6.50364204e-05 x4495 - 6.50364204e-05 x4496 - 6.50364204e-05 x4497 - 6.50364204e-05 x4498 - 6.50364204e-05 x4499 - 6.50364204e-05 x4500 - 6.50364204e-05 x4501 - 6.50364204e-05 x4502 - 6.50364204e-05 x4503 - 6.50364204e-05 x4504 - 6.50364204e-05 x4505 - 6.50364204e-05 x4506 - 6.50364204e-05 x4507 - 6.50364204e-05 x4508 - 6.50364204e-05 x4509 - 6.50364204e-05 x4510 - 6.50364204e-05 x4511 - 6.50364204e-05 x4512 - 6.50364204e-05 x4513 - 6.50364204e-05 x4514 - 6.50364204e-05 x4515 - 6.50364204e-05 x4516 - 6.50364204e-05 x4517 - 6.50364204e-05 x4518 - 6.50364204e-05 x4519 - 6.50364204e-05 x4520 - 6.50364204e-05 x4521 - 6.50364204e-05 x4522 - 6.50364204e-05 x4523 - 6.50364204e-05 x4524 - 6.50364204e-05 x4525 - 6.50364204e-05 x4526 - 6.50364204e-05 x4527 - 6.50364204e-05 x4528 - 6.50364204e-05 x4529 - 6.50364204e-05 x4530 - 6.50364204e-05 x4531 - 6.50364204e-05 x4532 - 6.50364204e-05 x4533 - 6.50364204e-05 x4534 - 6.50364204e-05 x4535 - 6.50364204e-05 x4536 - 6.50364204e-05 x4537 - 6.50364204e-05 x4538 - 6.50364204e-05 x4539 - 6.50364204e-05 x4540 - 6.50364204e-05 x4541 - 6.50364204e-05 x4542 - 6.50364204e-05 x4543 - 6.50364204e-05 x4544 - 6.50364204e-05 x4545 - 6.50364204e-05 x4546 - 6.50364204e-05 x4547 - 6.50364204e-05 x4548 - 6.50364204e-05 x4549 - 6.50364204e-05 x4550 - 6.50364204e-05 x4551 - 6.50364204e-05 x4552 - 6.50364204e-05 x4553 - 6.50364204e-05 x4554 - 6.50364204e-05 x4555 - 6.50364204e-05 x4556 - 6.50364204e-05 x4557 - 6.50364204e-05 x4558 - 6.50364204e-05 x4559 - 6.50364204e-05 x4560 - 6.50364204e-05 x4561 - 6.50364204e-05 x4562 - 6.50364204e-05 x4563 - 6.50364204e-05 x4564 - 6.50364204e-05 x4565 - 6.50364204e-05 x4566 - 6.50364204e-05 x4567 - 6.50364204e-05 x4568 - 6.50364204e-05 x4569 - 6.50364204e-05 x4570 - 6.50364204e-05 x4571 - 6.50364204e-05 x4572 - 6.50364204e-05 x4573 - 6.50364204e-05 x4574 - 6.50364204e-05 x4575 - 6.50364204e-05 x4576 - 6.50364204e-05 x4577 - 6.50364204e-05 x4578 - 6.50364204e-05 x4579 - 6.50364204e-05 x4580 - 6.50364204e-05 x4581 - 6.50364204e-05 x4582 - 6.50364204e-05 x4583 - 6.50364204e-05 x4584 - 6.50364204e-05 x4585 - 6.50364204e-05 x4586 - 6.50364204e-05 x4587 - 6.50364204e-05 x4588 - 6.50364204e-05 x4589 - 6.50364204e-05 x4590 - 6.50364204e-05 x4591 - 6.50364204e-05 x4592 - 6.50364204e-05 x4593 - 6.50364204e-05 x4594 - 6.50364204e-05 x4595 - 6.50364204e-05 x4596 - 6.50364204e-05 x4597 - 6.50364204e-05 x4598 - 6.50364204e-05 x4599 - 6.50364204e-05 x4600 - 6.50364204e-05 x4601 - 6.50364204e-05 x4602 - 6.50364204e-05 x4603 - 6.50364204e-05 x4604 - 6.50364204e-05 x4605 - 6.50364204e-05 x4606 - 6.50364204e-05 x4607 - 6.50364204e-05 x4608 - 6.50364204e-05 x4609 - 6.50364204e-05 x4610 - 6.50364204e-05 x4611 - 6.50364204e-05 x4612 - 6.50364204e-05 x4613 - 6.50364204e-05 x4614 - 6.50364204e-05 x4615 - 6.50364204e-05 x4616 - 6.50364204e-05 x4617 - 6.50364204e-05 x4618 - 6.50364204e-05 x4619 - 6.50364204e-05 x4620 - 6.50364204e-05 x4621 - 6.50364204e-05 x4622 - 6.50364204e-05 x4623 - 6.50364204e-05 x4624 - 6.50364204e-05 x4625 - 6.50364204e-05 x4626 - 6.50364204e-05 x4627 - 6.50364204e-05 x4628 - 6.50364204e-05 x4629 - 6.50364204e-05 x4630 - 6.50364204e-05 x4631 - 6.50364204e-05 x4632 - 6.50364204e-05 x4633 - 6.50364204e-05 x4634 - 6.50364204e-05 x4635 - 6.50364204e-05 x4636 - 6.50364204e-05 x4637 - 6.50364204e-05 x4638 - 6.50364204e-05 x4639 - 6.50364204e-05 x4640 - 6.50364204e-05 x4641 - 6.50364204e-05 x4642 - 6.50364204e-05 x4643 - 6.50364204e-05 x4644 - 6.50364204e-05 x4645 - 6.50364204e-05 x4646 - 6.50364204e-05 x4647 - 6.50364204e-05 x4648 - 6.50364204e-05 x4649 - 6.50364204e-05 x4650 - 6.50364204e-05 x4651 - 6.50364204e-05 x4652 - 6.50364204e-05 x4653 - 6.50364204e-05 x4654 - 6.50364204e-05 x4655 - 6.50364204e-05 x4656 - 6.50364204e-05 x4657 - 6.50364204e-05 x4658 - 6.50364204e-05 x4659 - 6.50364204e-05 x4660 - 6.50364204e-05 x4661 - 6.50364204e-05 x4662 - 6.50364204e-05 x4663 - 6.50364204e-05 x4664 - 6.50364204e-05 x4665 - 6.50364204e-05 x4666 - 6.50364204e-05 x4667 - 6.50364204e-05 x4668 - 6.50364204e-05 x4669 - 6.50364204e-05 x4670 - 6.50364204e-05 x4671 - 6.50364204e-05 x4672 - 6.50364204e-05 x4673 - 6.50364204e-05 x4674 - 6.50364204e-05 x4675 - 6.50364204e-05 x4676 - 6.50364204e-05 x4677 - 6.50364204e-05 x4678 - 6.50364204e-05 x4679 - 6.50364204e-05 x4680 - 6.50364204e-05 x4681 - 6.50364204e-05 x4682 - 6.50364204e-05 x4683 - 6.50364204e-05 x4684 - 6.50364204e-05 x4685 - 6.50364204e-05 x4686 - 6.50364204e-05 x4687 - 6.50364204e-05 x4688 - 6.50364204e-05 x4689 - 6.50364204e-05 x4690 - 6.50364204e-05 x4691 - 6.50364204e-05 x4692 - 6.50364204e-05 x4693 - 6.50364204e-05 x4694 - 6.50364204e-05 x4695 - 6.50364204e-05 x4696 - 6.50364204e-05 x4697 - 6.50364204e-05 x4698 - 6.50364204e-05 x4699 - 6.50364204e-05 x4700 - 6.50364204e-05 x4701 - 6.50364204e-05 x4702 - 6.50364204e-05 x4703 - 6.50364204e-05 x4704 - 6.50364204e-05 x4705 - 6.50364204e-05 x4706 - 6.50364204e-05 x4707 - 6.50364204e-05 x4708 - 6.50364204e-05 x4709 - 6.50364204e-05 x4710 - 6.50364204e-05 x4711 - 6.50364204e-05 x4712 - 6.50364204e-05 x4713 - 6.50364204e-05 x4714 - 6.50364204e-05 x4715 - 6.50364204e-05 x4716 - 6.50364204e-05 x4717 - 6.50364204e-05 x4718 - 6.50364204e-05 x4719 - 6.50364204e-05 x4720 - 6.50364204e-05 x4721 - 6.50364204e-05 x4722 - 6.50364204e-05 x4723 - 6.50364204e-05 x4724 - 6.50364204e-05 x4725 - 6.50364204e-05 x4726 - 6.50364204e-05 x4727 - 6.50364204e-05 x4728 - 6.50364204e-05 x4729 - 6.50364204e-05 x4730 - 6.50364204e-05 x4731 - 6.50364204e-05 x4732 - 6.50364204e-05 x4733 - 6.50364204e-05 x4734 - 6.50364204e-05 x4735 - 6.50364204e-05 x4736 - 6.50364204e-05 x4737 - 6.50364204e-05 x4738 - 6.50364204e-05 x4739 - 6.50364204e-05 x4740 - 6.50364204e-05 x4741 - 6.50364204e-05 x4742 - 6.50364204e-05 x4743 - 6.50364204e-05 x4744 - 6.50364204e-05 x4745 - 6.50364204e-05 x4746 - 6.50364204e-05 x4747 - 6.50364204e-05 x4748 - 6.50364204e-05 x4749 - 6.50364204e-05 x4750 - 6.50364204e-05 x4751 - 6.50364204e-05 x4752 - 6.50364204e-05 x4753 - 6.50364204e-05 x4754 - 6.50364204e-05 x4755 - 6.50364204e-05 x4756 - 6.50364204e-05 x4757 - 6.50364204e-05 x4758 - 6.50364204e-05 x4759 - 6.50364204e-05 x4760 - 6.50364204e-05 x4761 - 6.50364204e-05 x4762 - 6.50364204e-05 x4763 - 6.50364204e-05 x4764 - 6.50364204e-05 x4765 - 6.50364204e-05 x4766 - 6.50364204e-05 x4767 - 6.50364204e-05 x4768 - 6.50364204e-05 x4769 - 6.50364204e-05 x4770 - 6.50364204e-05 x4771 - 6.50364204e-05 x4772 - 6.50364204e-05 x4773 - 6.50364204e-05 x4774 - 6.50364204e-05 x4775 - 6.50364204e-05 x4776 - 6.50364204e-05 x4777 - 6.50364204e-05 x4778 - 6.50364204e-05 x4779 - 6.50364204e-05 x4780 - 6.50364204e-05 x4781 - 6.50364204e-05 x4782 - 6.50364204e-05 x4783 - 6.50364204e-05 x4784 - 6.50364204e-05 x4785 - 6.50364204e-05 x4786 - 6.50364204e-05 x4787 - 6.50364204e-05 x4788 - 6.50364204e-05 x4789 - 6.50364204e-05 x4790 - 6.50364204e-05 x4791 - 6.50364204e-05 x4792 - 6.50364204e-05 x4793 - 6.50364204e-05 x4794 - 6.50364204e-05 x4795 - 6.50364204e-05 x4796 - 6.50364204e-05 x4797 - 6.50364204e-05 x4798 - 6.50364204e-05 x4799 - 6.50364204e-05 x4800 - 6.50364204e-05 x4801 - 6.50364204e-05 x4802 - 6.50364204e-05 x4803 - 6.50364204e-05 x4804 - 6.50364204e-05 x4805 - 6.50364204e-05 x4806 - 6.50364204e-05 x4807 - 6.50364204e-05 x4808 - 6.50364204e-05 x4809 - 6.50364204e-05 x4810 - 6.50364204e-05 x4811 - 6.50364204e-05 x4812 - 6.50364204e-05 x4813 - 6.50364204e-05 x4814 - 6.50364204e-05 x4815 - 6.50364204e-05 x4816 - 6.50364204e-05 x4817 - 6.50364204e-05 x4818 - 6.50364204e-05 x4819 - 6.50364204e-05 x4820 - 6.50364204e-05 x4821 - 6.50364204e-05 x4822 - 6.50364204e-05 x4823 - 6.50364204e-05 x4824 - 6.50364204e-05 x4825 - 6.50364204e-05 x4826 - 6.50364204e-05 x4827 - 6.50364204e-05 x4828 - 6.50364204e-05 x4829 - 6.50364204e-05 x4830 - 6.50364204e-05 x4831 - 6.50364204e-05 x4832 - 6.50364204e-05 x4833 - 6.50364204e-05 x4834 - 6.50364204e-05 x4835 - 6.50364204e-05 x4836 - 6.50364204e-05 x4837 - 6.50364204e-05 x4838 - 6.50364204e-05 x4839 - 6.50364204e-05 x4840 - 6.50364204e-05 x4841 - 6.50364204e-05 x4842 - 6.50364204e-05 x4843 - 6.50364204e-05 x4844 - 6.50364204e-05 x4845 - 6.50364204e-05 x4846 - 6.50364204e-05 x4847 - 6.50364204e-05 x4848 - 6.50364204e-05 x4849 - 6.50364204e-05 x4850 - 6.50364204e-05 x4851 - 6.50364204e-05 x4852 - 6.50364204e-05 x4853 - 6.50364204e-05 x4854 - 6.50364204e-05 x4855 - 6.50364204e-05 x4856 - 6.50364204e-05 x4857 - 6.50364204e-05 x4858 - 6.50364204e-05 x4859 - 6.50364204e-05 x4860 - 6.50364204e-05 x4861 - 6.50364204e-05 x4862 - 6.50364204e-05 x4863 - 6.50364204e-05 x4864 - 6.50364204e-05 x4865 - 6.50364204e-05 x4866 - 6.50364204e-05 x4867 - 6.50364204e-05 x4868 - 6.50364204e-05 x4869 - 6.50364204e-05 x4870 - 6.50364204e-05 x4871 - 6.50364204e-05 x4872 - 6.50364204e-05 x4873 - 6.50364204e-05 x4874 - 6.50364204e-05 x4875 - 6.50364204e-05 x4876 - 6.50364204e-05 x4877 - 6.50364204e-05 x4878 - 6.50364204e-05 x4879 - 6.50364204e-05 x4880 - 6.50364204e-05 x4881 - 6.50364204e-05 x4882 - 6.50364204e-05 x4883 - 6.50364204e-05 x4884 - 6.50364204e-05 x4885 - 6.50364204e-05 x4886 - 6.50364204e-05 x4887 - 6.50364204e-05 x4888 - 6.50364204e-05 x4889 - 6.50364204e-05 x4890 - 6.50364204e-05 x4891 - 6.50364204e-05 x4892 - 6.50364204e-05 x4893 - 6.50364204e-05 x4894 - 6.50364204e-05 x4895 - 6.50364204e-05 x4896 - 6.50364204e-05 x4897 - 6.50364204e-05 x4898 - 6.50364204e-05 x4899 - 6.50364204e-05 x4900 - 6.50364204e-05 x4901 - 6.50364204e-05 x4902 - 6.50364204e-05 x4903 - 6.50364204e-05 x4904 - 6.50364204e-05 x4905 - 6.50364204e-05 x4906 - 6.50364204e-05 x4907 - 6.50364204e-05 x4908 - 6.50364204e-05 x4909 - 6.50364204e-05 x4910 - 6.50364204e-05 x4911 - 6.50364204e-05 x4912 - 6.50364204e-05 x4913 - 6.50364204e-05 x4914 - 6.50364204e-05 x4915 - 6.50364204e-05 x4916 - 6.50364204e-05 x4917 - 6.50364204e-05 x4918 - 6.50364204e-05 x4919 - 6.50364204e-05 x4920 - 6.50364204e-05 x4921 - 6.50364204e-05 x4922 - 6.50364204e-05 x4923 - 6.50364204e-05 x4924 - 6.50364204e-05 x4925 - 6.50364204e-05 x4926 - 6.50364204e-05 x4927 - 6.50364204e-05 x4928 - 6.50364204e-05 x4929 - 6.50364204e-05 x4930 - 6.50364204e-05 x4931 - 6.50364204e-05 x4932 - 6.50364204e-05 x4933 - 6.50364204e-05 x4934 - 6.50364204e-05 x4935 - 6.50364204e-05 x4936 - 6.50364204e-05 x4937 - 6.50364204e-05 x4938 - 6.50364204e-05 x4939 - 6.50364204e-05 x4940 - 6.50364204e-05 x4941 - 6.50364204e-05 x4942 - 6.50364204e-05 x4943 - 6.50364204e-05 x4944 - 6.50364204e-05 x4945 - 6.50364204e-05 x4946 - 6.50364204e-05 x4947 - 6.50364204e-05 x4948 - 6.50364204e-05 x4949 - 6.50364204e-05 x4950 - 6.50364204e-05 x4951 - 6.50364204e-05 x4952 - 6.50364204e-05 x4953 - 6.50364204e-05 x4954 - 6.50364204e-05 x4955 - 6.50364204e-05 x4956 - 6.50364204e-05 x4957 - 6.50364204e-05 x4958 - 6.50364204e-05 x4959 - 6.50364204e-05 x4960 - 6.50364204e-05 x4961 - 6.50364204e-05 x4962 - 6.50364204e-05 x4963 - 6.50364204e-05 x4964 - 6.50364204e-05 x4965 - 6.50364204e-05 x4966 - 6.50364204e-05 x4967 - 6.50364204e-05 x4968 - 6.50364204e-05 x4969 - 6.50364204e-05 x4970 - 6.50364204e-05 x4971 - 6.50364204e-05 x4972 - 6.50364204e-05 x4973 - 6.50364204e-05 x4974 - 6.50364204e-05 x4975 - 6.50364204e-05 x4976 - 6.50364204e-05 x4977 - 6.50364204e-05 x4978 - 6.50364204e-05 x4979 - 6.50364204e-05 x4980 - 6.50364204e-05 x4981 - 6.50364204e-05 x4982 - 6.50364204e-05 x4983 - 6.50364204e-05 x4984 - 6.50364204e-05 x4985 - 6.50364204e-05 x4986 - 6.50364204e-05 x4987 - 6.50364204e-05 x4988 - 6.50364204e-05 x4989 - 6.50364204e-05 x4990 - 6.50364204e-05 x4991 - 6.50364204e-05 x4992 - 6.50364204e-05 x4993 - 6.50364204e-05 x4994 - 6.50364204e-05 x4995 - 6.50364204e-05 x4996 - 6.50364204e-05 x4997 - 6.50364204e-05 x4998 - 6.50364204e-05 x4999 - 6.50364204e-05 x5000 - 6.50364204e-05 x5001 - 6.50364204e-05 x5002 - 6.50364204e-05 x5003 - 6.50364204e-05 x5004 - 6.50364204e-05 x5005 - 6.50364204e-05 x5006 - 6.50364204e-05 x5007 - 6.50364204e-05 x5008 - 6.50364204e-05 x5009 - 6.50364204e-05 x5010 - 6.50364204e-05 x5011 - 6.50364204e-05 x5012 - 6.50364204e-05 x5013 - 6.50364204e-05 x5014 - 6.50364204e-05 x5015 - 6.50364204e-05 x5016 - 6.50364204e-05 x5017 - 6.50364204e-05 x5018 - 6.50364204e-05 x5019 - 6.50364204e-05 x5020 - 6.50364204e-05 x5021 - 6.50364204e-05 x5022 - 6.50364204e-05 x5023 - 6.50364204e-05 x5024 - 6.50364204e-05 x5025 - 6.50364204e-05 x5026 - 6.50364204e-05 x5027 - 6.50364204e-05 x5028 - 6.50364204e-05 x5029 - 6.50364204e-05 x5030 - 6.50364204e-05 x5031 - 6.50364204e-05 x5032 - 6.50364204e-05 x5033 - 6.50364204e-05 x5034 - 6.50364204e-05 x5035 - 6.50364204e-05 x5036 - 6.50364204e-05 x5037 - 6.50364204e-05 x5038 - 6.50364204e-05 x5039 - 6.50364204e-05 x5040 - 6.50364204e-05 x5041 - 6.50364204e-05 x5042 - 6.50364204e-05 x5043 - 6.50364204e-05 x5044 - 6.50364204e-05 x5045 - 6.50364204e-05 x5046 - 6.50364204e-05 x5047 - 6.50364204e-05 x5048 - 6.50364204e-05 x5049 - 6.50364204e-05 x5050 - 6.50364204e-05 x5051 - 6.50364204e-05 x5052 - 6.50364204e-05 x5053 - 6.50364204e-05 x5054 - 6.50364204e-05 x5055 - 6.50364204e-05 x5056 - 6.50364204e-05 x5057 - 6.50364204e-05 x5058 - 6.50364204e-05 x5059 - 6.50364204e-05 x5060 - 6.50364204e-05 x5061 - 6.50364204e-05 x5062 - 6.50364204e-05 x5063 - 6.50364204e-05 x5064 - 6.50364204e-05 x5065 - 6.50364204e-05 x5066 - 6.50364204e-05 x5067 - 6.50364204e-05 x5068 - 6.50364204e-05 x5069 - 6.50364204e-05 x5070 - 6.50364204e-05 x5071 - 6.50364204e-05 x5072 - 6.50364204e-05 x5073 - 6.50364204e-05 x5074 - 6.50364204e-05 x5075 - 6.50364204e-05 x5076 - 6.50364204e-05 x5077 - 6.50364204e-05 x5078 - 6.50364204e-05 x5079 - 6.50364204e-05 x5080 - 6.50364204e-05 x5081 - 6.50364204e-05 x5082 - 6.50364204e-05 x5083 - 6.50364204e-05 x5084 - 6.50364204e-05 x5085 - 6.50364204e-05 x5086 - 6.50364204e-05 x5087 - 6.50364204e-05 x5088 - 6.50364204e-05 x5089 - 6.50364204e-05 x5090 - 6.50364204e-05 x5091 - 6.50364204e-05 x5092 - 6.50364204e-05 x5093 - 6.50364204e-05 x5094 - 6.50364204e-05 x5095 - 6.50364204e-05 x5096 - 6.50364204e-05 x5097 - 6.50364204e-05 x5098 - 6.50364204e-05 x5099 - 6.50364204e-05 x5100 - 6.50364204e-05 x5101 - 6.50364204e-05 x5102 - 6.50364204e-05 x5103 - 6.50364204e-05 x5104 - 6.50364204e-05 x5105 - 6.50364204e-05 x5106 - 6.50364204e-05 x5107 - 6.50364204e-05 x5108 - 6.50364204e-05 x5109 - 6.50364204e-05 x5110 - 6.50364204e-05 x5111 - 6.50364204e-05 x5112 - 6.50364204e-05 x5113 - 6.50364204e-05 x5114 - 6.50364204e-05 x5115 - 6.50364204e-05 x5116 - 6.50364204e-05 x5117 - 6.50364204e-05 x5118 - 6.50364204e-05 x5119 - 6.50364204e-05 x5120 - 6.50364204e-05 x5121 - 6.50364204e-05 x5122 - 6.50364204e-05 x5123 - 6.50364204e-05 x5124 - 6.50364204e-05 x5125 - 6.50364204e-05 x5126 - 6.50364204e-05 x5127 - 6.50364204e-05 x5128 - 6.50364204e-05 x5129 - 6.50364204e-05 x5130 - 6.50364204e-05 x5131 - 6.50364204e-05 x5132 - 6.50364204e-05 x5133 - 6.50364204e-05 x5134 - 6.50364204e-05 x5135 - 6.50364204e-05 x5136 - 6.50364204e-05 x5137 - 6.50364204e-05 x5138 - 6.50364204e-05 x5139 - 6.50364204e-05 x5140 - 6.50364204e-05 x5141 - 6.50364204e-05 x5142 - 6.50364204e-05 x5143 - 6.50364204e-05 x5144 - 6.50364204e-05 x5145 - 6.50364204e-05 x5146 - 6.50364204e-05 x5147 - 6.50364204e-05 x5148 - 6.50364204e-05 x5149 - 6.50364204e-05 x5150 - 6.50364204e-05 x5151 - 6.50364204e-05 x5152 - 6.50364204e-05 x5153 - 6.50364204e-05 x5154 - 6.50364204e-05 x5155 - 6.50364204e-05 x5156 - 6.50364204e-05 x5157 - 6.50364204e-05 x5158 - 6.50364204e-05 x5159 - 6.50364204e-05 x5160 - 6.50364204e-05 x5161 - 6.50364204e-05 x5162 - 6.50364204e-05 x5163 - 6.50364204e-05 x5164 - 6.50364204e-05 x5165 - 6.50364204e-05 x5166 - 6.50364204e-05 x5167 - 6.50364204e-05 x5168 - 6.50364204e-05 x5169 - 6.50364204e-05 x5170 - 6.50364204e-05 x5171 - 6.50364204e-05 x5172 - 6.50364204e-05 x5173 - 6.50364204e-05 x5174 - 6.50364204e-05 x5175 - 6.50364204e-05 x5176 - 6.50364204e-05 x5177 - 6.50364204e-05 x5178 - 6.50364204e-05 x5179 - 6.50364204e-05 x5180 - 6.50364204e-05 x5181 - 6.50364204e-05 x5182 - 6.50364204e-05 x5183 - 6.50364204e-05 x5184 - 6.50364204e-05 x5185 - 6.50364204e-05 x5186 - 6.50364204e-05 x5187 - 6.50364204e-05 x5188 - 6.50364204e-05 x5189 - 6.50364204e-05 x5190 - 6.50364204e-05 x5191 - 6.50364204e-05 x5192 - 6.50364204e-05 x5193 - 6.50364204e-05 x5194 - 6.50364204e-05 x5195 - 6.50364204e-05 x5196 - 6.50364204e-05 x5197 - 6.50364204e-05 x5198 - 6.50364204e-05 x5199 - 6.50364204e-05 x5200 - 6.50364204e-05 x5201 - 6.50364204e-05 x5202 - 6.50364204e-05 x5203 - 6.50364204e-05 x5204 - 6.50364204e-05 x5205 - 6.50364204e-05 x5206 - 6.50364204e-05 x5207 - 6.50364204e-05 x5208 - 6.50364204e-05 x5209 - 6.50364204e-05 x5210 - 6.50364204e-05 x5211 - 6.50364204e-05 x5212 - 6.50364204e-05 x5213 - 6.50364204e-05 x5214 - 6.50364204e-05 x5215 - 6.50364204e-05 x5216 - 6.50364204e-05 x5217 - 6.50364204e-05 x5218 - 6.50364204e-05 x5219 - 6.50364204e-05 x5220 - 6.50364204e-05 x5221 - 6.50364204e-05 x5222 - 6.50364204e-05 x5223 - 6.50364204e-05 x5224 - 6.50364204e-05 x5225 - 6.50364204e-05 x5226 - 6.50364204e-05 x5227 - 6.50364204e-05 x5228 - 6.50364204e-05 x5229 - 6.50364204e-05 x5230 - 6.50364204e-05 x5231 - 6.50364204e-05 x5232 - 6.50364204e-05 x5233 - 6.50364204e-05 x5234 - 6.50364204e-05 x5235 - 6.50364204e-05 x5236 - 6.50364204e-05 x5237 - 6.50364204e-05 x5238 - 6.50364204e-05 x5239 - 6.50364204e-05 x5240 - 6.50364204e-05 x5241 - 6.50364204e-05 x5242 - 6.50364204e-05 x5243 - 6.50364204e-05 x5244 - 6.50364204e-05 x5245 - 6.50364204e-05 x5246 - 6.50364204e-05 x5247 - 6.50364204e-05 x5248 - 6.50364204e-05 x5249 - 6.50364204e-05 x5250 - 6.50364204e-05 x5251 - 6.50364204e-05 x5252 - 6.50364204e-05 x5253 - 6.50364204e-05 x5254 - 6.50364204e-05 x5255 - 6.50364204e-05 x5256 - 6.50364204e-05 x5257 - 6.50364204e-05 x5258 - 6.50364204e-05 x5259 - 6.50364204e-05 x5260 - 6.50364204e-05 x5261 - 6.50364204e-05 x5262 - 6.50364204e-05 x5263 - 6.50364204e-05 x5264 - 6.50364204e-05 x5265 - 6.50364204e-05 x5266 - 6.50364204e-05 x5267 - 6.50364204e-05 x5268 - 6.50364204e-05 x5269 - 6.50364204e-05 x5270 - 6.50364204e-05 x5271 - 6.50364204e-05 x5272 - 6.50364204e-05 x5273 - 6.50364204e-05 x5274 - 6.50364204e-05 x5275 - 6.50364204e-05 x5276 - 6.50364204e-05 x5277 - 6.50364204e-05 x5278 - 6.50364204e-05 x5279 - 6.50364204e-05 x5280 - 6.50364204e-05 x5281 - 6.50364204e-05 x5282 - 6.50364204e-05 x5283 - 6.50364204e-05 x5284 - 6.50364204e-05 x5285 - 6.50364204e-05 x5286 - 6.50364204e-05 x5287 - 6.50364204e-05 x5288 - 6.50364204e-05 x5289 - 6.50364204e-05 x5290 - 6.50364204e-05 x5291 - 6.50364204e-05 x5292 - 6.50364204e-05 x5293 - 6.50364204e-05 x5294 - 6.50364204e-05 x5295 - 6.50364204e-05 x5296 - 6.50364204e-05 x5297 - 6.50364204e-05 x5298 - 6.50364204e-05 x5299 - 6.50364204e-05 x5300 - 6.50364204e-05 x5301 - 6.50364204e-05 x5302 - 6.50364204e-05 x5303 - 6.50364204e-05 x5304 - 6.50364204e-05 x5305 - 6.50364204e-05 x5306 - 6.50364204e-05 x5307 - 6.50364204e-05 x5308 - 6.50364204e-05 x5309 - 6.50364204e-05 x5310 - 6.50364204e-05 x5311 - 6.50364204e-05 x5312 - 6.50364204e-05 x5313 - 6.50364204e-05 x5314 - 6.50364204e-05 x5315 - 6.50364204e-05 x5316 - 6.50364204e-05 x5317 - 6.50364204e-05 x5318 - 6.50364204e-05 x5319 - 6.50364204e-05 x5320 - 6.50364204e-05 x5321 - 6.50364204e-05 x5322 - 6.50364204e-05 x5323 - 6.50364204e-05 x5324 - 6.50364204e-05 x5325 - 6.50364204e-05 x5326 - 6.50364204e-05 x5327 - 6.50364204e-05 x5328 - 6.50364204e-05 x5329 - 6.50364204e-05 x5330 - 6.50364204e-05 x5331 - 6.50364204e-05 x5332 - 6.50364204e-05 x5333 - 6.50364204e-05 x5334 - 6.50364204e-05 x5335 - 6.50364204e-05 x5336 - 6.50364204e-05 x5337 - 6.50364204e-05 x5338 - 6.50364204e-05 x5339 - 6.50364204e-05 x5340 - 6.50364204e-05 x5341 - 6.50364204e-05 x5342 - 6.50364204e-05 x5343 - 6.50364204e-05 x5344 - 6.50364204e-05 x5345 - 6.50364204e-05 x5346 - 6.50364204e-05 x5347 - 6.50364204e-05 x5348 - 6.50364204e-05 x5349 - 6.50364204e-05 x5350 - 6.50364204e-05 x5351 - 6.50364204e-05 x5352 - 6.50364204e-05 x5353 - 6.50364204e-05 x5354 - 6.50364204e-05 x5355 - 6.50364204e-05 x5356 - 6.50364204e-05 x5357 - 6.50364204e-05 x5358 - 6.50364204e-05 x5359 - 6.50364204e-05 x5360 - 6.50364204e-05 x5361 - 6.50364204e-05 x5362 - 6.50364204e-05 x5363 - 6.50364204e-05 x5364 - 6.50364204e-05 x5365 - 6.50364204e-05 x5366 - 6.50364204e-05 x5367 - 6.50364204e-05 x5368 - 6.50364204e-05 x5369 - 6.50364204e-05 x5370 - 6.50364204e-05 x5371 - 6.50364204e-05 x5372 - 6.50364204e-05 x5373 - 6.50364204e-05 x5374 - 6.50364204e-05 x5375 - 6.50364204e-05 x5376 - 6.50364204e-05 x5377 - 6.50364204e-05 x5378 - 6.50364204e-05 x5379 - 6.50364204e-05 x5380 - 6.50364204e-05 x5381 - 6.50364204e-05 x5382 - 6.50364204e-05 x5383 - 6.50364204e-05 x5384 - 6.50364204e-05 x5385 - 6.50364204e-05 x5386 - 6.50364204e-05 x5387 - 6.50364204e-05 x5388 - 6.50364204e-05 x5389 - 6.50364204e-05 x5390 - 6.50364204e-05 x5391 - 6.50364204e-05 x5392 - 6.50364204e-05 x5393 - 6.50364204e-05 x5394 - 6.50364204e-05 x5395 - 6.50364204e-05 x5396 - 6.50364204e-05 x5397 - 6.50364204e-05 x5398 - 6.50364204e-05 x5399 - 6.50364204e-05 x5400 - 6.50364204e-05 x5401 - 6.50364204e-05 x5402 - 6.50364204e-05 x5403 - 6.50364204e-05 x5404 - 6.50364204e-05 x5405 - 6.50364204e-05 x5406 - 6.50364204e-05 x5407 - 6.50364204e-05 x5408 - 6.50364204e-05 x5409 - 6.50364204e-05 x5410 - 6.50364204e-05 x5411 - 6.50364204e-05 x5412 - 6.50364204e-05 x5413 - 6.50364204e-05 x5414 - 6.50364204e-05 x5415 - 6.50364204e-05 x5416 - 6.50364204e-05 x5417 - 6.50364204e-05 x5418 - 6.50364204e-05 x5419 - 6.50364204e-05 x5420 - 6.50364204e-05 x5421 - 6.50364204e-05 x5422 - 6.50364204e-05 x5423 - 6.50364204e-05 x5424 - 6.50364204e-05 x5425 - 6.50364204e-05 x5426 - 6.50364204e-05 x5427 - 6.50364204e-05 x5428 - 6.50364204e-05 x5429 - 6.50364204e-05 x5430 - 6.50364204e-05 x5431 - 6.50364204e-05 x5432 - 6.50364204e-05 x5433 - 6.50364204e-05 x5434 - 6.50364204e-05 x5435 - 6.50364204e-05 x5436 - 6.50364204e-05 x5437 - 6.50364204e-05 x5438 - 6.50364204e-05 x5439 - 6.50364204e-05 x5440 - 6.50364204e-05 x5441 - 6.50364204e-05 x5442 - 6.50364204e-05 x5443 - 6.50364204e-05 x5444 - 6.50364204e-05 x5445 - 6.50364204e-05 x5446 - 6.50364204e-05 x5447 - 6.50364204e-05 x5448 - 6.50364204e-05 x5449 - 6.50364204e-05 x5450 - 6.50364204e-05 x5451 - 6.50364204e-05 x5452 - 6.50364204e-05 x5453 - 6.50364204e-05 x5454 - 6.50364204e-05 x5455 - 6.50364204e-05 x5456 - 6.50364204e-05 x5457 - 6.50364204e-05 x5458 - 6.50364204e-05 x5459 - 6.50364204e-05 x5460 - 6.50364204e-05 x5461 - 6.50364204e-05 x5462 - 6.50364204e-05 x5463 - 6.50364204e-05 x5464 - 6.50364204e-05 x5465 - 6.50364204e-05 x5466 - 6.50364204e-05 x5467 - 6.50364204e-05 x5468 - 6.50364204e-05 x5469 - 6.50364204e-05 x5470 - 6.50364204e-05 x5471 - 6.50364204e-05 x5472 - 6.50364204e-05 x5473 - 6.50364204e-05 x5474 - 6.50364204e-05 x5475 - 6.50364204e-05 x5476 - 6.50364204e-05 x5477 - 6.50364204e-05 x5478 - 6.50364204e-05 x5479 - 6.50364204e-05 x5480 - 6.50364204e-05 x5481 - 6.50364204e-05 x5482 - 6.50364204e-05 x5483 - 6.50364204e-05 x5484 - 6.50364204e-05 x5485 - 6.50364204e-05 x5486 - 6.50364204e-05 x5487 - 6.50364204e-05 x5488 - 6.50364204e-05 x5489 - 6.50364204e-05 x5490 - 6.50364204e-05 x5491 - 6.50364204e-05 x5492 - 6.50364204e-05 x5493 - 6.50364204e-05 x5494 - 6.50364204e-05 x5495 - 6.50364204e-05 x5496 - 6.50364204e-05 x5497 - 6.50364204e-05 x5498 - 6.50364204e-05 x5499 - 6.50364204e-05 x5500 - 6.50364204e-05 x5501 - 6.50364204e-05 x5502 - 6.50364204e-05 x5503 - 6.50364204e-05 x5504 - 6.50364204e-05 x5505 - 6.50364204e-05 x5506 - 6.50364204e-05 x5507 - 6.50364204e-05 x5508 - 6.50364204e-05 x5509 - 6.50364204e-05 x5510 - 6.50364204e-05 x5511 - 6.50364204e-05 x5512 - 6.50364204e-05 x5513 - 6.50364204e-05 x5514 - 6.50364204e-05 x5515 - 6.50364204e-05 x5516 - 6.50364204e-05 x5517 - 6.50364204e-05 x5518 - 6.50364204e-05 x5519 - 6.50364204e-05 x5520 - 6.50364204e-05 x5521 - 6.50364204e-05 x5522 - 6.50364204e-05 x5523 - 6.50364204e-05 x5524 - 6.50364204e-05 x5525 - 6.50364204e-05 x5526 - 6.50364204e-05 x5527 - 6.50364204e-05 x5528 - 6.50364204e-05 x5529 - 6.50364204e-05 x5530 - 6.50364204e-05 x5531 - 6.50364204e-05 x5532 - 6.50364204e-05 x5533 - 6.50364204e-05 x5534 - 6.50364204e-05 x5535 - 6.50364204e-05 x5536 - 6.50364204e-05 x5537 - 6.50364204e-05 x5538 - 6.50364204e-05 x5539 - 6.50364204e-05 x5540 - 6.50364204e-05 x5541 - 6.50364204e-05 x5542 - 6.50364204e-05 x5543 - 6.50364204e-05 x5544 - 6.50364204e-05 x5545 - 6.50364204e-05 x5546 - 6.50364204e-05 x5547 - 6.50364204e-05 x5548 - 6.50364204e-05 x5549 - 6.50364204e-05 x5550 - 6.50364204e-05 x5551 - 6.50364204e-05 x5552 - 6.50364204e-05 x5553 - 6.50364204e-05 x5554 - 6.50364204e-05 x5555 - 6.50364204e-05 x5556 - 6.50364204e-05 x5557 - 6.50364204e-05 x5558 - 6.50364204e-05 x5559 - 6.50364204e-05 x5560 - 6.50364204e-05 x5561 - 6.50364204e-05 x5562 - 6.50364204e-05 x5563 - 6.50364204e-05 x5564 - 6.50364204e-05 x5565 - 6.50364204e-05 x5566 - 6.50364204e-05 x5567 - 6.50364204e-05 x5568 - 6.50364204e-05 x5569 - 6.50364204e-05 x5570 - 6.50364204e-05 x5571 - 6.50364204e-05 x5572 - 6.50364204e-05 x5573 - 6.50364204e-05 x5574 - 6.50364204e-05 x5575 - 6.50364204e-05 x5576 - 6.50364204e-05 x5577 - 6.50364204e-05 x5578 - 6.50364204e-05 x5579 - 6.50364204e-05 x5580 - 6.50364204e-05 x5581 - 6.50364204e-05 x5582 - 6.50364204e-05 x5583 - 6.50364204e-05 x5584 - 6.50364204e-05 x5585 - 6.50364204e-05 x5586 - 6.50364204e-05 x5587 - 6.50364204e-05 x5588 - 6.50364204e-05 x5589 - 6.50364204e-05 x5590 - 6.50364204e-05 x5591 - 6.50364204e-05 x5592 - 6.50364204e-05 x5593 - 6.50364204e-05 x5594 - 6.50364204e-05 x5595 - 6.50364204e-05 x5596 - 6.50364204e-05 x5597 - 6.50364204e-05 x5598 - 6.50364204e-05 x5599 - 6.50364204e-05 x5600 - 6.50364204e-05 x5601 - 6.50364204e-05 x5602 - 6.50364204e-05 x5603 - 6.50364204e-05 x5604 - 6.50364204e-05 x5605 - 6.50364204e-05 x5606 - 6.50364204e-05 x5607 - 6.50364204e-05 x5608 - 6.50364204e-05 x5609 - 6.50364204e-05 x5610 - 6.50364204e-05 x5611 - 6.50364204e-05 x5612 - 6.50364204e-05 x5613 - 6.50364204e-05 x5614 - 6.50364204e-05 x5615 - 6.50364204e-05 x5616 - 6.50364204e-05 x5617 - 6.50364204e-05 x5618 - 6.50364204e-05 x5619 - 6.50364204e-05 x5620 - 6.50364204e-05 x5621 - 6.50364204e-05 x5622 - 6.50364204e-05 x5623 - 6.50364204e-05 x5624 - 6.50364204e-05 x5625 - 6.50364204e-05 x5626 - 6.50364204e-05 x5627 - 6.50364204e-05 x5628 - 6.50364204e-05 x5629 - 6.50364204e-05 x5630 - 6.50364204e-05 x5631 - 6.50364204e-05 x5632 - 6.50364204e-05 x5633 - 6.50364204e-05 x5634 - 6.50364204e-05 x5635 - 6.50364204e-05 x5636 - 6.50364204e-05 x5637 - 6.50364204e-05 x5638 - 6.50364204e-05 x5639 - 6.50364204e-05 x5640 - 6.50364204e-05 x5641 - 6.50364204e-05 x5642 - 6.50364204e-05 x5643 - 6.50364204e-05 x5644 - 6.50364204e-05 x5645 - 6.50364204e-05 x5646 - 6.50364204e-05 x5647 - 6.50364204e-05 x5648 - 6.50364204e-05 x5649 - 6.50364204e-05 x5650 - 6.50364204e-05 x5651 - 6.50364204e-05 x5652 - 6.50364204e-05 x5653 - 6.50364204e-05 x5654 - 6.50364204e-05 x5655 - 6.50364204e-05 x5656 - 6.50364204e-05 x5657 - 6.50364204e-05 x5658 - 6.50364204e-05 x5659 - 6.50364204e-05 x5660 - 6.50364204e-05 x5661 - 6.50364204e-05 x5662 - 6.50364204e-05 x5663 - 6.50364204e-05 x5664 - 6.50364204e-05 x5665 - 6.50364204e-05 x5666 - 6.50364204e-05 x5667 - 6.50364204e-05 x5668 - 6.50364204e-05 x5669 - 6.50364204e-05 x5670 - 6.50364204e-05 x5671 - 6.50364204e-05 x5672 - 6.50364204e-05 x5673 - 6.50364204e-05 x5674 - 6.50364204e-05 x5675 - 6.50364204e-05 x5676 - 6.50364204e-05 x5677 - 6.50364204e-05 x5678 - 6.50364204e-05 x5679 - 6.50364204e-05 x5680 - 6.50364204e-05 x5681 - 6.50364204e-05 x5682 - 6.50364204e-05 x5683 - 6.50364204e-05 x5684 - 6.50364204e-05 x5685 - 6.50364204e-05 x5686 - 6.50364204e-05 x5687 - 6.50364204e-05 x5688 - 6.50364204e-05 x5689 - 6.50364204e-05 x5690 - 6.50364204e-05 x5691 - 6.50364204e-05 x5692 - 6.50364204e-05 x5693 - 6.50364204e-05 x5694 - 6.50364204e-05 x5695 - 6.50364204e-05 x5696 - 6.50364204e-05 x5697 - 6.50364204e-05 x5698 - 6.50364204e-05 x5699 - 6.50364204e-05 x5700 - 6.50364204e-05 x5701 - 6.50364204e-05 x5702 - 6.50364204e-05 x5703 - 6.50364204e-05 x5704 - 6.50364204e-05 x5705 - 6.50364204e-05 x5706 - 6.50364204e-05 x5707 - 6.50364204e-05 x5708 - 6.50364204e-05 x5709 - 6.50364204e-05 x5710 - 6.50364204e-05 x5711 - 6.50364204e-05 x5712 - 6.50364204e-05 x5713 - 6.50364204e-05 x5714 - 6.50364204e-05 x5715 - 6.50364204e-05 x5716 - 6.50364204e-05 x5717 - 6.50364204e-05 x5718 - 6.50364204e-05 x5719 - 6.50364204e-05 x5720 - 6.50364204e-05 x5721 - 6.50364204e-05 x5722 - 6.50364204e-05 x5723 - 6.50364204e-05 x5724 - 6.50364204e-05 x5725 - 6.50364204e-05 x5726 - 6.50364204e-05 x5727 - 6.50364204e-05 x5728 - 6.50364204e-05 x5729 - 6.50364204e-05 x5730 - 6.50364204e-05 x5731 - 6.50364204e-05 x5732 - 6.50364204e-05 x5733 - 6.50364204e-05 x5734 - 6.50364204e-05 x5735 - 6.50364204e-05 x5736 - 6.50364204e-05 x5737 - 6.50364204e-05 x5738 - 6.50364204e-05 x5739 - 6.50364204e-05 x5740 - 6.50364204e-05 x5741 - 6.50364204e-05 x5742 - 6.50364204e-05 x5743 - 6.50364204e-05 x5744 - 6.50364204e-05 x5745 - 6.50364204e-05 x5746 - 6.50364204e-05 x5747 - 6.50364204e-05 x5748 - 6.50364204e-05 x5749 - 6.50364204e-05 x5750 - 6.50364204e-05 x5751 - 6.50364204e-05 x5752 - 6.50364204e-05 x5753 - 6.50364204e-05 x5754 - 6.50364204e-05 x5755 - 6.50364204e-05 x5756 - 6.50364204e-05 x5757 - 6.50364204e-05 x5758 - 6.50364204e-05 x5759 - 6.50364204e-05 x5760 - 6.50364204e-05 x5761 - 6.50364204e-05 x5762 - 6.50364204e-05 x5763 - 6.50364204e-05 x5764 - 6.50364204e-05 x5765 - 6.50364204e-05 x5766 - 6.50364204e-05 x5767 - 6.50364204e-05 x5768 - 6.50364204e-05 x5769 - 6.50364204e-05 x5770 - 6.50364204e-05 x5771 - 6.50364204e-05 x5772 - 6.50364204e-05 x5773 - 6.50364204e-05 x5774 - 6.50364204e-05 x5775 - 6.50364204e-05 x5776 - 6.50364204e-05 x5777 - 6.50364204e-05 x5778 - 6.50364204e-05 x5779 - 6.50364204e-05 x5780 - 6.50364204e-05 x5781 - 6.50364204e-05 x5782 - 6.50364204e-05 x5783 - 6.50364204e-05 x5784 - 6.50364204e-05 x5785 - 6.50364204e-05 x5786 - 6.50364204e-05 x5787 - 6.50364204e-05 x5788 - 6.50364204e-05 x5789 - 6.50364204e-05 x5790 - 6.50364204e-05 x5791 - 6.50364204e-05 x5792 - 6.50364204e-05 x5793 - 6.50364204e-05 x5794 - 6.50364204e-05 x5795 - 6.50364204e-05 x5796 - 6.50364204e-05 x5797 - 6.50364204e-05 x5798 - 6.50364204e-05 x5799 - 6.50364204e-05 x5800 - 6.50364204e-05 x5801 - 6.50364204e-05 x5802 - 6.50364204e-05 x5803 - 6.50364204e-05 x5804 - 6.50364204e-05 x5805 - 6.50364204e-05 x5806 - 6.50364204e-05 x5807 - 6.50364204e-05 x5808 - 6.50364204e-05 x5809 - 6.50364204e-05 x5810 - 6.50364204e-05 x5811 - 6.50364204e-05 x5812 - 6.50364204e-05 x5813 - 6.50364204e-05 x5814 - 6.50364204e-05 x5815 - 6.50364204e-05 x5816 - 6.50364204e-05 x5817 - 6.50364204e-05 x5818 - 6.50364204e-05 x5819 - 6.50364204e-05 x5820 - 6.50364204e-05 x5821 - 6.50364204e-05 x5822 - 6.50364204e-05 x5823 - 6.50364204e-05 x5824 - 6.50364204e-05 x5825 - 6.50364204e-05 x5826 - 6.50364204e-05 x5827 - 6.50364204e-05 x5828 - 6.50364204e-05 x5829 - 6.50364204e-05 x5830 - 6.50364204e-05 x5831 - 6.50364204e-05 x5832 - 6.50364204e-05 x5833 - 6.50364204e-05 x5834 - 6.50364204e-05 x5835 - 6.50364204e-05 x5836 - 6.50364204e-05 x5837 - 6.50364204e-05 x5838 - 6.50364204e-05 x5839 - 6.50364204e-05 x5840 - 6.50364204e-05 x5841 - 6.50364204e-05 x5842 - 6.50364204e-05 x5843 - 6.50364204e-05 x5844 - 6.50364204e-05 x5845 - 6.50364204e-05 x5846 - 6.50364204e-05 x5847 - 6.50364204e-05 x5848 - 6.50364204e-05 x5849 - 6.50364204e-05 x5850 - 6.50364204e-05 x5851 - 6.50364204e-05 x5852 - 6.50364204e-05 x5853 - 6.50364204e-05 x5854 - 6.50364204e-05 x5855 - 6.50364204e-05 x5856 - 6.50364204e-05 x5857 - 6.50364204e-05 x5858 - 6.50364204e-05 x5859 - 6.50364204e-05 x5860 - 6.50364204e-05 x5861 - 6.50364204e-05 x5862 - 6.50364204e-05 x5863 - 6.50364204e-05 x5864 - 6.50364204e-05 x5865 - 6.50364204e-05 x5866 - 6.50364204e-05 x5867 - 6.50364204e-05 x5868 - 6.50364204e-05 x5869 - 6.50364204e-05 x5870 - 6.50364204e-05 x5871 - 6.50364204e-05 x5872 - 6.50364204e-05 x5873 - 6.50364204e-05 x5874 - 6.50364204e-05 x5875 - 6.50364204e-05 x5876 - 6.50364204e-05 x5877 - 6.50364204e-05 x5878 - 6.50364204e-05 x5879 - 6.50364204e-05 x5880 - 6.50364204e-05 x5881 - 6.50364204e-05 x5882 - 6.50364204e-05 x5883 - 6.50364204e-05 x5884 - 6.50364204e-05 x5885 - 6.50364204e-05 x5886 - 6.50364204e-05 x5887 - 6.50364204e-05 x5888 - 6.50364204e-05 x5889 - 6.50364204e-05 x5890 - 6.50364204e-05 x5891 - 6.50364204e-05 x5892 - 6.50364204e-05 x5893 - 6.50364204e-05 x5894 - 6.50364204e-05 x5895 - 6.50364204e-05 x5896 - 6.50364204e-05 x5897 - 6.50364204e-05 x5898 - 6.50364204e-05 x5899 - 6.50364204e-05 x5900 - 6.50364204e-05 x5901 - 6.50364204e-05 x5902 - 6.50364204e-05 x5903 - 6.50364204e-05 x5904 - 6.50364204e-05 x5905 - 6.50364204e-05 x5906 - 6.50364204e-05 x5907 - 6.50364204e-05 x5908 - 6.50364204e-05 x5909 - 6.50364204e-05 x5910 - 6.50364204e-05 x5911 - 6.50364204e-05 x5912 - 6.50364204e-05 x5913 - 6.50364204e-05 x5914 - 6.50364204e-05 x5915 - 6.50364204e-05 x5916 - 6.50364204e-05 x5917 - 6.50364204e-05 x5918 - 6.50364204e-05 x5919 - 6.50364204e-05 x5920 - 6.50364204e-05 x5921 - 6.50364204e-05 x5922 - 6.50364204e-05 x5923 - 6.50364204e-05 x5924 - 6.50364204e-05 x5925 - 6.50364204e-05 x5926 - 6.50364204e-05 x5927 - 6.50364204e-05 x5928 - 6.50364204e-05 x5929 - 6.50364204e-05 x5930 - 6.50364204e-05 x5931 - 6.50364204e-05 x5932 - 6.50364204e-05 x5933 - 6.50364204e-05 x5934 - 6.50364204e-05 x5935 - 6.50364204e-05 x5936 - 6.50364204e-05 x5937 - 6.50364204e-05 x5938 - 6.50364204e-05 x5939 - 6.50364204e-05 x5940 - 6.50364204e-05 x5941 - 6.50364204e-05 x5942 - 6.50364204e-05 x5943 - 6.50364204e-05 x5944 - 6.50364204e-05 x5945 - 6.50364204e-05 x5946 - 6.50364204e-05 x5947 - 6.50364204e-05 x5948 - 6.50364204e-05 x5949 - 6.50364204e-05 x5950 - 6.50364204e-05 x5951 - 6.50364204e-05 x5952 - 6.50364204e-05 x5953 - 6.50364204e-05 x5954 - 6.50364204e-05 x5955 - 6.50364204e-05 x5956 - 6.50364204e-05 x5957 - 6.50364204e-05 x5958 - 6.50364204e-05 x5959 - 6.50364204e-05 x5960 - 6.50364204e-05 x5961 - 6.50364204e-05 x5962 - 6.50364204e-05 x5963 - 6.50364204e-05 x5964 - 6.50364204e-05 x5965 - 6.50364204e-05 x5966 - 6.50364204e-05 x5967 - 6.50364204e-05 x5968 - 6.50364204e-05 x5969 - 6.50364204e-05 x5970 - 6.50364204e-05 x5971 - 6.50364204e-05 x5972 - 6.50364204e-05 x5973 - 6.50364204e-05 x5974 - 6.50364204e-05 x5975 - 6.50364204e-05 x5976 - 6.50364204e-05 x5977 - 6.50364204e-05 x5978 - 6.50364204e-05 x5979 - 6.50364204e-05 x5980 - 6.50364204e-05 x5981 - 6.50364204e-05 x5982 - 6.50364204e-05 x5983 - 6.50364204e-05 x5984 - 6.50364204e-05 x5985 - 6.50364204e-05 x5986 - 6.50364204e-05 x5987 - 6.50364204e-05 x5988 - 6.50364204e-05 x5989 - 6.50364204e-05 x5990 - 6.50364204e-05 x5991 - 6.50364204e-05 x5992 - 6.50364204e-05 x5993 - 6.50364204e-05 x5994 - 6.50364204e-05 x5995 - 6.50364204e-05 x5996 - 6.50364204e-05 x5997 - 6.50364204e-05 x5998 - 6.50364204e-05 x5999 - 6.50364204e-05 x6000 - 6.50364204e-05 x6001 - 6.50364204e-05 x6002 - 6.50364204e-05 x6003 - 6.50364204e-05 x6004 - 6.50364204e-05 x6005 - 6.50364204e-05 x6006 - 6.50364204e-05 x6007 - 6.50364204e-05 x6008 - 6.50364204e-05 x6009 - 6.50364204e-05 x6010 - 6.50364204e-05 x6011 - 6.50364204e-05 x6012 - 6.50364204e-05 x6013 - 6.50364204e-05 x6014 - 6.50364204e-05 x6015 - 6.50364204e-05 x6016 - 6.50364204e-05 x6017 - 6.50364204e-05 x6018 - 6.50364204e-05 x6019 - 6.50364204e-05 x6020 - 6.50364204e-05 x6021 - 6.50364204e-05 x6022 - 6.50364204e-05 x6023 - 6.50364204e-05 x6024 - 6.50364204e-05 x6025 - 6.50364204e-05 x6026 - 6.50364204e-05 x6027 - 6.50364204e-05 x6028 - 6.50364204e-05 x6029 - 6.50364204e-05 x6030 - 6.50364204e-05 x6031 - 6.50364204e-05 x6032 - 6.50364204e-05 x6033 - 6.50364204e-05 x6034 - 6.50364204e-05 x6035 - 6.50364204e-05 x6036 - 6.50364204e-05 x6037 - 6.50364204e-05 x6038 - 6.50364204e-05 x6039 - 6.50364204e-05 x6040 - 6.50364204e-05 x6041 - 6.50364204e-05 x6042 - 6.50364204e-05 x6043 - 6.50364204e-05 x6044 - 6.50364204e-05 x6045 - 6.50364204e-05 x6046 - 6.50364204e-05 x6047 - 6.50364204e-05 x6048 - 6.50364204e-05 x6049 - 6.50364204e-05 x6050 - 6.50364204e-05 x6051 - 6.50364204e-05 x6052 - 6.50364204e-05 x6053 - 6.50364204e-05 x6054 - 6.50364204e-05 x6055 - 6.50364204e-05 x6056 - 6.50364204e-05 x6057 - 6.50364204e-05 x6058 - 6.50364204e-05 x6059 - 6.50364204e-05 x6060 - 6.50364204e-05 x6061 - 6.50364204e-05 x6062 - 6.50364204e-05 x6063 - 6.50364204e-05 x6064 - 6.50364204e-05 x6065 - 6.50364204e-05 x6066 - 6.50364204e-05 x6067 - 6.50364204e-05 x6068 - 6.50364204e-05 x6069 - 6.50364204e-05 x6070 - 6.50364204e-05 x6071 - 6.50364204e-05 x6072 - 6.50364204e-05 x6073 - 6.50364204e-05 x6074 - 6.50364204e-05 x6075 - 6.50364204e-05 x6076 - 6.50364204e-05 x6077 - 6.50364204e-05 x6078 - 6.50364204e-05 x6079 - 6.50364204e-05 x6080 - 6.50364204e-05 x6081 - 6.50364204e-05 x6082 - 6.50364204e-05 x6083 - 6.50364204e-05 x6084 - 6.50364204e-05 x6085 - 6.50364204e-05 x6086 - 6.50364204e-05 x6087 - 6.50364204e-05 x6088 - 6.50364204e-05 x6089 - 6.50364204e-05 x6090 - 6.50364204e-05 x6091 - 6.50364204e-05 x6092 - 6.50364204e-05 x6093 - 6.50364204e-05 x6094 - 6.50364204e-05 x6095 - 6.50364204e-05 x6096 - 6.50364204e-05 x6097 - 6.50364204e-05 x6098 - 6.50364204e-05 x6099 - 6.50364204e-05 x6100 - 6.50364204e-05 x6101 - 6.50364204e-05 x6102 - 6.50364204e-05 x6103 - 6.50364204e-05 x6104 - 6.50364204e-05 x6105 - 6.50364204e-05 x6106 - 6.50364204e-05 x6107 - 6.50364204e-05 x6108 - 6.50364204e-05 x6109 - 6.50364204e-05 x6110 - 6.50364204e-05 x6111 - 6.50364204e-05 x6112 - 6.50364204e-05 x6113 - 6.50364204e-05 x6114 - 6.50364204e-05 x6115 - 6.50364204e-05 x6116 - 6.50364204e-05 x6117 - 6.50364204e-05 x6118 - 6.50364204e-05 x6119 - 6.50364204e-05 x6120 - 6.50364204e-05 x6121 - 6.50364204e-05 x6122 - 6.50364204e-05 x6123 - 6.50364204e-05 x6124 - 6.50364204e-05 x6125 - 6.50364204e-05 x6126 - 6.50364204e-05 x6127 - 6.50364204e-05 x6128 - 6.50364204e-05 x6129 - 6.50364204e-05 x6130 - 6.50364204e-05 x6131 - 6.50364204e-05 x6132 - 6.50364204e-05 x6133 - 6.50364204e-05 x6134 - 6.50364204e-05 x6135 - 6.50364204e-05 x6136 - 6.50364204e-05 x6137 - 6.50364204e-05 x6138 - 6.50364204e-05 x6139 - 6.50364204e-05 x6140 - 6.50364204e-05 x6141 - 6.50364204e-05 x6142 - 6.50364204e-05 x6143 - 6.50364204e-05 x6144 - 6.50364204e-05 x6145 - 6.50364204e-05 x6146 - 6.50364204e-05 x6147 - 6.50364204e-05 x6148 - 6.50364204e-05 x6149 - 6.50364204e-05 x6150 - 6.50364204e-05 x6151 - 6.50364204e-05 x6152 - 6.50364204e-05 x6153 - 6.50364204e-05 x6154 - 6.50364204e-05 x6155 - 6.50364204e-05 x6156 - 6.50364204e-05 x6157 - 6.50364204e-05 x6158 - 6.50364204e-05 x6159 - 6.50364204e-05 x6160 - 6.50364204e-05 x6161 - 6.50364204e-05 x6162 - 6.50364204e-05 x6163 - 6.50364204e-05 x6164 - 6.50364204e-05 x6165 - 6.50364204e-05 x6166 - 6.50364204e-05 x6167 - 6.50364204e-05 x6168 - 6.50364204e-05 x6169 - 6.50364204e-05 x6170 - 6.50364204e-05 x6171 - 6.50364204e-05 x6172 - 6.50364204e-05 x6173 - 6.50364204e-05 x6174 - 6.50364204e-05 x6175 - 6.50364204e-05 x6176 - 6.50364204e-05 x6177 - 6.50364204e-05 x6178 - 6.50364204e-05 x6179 - 6.50364204e-05 x6180 - 6.50364204e-05 x6181 - 6.50364204e-05 x6182 - 6.50364204e-05 x6183 - 6.50364204e-05 x6184 - 6.50364204e-05 x6185 - 6.50364204e-05 x6186 - 6.50364204e-05 x6187 - 6.50364204e-05 x6188 - 6.50364204e-05 x6189 - 6.50364204e-05 x6190 - 6.50364204e-05 x6191 - 6.50364204e-05 x6192 - 6.50364204e-05 x6193 - 6.50364204e-05 x6194 - 6.50364204e-05 x6195 - 6.50364204e-05 x6196 - 6.50364204e-05 x6197 - 6.50364204e-05 x6198 - 6.50364204e-05 x6199 - 6.50364204e-05 x6200 - 6.50364204e-05 x6201 - 6.50364204e-05 x6202 - 6.50364204e-05 x6203 - 6.50364204e-05 x6204 - 6.50364204e-05 x6205 - 6.50364204e-05 x6206 - 6.50364204e-05 x6207 - 6.50364204e-05 x6208 - 6.50364204e-05 x6209 - 6.50364204e-05 x6210 - 6.50364204e-05 x6211 - 6.50364204e-05 x6212 - 6.50364204e-05 x6213 - 6.50364204e-05 x6214 - 6.50364204e-05 x6215 - 6.50364204e-05 x6216 - 6.50364204e-05 x6217 - 6.50364204e-05 x6218 - 6.50364204e-05 x6219 - 6.50364204e-05 x6220 - 6.50364204e-05 x6221 - 6.50364204e-05 x6222 - 6.50364204e-05 x6223 - 6.50364204e-05 x6224 - 6.50364204e-05 x6225 - 6.50364204e-05 x6226 - 6.50364204e-05 x6227 - 6.50364204e-05 x6228 - 6.50364204e-05 x6229 - 6.50364204e-05 x6230 - 6.50364204e-05 x6231 - 6.50364204e-05 x6232 - 6.50364204e-05 x6233 - 6.50364204e-05 x6234 - 6.50364204e-05 x6235 - 6.50364204e-05 x6236 - 6.50364204e-05 x6237 - 6.50364204e-05 x6238 - 6.50364204e-05 x6239 - 6.50364204e-05 x6240 - 6.50364204e-05 x6241 - 6.50364204e-05 x6242 - 6.50364204e-05 x6243 - 6.50364204e-05 x6244 - 6.50364204e-05 x6245 - 6.50364204e-05 x6246 - 6.50364204e-05 x6247 - 6.50364204e-05 x6248 - 6.50364204e-05 x6249 - 6.50364204e-05 x6250 - 6.50364204e-05 x6251 - 6.50364204e-05 x6252 - 6.50364204e-05 x6253 - 6.50364204e-05 x6254 - 6.50364204e-05 x6255 - 6.50364204e-05 x6256 - 6.50364204e-05 x6257 - 6.50364204e-05 x6258 - 6.50364204e-05 x6259 - 6.50364204e-05 x6260 - 6.50364204e-05 x6261 - 6.50364204e-05 x6262 - 6.50364204e-05 x6263 - 6.50364204e-05 x6264 - 6.50364204e-05 x6265 - 6.50364204e-05 x6266 - 6.50364204e-05 x6267 - 6.50364204e-05 x6268 - 6.50364204e-05 x6269 - 6.50364204e-05 x6270 - 6.50364204e-05 x6271 - 6.50364204e-05 x6272 - 6.50364204e-05 x6273 - 6.50364204e-05 x6274 - 6.50364204e-05 x6275 - 6.50364204e-05 x6276 - 6.50364204e-05 x6277 - 6.50364204e-05 x6278 - 6.50364204e-05 x6279 - 6.50364204e-05 x6280 - 6.50364204e-05 x6281 - 6.50364204e-05 x6282 - 6.50364204e-05 x6283 - 6.50364204e-05 x6284 - 6.50364204e-05 x6285 - 6.50364204e-05 x6286 - 6.50364204e-05 x6287 - 6.50364204e-05 x6288 - 6.50364204e-05 x6289 - 6.50364204e-05 x6290 - 6.50364204e-05 x6291 - 6.50364204e-05 x6292 - 6.50364204e-05 x6293 - 6.50364204e-05 x6294 - 6.50364204e-05 x6295 - 6.50364204e-05 x6296 - 6.50364204e-05 x6297 - 6.50364204e-05 x6298 - 6.50364204e-05 x6299 - 6.50364204e-05 x6300 - 6.50364204e-05 x6301 - 6.50364204e-05 x6302 - 6.50364204e-05 x6303 - 6.50364204e-05 x6304 - 6.50364204e-05 x6305 - 6.50364204e-05 x6306 - 6.50364204e-05 x6307 - 6.50364204e-05 x6308 - 6.50364204e-05 x6309 - 6.50364204e-05 x6310 - 6.50364204e-05 x6311 - 6.50364204e-05 x6312 - 6.50364204e-05 x6313 - 6.50364204e-05 x6314 - 6.50364204e-05 x6315 - 6.50364204e-05 x6316 - 6.50364204e-05 x6317 - 6.50364204e-05 x6318 - 6.50364204e-05 x6319 - 6.50364204e-05 x6320 - 6.50364204e-05 x6321 - 6.50364204e-05 x6322 - 6.50364204e-05 x6323 - 6.50364204e-05 x6324 - 6.50364204e-05 x6325 - 6.50364204e-05 x6326 - 6.50364204e-05 x6327 - 6.50364204e-05 x6328 - 6.50364204e-05 x6329 - 6.50364204e-05 x6330 - 6.50364204e-05 x6331 - 6.50364204e-05 x6332 - 6.50364204e-05 x6333 - 6.50364204e-05 x6334 - 6.50364204e-05 x6335 - 6.50364204e-05 x6336 - 6.50364204e-05 x6337 - 6.50364204e-05 x6338 - 6.50364204e-05 x6339 - 6.50364204e-05 x6340 - 6.50364204e-05 x6341 - 6.50364204e-05 x6342 - 6.50364204e-05 x6343 - 6.50364204e-05 x6344 - 6.50364204e-05 x6345 - 6.50364204e-05 x6346 - 6.50364204e-05 x6347 - 6.50364204e-05 x6348 - 6.50364204e-05 x6349 - 6.50364204e-05 x6350 - 6.50364204e-05 x6351 - 6.50364204e-05 x6352 - 6.50364204e-05 x6353 - 6.50364204e-05 x6354 - 6.50364204e-05 x6355 - 6.50364204e-05 x6356 - 6.50364204e-05 x6357 - 6.50364204e-05 x6358 - 6.50364204e-05 x6359 - 6.50364204e-05 x6360 - 6.50364204e-05 x6361 - 6.50364204e-05 x6362 - 6.50364204e-05 x6363 - 6.50364204e-05 x6364 - 6.50364204e-05 x6365 - 6.50364204e-05 x6366 - 6.50364204e-05 x6367 - 6.50364204e-05 x6368 - 6.50364204e-05 x6369 - 6.50364204e-05 x6370 - 6.50364204e-05 x6371 - 6.50364204e-05 x6372 - 6.50364204e-05 x6373 - 6.50364204e-05 x6374 - 6.50364204e-05 x6375 - 6.50364204e-05 x6376 - 6.50364204e-05 x6377 - 6.50364204e-05 x6378 - 6.50364204e-05 x6379 - 6.50364204e-05 x6380 - 6.50364204e-05 x6381 - 6.50364204e-05 x6382 - 6.50364204e-05 x6383 - 6.50364204e-05 x6384 - 6.50364204e-05 x6385 - 6.50364204e-05 x6386 - 6.50364204e-05 x6387 - 6.50364204e-05 x6388 - 6.50364204e-05 x6389 - 6.50364204e-05 x6390 - 6.50364204e-05 x6391 - 6.50364204e-05 x6392 - 6.50364204e-05 x6393 - 6.50364204e-05 x6394 - 6.50364204e-05 x6395 - 6.50364204e-05 x6396 - 6.50364204e-05 x6397 - 6.50364204e-05 x6398 - 6.50364204e-05 x6399 - 6.50364204e-05 x6400 - 6.50364204e-05 x6401 - 6.50364204e-05 x6402 - 6.50364204e-05 x6403 - 6.50364204e-05 x6404 - 6.50364204e-05 x6405 - 6.50364204e-05 x6406 - 6.50364204e-05 x6407 - 6.50364204e-05 x6408 - 6.50364204e-05 x6409 - 6.50364204e-05 x6410 - 6.50364204e-05 x6411 - 6.50364204e-05 x6412 - 6.50364204e-05 x6413 - 6.50364204e-05 x6414 - 6.50364204e-05 x6415 - 6.50364204e-05 x6416 - 6.50364204e-05 x6417 - 6.50364204e-05 x6418 - 6.50364204e-05 x6419 - 6.50364204e-05 x6420 - 6.50364204e-05 x6421 - 6.50364204e-05 x6422 - 6.50364204e-05 x6423 - 6.50364204e-05 x6424 - 6.50364204e-05 x6425 - 6.50364204e-05 x6426 - 6.50364204e-05 x6427 - 6.50364204e-05 x6428 - 6.50364204e-05 x6429 - 6.50364204e-05 x6430 - 6.50364204e-05 x6431 - 6.50364204e-05 x6432 - 6.50364204e-05 x6433 - 6.50364204e-05 x6434 - 6.50364204e-05 x6435 - 6.50364204e-05 x6436 - 6.50364204e-05 x6437 - 6.50364204e-05 x6438 - 6.50364204e-05 x6439 - 6.50364204e-05 x6440 - 6.50364204e-05 x6441 - 6.50364204e-05 x6442 - 6.50364204e-05 x6443 - 6.50364204e-05 x6444 - 6.50364204e-05 x6445 - 6.50364204e-05 x6446 - 6.50364204e-05 x6447 - 6.50364204e-05 x6448 - 6.50364204e-05 x6449 - 6.50364204e-05 x6450 - 6.50364204e-05 x6451 - 6.50364204e-05 x6452 - 6.50364204e-05 x6453 - 6.50364204e-05 x6454 - 6.50364204e-05 x6455 - 6.50364204e-05 x6456 - 6.50364204e-05 x6457 - 6.50364204e-05 x6458 - 6.50364204e-05 x6459 - 6.50364204e-05 x6460 - 6.50364204e-05 x6461 - 6.50364204e-05 x6462 - 6.50364204e-05 x6463 - 6.50364204e-05 x6464 - 6.50364204e-05 x6465 - 6.50364204e-05 x6466 - 6.50364204e-05 x6467 - 6.50364204e-05 x6468 - 6.50364204e-05 x6469 - 6.50364204e-05 x6470 - 6.50364204e-05 x6471 - 6.50364204e-05 x6472 - 6.50364204e-05 x6473 - 6.50364204e-05 x6474 - 6.50364204e-05 x6475 - 6.50364204e-05 x6476 - 6.50364204e-05 x6477 - 6.50364204e-05 x6478 - 6.50364204e-05 x6479 - 6.50364204e-05 x6480 - 6.50364204e-05 x6481 - 6.50364204e-05 x6482 - 6.50364204e-05 x6483 - 6.50364204e-05 x6484 - 6.50364204e-05 x6485 - 6.50364204e-05 x6486 - 6.50364204e-05 x6487 - 6.50364204e-05 x6488 - 6.50364204e-05 x6489 - 6.50364204e-05 x6490 - 6.50364204e-05 x6491 - 6.50364204e-05 x6492 - 6.50364204e-05 x6493 - 6.50364204e-05 x6494 - 6.50364204e-05 x6495 - 6.50364204e-05 x6496 - 6.50364204e-05 x6497 - 6.50364204e-05 x6498 - 6.50364204e-05 x6499 - 6.50364204e-05 x6500 - 6.50364204e-05 x6501 - 6.50364204e-05 x6502 - 6.50364204e-05 x6503 - 6.50364204e-05 x6504 - 6.50364204e-05 x6505 - 6.50364204e-05 x6506 - 6.50364204e-05 x6507 - 6.50364204e-05 x6508 - 6.50364204e-05 x6509 - 6.50364204e-05 x6510 - 6.50364204e-05 x6511 - 6.50364204e-05 x6512 - 6.50364204e-05 x6513 - 6.50364204e-05 x6514 - 6.50364204e-05 x6515 - 6.50364204e-05 x6516 - 6.50364204e-05 x6517 - 6.50364204e-05 x6518 - 6.50364204e-05 x6519 - 6.50364204e-05 x6520 - 6.50364204e-05 x6521 - 6.50364204e-05 x6522 - 6.50364204e-05 x6523 - 6.50364204e-05 x6524 - 6.50364204e-05 x6525 - 6.50364204e-05 x6526 - 6.50364204e-05 x6527 - 6.50364204e-05 x6528 - 6.50364204e-05 x6529 - 6.50364204e-05 x6530 - 6.50364204e-05 x6531 - 6.50364204e-05 x6532 - 6.50364204e-05 x6533 - 6.50364204e-05 x6534 - 6.50364204e-05 x6535 - 6.50364204e-05 x6536 - 6.50364204e-05 x6537 - 6.50364204e-05 x6538 - 6.50364204e-05 x6539 - 6.50364204e-05 x6540 - 6.50364204e-05 x6541 - 6.50364204e-05 x6542 - 6.50364204e-05 x6543 - 6.50364204e-05 x6544 - 6.50364204e-05 x6545 - 6.50364204e-05 x6546 - 6.50364204e-05 x6547 - 6.50364204e-05 x6548 - 6.50364204e-05 x6549 - 6.50364204e-05 x6550 - 6.50364204e-05 x6551 - 6.50364204e-05 x6552 - 6.50364204e-05 x6553 - 6.50364204e-05 x6554 - 6.50364204e-05 x6555 - 6.50364204e-05 x6556 - 6.50364204e-05 x6557 - 6.50364204e-05 x6558 - 6.50364204e-05 x6559 - 6.50364204e-05 x6560 - 6.50364204e-05 x6561 - 6.50364204e-05 x6562 - 6.50364204e-05 x6563 - 6.50364204e-05 x6564 - 6.50364204e-05 x6565 - 6.50364204e-05 x6566 - 6.50364204e-05 x6567 - 6.50364204e-05 x6568 - 6.50364204e-05 x6569 - 6.50364204e-05 x6570 - 6.50364204e-05 x6571 - 6.50364204e-05 x6572 - 6.50364204e-05 x6573 - 6.50364204e-05 x6574 - 6.50364204e-05 x6575 - 6.50364204e-05 x6576 - 6.50364204e-05 x6577 - 6.50364204e-05 x6578 - 6.50364204e-05 x6579 - 6.50364204e-05 x6580 - 6.50364204e-05 x6581 - 6.50364204e-05 x6582 - 6.50364204e-05 x6583 - 6.50364204e-05 x6584 - 6.50364204e-05 x6585 - 6.50364204e-05 x6586 - 6.50364204e-05 x6587 - 6.50364204e-05 x6588 - 6.50364204e-05 x6589 - 6.50364204e-05 x6590 - 6.50364204e-05 x6591 - 6.50364204e-05 x6592 - 6.50364204e-05 x6593 - 6.50364204e-05 x6594 - 6.50364204e-05 x6595 - 6.50364204e-05 x6596 - 6.50364204e-05 x6597 - 6.50364204e-05 x6598 - 6.50364204e-05 x6599 - 6.50364204e-05 x6600 - 6.50364204e-05 x6601 - 6.50364204e-05 x6602 - 6.50364204e-05 x6603 - 6.50364204e-05 x6604 - 6.50364204e-05 x6605 - 6.50364204e-05 x6606 - 6.50364204e-05 x6607 - 6.50364204e-05 x6608 - 6.50364204e-05 x6609 - 6.50364204e-05 x6610 - 6.50364204e-05 x6611 - 6.50364204e-05 x6612 - 6.50364204e-05 x6613 - 6.50364204e-05 x6614 - 6.50364204e-05 x6615 - 6.50364204e-05 x6616 - 6.50364204e-05 x6617 - 6.50364204e-05 x6618 - 6.50364204e-05 x6619 - 6.50364204e-05 x6620 - 6.50364204e-05 x6621 - 6.50364204e-05 x6622 - 6.50364204e-05 x6623 - 6.50364204e-05 x6624 - 6.50364204e-05 x6625 - 6.50364204e-05 x6626 - 6.50364204e-05 x6627 - 6.50364204e-05 x6628 - 6.50364204e-05 x6629 - 6.50364204e-05 x6630 - 6.50364204e-05 x6631 - 6.50364204e-05 x6632 - 6.50364204e-05 x6633 - 6.50364204e-05 x6634 - 6.50364204e-05 x6635 - 6.50364204e-05 x6636 - 6.50364204e-05 x6637 - 6.50364204e-05 x6638 - 6.50364204e-05 x6639 - 6.50364204e-05 x6640 - 6.50364204e-05 x6641 - 6.50364204e-05 x6642 - 6.50364204e-05 x6643 - 6.50364204e-05 x6644 - 6.50364204e-05 x6645 - 6.50364204e-05 x6646 - 6.50364204e-05 x6647 - 6.50364204e-05 x6648 - 6.50364204e-05 x6649 - 6.50364204e-05 x6650 - 6.50364204e-05 x6651 - 6.50364204e-05 x6652 - 6.50364204e-05 x6653 - 6.50364204e-05 x6654 - 6.50364204e-05 x6655 - 6.50364204e-05 x6656 - 6.50364204e-05 x6657 - 6.50364204e-05 x6658 - 6.50364204e-05 x6659 - 6.50364204e-05 x6660 - 6.50364204e-05 x6661 - 6.50364204e-05 x6662 - 6.50364204e-05 x6663 - 6.50364204e-05 x6664 - 6.50364204e-05 x6665 - 6.50364204e-05 x6666 - 6.50364204e-05 x6667 - 6.50364204e-05 x6668 - 6.50364204e-05 x6669 - 6.50364204e-05 x6670 - 6.50364204e-05 x6671 - 6.50364204e-05 x6672 - 6.50364204e-05 x6673 - 6.50364204e-05 x6674 - 6.50364204e-05 x6675 - 6.50364204e-05 x6676 - 6.50364204e-05 x6677 - 6.50364204e-05 x6678 - 6.50364204e-05 x6679 - 6.50364204e-05 x6680 - 6.50364204e-05 x6681 - 6.50364204e-05 x6682 - 6.50364204e-05 x6683 - 6.50364204e-05 x6684 - 6.50364204e-05 x6685 - 6.50364204e-05 x6686 - 6.50364204e-05 x6687 - 6.50364204e-05 x6688 - 6.50364204e-05 x6689 - 6.50364204e-05 x6690 - 6.50364204e-05 x6691 - 6.50364204e-05 x6692 - 6.50364204e-05 x6693 - 6.50364204e-05 x6694 - 6.50364204e-05 x6695 - 6.50364204e-05 x6696 - 6.50364204e-05 x6697 - 6.50364204e-05 x6698 - 6.50364204e-05 x6699 - 6.50364204e-05 x6700 - 6.50364204e-05 x6701 - 6.50364204e-05 x6702 - 6.50364204e-05 x6703 - 6.50364204e-05 x6704 - 6.50364204e-05 x6705 - 6.50364204e-05 x6706 - 6.50364204e-05 x6707 - 6.50364204e-05 x6708 - 6.50364204e-05 x6709 - 6.50364204e-05 x6710 - 6.50364204e-05 x6711 - 6.50364204e-05 x6712 - 6.50364204e-05 x6713 - 6.50364204e-05 x6714 - 6.50364204e-05 x6715 - 6.50364204e-05 x6716 - 6.50364204e-05 x6717 - 6.50364204e-05 x6718 - 6.50364204e-05 x6719 - 6.50364204e-05 x6720 - 6.50364204e-05 x6721 - 6.50364204e-05 x6722 - 6.50364204e-05 x6723 - 6.50364204e-05 x6724 - 6.50364204e-05 x6725 - 6.50364204e-05 x6726 - 6.50364204e-05 x6727 - 6.50364204e-05 x6728 - 6.50364204e-05 x6729 - 6.50364204e-05 x6730 - 6.50364204e-05 x6731 - 6.50364204e-05 x6732 - 6.50364204e-05 x6733 - 6.50364204e-05 x6734 - 6.50364204e-05 x6735 - 6.50364204e-05 x6736 - 6.50364204e-05 x6737 - 6.50364204e-05 x6738 - 6.50364204e-05 x6739 - 6.50364204e-05 x6740 - 6.50364204e-05 x6741 - 6.50364204e-05 x6742 - 6.50364204e-05 x6743 - 6.50364204e-05 x6744 - 6.50364204e-05 x6745 - 6.50364204e-05 x6746 - 6.50364204e-05 x6747 - 6.50364204e-05 x6748 - 6.50364204e-05 x6749 - 6.50364204e-05 x6750 - 6.50364204e-05 x6751 - 6.50364204e-05 x6752 - 6.50364204e-05 x6753 - 6.50364204e-05 x6754 - 6.50364204e-05 x6755 - 6.50364204e-05 x6756 - 6.50364204e-05 x6757 - 6.50364204e-05 x6758 - 6.50364204e-05 x6759 - 6.50364204e-05 x6760 - 6.50364204e-05 x6761 - 6.50364204e-05 x6762 - 6.50364204e-05 x6763 - 6.50364204e-05 x6764 - 6.50364204e-05 x6765 - 6.50364204e-05 x6766 - 6.50364204e-05 x6767 - 6.50364204e-05 x6768 - 6.50364204e-05 x6769 - 6.50364204e-05 x6770 - 6.50364204e-05 x6771 - 6.50364204e-05 x6772 - 6.50364204e-05 x6773 - 6.50364204e-05 x6774 - 6.50364204e-05 x6775 - 6.50364204e-05 x6776 - 6.50364204e-05 x6777 - 6.50364204e-05 x6778 - 6.50364204e-05 x6779 - 6.50364204e-05 x6780 - 6.50364204e-05 x6781 - 6.50364204e-05 x6782 - 6.50364204e-05 x6783 - 6.50364204e-05 x6784 - 6.50364204e-05 x6785 - 6.50364204e-05 x6786 - 6.50364204e-05 x6787 - 6.50364204e-05 x6788 - 6.50364204e-05 x6789 - 6.50364204e-05 x6790 - 6.50364204e-05 x6791 - 6.50364204e-05 x6792 - 6.50364204e-05 x6793 - 6.50364204e-05 x6794 - 6.50364204e-05 x6795 - 6.50364204e-05 x6796 - 6.50364204e-05 x6797 - 6.50364204e-05 x6798 - 6.50364204e-05 x6799 - 6.50364204e-05 x6800 - 6.50364204e-05 x6801 - 6.50364204e-05 x6802 - 6.50364204e-05 x6803 - 6.50364204e-05 x6804 - 6.50364204e-05 x6805 - 6.50364204e-05 x6806 - 6.50364204e-05 x6807 - 6.50364204e-05 x6808 - 6.50364204e-05 x6809 - 6.50364204e-05 x6810 - 6.50364204e-05 x6811 - 6.50364204e-05 x6812 - 6.50364204e-05 x6813 - 6.50364204e-05 x6814 - 6.50364204e-05 x6815 - 6.50364204e-05 x6816 - 6.50364204e-05 x6817 - 6.50364204e-05 x6818 - 6.50364204e-05 x6819 - 6.50364204e-05 x6820 - 6.50364204e-05 x6821 - 6.50364204e-05 x6822 - 6.50364204e-05 x6823 - 6.50364204e-05 x6824 - 6.50364204e-05 x6825 - 6.50364204e-05 x6826 - 6.50364204e-05 x6827 - 6.50364204e-05 x6828 - 6.50364204e-05 x6829 - 6.50364204e-05 x6830 - 6.50364204e-05 x6831 - 6.50364204e-05 x6832 - 6.50364204e-05 x6833 - 6.50364204e-05 x6834 - 6.50364204e-05 x6835 - 6.50364204e-05 x6836 - 6.50364204e-05 x6837 - 6.50364204e-05 x6838 - 6.50364204e-05 x6839 - 6.50364204e-05 x6840 - 6.50364204e-05 x6841 - 6.50364204e-05 x6842 - 6.50364204e-05 x6843 - 6.50364204e-05 x6844 - 6.50364204e-05 x6845 - 6.50364204e-05 x6846 - 6.50364204e-05 x6847 - 6.50364204e-05 x6848 - 6.50364204e-05 x6849 - 6.50364204e-05 x6850 - 6.50364204e-05 x6851 - 6.50364204e-05 x6852 - 6.50364204e-05 x6853 - 6.50364204e-05 x6854 - 6.50364204e-05 x6855 - 6.50364204e-05 x6856 - 6.50364204e-05 x6857 - 6.50364204e-05 x6858 - 6.50364204e-05 x6859 - 6.50364204e-05 x6860 - 6.50364204e-05 x6861 - 6.50364204e-05 x6862 - 6.50364204e-05 x6863 - 6.50364204e-05 x6864 - 6.50364204e-05 x6865 - 6.50364204e-05 x6866 - 6.50364204e-05 x6867 - 6.50364204e-05 x6868 - 6.50364204e-05 x6869 - 6.50364204e-05 x6870 - 6.50364204e-05 x6871 - 6.50364204e-05 x6872 - 6.50364204e-05 x6873 - 6.50364204e-05 x6874 - 6.50364204e-05 x6875 - 6.50364204e-05 x6876 - 6.50364204e-05 x6877 - 6.50364204e-05 x6878 - 6.50364204e-05 x6879 - 6.50364204e-05 x6880 - 6.50364204e-05 x6881 - 6.50364204e-05 x6882 - 6.50364204e-05 x6883 - 6.50364204e-05 x6884 - 6.50364204e-05 x6885 - 6.50364204e-05 x6886 - 6.50364204e-05 x6887 - 6.50364204e-05 x6888 - 6.50364204e-05 x6889 - 6.50364204e-05 x6890 - 6.50364204e-05 x6891 - 6.50364204e-05 x6892 - 6.50364204e-05 x6893 - 6.50364204e-05 x6894 - 6.50364204e-05 x6895 - 6.50364204e-05 x6896 - 6.50364204e-05 x6897 - 6.50364204e-05 x6898 - 6.50364204e-05 x6899 - 6.50364204e-05 x6900 - 6.50364204e-05 x6901 - 6.50364204e-05 x6902 - 6.50364204e-05 x6903 - 6.50364204e-05 x6904 - 6.50364204e-05 x6905 - 6.50364204e-05 x6906 - 6.50364204e-05 x6907 - 6.50364204e-05 x6908 - 6.50364204e-05 x6909 - 6.50364204e-05 x6910 - 6.50364204e-05 x6911 - 6.50364204e-05 x6912 - 6.50364204e-05 x6913 - 6.50364204e-05 x6914 - 6.50364204e-05 x6915 - 6.50364204e-05 x6916 - 6.50364204e-05 x6917 - 6.50364204e-05 x6918 - 6.50364204e-05 x6919 - 6.50364204e-05 x6920 - 6.50364204e-05 x6921 - 6.50364204e-05 x6922 - 6.50364204e-05 x6923 - 6.50364204e-05 x6924 - 6.50364204e-05 x6925 - 6.50364204e-05 x6926 - 6.50364204e-05 x6927 - 6.50364204e-05 x6928 - 6.50364204e-05 x6929 - 6.50364204e-05 x6930 - 6.50364204e-05 x6931 - 6.50364204e-05 x6932 - 6.50364204e-05 x6933 - 6.50364204e-05 x6934 - 6.50364204e-05 x6935 - 6.50364204e-05 x6936 - 6.50364204e-05 x6937 - 6.50364204e-05 x6938 - 6.50364204e-05 x6939 - 6.50364204e-05 x6940 - 6.50364204e-05 x6941 - 6.50364204e-05 x6942 - 6.50364204e-05 x6943 - 6.50364204e-05 x6944 - 6.50364204e-05 x6945 - 6.50364204e-05 x6946 - 6.50364204e-05 x6947 - 6.50364204e-05 x6948 - 6.50364204e-05 x6949 - 6.50364204e-05 x6950 - 6.50364204e-05 x6951 - 6.50364204e-05 x6952 - 6.50364204e-05 x6953 - 6.50364204e-05 x6954 - 6.50364204e-05 x6955 - 6.50364204e-05 x6956 - 6.50364204e-05 x6957 - 6.50364204e-05 x6958 - 6.50364204e-05 x6959 - 6.50364204e-05 x6960 - 6.50364204e-05 x6961 - 6.50364204e-05 x6962 - 6.50364204e-05 x6963 - 6.50364204e-05 x6964 - 6.50364204e-05 x6965 - 6.50364204e-05 x6966 - 6.50364204e-05 x6967 - 6.50364204e-05 x6968 - 6.50364204e-05 x6969 - 6.50364204e-05 x6970 - 6.50364204e-05 x6971 - 6.50364204e-05 x6972 - 6.50364204e-05 x6973 - 6.50364204e-05 x6974 - 6.50364204e-05 x6975 - 6.50364204e-05 x6976 - 6.50364204e-05 x6977 - 6.50364204e-05 x6978 - 6.50364204e-05 x6979 - 6.50364204e-05 x6980 - 6.50364204e-05 x6981 - 6.50364204e-05 x6982 - 6.50364204e-05 x6983 - 6.50364204e-05 x6984 - 6.50364204e-05 x6985 - 6.50364204e-05 x6986 - 6.50364204e-05 x6987 - 6.50364204e-05 x6988 - 6.50364204e-05 x6989 - 6.50364204e-05 x6990 - 6.50364204e-05 x6991 - 6.50364204e-05 x6992 - 6.50364204e-05 x6993 - 6.50364204e-05 x6994 - 6.50364204e-05 x6995 - 6.50364204e-05 x6996 - 6.50364204e-05 x6997 - 6.50364204e-05 x6998 - 6.50364204e-05 x6999 - 6.50364204e-05 x7000 - 6.50364204e-05 x7001 - 6.50364204e-05 x7002 - 6.50364204e-05 x7003 - 6.50364204e-05 x7004 - 6.50364204e-05 x7005 - 6.50364204e-05 x7006 - 6.50364204e-05 x7007 - 6.50364204e-05 x7008 - 6.50364204e-05 x7009 - 6.50364204e-05 x7010 - 6.50364204e-05 x7011 - 6.50364204e-05 x7012 - 6.50364204e-05 x7013 - 6.50364204e-05 x7014 - 6.50364204e-05 x7015 - 6.50364204e-05 x7016 - 6.50364204e-05 x7017 - 6.50364204e-05 x7018 - 6.50364204e-05 x7019 - 6.50364204e-05 x7020 - 6.50364204e-05 x7021 - 6.50364204e-05 x7022 - 6.50364204e-05 x7023 - 6.50364204e-05 x7024 - 6.50364204e-05 x7025 - 6.50364204e-05 x7026 - 6.50364204e-05 x7027 - 6.50364204e-05 x7028 - 6.50364204e-05 x7029 - 6.50364204e-05 x7030 - 6.50364204e-05 x7031 - 6.50364204e-05 x7032 - 6.50364204e-05 x7033 - 6.50364204e-05 x7034 - 6.50364204e-05 x7035 - 6.50364204e-05 x7036 - 6.50364204e-05 x7037 - 6.50364204e-05 x7038 - 6.50364204e-05 x7039 - 6.50364204e-05 x7040 - 6.50364204e-05 x7041 - 6.50364204e-05 x7042 - 6.50364204e-05 x7043 - 6.50364204e-05 x7044 - 6.50364204e-05 x7045 - 6.50364204e-05 x7046 - 6.50364204e-05 x7047 - 6.50364204e-05 x7048 - 6.50364204e-05 x7049 - 6.50364204e-05 x7050 - 6.50364204e-05 x7051 - 6.50364204e-05 x7052 - 6.50364204e-05 x7053 - 6.50364204e-05 x7054 - 6.50364204e-05 x7055 - 6.50364204e-05 x7056 - 6.50364204e-05 x7057 - 6.50364204e-05 x7058 - 6.50364204e-05 x7059 - 6.50364204e-05 x7060 - 6.50364204e-05 x7061 - 6.50364204e-05 x7062 - 6.50364204e-05 x7063 - 6.50364204e-05 x7064 - 6.50364204e-05 x7065 - 6.50364204e-05 x7066 - 6.50364204e-05 x7067 - 6.50364204e-05 x7068 - 6.50364204e-05 x7069 - 6.50364204e-05 x7070 - 6.50364204e-05 x7071 - 6.50364204e-05 x7072 - 6.50364204e-05 x7073 - 6.50364204e-05 x7074 - 6.50364204e-05 x7075 - 6.50364204e-05 x7076 - 6.50364204e-05 x7077 - 6.50364204e-05 x7078 - 6.50364204e-05 x7079 - 6.50364204e-05 x7080 - 6.50364204e-05 x7081 - 6.50364204e-05 x7082 - 6.50364204e-05 x7083 - 6.50364204e-05 x7084 - 6.50364204e-05 x7085 - 6.50364204e-05 x7086 - 6.50364204e-05 x7087 - 6.50364204e-05 x7088 - 6.50364204e-05 x7089 - 6.50364204e-05 x7090 - 6.50364204e-05 x7091 - 6.50364204e-05 x7092 - 6.50364204e-05 x7093 - 6.50364204e-05 x7094 - 6.50364204e-05 x7095 - 6.50364204e-05 x7096 - 6.50364204e-05 x7097 - 6.50364204e-05 x7098 - 6.50364204e-05 x7099 - 6.50364204e-05 x7100 - 6.50364204e-05 x7101 - 6.50364204e-05 x7102 - 6.50364204e-05 x7103 - 6.50364204e-05 x7104 - 6.50364204e-05 x7105 - 6.50364204e-05 x7106 - 6.50364204e-05 x7107 - 6.50364204e-05 x7108 - 6.50364204e-05 x7109 - 6.50364204e-05 x7110 - 6.50364204e-05 x7111 - 6.50364204e-05 x7112 - 6.50364204e-05 x7113 - 6.50364204e-05 x7114 - 6.50364204e-05 x7115 - 6.50364204e-05 x7116 - 6.50364204e-05 x7117 - 6.50364204e-05 x7118 - 6.50364204e-05 x7119 - 6.50364204e-05 x7120 - 6.50364204e-05 x7121 - 6.50364204e-05 x7122 - 6.50364204e-05 x7123 - 6.50364204e-05 x7124 - 6.50364204e-05 x7125 - 6.50364204e-05 x7126 - 6.50364204e-05 x7127 - 6.50364204e-05 x7128 - 6.50364204e-05 x7129 - 6.50364204e-05 x7130 - 6.50364204e-05 x7131 - 6.50364204e-05 x7132 - 6.50364204e-05 x7133 - 6.50364204e-05 x7134 - 6.50364204e-05 x7135 - 6.50364204e-05 x7136 - 6.50364204e-05 x7137 - 6.50364204e-05 x7138 - 6.50364204e-05 x7139 - 6.50364204e-05 x7140 - 6.50364204e-05 x7141 - 6.50364204e-05 x7142 - 6.50364204e-05 x7143 - 6.50364204e-05 x7144 - 6.50364204e-05 x7145 - 6.50364204e-05 x7146 - 6.50364204e-05 x7147 - 6.50364204e-05 x7148 - 6.50364204e-05 x7149 - 6.50364204e-05 x7150 - 6.50364204e-05 x7151 - 6.50364204e-05 x7152 - 6.50364204e-05 x7153 - 6.50364204e-05 x7154 - 6.50364204e-05 x7155 - 6.50364204e-05 x7156 - 6.50364204e-05 x7157 - 6.50364204e-05 x7158 - 6.50364204e-05 x7159 - 6.50364204e-05 x7160 - 6.50364204e-05 x7161 - 6.50364204e-05 x7162 - 6.50364204e-05 x7163 - 6.50364204e-05 x7164 - 6.50364204e-05 x7165 - 6.50364204e-05 x7166 - 6.50364204e-05 x7167 - 6.50364204e-05 x7168 - 6.50364204e-05 x7169 - 6.50364204e-05 x7170 - 6.50364204e-05 x7171 - 6.50364204e-05 x7172 - 6.50364204e-05 x7173 - 6.50364204e-05 x7174 - 6.50364204e-05 x7175 - 6.50364204e-05 x7176 - 6.50364204e-05 x7177 - 6.50364204e-05 x7178 - 6.50364204e-05 x7179 - 6.50364204e-05 x7180 - 6.50364204e-05 x7181 - 6.50364204e-05 x7182 - 6.50364204e-05 x7183 - 6.50364204e-05 x7184 - 6.50364204e-05 x7185 - 6.50364204e-05 x7186 - 6.50364204e-05 x7187 - 6.50364204e-05 x7188 - 6.50364204e-05 x7189 - 6.50364204e-05 x7190 - 6.50364204e-05 x7191 - 6.50364204e-05 x7192 - 6.50364204e-05 x7193 - 6.50364204e-05 x7194 - 6.50364204e-05 x7195 - 6.50364204e-05 x7196 - 6.50364204e-05 x7197 - 6.50364204e-05 x7198 - 6.50364204e-05 x7199 - 6.50364204e-05 x7200 - 6.50364204e-05 x7201 - 6.50364204e-05 x7202 - 6.50364204e-05 x7203 - 6.50364204e-05 x7204 - 6.50364204e-05 x7205 - 6.50364204e-05 x7206 - 6.50364204e-05 x7207 - 6.50364204e-05 x7208 - 6.50364204e-05 x7209 - 6.50364204e-05 x7210 - 6.50364204e-05 x7211 - 6.50364204e-05 x7212 - 6.50364204e-05 x7213 - 6.50364204e-05 x7214 - 6.50364204e-05 x7215 - 6.50364204e-05 x7216 - 6.50364204e-05 x7217 - 6.50364204e-05 x7218 - 6.50364204e-05 x7219 - 6.50364204e-05 x7220 - 6.50364204e-05 x7221 - 6.50364204e-05 x7222 - 6.50364204e-05 x7223 - 6.50364204e-05 x7224 - 6.50364204e-05 x7225 - 6.50364204e-05 x7226 - 6.50364204e-05 x7227 - 6.50364204e-05 x7228 - 6.50364204e-05 x7229 - 6.50364204e-05 x7230 - 6.50364204e-05 x7231 - 6.50364204e-05 x7232 - 6.50364204e-05 x7233 - 6.50364204e-05 x7234 - 6.50364204e-05 x7235 - 6.50364204e-05 x7236 - 6.50364204e-05 x7237 - 6.50364204e-05 x7238 - 6.50364204e-05 x7239 - 6.50364204e-05 x7240 - 6.50364204e-05 x7241 - 6.50364204e-05 x7242 - 6.50364204e-05 x7243 - 6.50364204e-05 x7244 - 6.50364204e-05 x7245 - 6.50364204e-05 x7246 - 6.50364204e-05 x7247 - 6.50364204e-05 x7248 - 6.50364204e-05 x7249 - 6.50364204e-05 x7250 - 6.50364204e-05 x7251 - 6.50364204e-05 x7252 - 6.50364204e-05 x7253 - 6.50364204e-05 x7254 - 6.50364204e-05 x7255 - 6.50364204e-05 x7256 - 6.50364204e-05 x7257 - 6.50364204e-05 x7258 - 6.50364204e-05 x7259 - 6.50364204e-05 x7260 - 6.50364204e-05 x7261 - 6.50364204e-05 x7262 - 6.50364204e-05 x7263 - 6.50364204e-05 x7264 - 6.50364204e-05 x7265 - 6.50364204e-05 x7266 - 6.50364204e-05 x7267 - 6.50364204e-05 x7268 - 6.50364204e-05 x7269 - 6.50364204e-05 x7270 - 6.50364204e-05 x7271 - 6.50364204e-05 x7272 - 6.50364204e-05 x7273 - 6.50364204e-05 x7274 - 6.50364204e-05 x7275 - 6.50364204e-05 x7276 - 6.50364204e-05 x7277 - 6.50364204e-05 x7278 - 6.50364204e-05 x7279 - 6.50364204e-05 x7280 - 6.50364204e-05 x7281 - 6.50364204e-05 x7282 - 6.50364204e-05 x7283 - 6.50364204e-05 x7284 - 6.50364204e-05 x7285 - 6.50364204e-05 x7286 - 6.50364204e-05 x7287 - 6.50364204e-05 x7288 - 6.50364204e-05 x7289 - 6.50364204e-05 x7290 - 6.50364204e-05 x7291 - 6.50364204e-05 x7292 - 6.50364204e-05 x7293 - 6.50364204e-05 x7294 - 6.50364204e-05 x7295 - 6.50364204e-05 x7296 - 6.50364204e-05 x7297 - 6.50364204e-05 x7298 - 6.50364204e-05 x7299 - 6.50364204e-05 x7300 - 6.50364204e-05 x7301 - 6.50364204e-05 x7302 - 6.50364204e-05 x7303 - 6.50364204e-05 x7304 - 6.50364204e-05 x7305 - 6.50364204e-05 x7306 - 6.50364204e-05 x7307 - 6.50364204e-05 x7308 - 6.50364204e-05 x7309 - 6.50364204e-05 x7310 - 6.50364204e-05 x7311 - 6.50364204e-05 x7312 - 6.50364204e-05 x7313 - 6.50364204e-05 x7314 - 6.50364204e-05 x7315 - 6.50364204e-05 x7316 - 6.50364204e-05 x7317 - 6.50364204e-05 x7318 - 6.50364204e-05 x7319 - 6.50364204e-05 x7320 - 6.50364204e-05 x7321 - 6.50364204e-05 x7322 - 6.50364204e-05 x7323 - 6.50364204e-05 x7324 - 6.50364204e-05 x7325 - 6.50364204e-05 x7326 - 6.50364204e-05 x7327 - 6.50364204e-05 x7328 - 6.50364204e-05 x7329 - 6.50364204e-05 x7330 - 6.50364204e-05 x7331 - 6.50364204e-05 x7332 - 6.50364204e-05 x7333 - 6.50364204e-05 x7334 - 6.50364204e-05 x7335 - 6.50364204e-05 x7336 - 6.50364204e-05 x7337 - 6.50364204e-05 x7338 - 6.50364204e-05 x7339 - 6.50364204e-05 x7340 - 6.50364204e-05 x7341 - 6.50364204e-05 x7342 - 6.50364204e-05 x7343 - 6.50364204e-05 x7344 - 6.50364204e-05 x7345 - 6.50364204e-05 x7346 - 6.50364204e-05 x7347 - 6.50364204e-05 x7348 - 6.50364204e-05 x7349 - 6.50364204e-05 x7350 - 6.50364204e-05 x7351 - 6.50364204e-05 x7352 - 6.50364204e-05 x7353 - 6.50364204e-05 x7354 - 6.50364204e-05 x7355 - 6.50364204e-05 x7356 - 6.50364204e-05 x7357 - 6.50364204e-05 x7358 - 6.50364204e-05 x7359 - 6.50364204e-05 x7360 - 6.50364204e-05 x7361 - 6.50364204e-05 x7362 - 6.50364204e-05 x7363 - 6.50364204e-05 x7364 - 6.50364204e-05 x7365 - 6.50364204e-05 x7366 - 6.50364204e-05 x7367 - 6.50364204e-05 x7368 - 6.50364204e-05 x7369 - 6.50364204e-05 x7370 - 6.50364204e-05 x7371 - 6.50364204e-05 x7372 - 6.50364204e-05 x7373 - 6.50364204e-05 x7374 - 6.50364204e-05 x7375 - 6.50364204e-05 x7376 - 6.50364204e-05 x7377 - 6.50364204e-05 x7378 - 6.50364204e-05 x7379 - 6.50364204e-05 x7380 - 6.50364204e-05 x7381 - 6.50364204e-05 x7382 - 6.50364204e-05 x7383 - 6.50364204e-05 x7384 - 6.50364204e-05 x7385 - 6.50364204e-05 x7386 - 6.50364204e-05 x7387 - 6.50364204e-05 x7388 - 6.50364204e-05 x7389 - 6.50364204e-05 x7390 - 6.50364204e-05 x7391 - 6.50364204e-05 x7392 - 6.50364204e-05 x7393 - 6.50364204e-05 x7394 - 6.50364204e-05 x7395 - 6.50364204e-05 x7396 - 6.50364204e-05 x7397 - 6.50364204e-05 x7398 - 6.50364204e-05 x7399 - 6.50364204e-05 x7400 - 6.50364204e-05 x7401 - 6.50364204e-05 x7402 - 6.50364204e-05 x7403 - 6.50364204e-05 x7404 - 6.50364204e-05 x7405 - 6.50364204e-05 x7406 - 6.50364204e-05 x7407 - 6.50364204e-05 x7408 - 6.50364204e-05 x7409 - 6.50364204e-05 x7410 - 6.50364204e-05 x7411 - 6.50364204e-05 x7412 - 6.50364204e-05 x7413 - 6.50364204e-05 x7414 - 6.50364204e-05 x7415 - 6.50364204e-05 x7416 - 6.50364204e-05 x7417 - 6.50364204e-05 x7418 - 6.50364204e-05 x7419 - 6.50364204e-05 x7420 - 6.50364204e-05 x7421 - 6.50364204e-05 x7422 - 6.50364204e-05 x7423 - 6.50364204e-05 x7424 - 6.50364204e-05 x7425 - 6.50364204e-05 x7426 - 6.50364204e-05 x7427 - 6.50364204e-05 x7428 - 6.50364204e-05 x7429 - 6.50364204e-05 x7430 - 6.50364204e-05 x7431 - 6.50364204e-05 x7432 - 6.50364204e-05 x7433 - 6.50364204e-05 x7434 - 6.50364204e-05 x7435 - 6.50364204e-05 x7436 - 6.50364204e-05 x7437 - 6.50364204e-05 x7438 - 6.50364204e-05 x7439 - 6.50364204e-05 x7440 - 6.50364204e-05 x7441 - 6.50364204e-05 x7442 - 6.50364204e-05 x7443 - 6.50364204e-05 x7444 - 6.50364204e-05 x7445 - 6.50364204e-05 x7446 - 6.50364204e-05 x7447 - 6.50364204e-05 x7448 - 6.50364204e-05 x7449 - 6.50364204e-05 x7450 - 6.50364204e-05 x7451 - 6.50364204e-05 x7452 - 6.50364204e-05 x7453 - 6.50364204e-05 x7454 - 6.50364204e-05 x7455 - 6.50364204e-05 x7456 - 6.50364204e-05 x7457 - 6.50364204e-05 x7458 - 6.50364204e-05 x7459 - 6.50364204e-05 x7460 - 6.50364204e-05 x7461 - 6.50364204e-05 x7462 - 6.50364204e-05 x7463 - 6.50364204e-05 x7464 - 6.50364204e-05 x7465 - 6.50364204e-05 x7466 - 6.50364204e-05 x7467 - 6.50364204e-05 x7468 - 6.50364204e-05 x7469 - 6.50364204e-05 x7470 - 6.50364204e-05 x7471 - 6.50364204e-05 x7472 - 6.50364204e-05 x7473 - 6.50364204e-05 x7474 - 6.50364204e-05 x7475 - 6.50364204e-05 x7476 - 6.50364204e-05 x7477 - 6.50364204e-05 x7478 - 6.50364204e-05 x7479 - 6.50364204e-05 x7480 - 6.50364204e-05 x7481 - 6.50364204e-05 x7482 - 6.50364204e-05 x7483 - 6.50364204e-05 x7484 - 6.50364204e-05 x7485 - 6.50364204e-05 x7486 - 6.50364204e-05 x7487 - 6.50364204e-05 x7488 - 6.50364204e-05 x7489 - 6.50364204e-05 x7490 - 6.50364204e-05 x7491 - 6.50364204e-05 x7492 - 6.50364204e-05 x7493 - 6.50364204e-05 x7494 - 6.50364204e-05 x7495 - 6.50364204e-05 x7496 - 6.50364204e-05 x7497 - 6.50364204e-05 x7498 - 6.50364204e-05 x7499 - 6.50364204e-05 x7500 - 6.50364204e-05 x7501 - 6.50364204e-05 x7502 - 6.50364204e-05 x7503 - 6.50364204e-05 x7504 - 6.50364204e-05 x7505 - 6.50364204e-05 x7506 - 6.50364204e-05 x7507 - 6.50364204e-05 x7508 - 6.50364204e-05 x7509 - 6.50364204e-05 x7510 - 6.50364204e-05 x7511 - 6.50364204e-05 x7512 - 6.50364204e-05 x7513 - 6.50364204e-05 x7514 - 6.50364204e-05 x7515 - 6.50364204e-05 x7516 - 6.50364204e-05 x7517 - 6.50364204e-05 x7518 - 6.50364204e-05 x7519 - 6.50364204e-05 x7520 - 6.50364204e-05 x7521 - 6.50364204e-05 x7522 - 6.50364204e-05 x7523 - 6.50364204e-05 x7524 - 6.50364204e-05 x7525 - 6.50364204e-05 x7526 - 6.50364204e-05 x7527 - 6.50364204e-05 x7528 - 6.50364204e-05 x7529 - 6.50364204e-05 x7530 - 6.50364204e-05 x7531 - 6.50364204e-05 x7532 - 6.50364204e-05 x7533 - 6.50364204e-05 x7534 - 6.50364204e-05 x7535 - 6.50364204e-05 x7536 - 6.50364204e-05 x7537 - 6.50364204e-05 x7538 - 6.50364204e-05 x7539 - 6.50364204e-05 x7540 - 6.50364204e-05 x7541 - 6.50364204e-05 x7542 - 6.50364204e-05 x7543 - 6.50364204e-05 x7544 - 6.50364204e-05 x7545 - 6.50364204e-05 x7546 - 6.50364204e-05 x7547 - 6.50364204e-05 x7548 - 6.50364204e-05 x7549 - 6.50364204e-05 x7550 - 6.50364204e-05 x7551 - 6.50364204e-05 x7552 - 6.50364204e-05 x7553 - 6.50364204e-05 x7554 - 6.50364204e-05 x7555 - 6.50364204e-05 x7556 - 6.50364204e-05 x7557 - 6.50364204e-05 x7558 - 6.50364204e-05 x7559 - 6.50364204e-05 x7560 - 6.50364204e-05 x7561 - 6.50364204e-05 x7562 - 6.50364204e-05 x7563 - 6.50364204e-05 x7564 - 6.50364204e-05 x7565 - 6.50364204e-05 x7566 - 6.50364204e-05 x7567 - 6.50364204e-05 x7568 - 6.50364204e-05 x7569 - 6.50364204e-05 x7570 - 6.50364204e-05 x7571 - 6.50364204e-05 x7572 - 6.50364204e-05 x7573 - 6.50364204e-05 x7574 - 6.50364204e-05 x7575 - 6.50364204e-05 x7576 - 6.50364204e-05 x7577 - 6.50364204e-05 x7578 - 6.50364204e-05 x7579 - 6.50364204e-05 x7580 - 6.50364204e-05 x7581 - 6.50364204e-05 x7582 - 6.50364204e-05 x7583 - 6.50364204e-05 x7584 - 6.50364204e-05 x7585 - 6.50364204e-05 x7586 - 6.50364204e-05 x7587 - 6.50364204e-05 x7588 - 6.50364204e-05 x7589 - 6.50364204e-05 x7590 - 6.50364204e-05 x7591 - 6.50364204e-05 x7592 - 6.50364204e-05 x7593 - 6.50364204e-05 x7594 - 6.50364204e-05 x7595 - 6.50364204e-05 x7596 - 6.50364204e-05 x7597 - 6.50364204e-05 x7598 - 6.50364204e-05 x7599 - 6.50364204e-05 x7600 - 6.50364204e-05 x7601 - 6.50364204e-05 x7602 - 6.50364204e-05 x7603 - 6.50364204e-05 x7604 - 6.50364204e-05 x7605 - 6.50364204e-05 x7606 - 6.50364204e-05 x7607 - 6.50364204e-05 x7608 - 6.50364204e-05 x7609 - 6.50364204e-05 x7610 - 6.50364204e-05 x7611 - 6.50364204e-05 x7612 - 6.50364204e-05 x7613 - 6.50364204e-05 x7614 - 6.50364204e-05 x7615 - 6.50364204e-05 x7616 - 6.50364204e-05 x7617 - 6.50364204e-05 x7618 - 6.50364204e-05 x7619 - 6.50364204e-05 x7620 - 6.50364204e-05 x7621 - 6.50364204e-05 x7622 - 6.50364204e-05 x7623 - 6.50364204e-05 x7624 - 6.50364204e-05 x7625 - 6.50364204e-05 x7626 - 6.50364204e-05 x7627 - 6.50364204e-05 x7628 - 6.50364204e-05 x7629 - 6.50364204e-05 x7630 - 6.50364204e-05 x7631 - 6.50364204e-05 x7632 - 6.50364204e-05 x7633 - 6.50364204e-05 x7634 - 6.50364204e-05 x7635 - 6.50364204e-05 x7636 - 6.50364204e-05 x7637 - 6.50364204e-05 x7638 - 6.50364204e-05 x7639 - 6.50364204e-05 x7640 - 6.50364204e-05 x7641 - 6.50364204e-05 x7642 - 6.50364204e-05 x7643 - 6.50364204e-05 x7644 - 6.50364204e-05 x7645 - 6.50364204e-05 x7646 - 6.50364204e-05 x7647 - 6.50364204e-05 x7648 - 6.50364204e-05 x7649 - 6.50364204e-05 x7650 - 6.50364204e-05 x7651 - 6.50364204e-05 x7652 - 6.50364204e-05 x7653 - 6.50364204e-05 x7654 - 6.50364204e-05 x7655 - 6.50364204e-05 x7656 - 6.50364204e-05 x7657 - 6.50364204e-05 x7658 - 6.50364204e-05 x7659 - 6.50364204e-05 x7660 - 6.50364204e-05 x7661 - 6.50364204e-05 x7662 - 6.50364204e-05 x7663 - 6.50364204e-05 x7664 - 6.50364204e-05 x7665 - 6.50364204e-05 x7666 - 6.50364204e-05 x7667 - 6.50364204e-05 x7668 - 6.50364204e-05 x7669 - 6.50364204e-05 x7670 - 6.50364204e-05 x7671 - 6.50364204e-05 x7672 - 6.50364204e-05 x7673 - 6.50364204e-05 x7674 - 6.50364204e-05 x7675 - 6.50364204e-05 x7676 - 6.50364204e-05 x7677 - 6.50364204e-05 x7678 - 6.50364204e-05 x7679 - 6.50364204e-05 x7680 - 6.50364204e-05 x7681 - 6.50364204e-05 x7682 - 6.50364204e-05 x7683 - 6.50364204e-05 x7684 - 6.50364204e-05 x7685 - 6.50364204e-05 x7686 - 6.50364204e-05 x7687 - 6.50364204e-05 x7688 - 6.50364204e-05 x7689 - 6.50364204e-05 x7690 - 6.50364204e-05 x7691 - 6.50364204e-05 x7692 - 6.50364204e-05 x7693 - 6.50364204e-05 x7694 - 6.50364204e-05 x7695 - 6.50364204e-05 x7696 - 6.50364204e-05 x7697 - 6.50364204e-05 x7698 - 6.50364204e-05 x7699 - 6.50364204e-05 x7700 - 6.50364204e-05 x7701 - 6.50364204e-05 x7702 - 6.50364204e-05 x7703 - 6.50364204e-05 x7704 - 6.50364204e-05 x7705 - 6.50364204e-05 x7706 - 6.50364204e-05 x7707 - 6.50364204e-05 x7708 - 6.50364204e-05 x7709 - 6.50364204e-05 x7710 - 6.50364204e-05 x7711 - 6.50364204e-05 x7712 - 6.50364204e-05 x7713 - 6.50364204e-05 x7714 - 6.50364204e-05 x7715 - 6.50364204e-05 x7716 - 6.50364204e-05 x7717 - 6.50364204e-05 x7718 - 6.50364204e-05 x7719 - 6.50364204e-05 x7720 - 6.50364204e-05 x7721 - 6.50364204e-05 x7722 - 6.50364204e-05 x7723 - 6.50364204e-05 x7724 - 6.50364204e-05 x7725 - 6.50364204e-05 x7726 - 6.50364204e-05 x7727 - 6.50364204e-05 x7728 - 6.50364204e-05 x7729 - 6.50364204e-05 x7730 - 6.50364204e-05 x7731 - 6.50364204e-05 x7732 - 6.50364204e-05 x7733 - 6.50364204e-05 x7734 - 6.50364204e-05 x7735 - 6.50364204e-05 x7736 - 6.50364204e-05 x7737 - 6.50364204e-05 x7738 - 6.50364204e-05 x7739 - 6.50364204e-05 x7740 - 6.50364204e-05 x7741 - 6.50364204e-05 x7742 - 6.50364204e-05 x7743 - 6.50364204e-05 x7744 - 6.50364204e-05 x7745 - 6.50364204e-05 x7746 - 6.50364204e-05 x7747 - 6.50364204e-05 x7748 - 6.50364204e-05 x7749 - 6.50364204e-05 x7750 - 6.50364204e-05 x7751 - 6.50364204e-05 x7752 - 6.50364204e-05 x7753 - 6.50364204e-05 x7754 - 6.50364204e-05 x7755 - 6.50364204e-05 x7756 - 6.50364204e-05 x7757 - 6.50364204e-05 x7758 - 6.50364204e-05 x7759 - 6.50364204e-05 x7760 - 6.50364204e-05 x7761 - 6.50364204e-05 x7762 - 6.50364204e-05 x7763 - 6.50364204e-05 x7764 - 6.50364204e-05 x7765 - 6.50364204e-05 x7766 - 6.50364204e-05 x7767 - 6.50364204e-05 x7768 - 6.50364204e-05 x7769 - 6.50364204e-05 x7770 - 6.50364204e-05 x7771 - 6.50364204e-05 x7772 - 6.50364204e-05 x7773 - 6.50364204e-05 x7774 - 6.50364204e-05 x7775 - 6.50364204e-05 x7776 - 6.50364204e-05 x7777 - 6.50364204e-05 x7778 - 6.50364204e-05 x7779 - 6.50364204e-05 x7780 - 6.50364204e-05 x7781 - 6.50364204e-05 x7782 - 6.50364204e-05 x7783 - 6.50364204e-05 x7784 - 6.50364204e-05 x7785 - 6.50364204e-05 x7786 - 6.50364204e-05 x7787 - 6.50364204e-05 x7788 - 6.50364204e-05 x7789 - 6.50364204e-05 x7790 - 6.50364204e-05 x7791 - 6.50364204e-05 x7792 - 6.50364204e-05 x7793 - 6.50364204e-05 x7794 - 6.50364204e-05 x7795 - 6.50364204e-05 x7796 - 6.50364204e-05 x7797 - 6.50364204e-05 x7798 - 6.50364204e-05 x7799 - 6.50364204e-05 x7800 - 6.50364204e-05 x7801 - 6.50364204e-05 x7802 - 6.50364204e-05 x7803 - 6.50364204e-05 x7804 - 6.50364204e-05 x7805 - 6.50364204e-05 x7806 - 6.50364204e-05 x7807 - 6.50364204e-05 x7808 - 6.50364204e-05 x7809 - 6.50364204e-05 x7810 - 6.50364204e-05 x7811 - 6.50364204e-05 x7812 - 6.50364204e-05 x7813 - 6.50364204e-05 x7814 - 6.50364204e-05 x7815 - 6.50364204e-05 x7816 - 6.50364204e-05 x7817 - 6.50364204e-05 x7818 - 6.50364204e-05 x7819 - 6.50364204e-05 x7820 - 6.50364204e-05 x7821 - 6.50364204e-05 x7822 - 6.50364204e-05 x7823 - 6.50364204e-05 x7824 - 6.50364204e-05 x7825 - 6.50364204e-05 x7826 - 6.50364204e-05 x7827 - 6.50364204e-05 x7828 - 6.50364204e-05 x7829 - 6.50364204e-05 x7830 - 6.50364204e-05 x7831 - 6.50364204e-05 x7832 - 6.50364204e-05 x7833 - 6.50364204e-05 x7834 - 6.50364204e-05 x7835 - 6.50364204e-05 x7836 - 6.50364204e-05 x7837 - 6.50364204e-05 x7838 - 6.50364204e-05 x7839 - 6.50364204e-05 x7840 - 6.50364204e-05 x7841 - 6.50364204e-05 x7842 - 6.50364204e-05 x7843 - 6.50364204e-05 x7844 - 6.50364204e-05 x7845 - 6.50364204e-05 x7846 - 6.50364204e-05 x7847 - 6.50364204e-05 x7848 - 6.50364204e-05 x7849 - 6.50364204e-05 x7850 - 6.50364204e-05 x7851 - 6.50364204e-05 x7852 - 6.50364204e-05 x7853 - 6.50364204e-05 x7854 - 6.50364204e-05 x7855 - 6.50364204e-05 x7856 - 6.50364204e-05 x7857 - 6.50364204e-05 x7858 - 6.50364204e-05 x7859 - 6.50364204e-05 x7860 - 6.50364204e-05 x7861 - 6.50364204e-05 x7862 - 6.50364204e-05 x7863 - 6.50364204e-05 x7864 - 6.50364204e-05 x7865 - 6.50364204e-05 x7866 - 6.50364204e-05 x7867 - 6.50364204e-05 x7868 - 6.50364204e-05 x7869 - 6.50364204e-05 x7870 - 6.50364204e-05 x7871 - 6.50364204e-05 x7872 - 6.50364204e-05 x7873 - 6.50364204e-05 x7874 - 6.50364204e-05 x7875 - 6.50364204e-05 x7876 - 6.50364204e-05 x7877 - 6.50364204e-05 x7878 - 6.50364204e-05 x7879 - 6.50364204e-05 x7880 - 6.50364204e-05 x7881 - 6.50364204e-05 x7882 - 6.50364204e-05 x7883 - 6.50364204e-05 x7884 - 6.50364204e-05 x7885 - 6.50364204e-05 x7886 - 6.50364204e-05 x7887 - 6.50364204e-05 x7888 - 6.50364204e-05 x7889 - 6.50364204e-05 x7890 - 6.50364204e-05 x7891 - 6.50364204e-05 x7892 - 6.50364204e-05 x7893 - 6.50364204e-05 x7894 - 6.50364204e-05 x7895 - 6.50364204e-05 x7896 - 6.50364204e-05 x7897 - 6.50364204e-05 x7898 - 6.50364204e-05 x7899 - 6.50364204e-05 x7900 - 6.50364204e-05 x7901 - 6.50364204e-05 x7902 - 6.50364204e-05 x7903 - 6.50364204e-05 x7904 - 6.50364204e-05 x7905 - 6.50364204e-05 x7906 - 6.50364204e-05 x7907 - 6.50364204e-05 x7908 - 6.50364204e-05 x7909 - 6.50364204e-05 x7910 - 6.50364204e-05 x7911 - 6.50364204e-05 x7912 - 6.50364204e-05 x7913 - 6.50364204e-05 x7914 - 6.50364204e-05 x7915 - 6.50364204e-05 x7916 - 6.50364204e-05 x7917 - 6.50364204e-05 x7918 - 6.50364204e-05 x7919 - 6.50364204e-05 x7920 - 6.50364204e-05 x7921 - 6.50364204e-05 x7922 - 6.50364204e-05 x7923 - 6.50364204e-05 x7924 - 6.50364204e-05 x7925 - 6.50364204e-05 x7926 - 6.50364204e-05 x7927 - 6.50364204e-05 x7928 - 6.50364204e-05 x7929 - 6.50364204e-05 x7930 - 6.50364204e-05 x7931 - 6.50364204e-05 x7932 - 6.50364204e-05 x7933 - 6.50364204e-05 x7934 - 6.50364204e-05 x7935 - 6.50364204e-05 x7936 - 6.50364204e-05 x7937 - 6.50364204e-05 x7938 - 6.50364204e-05 x7939 - 6.50364204e-05 x7940 - 6.50364204e-05 x7941 - 6.50364204e-05 x7942 - 6.50364204e-05 x7943 - 6.50364204e-05 x7944 - 6.50364204e-05 x7945 - 6.50364204e-05 x7946 - 6.50364204e-05 x7947 - 6.50364204e-05 x7948 - 6.50364204e-05 x7949 - 6.50364204e-05 x7950 - 6.50364204e-05 x7951 - 6.50364204e-05 x7952 - 6.50364204e-05 x7953 - 6.50364204e-05 x7954 - 6.50364204e-05 x7955 - 6.50364204e-05 x7956 - 6.50364204e-05 x7957 - 6.50364204e-05 x7958 - 6.50364204e-05 x7959 - 6.50364204e-05 x7960 - 6.50364204e-05 x7961 - 6.50364204e-05 x7962 - 6.50364204e-05 x7963 - 6.50364204e-05 x7964 - 6.50364204e-05 x7965 - 6.50364204e-05 x7966 - 6.50364204e-05 x7967 - 6.50364204e-05 x7968 - 6.50364204e-05 x7969 - 6.50364204e-05 x7970 - 6.50364204e-05 x7971 - 6.50364204e-05 x7972 - 6.50364204e-05 x7973 - 6.50364204e-05 x7974 - 6.50364204e-05 x7975 - 6.50364204e-05 x7976 - 6.50364204e-05 x7977 - 6.50364204e-05 x7978 - 6.50364204e-05 x7979 - 6.50364204e-05 x7980 - 6.50364204e-05 x7981 - 6.50364204e-05 x7982 - 6.50364204e-05 x7983 - 6.50364204e-05 x7984 - 6.50364204e-05 x7985 - 6.50364204e-05 x7986 - 6.50364204e-05 x7987 - 6.50364204e-05 x7988 - 6.50364204e-05 x7989 - 6.50364204e-05 x7990 - 6.50364204e-05 x7991 - 6.50364204e-05 x7992 - 6.50364204e-05 x7993 - 6.50364204e-05 x7994 - 6.50364204e-05 x7995 - 6.50364204e-05 x7996 - 6.50364204e-05 x7997 - 6.50364204e-05 x7998 - 6.50364204e-05 x7999 - 6.50364204e-05 x8000 - 6.50364204e-05 x8001 - 6.50364204e-05 x8002 - 6.50364204e-05 x8003 - 6.50364204e-05 x8004 - 6.50364204e-05 x8005 - 6.50364204e-05 x8006 - 6.50364204e-05 x8007 - 6.50364204e-05 x8008 - 6.50364204e-05 x8009 - 6.50364204e-05 x8010 - 6.50364204e-05 x8011 - 6.50364204e-05 x8012 - 6.50364204e-05 x8013 - 6.50364204e-05 x8014 - 6.50364204e-05 x8015 - 6.50364204e-05 x8016 - 6.50364204e-05 x8017 - 6.50364204e-05 x8018 - 6.50364204e-05 x8019 - 6.50364204e-05 x8020 - 6.50364204e-05 x8021 - 6.50364204e-05 x8022 - 6.50364204e-05 x8023 - 6.50364204e-05 x8024 - 6.50364204e-05 x8025 - 6.50364204e-05 x8026 - 6.50364204e-05 x8027 - 6.50364204e-05 x8028 - 6.50364204e-05 x8029 - 6.50364204e-05 x8030 - 6.50364204e-05 x8031 - 6.50364204e-05 x8032 - 6.50364204e-05 x8033 - 6.50364204e-05 x8034 - 6.50364204e-05 x8035 - 6.50364204e-05 x8036 - 6.50364204e-05 x8037 - 6.50364204e-05 x8038 - 6.50364204e-05 x8039 - 6.50364204e-05 x8040 - 6.50364204e-05 x8041 - 6.50364204e-05 x8042 - 6.50364204e-05 x8043 - 6.50364204e-05 x8044 - 6.50364204e-05 x8045 - 6.50364204e-05 x8046 - 6.50364204e-05 x8047 - 6.50364204e-05 x8048 - 6.50364204e-05 x8049 - 6.50364204e-05 x8050 - 6.50364204e-05 x8051 - 6.50364204e-05 x8052 - 6.50364204e-05 x8053 - 6.50364204e-05 x8054 - 6.50364204e-05 x8055 - 6.50364204e-05 x8056 - 6.50364204e-05 x8057 - 6.50364204e-05 x8058 - 6.50364204e-05 x8059 - 6.50364204e-05 x8060 - 6.50364204e-05 x8061 - 6.50364204e-05 x8062 - 6.50364204e-05 x8063 - 6.50364204e-05 x8064 - 6.50364204e-05 x8065 - 6.50364204e-05 x8066 - 6.50364204e-05 x8067 - 6.50364204e-05 x8068 - 6.50364204e-05 x8069 - 6.50364204e-05 x8070 - 6.50364204e-05 x8071 - 6.50364204e-05 x8072 - 6.50364204e-05 x8073 - 6.50364204e-05 x8074 - 6.50364204e-05 x8075 - 6.50364204e-05 x8076 - 6.50364204e-05 x8077 - 6.50364204e-05 x8078 - 6.50364204e-05 x8079 - 6.50364204e-05 x8080 - 6.50364204e-05 x8081 - 6.50364204e-05 x8082 - 6.50364204e-05 x8083 - 6.50364204e-05 x8084 - 6.50364204e-05 x8085 - 6.50364204e-05 x8086 - 6.50364204e-05 x8087 - 6.50364204e-05 x8088 - 6.50364204e-05 x8089 - 6.50364204e-05 x8090 - 6.50364204e-05 x8091 - 6.50364204e-05 x8092 - 6.50364204e-05 x8093 - 6.50364204e-05 x8094 - 6.50364204e-05 x8095 - 6.50364204e-05 x8096 - 6.50364204e-05 x8097 - 6.50364204e-05 x8098 - 6.50364204e-05 x8099 - 6.50364204e-05 x8100 - 6.50364204e-05 x8101 - 6.50364204e-05 x8102 - 6.50364204e-05 x8103 - 6.50364204e-05 x8104 - 6.50364204e-05 x8105 - 6.50364204e-05 x8106 - 6.50364204e-05 x8107 - 6.50364204e-05 x8108 - 6.50364204e-05 x8109 - 6.50364204e-05 x8110 - 6.50364204e-05 x8111 - 6.50364204e-05 x8112 - 6.50364204e-05 x8113 - 6.50364204e-05 x8114 - 6.50364204e-05 x8115 - 6.50364204e-05 x8116 - 6.50364204e-05 x8117 - 6.50364204e-05 x8118 - 6.50364204e-05 x8119 - 6.50364204e-05 x8120 - 6.50364204e-05 x8121 - 6.50364204e-05 x8122 - 6.50364204e-05 x8123 - 6.50364204e-05 x8124 - 6.50364204e-05 x8125 - 6.50364204e-05 x8126 - 6.50364204e-05 x8127 - 6.50364204e-05 x8128 - 6.50364204e-05 x8129 - 6.50364204e-05 x8130 - 6.50364204e-05 x8131 - 6.50364204e-05 x8132 - 6.50364204e-05 x8133 - 6.50364204e-05 x8134 - 6.50364204e-05 x8135 - 6.50364204e-05 x8136 - 6.50364204e-05 x8137 - 6.50364204e-05 x8138 - 6.50364204e-05 x8139 - 6.50364204e-05 x8140 - 6.50364204e-05 x8141 - 6.50364204e-05 x8142 - 6.50364204e-05 x8143 - 6.50364204e-05 x8144 - 6.50364204e-05 x8145 - 6.50364204e-05 x8146 - 6.50364204e-05 x8147 - 6.50364204e-05 x8148 - 6.50364204e-05 x8149 - 6.50364204e-05 x8150 - 6.50364204e-05 x8151 - 6.50364204e-05 x8152 - 6.50364204e-05 x8153 - 6.50364204e-05 x8154 - 6.50364204e-05 x8155 - 6.50364204e-05 x8156 - 6.50364204e-05 x8157 - 6.50364204e-05 x8158 - 6.50364204e-05 x8159 - 6.50364204e-05 x8160 - 6.50364204e-05 x8161 - 6.50364204e-05 x8162 - 6.50364204e-05 x8163 - 6.50364204e-05 x8164 - 6.50364204e-05 x8165 - 6.50364204e-05 x8166 - 6.50364204e-05 x8167 - 6.50364204e-05 x8168 - 6.50364204e-05 x8169 - 6.50364204e-05 x8170 - 6.50364204e-05 x8171 - 6.50364204e-05 x8172 - 6.50364204e-05 x8173 - 6.50364204e-05 x8174 - 6.50364204e-05 x8175 - 6.50364204e-05 x8176 - 6.50364204e-05 x8177 - 6.50364204e-05 x8178 - 6.50364204e-05 x8179 - 6.50364204e-05 x8180 - 6.50364204e-05 x8181 - 6.50364204e-05 x8182 - 6.50364204e-05 x8183 - 6.50364204e-05 x8184 - 6.50364204e-05 x8185 - 6.50364204e-05 x8186 - 6.50364204e-05 x8187 - 6.50364204e-05 x8188 - 6.50364204e-05 x8189 - 6.50364204e-05 x8190 - 6.50364204e-05 x8191 - 6.50364204e-05 x8192 - 6.50364204e-05 x8193 - 6.50364204e-05 x8194 - 6.50364204e-05 x8195 - 6.50364204e-05 x8196 - 6.50364204e-05 x8197 - 6.50364204e-05 x8198 - 6.50364204e-05 x8199 - 6.50364204e-05 x8200 - 6.50364204e-05 x8201 - 6.50364204e-05 x8202 - 6.50364204e-05 x8203 - 6.50364204e-05 x8204 - 6.50364204e-05 x8205 - 6.50364204e-05 x8206 - 6.50364204e-05 x8207 - 6.50364204e-05 x8208 - 6.50364204e-05 x8209 - 6.50364204e-05 x8210 - 6.50364204e-05 x8211 - 6.50364204e-05 x8212 - 6.50364204e-05 x8213 - 6.50364204e-05 x8214 - 6.50364204e-05 x8215 - 6.50364204e-05 x8216 - 6.50364204e-05 x8217 - 6.50364204e-05 x8218 - 6.50364204e-05 x8219 - 6.50364204e-05 x8220 - 6.50364204e-05 x8221 - 6.50364204e-05 x8222 - 6.50364204e-05 x8223 - 6.50364204e-05 x8224 - 6.50364204e-05 x8225 - 6.50364204e-05 x8226 - 6.50364204e-05 x8227 - 6.50364204e-05 x8228 - 6.50364204e-05 x8229 - 6.50364204e-05 x8230 - 6.50364204e-05 x8231 - 6.50364204e-05 x8232 - 6.50364204e-05 x8233 - 6.50364204e-05 x8234 - 6.50364204e-05 x8235 - 6.50364204e-05 x8236 - 6.50364204e-05 x8237 - 6.50364204e-05 x8238 - 6.50364204e-05 x8239 - 6.50364204e-05 x8240 - 6.50364204e-05 x8241 - 6.50364204e-05 x8242 - 6.50364204e-05 x8243 - 6.50364204e-05 x8244 - 6.50364204e-05 x8245 - 6.50364204e-05 x8246 - 6.50364204e-05 x8247 - 6.50364204e-05 x8248 - 6.50364204e-05 x8249 - 6.50364204e-05 x8250 - 6.50364204e-05 x8251 - 6.50364204e-05 x8252 - 6.50364204e-05 x8253 - 6.50364204e-05 x8254 - 6.50364204e-05 x8255 - 6.50364204e-05 x8256 - 6.50364204e-05 x8257 - 6.50364204e-05 x8258 - 6.50364204e-05 x8259 - 6.50364204e-05 x8260 - 6.50364204e-05 x8261 - 6.50364204e-05 x8262 - 6.50364204e-05 x8263 - 6.50364204e-05 x8264 - 6.50364204e-05 x8265 - 6.50364204e-05 x8266 - 6.50364204e-05 x8267 - 6.50364204e-05 x8268 - 6.50364204e-05 x8269 - 6.50364204e-05 x8270 - 6.50364204e-05 x8271 - 6.50364204e-05 x8272 - 6.50364204e-05 x8273 - 6.50364204e-05 x8274 - 6.50364204e-05 x8275 - 6.50364204e-05 x8276 - 6.50364204e-05 x8277 - 6.50364204e-05 x8278 - 6.50364204e-05 x8279 - 6.50364204e-05 x8280 - 6.50364204e-05 x8281 - 6.50364204e-05 x8282 - 6.50364204e-05 x8283 - 6.50364204e-05 x8284 - 6.50364204e-05 x8285 - 6.50364204e-05 x8286 - 6.50364204e-05 x8287 - 6.50364204e-05 x8288 - 6.50364204e-05 x8289 - 6.50364204e-05 x8290 - 6.50364204e-05 x8291 - 6.50364204e-05 x8292 - 6.50364204e-05 x8293 - 6.50364204e-05 x8294 - 6.50364204e-05 x8295 - 6.50364204e-05 x8296 - 6.50364204e-05 x8297 - 6.50364204e-05 x8298 - 6.50364204e-05 x8299 - 6.50364204e-05 x8300 - 6.50364204e-05 x8301 - 6.50364204e-05 x8302 - 6.50364204e-05 x8303 - 6.50364204e-05 x8304 - 6.50364204e-05 x8305 - 6.50364204e-05 x8306 - 6.50364204e-05 x8307 - 6.50364204e-05 x8308 - 6.50364204e-05 x8309 - 6.50364204e-05 x8310 - 6.50364204e-05 x8311 - 6.50364204e-05 x8312 - 6.50364204e-05 x8313 - 6.50364204e-05 x8314 - 6.50364204e-05 x8315 - 6.50364204e-05 x8316 - 6.50364204e-05 x8317 - 6.50364204e-05 x8318 - 6.50364204e-05 x8319 - 6.50364204e-05 x8320 - 6.50364204e-05 x8321 - 6.50364204e-05 x8322 - 6.50364204e-05 x8323 - 6.50364204e-05 x8324 - 6.50364204e-05 x8325 - 6.50364204e-05 x8326 - 6.50364204e-05 x8327 - 6.50364204e-05 x8328 - 6.50364204e-05 x8329 - 6.50364204e-05 x8330 - 6.50364204e-05 x8331 - 6.50364204e-05 x8332 - 6.50364204e-05 x8333 - 6.50364204e-05 x8334 - 6.50364204e-05 x8335 - 6.50364204e-05 x8336 - 6.50364204e-05 x8337 - 6.50364204e-05 x8338 - 6.50364204e-05 x8339 - 6.50364204e-05 x8340 - 6.50364204e-05 x8341 - 6.50364204e-05 x8342 - 6.50364204e-05 x8343 - 6.50364204e-05 x8344 - 6.50364204e-05 x8345 - 6.50364204e-05 x8346 - 6.50364204e-05 x8347 - 6.50364204e-05 x8348 - 6.50364204e-05 x8349 - 6.50364204e-05 x8350 - 6.50364204e-05 x8351 - 6.50364204e-05 x8352 - 6.50364204e-05 x8353 - 6.50364204e-05 x8354 - 6.50364204e-05 x8355 - 6.50364204e-05 x8356 - 6.50364204e-05 x8357 - 6.50364204e-05 x8358 - 6.50364204e-05 x8359 - 6.50364204e-05 x8360 - 6.50364204e-05 x8361 - 6.50364204e-05 x8362 - 6.50364204e-05 x8363 - 6.50364204e-05 x8364 - 6.50364204e-05 x8365 - 6.50364204e-05 x8366 - 6.50364204e-05 x8367 - 6.50364204e-05 x8368 - 6.50364204e-05 x8369 - 6.50364204e-05 x8370 - 6.50364204e-05 x8371 - 6.50364204e-05 x8372 - 6.50364204e-05 x8373 - 6.50364204e-05 x8374 - 6.50364204e-05 x8375 - 6.50364204e-05 x8376 - 6.50364204e-05 x8377 - 6.50364204e-05 x8378 - 6.50364204e-05 x8379 - 6.50364204e-05 x8380 - 6.50364204e-05 x8381 - 6.50364204e-05 x8382 - 6.50364204e-05 x8383 - 6.50364204e-05 x8384 - 6.50364204e-05 x8385 - 6.50364204e-05 x8386 - 6.50364204e-05 x8387 - 6.50364204e-05 x8388 - 6.50364204e-05 x8389 - 6.50364204e-05 x8390 - 6.50364204e-05 x8391 - 6.50364204e-05 x8392 - 6.50364204e-05 x8393 - 6.50364204e-05 x8394 - 6.50364204e-05 x8395 - 6.50364204e-05 x8396 - 6.50364204e-05 x8397 - 6.50364204e-05 x8398 - 6.50364204e-05 x8399 - 6.50364204e-05 x8400 - 6.50364204e-05 x8401 - 6.50364204e-05 x8402 - 6.50364204e-05 x8403 - 6.50364204e-05 x8404 - 6.50364204e-05 x8405 - 6.50364204e-05 x8406 - 6.50364204e-05 x8407 - 6.50364204e-05 x8408 - 6.50364204e-05 x8409 - 6.50364204e-05 x8410 - 6.50364204e-05 x8411 - 6.50364204e-05 x8412 - 6.50364204e-05 x8413 - 6.50364204e-05 x8414 - 6.50364204e-05 x8415 - 6.50364204e-05 x8416 - 6.50364204e-05 x8417 - 6.50364204e-05 x8418 - 6.50364204e-05 x8419 - 6.50364204e-05 x8420 - 6.50364204e-05 x8421 - 6.50364204e-05 x8422 - 6.50364204e-05 x8423 - 6.50364204e-05 x8424 - 6.50364204e-05 x8425 - 6.50364204e-05 x8426 - 6.50364204e-05 x8427 - 6.50364204e-05 x8428 - 6.50364204e-05 x8429 - 6.50364204e-05 x8430 - 6.50364204e-05 x8431 - 6.50364204e-05 x8432 - 6.50364204e-05 x8433 - 6.50364204e-05 x8434 - 6.50364204e-05 x8435 - 6.50364204e-05 x8436 - 6.50364204e-05 x8437 - 6.50364204e-05 x8438 - 6.50364204e-05 x8439 - 6.50364204e-05 x8440 - 6.50364204e-05 x8441 - 6.50364204e-05 x8442 - 6.50364204e-05 x8443 - 6.50364204e-05 x8444 - 6.50364204e-05 x8445 - 6.50364204e-05 x8446 - 6.50364204e-05 x8447 - 6.50364204e-05 x8448 - 6.50364204e-05 x8449 - 6.50364204e-05 x8450 - 6.50364204e-05 x8451 - 6.50364204e-05 x8452 - 6.50364204e-05 x8453 - 6.50364204e-05 x8454 - 6.50364204e-05 x8455 - 6.50364204e-05 x8456 - 6.50364204e-05 x8457 - 6.50364204e-05 x8458 - 6.50364204e-05 x8459 - 6.50364204e-05 x8460 - 6.50364204e-05 x8461 - 6.50364204e-05 x8462 - 6.50364204e-05 x8463 - 6.50364204e-05 x8464 - 6.50364204e-05 x8465 - 6.50364204e-05 x8466 - 6.50364204e-05 x8467 - 6.50364204e-05 x8468 - 6.50364204e-05 x8469 - 6.50364204e-05 x8470 - 6.50364204e-05 x8471 - 6.50364204e-05 x8472 - 6.50364204e-05 x8473 - 6.50364204e-05 x8474 - 6.50364204e-05 x8475 - 6.50364204e-05 x8476 - 6.50364204e-05 x8477 - 6.50364204e-05 x8478 - 6.50364204e-05 x8479 - 6.50364204e-05 x8480 - 6.50364204e-05 x8481 - 6.50364204e-05 x8482 - 6.50364204e-05 x8483 - 6.50364204e-05 x8484 - 6.50364204e-05 x8485 - 6.50364204e-05 x8486 - 6.50364204e-05 x8487 - 6.50364204e-05 x8488 - 6.50364204e-05 x8489 - 6.50364204e-05 x8490 - 6.50364204e-05 x8491 - 6.50364204e-05 x8492 - 6.50364204e-05 x8493 - 6.50364204e-05 x8494 - 6.50364204e-05 x8495 - 6.50364204e-05 x8496 - 6.50364204e-05 x8497 - 6.50364204e-05 x8498 - 6.50364204e-05 x8499 - 6.50364204e-05 x8500 - 6.50364204e-05 x8501 - 6.50364204e-05 x8502 - 6.50364204e-05 x8503 - 6.50364204e-05 x8504 - 6.50364204e-05 x8505 - 6.50364204e-05 x8506 - 6.50364204e-05 x8507 - 6.50364204e-05 x8508 - 6.50364204e-05 x8509 - 6.50364204e-05 x8510 - 6.50364204e-05 x8511 - 6.50364204e-05 x8512 - 6.50364204e-05 x8513 - 6.50364204e-05 x8514 - 6.50364204e-05 x8515 - 6.50364204e-05 x8516 - 6.50364204e-05 x8517 - 6.50364204e-05 x8518 - 6.50364204e-05 x8519 - 6.50364204e-05 x8520 - 6.50364204e-05 x8521 - 6.50364204e-05 x8522 - 6.50364204e-05 x8523 - 6.50364204e-05 x8524 - 6.50364204e-05 x8525 - 6.50364204e-05 x8526 - 6.50364204e-05 x8527 - 6.50364204e-05 x8528 - 6.50364204e-05 x8529 - 6.50364204e-05 x8530 - 6.50364204e-05 x8531 - 6.50364204e-05 x8532 - 6.50364204e-05 x8533 - 6.50364204e-05 x8534 - 6.50364204e-05 x8535 - 6.50364204e-05 x8536 - 6.50364204e-05 x8537 - 6.50364204e-05 x8538 - 6.50364204e-05 x8539 - 6.50364204e-05 x8540 - 6.50364204e-05 x8541 - 6.50364204e-05 x8542 - 6.50364204e-05 x8543 - 6.50364204e-05 x8544 - 6.50364204e-05 x8545 - 6.50364204e-05 x8546 - 6.50364204e-05 x8547 - 6.50364204e-05 x8548 - 6.50364204e-05 x8549 - 6.50364204e-05 x8550 - 6.50364204e-05 x8551 - 6.50364204e-05 x8552 - 6.50364204e-05 x8553 - 6.50364204e-05 x8554 - 6.50364204e-05 x8555 - 6.50364204e-05 x8556 - 6.50364204e-05 x8557 - 6.50364204e-05 x8558 - 6.50364204e-05 x8559 - 6.50364204e-05 x8560 - 6.50364204e-05 x8561 - 6.50364204e-05 x8562 - 6.50364204e-05 x8563 - 6.50364204e-05 x8564 - 6.50364204e-05 x8565 - 6.50364204e-05 x8566 - 6.50364204e-05 x8567 - 6.50364204e-05 x8568 - 6.50364204e-05 x8569 - 6.50364204e-05 x8570 - 6.50364204e-05 x8571 - 6.50364204e-05 x8572 - 6.50364204e-05 x8573 - 6.50364204e-05 x8574 - 6.50364204e-05 x8575 - 6.50364204e-05 x8576 - 6.50364204e-05 x8577 - 6.50364204e-05 x8578 - 6.50364204e-05 x8579 - 6.50364204e-05 x8580 - 6.50364204e-05 x8581 - 6.50364204e-05 x8582 - 6.50364204e-05 x8583 - 6.50364204e-05 x8584 - 6.50364204e-05 x8585 - 6.50364204e-05 x8586 - 6.50364204e-05 x8587 - 6.50364204e-05 x8588 - 6.50364204e-05 x8589 - 6.50364204e-05 x8590 - 6.50364204e-05 x8591 - 6.50364204e-05 x8592 - 6.50364204e-05 x8593 - 6.50364204e-05 x8594 - 6.50364204e-05 x8595 - 6.50364204e-05 x8596 - 6.50364204e-05 x8597 - 6.50364204e-05 x8598 - 6.50364204e-05 x8599 - 6.50364204e-05 x8600 - 6.50364204e-05 x8601 - 6.50364204e-05 x8602 - 6.50364204e-05 x8603 - 6.50364204e-05 x8604 - 6.50364204e-05 x8605 - 6.50364204e-05 x8606 - 6.50364204e-05 x8607 - 6.50364204e-05 x8608 - 6.50364204e-05 x8609 - 6.50364204e-05 x8610 - 6.50364204e-05 x8611 - 6.50364204e-05 x8612 - 6.50364204e-05 x8613 - 6.50364204e-05 x8614 - 6.50364204e-05 x8615 - 6.50364204e-05 x8616 - 6.50364204e-05 x8617 - 6.50364204e-05 x8618 - 6.50364204e-05 x8619 - 6.50364204e-05 x8620 - 6.50364204e-05 x8621 - 6.50364204e-05 x8622 - 6.50364204e-05 x8623 - 6.50364204e-05 x8624 - 6.50364204e-05 x8625 - 6.50364204e-05 x8626 - 6.50364204e-05 x8627 - 6.50364204e-05 x8628 - 6.50364204e-05 x8629 - 6.50364204e-05 x8630 - 6.50364204e-05 x8631 - 6.50364204e-05 x8632 - 6.50364204e-05 x8633 - 6.50364204e-05 x8634 - 6.50364204e-05 x8635 - 6.50364204e-05 x8636 - 6.50364204e-05 x8637 - 6.50364204e-05 x8638 - 6.50364204e-05 x8639 - 6.50364204e-05 x8640 - 6.50364204e-05 x8641 - 6.50364204e-05 x8642 - 6.50364204e-05 x8643 - 6.50364204e-05 x8644 - 6.50364204e-05 x8645 - 6.50364204e-05 x8646 - 6.50364204e-05 x8647 - 6.50364204e-05 x8648 - 6.50364204e-05 x8649 - 6.50364204e-05 x8650 - 6.50364204e-05 x8651 - 6.50364204e-05 x8652 - 6.50364204e-05 x8653 - 6.50364204e-05 x8654 - 6.50364204e-05 x8655 - 6.50364204e-05 x8656 - 6.50364204e-05 x8657 - 6.50364204e-05 x8658 - 6.50364204e-05 x8659 - 6.50364204e-05 x8660 - 6.50364204e-05 x8661 - 6.50364204e-05 x8662 - 6.50364204e-05 x8663 - 6.50364204e-05 x8664 - 6.50364204e-05 x8665 - 6.50364204e-05 x8666 - 6.50364204e-05 x8667 - 6.50364204e-05 x8668 - 6.50364204e-05 x8669 - 6.50364204e-05 x8670 - 6.50364204e-05 x8671 - 6.50364204e-05 x8672 - 6.50364204e-05 x8673 - 6.50364204e-05 x8674 - 6.50364204e-05 x8675 - 6.50364204e-05 x8676 - 6.50364204e-05 x8677 - 6.50364204e-05 x8678 - 6.50364204e-05 x8679 - 6.50364204e-05 x8680 - 6.50364204e-05 x8681 - 6.50364204e-05 x8682 - 6.50364204e-05 x8683 - 6.50364204e-05 x8684 - 6.50364204e-05 x8685 - 6.50364204e-05 x8686 - 6.50364204e-05 x8687 - 6.50364204e-05 x8688 - 6.50364204e-05 x8689 - 6.50364204e-05 x8690 - 6.50364204e-05 x8691 - 6.50364204e-05 x8692 - 6.50364204e-05 x8693 - 6.50364204e-05 x8694 - 6.50364204e-05 x8695 - 6.50364204e-05 x8696 - 6.50364204e-05 x8697 - 6.50364204e-05 x8698 - 6.50364204e-05 x8699 - 6.50364204e-05 x8700 - 6.50364204e-05 x8701 - 6.50364204e-05 x8702 - 6.50364204e-05 x8703 - 6.50364204e-05 x8704 - 6.50364204e-05 x8705 - 6.50364204e-05 x8706 - 6.50364204e-05 x8707 - 6.50364204e-05 x8708 - 6.50364204e-05 x8709 - 6.50364204e-05 x8710 - 6.50364204e-05 x8711 - 6.50364204e-05 x8712 - 6.50364204e-05 x8713 - 6.50364204e-05 x8714 - 6.50364204e-05 x8715 - 6.50364204e-05 x8716 - 6.50364204e-05 x8717 - 6.50364204e-05 x8718 - 6.50364204e-05 x8719 - 6.50364204e-05 x8720 - 6.50364204e-05 x8721 - 6.50364204e-05 x8722 - 6.50364204e-05 x8723 - 6.50364204e-05 x8724 - 6.50364204e-05 x8725 - 6.50364204e-05 x8726 - 6.50364204e-05 x8727 - 6.50364204e-05 x8728 - 6.50364204e-05 x8729 - 6.50364204e-05 x8730 - 6.50364204e-05 x8731 - 6.50364204e-05 x8732 - 6.50364204e-05 x8733 - 6.50364204e-05 x8734 - 6.50364204e-05 x8735 - 6.50364204e-05 x8736 - 6.50364204e-05 x8737 - 6.50364204e-05 x8738 - 6.50364204e-05 x8739 - 6.50364204e-05 x8740 - 6.50364204e-05 x8741 - 6.50364204e-05 x8742 - 6.50364204e-05 x8743 - 6.50364204e-05 x8744 - 6.50364204e-05 x8745 - 6.50364204e-05 x8746 - 6.50364204e-05 x8747 - 6.50364204e-05 x8748 - 6.50364204e-05 x8749 - 6.50364204e-05 x8750 - 6.50364204e-05 x8751 - 6.50364204e-05 x8752 - 6.50364204e-05 x8753 - 6.50364204e-05 x8754 - 6.50364204e-05 x8755 - 6.50364204e-05 x8756 - 6.50364204e-05 x8757 - 6.50364204e-05 x8758 - 6.50364204e-05 x8759 - 6.50364204e-05 x8760 - 6.50364204e-05 x8761 - 6.50364204e-05 x8762 - 6.50364204e-05 x8763 - 6.50364204e-05 x8764 - 6.50364204e-05 x8765 - 6.50364204e-05 x8766 - 6.50364204e-05 x8767 - 6.50364204e-05 x8768 - 6.50364204e-05 x8769 - 6.50364204e-05 x8770 - 6.50364204e-05 x8771 - 6.50364204e-05 x8772 - 6.50364204e-05 x8773 - 6.50364204e-05 x8774 - 6.50364204e-05 x8775 - 6.50364204e-05 x8776 - 6.50364204e-05 x8777 - 6.50364204e-05 x8778 - 6.50364204e-05 x8779 - 6.50364204e-05 x8780 - 6.50364204e-05 x8781 - 6.50364204e-05 x8782 - 6.50364204e-05 x8783 - 6.50364204e-05 x8784 - 6.50364204e-05 x8785 - 6.50364204e-05 x8786 - 6.50364204e-05 x8787 - 6.50364204e-05 x8788 - 6.50364204e-05 x8789 - 6.50364204e-05 x8790 - 6.50364204e-05 x8791 - 6.50364204e-05 x8792 - 6.50364204e-05 x8793 - 6.50364204e-05 x8794 - 6.50364204e-05 x8795 - 6.50364204e-05 x8796 - 6.50364204e-05 x8797 - 6.50364204e-05 x8798 - 6.50364204e-05 x8799 - 6.50364204e-05 x8800 - 6.50364204e-05 x8801 - 6.50364204e-05 x8802 - 6.50364204e-05 x8803 - 6.50364204e-05 x8804 - 6.50364204e-05 x8805 - 6.50364204e-05 x8806 - 6.50364204e-05 x8807 - 6.50364204e-05 x8808 - 6.50364204e-05 x8809 - 6.50364204e-05 x8810 - 6.50364204e-05 x8811 - 6.50364204e-05 x8812 - 6.50364204e-05 x8813 - 6.50364204e-05 x8814 - 6.50364204e-05 x8815 - 6.50364204e-05 x8816 - 6.50364204e-05 x8817 - 6.50364204e-05 x8818 - 6.50364204e-05 x8819 - 6.50364204e-05 x8820 - 6.50364204e-05 x8821 - 6.50364204e-05 x8822 - 6.50364204e-05 x8823 - 6.50364204e-05 x8824 - 6.50364204e-05 x8825 - 6.50364204e-05 x8826 - 6.50364204e-05 x8827 - 6.50364204e-05 x8828 - 6.50364204e-05 x8829 - 6.50364204e-05 x8830 - 6.50364204e-05 x8831 - 6.50364204e-05 x8832 - 6.50364204e-05 x8833 - 6.50364204e-05 x8834 - 6.50364204e-05 x8835 - 6.50364204e-05 x8836 - 6.50364204e-05 x8837 - 6.50364204e-05 x8838 - 6.50364204e-05 x8839 - 6.50364204e-05 x8840 - 6.50364204e-05 x8841 - 6.50364204e-05 x8842 - 6.50364204e-05 x8843 - 6.50364204e-05 x8844 - 6.50364204e-05 x8845 - 6.50364204e-05 x8846 - 6.50364204e-05 x8847 - 6.50364204e-05 x8848 - 6.50364204e-05 x8849 - 6.50364204e-05 x8850 - 6.50364204e-05 x8851 - 6.50364204e-05 x8852 - 6.50364204e-05 x8853 - 6.50364204e-05 x8854 - 6.50364204e-05 x8855 - 6.50364204e-05 x8856 - 6.50364204e-05 x8857 - 6.50364204e-05 x8858 - 6.50364204e-05 x8859 - 6.50364204e-05 x8860 - 6.50364204e-05 x8861 - 6.50364204e-05 x8862 - 6.50364204e-05 x8863 - 6.50364204e-05 x8864 - 6.50364204e-05 x8865 - 6.50364204e-05 x8866 - 6.50364204e-05 x8867 - 6.50364204e-05 x8868 - 6.50364204e-05 x8869 - 6.50364204e-05 x8870 - 6.50364204e-05 x8871 - 6.50364204e-05 x8872 - 6.50364204e-05 x8873 - 6.50364204e-05 x8874 - 6.50364204e-05 x8875 - 6.50364204e-05 x8876 - 6.50364204e-05 x8877 - 6.50364204e-05 x8878 - 6.50364204e-05 x8879 - 6.50364204e-05 x8880 - 6.50364204e-05 x8881 - 6.50364204e-05 x8882 - 6.50364204e-05 x8883 - 6.50364204e-05 x8884 - 6.50364204e-05 x8885 - 6.50364204e-05 x8886 - 6.50364204e-05 x8887 - 6.50364204e-05 x8888 - 6.50364204e-05 x8889 - 6.50364204e-05 x8890 - 6.50364204e-05 x8891 - 6.50364204e-05 x8892 - 6.50364204e-05 x8893 - 6.50364204e-05 x8894 - 6.50364204e-05 x8895 - 6.50364204e-05 x8896 - 6.50364204e-05 x8897 - 6.50364204e-05 x8898 - 6.50364204e-05 x8899 - 6.50364204e-05 x8900 - 6.50364204e-05 x8901 - 6.50364204e-05 x8902 - 6.50364204e-05 x8903 - 6.50364204e-05 x8904 - 6.50364204e-05 x8905 - 6.50364204e-05 x8906 - 6.50364204e-05 x8907 - 6.50364204e-05 x8908 - 6.50364204e-05 x8909 - 6.50364204e-05 x8910 - 6.50364204e-05 x8911 - 6.50364204e-05 x8912 - 6.50364204e-05 x8913 - 6.50364204e-05 x8914 - 6.50364204e-05 x8915 - 6.50364204e-05 x8916 - 6.50364204e-05 x8917 - 6.50364204e-05 x8918 - 6.50364204e-05 x8919 - 6.50364204e-05 x8920 - 6.50364204e-05 x8921 - 6.50364204e-05 x8922 - 6.50364204e-05 x8923 - 6.50364204e-05 x8924 - 6.50364204e-05 x8925 - 6.50364204e-05 x8926 - 6.50364204e-05 x8927 - 6.50364204e-05 x8928 - 6.50364204e-05 x8929 - 6.50364204e-05 x8930 - 6.50364204e-05 x8931 - 6.50364204e-05 x8932 - 6.50364204e-05 x8933 - 6.50364204e-05 x8934 - 6.50364204e-05 x8935 - 6.50364204e-05 x8936 - 6.50364204e-05 x8937 - 6.50364204e-05 x8938 - 6.50364204e-05 x8939 - 6.50364204e-05 x8940 - 6.50364204e-05 x8941 - 6.50364204e-05 x8942 - 6.50364204e-05 x8943 - 6.50364204e-05 x8944 - 6.50364204e-05 x8945 - 6.50364204e-05 x8946 - 6.50364204e-05 x8947 - 6.50364204e-05 x8948 - 6.50364204e-05 x8949 - 6.50364204e-05 x8950 - 6.50364204e-05 x8951 - 6.50364204e-05 x8952 - 6.50364204e-05 x8953 - 6.50364204e-05 x8954 - 6.50364204e-05 x8955 - 6.50364204e-05 x8956 - 6.50364204e-05 x8957 - 6.50364204e-05 x8958 - 6.50364204e-05 x8959 - 6.50364204e-05 x8960 - 6.50364204e-05 x8961 - 6.50364204e-05 x8962 - 6.50364204e-05 x8963 - 6.50364204e-05 x8964 - 6.50364204e-05 x8965 - 6.50364204e-05 x8966 - 6.50364204e-05 x8967 - 6.50364204e-05 x8968 - 6.50364204e-05 x8969 - 6.50364204e-05 x8970 - 6.50364204e-05 x8971 - 6.50364204e-05 x8972 - 6.50364204e-05 x8973 - 6.50364204e-05 x8974 - 6.50364204e-05 x8975 - 6.50364204e-05 x8976 - 6.50364204e-05 x8977 - 6.50364204e-05 x8978 - 6.50364204e-05 x8979 - 6.50364204e-05 x8980 - 6.50364204e-05 x8981 - 6.50364204e-05 x8982 - 6.50364204e-05 x8983 - 6.50364204e-05 x8984 - 6.50364204e-05 x8985 - 6.50364204e-05 x8986 - 6.50364204e-05 x8987 - 6.50364204e-05 x8988 - 6.50364204e-05 x8989 - 6.50364204e-05 x8990 - 6.50364204e-05 x8991 - 6.50364204e-05 x8992 - 6.50364204e-05 x8993 - 6.50364204e-05 x8994 - 6.50364204e-05 x8995 - 6.50364204e-05 x8996 - 6.50364204e-05 x8997 - 6.50364204e-05 x8998 - 6.50364204e-05 x8999 - 6.50364204e-05 x9000 - 6.50364204e-05 x9001 - 6.50364204e-05 x9002 - 6.50364204e-05 x9003 - 6.50364204e-05 x9004 - 6.50364204e-05 x9005 - 6.50364204e-05 x9006 - 6.50364204e-05 x9007 - 6.50364204e-05 x9008 - 6.50364204e-05 x9009 - 6.50364204e-05 x9010 - 6.50364204e-05 x9011 - 6.50364204e-05 x9012 - 6.50364204e-05 x9013 - 6.50364204e-05 x9014 - 6.50364204e-05 x9015 - 6.50364204e-05 x9016 - 6.50364204e-05 x9017 - 6.50364204e-05 x9018 - 6.50364204e-05 x9019 - 6.50364204e-05 x9020 - 6.50364204e-05 x9021 - 6.50364204e-05 x9022 - 6.50364204e-05 x9023 - 6.50364204e-05 x9024 - 6.50364204e-05 x9025 - 6.50364204e-05 x9026 - 6.50364204e-05 x9027 - 6.50364204e-05 x9028 - 6.50364204e-05 x9029 - 6.50364204e-05 x9030 - 6.50364204e-05 x9031 - 6.50364204e-05 x9032 - 6.50364204e-05 x9033 - 6.50364204e-05 x9034 - 6.50364204e-05 x9035 - 6.50364204e-05 x9036 - 6.50364204e-05 x9037 - 6.50364204e-05 x9038 - 6.50364204e-05 x9039 - 6.50364204e-05 x9040 - 6.50364204e-05 x9041 - 6.50364204e-05 x9042 - 6.50364204e-05 x9043 - 6.50364204e-05 x9044 - 6.50364204e-05 x9045 - 6.50364204e-05 x9046 - 6.50364204e-05 x9047 - 6.50364204e-05 x9048 - 6.50364204e-05 x9049 - 6.50364204e-05 x9050 - 6.50364204e-05 x9051 - 6.50364204e-05 x9052 - 6.50364204e-05 x9053 - 6.50364204e-05 x9054 - 6.50364204e-05 x9055 - 6.50364204e-05 x9056 - 6.50364204e-05 x9057 - 6.50364204e-05 x9058 - 6.50364204e-05 x9059 - 6.50364204e-05 x9060 - 6.50364204e-05 x9061 - 6.50364204e-05 x9062 - 6.50364204e-05 x9063 - 6.50364204e-05 x9064 - 6.50364204e-05 x9065 - 6.50364204e-05 x9066 - 6.50364204e-05 x9067 - 6.50364204e-05 x9068 - 6.50364204e-05 x9069 - 6.50364204e-05 x9070 - 6.50364204e-05 x9071 - 6.50364204e-05 x9072 - 6.50364204e-05 x9073 - 6.50364204e-05 x9074 - 6.50364204e-05 x9075 - 6.50364204e-05 x9076 - 6.50364204e-05 x9077 - 6.50364204e-05 x9078 - 6.50364204e-05 x9079 - 6.50364204e-05 x9080 - 6.50364204e-05 x9081 - 6.50364204e-05 x9082 - 6.50364204e-05 x9083 - 6.50364204e-05 x9084 - 6.50364204e-05 x9085 - 6.50364204e-05 x9086 - 6.50364204e-05 x9087 - 6.50364204e-05 x9088 - 6.50364204e-05 x9089 - 6.50364204e-05 x9090 - 6.50364204e-05 x9091 - 6.50364204e-05 x9092 - 6.50364204e-05 x9093 - 6.50364204e-05 x9094 - 6.50364204e-05 x9095 - 6.50364204e-05 x9096 - 6.50364204e-05 x9097 - 6.50364204e-05 x9098 - 6.50364204e-05 x9099 - 6.50364204e-05 x9100 - 6.50364204e-05 x9101 - 6.50364204e-05 x9102 - 6.50364204e-05 x9103 - 6.50364204e-05 x9104 - 6.50364204e-05 x9105 - 6.50364204e-05 x9106 - 6.50364204e-05 x9107 - 6.50364204e-05 x9108 - 6.50364204e-05 x9109 - 6.50364204e-05 x9110 - 6.50364204e-05 x9111 - 6.50364204e-05 x9112 - 6.50364204e-05 x9113 - 6.50364204e-05 x9114 - 6.50364204e-05 x9115 - 6.50364204e-05 x9116 - 6.50364204e-05 x9117 - 6.50364204e-05 x9118 - 6.50364204e-05 x9119 - 6.50364204e-05 x9120 - 6.50364204e-05 x9121 - 6.50364204e-05 x9122 - 6.50364204e-05 x9123 - 6.50364204e-05 x9124 - 6.50364204e-05 x9125 - 6.50364204e-05 x9126 - 6.50364204e-05 x9127 - 6.50364204e-05 x9128 - 6.50364204e-05 x9129 - 6.50364204e-05 x9130 - 6.50364204e-05 x9131 - 6.50364204e-05 x9132 - 6.50364204e-05 x9133 - 6.50364204e-05 x9134 - 6.50364204e-05 x9135 - 6.50364204e-05 x9136 - 6.50364204e-05 x9137 - 6.50364204e-05 x9138 - 6.50364204e-05 x9139 - 6.50364204e-05 x9140 - 6.50364204e-05 x9141 - 6.50364204e-05 x9142 - 6.50364204e-05 x9143 - 6.50364204e-05 x9144 - 6.50364204e-05 x9145 - 6.50364204e-05 x9146 - 6.50364204e-05 x9147 - 6.50364204e-05 x9148 - 6.50364204e-05 x9149 - 6.50364204e-05 x9150 - 6.50364204e-05 x9151 - 6.50364204e-05 x9152 - 6.50364204e-05 x9153 - 6.50364204e-05 x9154 - 6.50364204e-05 x9155 - 6.50364204e-05 x9156 - 6.50364204e-05 x9157 - 6.50364204e-05 x9158 - 6.50364204e-05 x9159 - 6.50364204e-05 x9160 - 6.50364204e-05 x9161 - 6.50364204e-05 x9162 - 6.50364204e-05 x9163 - 6.50364204e-05 x9164 - 6.50364204e-05 x9165 - 6.50364204e-05 x9166 - 6.50364204e-05 x9167 - 6.50364204e-05 x9168 - 6.50364204e-05 x9169 - 6.50364204e-05 x9170 - 6.50364204e-05 x9171 - 6.50364204e-05 x9172 - 6.50364204e-05 x9173 - 6.50364204e-05 x9174 - 6.50364204e-05 x9175 - 6.50364204e-05 x9176 - 6.50364204e-05 x9177 - 6.50364204e-05 x9178 - 6.50364204e-05 x9179 - 6.50364204e-05 x9180 - 6.50364204e-05 x9181 - 6.50364204e-05 x9182 - 6.50364204e-05 x9183 - 6.50364204e-05 x9184 - 6.50364204e-05 x9185 - 6.50364204e-05 x9186 - 6.50364204e-05 x9187 - 6.50364204e-05 x9188 - 6.50364204e-05 x9189 - 6.50364204e-05 x9190 - 6.50364204e-05 x9191 - 6.50364204e-05 x9192 - 6.50364204e-05 x9193 - 6.50364204e-05 x9194 - 6.50364204e-05 x9195 - 6.50364204e-05 x9196 - 6.50364204e-05 x9197 - 6.50364204e-05 x9198 - 6.50364204e-05 x9199 - 6.50364204e-05 x9200 - 6.50364204e-05 x9201 - 6.50364204e-05 x9202 - 6.50364204e-05 x9203 - 6.50364204e-05 x9204 - 6.50364204e-05 x9205 - 6.50364204e-05 x9206 - 6.50364204e-05 x9207 - 6.50364204e-05 x9208 - 6.50364204e-05 x9209 - 6.50364204e-05 x9210 - 6.50364204e-05 x9211 - 6.50364204e-05 x9212 - 6.50364204e-05 x9213 - 6.50364204e-05 x9214 - 6.50364204e-05 x9215 - 6.50364204e-05 x9216 - 6.50364204e-05 x9217 - 6.50364204e-05 x9218 - 6.50364204e-05 x9219 - 6.50364204e-05 x9220 - 6.50364204e-05 x9221 - 6.50364204e-05 x9222 - 6.50364204e-05 x9223 - 6.50364204e-05 x9224 - 6.50364204e-05 x9225 - 6.50364204e-05 x9226 - 6.50364204e-05 x9227 - 6.50364204e-05 x9228 - 6.50364204e-05 x9229 - 6.50364204e-05 x9230 - 6.50364204e-05 x9231 - 6.50364204e-05 x9232 - 6.50364204e-05 x9233 - 6.50364204e-05 x9234 - 6.50364204e-05 x9235 - 6.50364204e-05 x9236 - 6.50364204e-05 x9237 - 6.50364204e-05 x9238 - 6.50364204e-05 x9239 - 6.50364204e-05 x9240 - 6.50364204e-05 x9241 - 6.50364204e-05 x9242 - 6.50364204e-05 x9243 - 6.50364204e-05 x9244 - 6.50364204e-05 x9245 - 6.50364204e-05 x9246 - 6.50364204e-05 x9247 - 6.50364204e-05 x9248 - 6.50364204e-05 x9249 - 6.50364204e-05 x9250 - 6.50364204e-05 x9251 - 6.50364204e-05 x9252 - 6.50364204e-05 x9253 - 6.50364204e-05 x9254 - 6.50364204e-05 x9255 - 6.50364204e-05 x9256 - 6.50364204e-05 x9257 - 6.50364204e-05 x9258 - 6.50364204e-05 x9259 - 6.50364204e-05 x9260 - 6.50364204e-05 x9261 - 6.50364204e-05 x9262 - 6.50364204e-05 x9263 - 6.50364204e-05 x9264 - 6.50364204e-05 x9265 - 6.50364204e-05 x9266 - 6.50364204e-05 x9267 - 6.50364204e-05 x9268 - 6.50364204e-05 x9269 - 6.50364204e-05 x9270 - 6.50364204e-05 x9271 - 6.50364204e-05 x9272 - 6.50364204e-05 x9273 - 6.50364204e-05 x9274 - 6.50364204e-05 x9275 - 6.50364204e-05 x9276 - 6.50364204e-05 x9277 - 6.50364204e-05 x9278 - 6.50364204e-05 x9279 - 6.50364204e-05 x9280 - 6.50364204e-05 x9281 - 6.50364204e-05 x9282 - 6.50364204e-05 x9283 - 6.50364204e-05 x9284 - 6.50364204e-05 x9285 - 6.50364204e-05 x9286 - 6.50364204e-05 x9287 - 6.50364204e-05 x9288 - 6.50364204e-05 x9289 - 6.50364204e-05 x9290 - 6.50364204e-05 x9291 - 6.50364204e-05 x9292 - 6.50364204e-05 x9293 - 6.50364204e-05 x9294 - 6.50364204e-05 x9295 - 6.50364204e-05 x9296 - 6.50364204e-05 x9297 - 6.50364204e-05 x9298 - 6.50364204e-05 x9299 - 6.50364204e-05 x9300 - 6.50364204e-05 x9301 - 6.50364204e-05 x9302 - 6.50364204e-05 x9303 - 6.50364204e-05 x9304 - 6.50364204e-05 x9305 - 6.50364204e-05 x9306 - 6.50364204e-05 x9307 - 6.50364204e-05 x9308 - 6.50364204e-05 x9309 - 6.50364204e-05 x9310 - 6.50364204e-05 x9311 - 6.50364204e-05 x9312 - 6.50364204e-05 x9313 - 6.50364204e-05 x9314 - 6.50364204e-05 x9315 - 6.50364204e-05 x9316 - 6.50364204e-05 x9317 - 6.50364204e-05 x9318 - 6.50364204e-05 x9319 - 6.50364204e-05 x9320 - 6.50364204e-05 x9321 - 6.50364204e-05 x9322 - 6.50364204e-05 x9323 - 6.50364204e-05 x9324 - 6.50364204e-05 x9325 - 6.50364204e-05 x9326 - 6.50364204e-05 x9327 - 6.50364204e-05 x9328 - 6.50364204e-05 x9329 - 6.50364204e-05 x9330 - 6.50364204e-05 x9331 - 6.50364204e-05 x9332 - 6.50364204e-05 x9333 - 6.50364204e-05 x9334 - 6.50364204e-05 x9335 - 6.50364204e-05 x9336 - 6.50364204e-05 x9337 - 6.50364204e-05 x9338 - 6.50364204e-05 x9339 - 6.50364204e-05 x9340 - 6.50364204e-05 x9341 - 6.50364204e-05 x9342 - 6.50364204e-05 x9343 - 6.50364204e-05 x9344 - 6.50364204e-05 x9345 - 6.50364204e-05 x9346 - 6.50364204e-05 x9347 - 6.50364204e-05 x9348 - 6.50364204e-05 x9349 - 6.50364204e-05 x9350 - 6.50364204e-05 x9351 - 6.50364204e-05 x9352 - 6.50364204e-05 x9353 - 6.50364204e-05 x9354 - 6.50364204e-05 x9355 - 6.50364204e-05 x9356 - 6.50364204e-05 x9357 - 6.50364204e-05 x9358 - 6.50364204e-05 x9359 - 6.50364204e-05 x9360 - 6.50364204e-05 x9361 - 6.50364204e-05 x9362 - 6.50364204e-05 x9363 - 6.50364204e-05 x9364 - 6.50364204e-05 x9365 - 6.50364204e-05 x9366 - 6.50364204e-05 x9367 - 6.50364204e-05 x9368 - 6.50364204e-05 x9369 - 6.50364204e-05 x9370 - 6.50364204e-05 x9371 - 6.50364204e-05 x9372 - 6.50364204e-05 x9373 - 6.50364204e-05 x9374 - 6.50364204e-05 x9375 - 6.50364204e-05 x9376 - 6.50364204e-05 x9377 - 6.50364204e-05 x9378 - 6.50364204e-05 x9379 - 6.50364204e-05 x9380 - 6.50364204e-05 x9381 - 6.50364204e-05 x9382 - 6.50364204e-05 x9383 - 6.50364204e-05 x9384 - 6.50364204e-05 x9385 - 6.50364204e-05 x9386 - 6.50364204e-05 x9387 - 6.50364204e-05 x9388 - 6.50364204e-05 x9389 - 6.50364204e-05 x9390 - 6.50364204e-05 x9391 - 6.50364204e-05 x9392 - 6.50364204e-05 x9393 - 6.50364204e-05 x9394 - 6.50364204e-05 x9395 - 6.50364204e-05 x9396 - 6.50364204e-05 x9397 - 6.50364204e-05 x9398 - 6.50364204e-05 x9399 - 6.50364204e-05 x9400 - 6.50364204e-05 x9401 - 6.50364204e-05 x9402 - 6.50364204e-05 x9403 - 6.50364204e-05 x9404 - 6.50364204e-05 x9405 - 6.50364204e-05 x9406 - 6.50364204e-05 x9407 - 6.50364204e-05 x9408 - 6.50364204e-05 x9409 - 6.50364204e-05 x9410 - 6.50364204e-05 x9411 - 6.50364204e-05 x9412 - 6.50364204e-05 x9413 - 6.50364204e-05 x9414 - 6.50364204e-05 x9415 - 6.50364204e-05 x9416 - 6.50364204e-05 x9417 - 6.50364204e-05 x9418 - 6.50364204e-05 x9419 - 6.50364204e-05 x9420 - 6.50364204e-05 x9421 - 6.50364204e-05 x9422 - 6.50364204e-05 x9423 - 6.50364204e-05 x9424 - 6.50364204e-05 x9425 - 6.50364204e-05 x9426 - 6.50364204e-05 x9427 - 6.50364204e-05 x9428 - 6.50364204e-05 x9429 - 6.50364204e-05 x9430 - 6.50364204e-05 x9431 - 6.50364204e-05 x9432 - 6.50364204e-05 x9433 - 6.50364204e-05 x9434 - 6.50364204e-05 x9435 - 6.50364204e-05 x9436 - 6.50364204e-05 x9437 - 6.50364204e-05 x9438 - 6.50364204e-05 x9439 - 6.50364204e-05 x9440 - 6.50364204e-05 x9441 - 6.50364204e-05 x9442 - 6.50364204e-05 x9443 - 6.50364204e-05 x9444 - 6.50364204e-05 x9445 - 6.50364204e-05 x9446 - 6.50364204e-05 x9447 - 6.50364204e-05 x9448 - 6.50364204e-05 x9449 - 6.50364204e-05 x9450 - 6.50364204e-05 x9451 - 6.50364204e-05 x9452 - 6.50364204e-05 x9453 - 6.50364204e-05 x9454 - 6.50364204e-05 x9455 - 6.50364204e-05 x9456 - 6.50364204e-05 x9457 - 6.50364204e-05 x9458 - 6.50364204e-05 x9459 - 6.50364204e-05 x9460 - 6.50364204e-05 x9461 - 6.50364204e-05 x9462 - 6.50364204e-05 x9463 - 6.50364204e-05 x9464 - 6.50364204e-05 x9465 - 6.50364204e-05 x9466 - 6.50364204e-05 x9467 - 6.50364204e-05 x9468 - 6.50364204e-05 x9469 - 6.50364204e-05 x9470 - 6.50364204e-05 x9471 - 6.50364204e-05 x9472 - 6.50364204e-05 x9473 - 6.50364204e-05 x9474 - 6.50364204e-05 x9475 - 6.50364204e-05 x9476 - 6.50364204e-05 x9477 - 6.50364204e-05 x9478 - 6.50364204e-05 x9479 - 6.50364204e-05 x9480 - 6.50364204e-05 x9481 - 6.50364204e-05 x9482 - 6.50364204e-05 x9483 - 6.50364204e-05 x9484 - 6.50364204e-05 x9485 - 6.50364204e-05 x9486 - 6.50364204e-05 x9487 - 6.50364204e-05 x9488 - 6.50364204e-05 x9489 - 6.50364204e-05 x9490 - 6.50364204e-05 x9491 - 6.50364204e-05 x9492 - 6.50364204e-05 x9493 - 6.50364204e-05 x9494 - 6.50364204e-05 x9495 - 6.50364204e-05 x9496 - 6.50364204e-05 x9497 - 6.50364204e-05 x9498 - 6.50364204e-05 x9499 - 6.50364204e-05 x9500 - 6.50364204e-05 x9501 - 6.50364204e-05 x9502 - 6.50364204e-05 x9503 - 6.50364204e-05 x9504 - 6.50364204e-05 x9505 - 6.50364204e-05 x9506 - 6.50364204e-05 x9507 - 6.50364204e-05 x9508 - 6.50364204e-05 x9509 - 6.50364204e-05 x9510 - 6.50364204e-05 x9511 - 6.50364204e-05 x9512 - 6.50364204e-05 x9513 - 6.50364204e-05 x9514 - 6.50364204e-05 x9515 - 6.50364204e-05 x9516 - 6.50364204e-05 x9517 - 6.50364204e-05 x9518 - 6.50364204e-05 x9519 - 6.50364204e-05 x9520 - 6.50364204e-05 x9521 - 6.50364204e-05 x9522 - 6.50364204e-05 x9523 - 6.50364204e-05 x9524 - 6.50364204e-05 x9525 - 6.50364204e-05 x9526 - 6.50364204e-05 x9527 - 6.50364204e-05 x9528 - 6.50364204e-05 x9529 - 6.50364204e-05 x9530 - 6.50364204e-05 x9531 - 6.50364204e-05 x9532 - 6.50364204e-05 x9533 - 6.50364204e-05 x9534 - 6.50364204e-05 x9535 - 6.50364204e-05 x9536 - 6.50364204e-05 x9537 - 6.50364204e-05 x9538 - 6.50364204e-05 x9539 - 6.50364204e-05 x9540 - 6.50364204e-05 x9541 - 6.50364204e-05 x9542 - 6.50364204e-05 x9543 - 6.50364204e-05 x9544 - 6.50364204e-05 x9545 - 6.50364204e-05 x9546 - 6.50364204e-05 x9547 - 6.50364204e-05 x9548 - 6.50364204e-05 x9549 - 6.50364204e-05 x9550 - 6.50364204e-05 x9551 - 6.50364204e-05 x9552 - 6.50364204e-05 x9553 - 6.50364204e-05 x9554 - 6.50364204e-05 x9555 - 6.50364204e-05 x9556 - 6.50364204e-05 x9557 - 6.50364204e-05 x9558 - 6.50364204e-05 x9559 - 6.50364204e-05 x9560 - 6.50364204e-05 x9561 - 6.50364204e-05 x9562 - 6.50364204e-05 x9563 - 6.50364204e-05 x9564 - 6.50364204e-05 x9565 - 6.50364204e-05 x9566 - 6.50364204e-05 x9567 - 6.50364204e-05 x9568 - 6.50364204e-05 x9569 - 6.50364204e-05 x9570 - 6.50364204e-05 x9571 - 6.50364204e-05 x9572 - 6.50364204e-05 x9573 - 6.50364204e-05 x9574 - 6.50364204e-05 x9575 - 6.50364204e-05 x9576 - 6.50364204e-05 x9577 - 6.50364204e-05 x9578 - 6.50364204e-05 x9579 - 6.50364204e-05 x9580 - 6.50364204e-05 x9581 - 6.50364204e-05 x9582 - 6.50364204e-05 x9583 - 6.50364204e-05 x9584 - 6.50364204e-05 x9585 - 6.50364204e-05 x9586 - 6.50364204e-05 x9587 - 6.50364204e-05 x9588 - 6.50364204e-05 x9589 - 6.50364204e-05 x9590 - 6.50364204e-05 x9591 - 6.50364204e-05 x9592 - 6.50364204e-05 x9593 - 6.50364204e-05 x9594 - 6.50364204e-05 x9595 - 6.50364204e-05 x9596 - 6.50364204e-05 x9597 - 6.50364204e-05 x9598 - 6.50364204e-05 x9599 - 6.50364204e-05 x9600 - 6.50364204e-05 x9601 - 6.50364204e-05 x9602 - 6.50364204e-05 x9603 - 6.50364204e-05 x9604 - 6.50364204e-05 x9605 - 6.50364204e-05 x9606 - 6.50364204e-05 x9607 - 6.50364204e-05 x9608 - 6.50364204e-05 x9609 - 6.50364204e-05 x9610 - 6.50364204e-05 x9611 - 6.50364204e-05 x9612 - 6.50364204e-05 x9613 - 6.50364204e-05 x9614 - 6.50364204e-05 x9615 - 6.50364204e-05 x9616 - 6.50364204e-05 x9617 - 6.50364204e-05 x9618 - 6.50364204e-05 x9619 - 6.50364204e-05 x9620 - 6.50364204e-05 x9621 - 6.50364204e-05 x9622 - 6.50364204e-05 x9623 - 6.50364204e-05 x9624 - 6.50364204e-05 x9625 - 6.50364204e-05 x9626 - 6.50364204e-05 x9627 - 6.50364204e-05 x9628 - 6.50364204e-05 x9629 - 6.50364204e-05 x9630 - 6.50364204e-05 x9631 - 6.50364204e-05 x9632 - 6.50364204e-05 x9633 - 6.50364204e-05 x9634 - 6.50364204e-05 x9635 - 6.50364204e-05 x9636 - 6.50364204e-05 x9637 - 6.50364204e-05 x9638 - 6.50364204e-05 x9639 - 6.50364204e-05 x9640 - 6.50364204e-05 x9641 - 6.50364204e-05 x9642 - 6.50364204e-05 x9643 - 6.50364204e-05 x9644 - 6.50364204e-05 x9645 - 6.50364204e-05 x9646 - 6.50364204e-05 x9647 - 6.50364204e-05 x9648 - 6.50364204e-05 x9649 - 6.50364204e-05 x9650 - 6.50364204e-05 x9651 - 6.50364204e-05 x9652 - 6.50364204e-05 x9653 - 6.50364204e-05 x9654 - 6.50364204e-05 x9655 - 6.50364204e-05 x9656 - 6.50364204e-05 x9657 - 6.50364204e-05 x9658 - 6.50364204e-05 x9659 - 6.50364204e-05 x9660 - 6.50364204e-05 x9661 - 6.50364204e-05 x9662 - 6.50364204e-05 x9663 - 6.50364204e-05 x9664 - 6.50364204e-05 x9665 - 6.50364204e-05 x9666 - 6.50364204e-05 x9667 - 6.50364204e-05 x9668 - 6.50364204e-05 x9669 - 6.50364204e-05 x9670 - 6.50364204e-05 x9671 - 6.50364204e-05 x9672 - 6.50364204e-05 x9673 - 6.50364204e-05 x9674 - 6.50364204e-05 x9675 - 6.50364204e-05 x9676 - 6.50364204e-05 x9677 - 6.50364204e-05 x9678 - 6.50364204e-05 x9679 - 6.50364204e-05 x9680 - 6.50364204e-05 x9681 - 6.50364204e-05 x9682 - 6.50364204e-05 x9683 - 6.50364204e-05 x9684 - 6.50364204e-05 x9685 - 6.50364204e-05 x9686 - 6.50364204e-05 x9687 - 6.50364204e-05 x9688 - 6.50364204e-05 x9689 - 6.50364204e-05 x9690 - 6.50364204e-05 x9691 - 6.50364204e-05 x9692 - 6.50364204e-05 x9693 - 6.50364204e-05 x9694 - 6.50364204e-05 x9695 - 6.50364204e-05 x9696 - 6.50364204e-05 x9697 - 6.50364204e-05 x9698 - 6.50364204e-05 x9699 - 6.50364204e-05 x9700 - 6.50364204e-05 x9701 - 6.50364204e-05 x9702 - 6.50364204e-05 x9703 - 6.50364204e-05 x9704 - 6.50364204e-05 x9705 - 6.50364204e-05 x9706 - 6.50364204e-05 x9707 - 6.50364204e-05 x9708 - 6.50364204e-05 x9709 - 6.50364204e-05 x9710 - 6.50364204e-05 x9711 - 6.50364204e-05 x9712 - 6.50364204e-05 x9713 - 6.50364204e-05 x9714 - 6.50364204e-05 x9715 - 6.50364204e-05 x9716 - 6.50364204e-05 x9717 - 6.50364204e-05 x9718 - 6.50364204e-05 x9719 - 6.50364204e-05 x9720 - 6.50364204e-05 x9721 - 6.50364204e-05 x9722 - 6.50364204e-05 x9723 - 6.50364204e-05 x9724 - 6.50364204e-05 x9725 - 6.50364204e-05 x9726 - 6.50364204e-05 x9727 - 6.50364204e-05 x9728 - 6.50364204e-05 x9729 - 6.50364204e-05 x9730 - 6.50364204e-05 x9731 - 6.50364204e-05 x9732 - 6.50364204e-05 x9733 - 6.50364204e-05 x9734 - 6.50364204e-05 x9735 - 6.50364204e-05 x9736 - 6.50364204e-05 x9737 - 6.50364204e-05 x9738 - 6.50364204e-05 x9739 - 6.50364204e-05 x9740 - 6.50364204e-05 x9741 - 6.50364204e-05 x9742 - 6.50364204e-05 x9743 - 6.50364204e-05 x9744 - 6.50364204e-05 x9745 - 6.50364204e-05 x9746 - 6.50364204e-05 x9747 - 6.50364204e-05 x9748 - 6.50364204e-05 x9749 - 6.50364204e-05 x9750 - 6.50364204e-05 x9751 - 6.50364204e-05 x9752 - 6.50364204e-05 x9753 - 6.50364204e-05 x9754 - 6.50364204e-05 x9755 - 6.50364204e-05 x9756 - 6.50364204e-05 x9757 - 6.50364204e-05 x9758 - 6.50364204e-05 x9759 - 6.50364204e-05 x9760 - 6.50364204e-05 x9761 - 6.50364204e-05 x9762 - 6.50364204e-05 x9763 - 6.50364204e-05 x9764 - 6.50364204e-05 x9765 - 6.50364204e-05 x9766 - 6.50364204e-05 x9767 - 6.50364204e-05 x9768 - 6.50364204e-05 x9769 - 6.50364204e-05 x9770 - 6.50364204e-05 x9771 - 6.50364204e-05 x9772 - 6.50364204e-05 x9773 - 6.50364204e-05 x9774 - 6.50364204e-05 x9775 - 6.50364204e-05 x9776 - 6.50364204e-05 x9777 - 6.50364204e-05 x9778 - 6.50364204e-05 x9779 - 6.50364204e-05 x9780 - 6.50364204e-05 x9781 - 6.50364204e-05 x9782 - 6.50364204e-05 x9783 - 6.50364204e-05 x9784 - 6.50364204e-05 x9785 - 6.50364204e-05 x9786 - 6.50364204e-05 x9787 - 6.50364204e-05 x9788 - 6.50364204e-05 x9789 - 6.50364204e-05 x9790 - 6.50364204e-05 x9791 - 6.50364204e-05 x9792 - 6.50364204e-05 x9793 - 6.50364204e-05 x9794 - 6.50364204e-05 x9795 - 6.50364204e-05 x9796 - 6.50364204e-05 x9797 - 6.50364204e-05 x9798 - 6.50364204e-05 x9799 - 6.50364204e-05 x9800 - 6.50364204e-05 x9801 - 6.50364204e-05 x9802 - 6.50364204e-05 x9803 - 6.50364204e-05 x9804 - 6.50364204e-05 x9805 - 6.50364204e-05 x9806 - 6.50364204e-05 x9807 - 6.50364204e-05 x9808 - 6.50364204e-05 x9809 - 6.50364204e-05 x9810 - 6.50364204e-05 x9811 - 6.50364204e-05 x9812 - 6.50364204e-05 x9813 - 6.50364204e-05 x9814 - 6.50364204e-05 x9815 - 6.50364204e-05 x9816 - 6.50364204e-05 x9817 - 6.50364204e-05 x9818 - 6.50364204e-05 x9819 - 6.50364204e-05 x9820 - 6.50364204e-05 x9821 - 6.50364204e-05 x9822 - 6.50364204e-05 x9823 - 6.50364204e-05 x9824 - 6.50364204e-05 x9825 - 6.50364204e-05 x9826 - 6.50364204e-05 x9827 - 6.50364204e-05 x9828 - 6.50364204e-05 x9829 - 6.50364204e-05 x9830 - 6.50364204e-05 x9831 - 6.50364204e-05 x9832 - 6.50364204e-05 x9833 - 6.50364204e-05 x9834 - 6.50364204e-05 x9835 - 6.50364204e-05 x9836 - 6.50364204e-05 x9837 - 6.50364204e-05 x9838 - 6.50364204e-05 x9839 - 6.50364204e-05 x9840 - 6.50364204e-05 x9841 - 6.50364204e-05 x9842 - 6.50364204e-05 x9843 - 6.50364204e-05 x9844 - 6.50364204e-05 x9845 - 6.50364204e-05 x9846 - 6.50364204e-05 x9847 - 6.50364204e-05 x9848 - 6.50364204e-05 x9849 - 6.50364204e-05 x9850 - 6.50364204e-05 x9851 - 6.50364204e-05 x9852 - 6.50364204e-05 x9853 - 6.50364204e-05 x9854 - 6.50364204e-05 x9855 - 6.50364204e-05 x9856 - 6.50364204e-05 x9857 - 6.50364204e-05 x9858 - 6.50364204e-05 x9859 - 6.50364204e-05 x9860 - 6.50364204e-05 x9861 - 6.50364204e-05 x9862 - 6.50364204e-05 x9863 - 6.50364204e-05 x9864 - 6.50364204e-05 x9865 - 6.50364204e-05 x9866 - 6.50364204e-05 x9867 - 6.50364204e-05 x9868 - 6.50364204e-05 x9869 - 6.50364204e-05 x9870 - 6.50364204e-05 x9871 - 6.50364204e-05 x9872 - 6.50364204e-05 x9873 - 6.50364204e-05 x9874 - 6.50364204e-05 x9875 - 6.50364204e-05 x9876 - 6.50364204e-05 x9877 - 6.50364204e-05 x9878 - 6.50364204e-05 x9879 - 6.50364204e-05 x9880 - 6.50364204e-05 x9881 - 6.50364204e-05 x9882 - 6.50364204e-05 x9883 - 6.50364204e-05 x9884 - 6.50364204e-05 x9885 - 6.50364204e-05 x9886 - 6.50364204e-05 x9887 - 6.50364204e-05 x9888 - 6.50364204e-05 x9889 - 6.50364204e-05 x9890 - 6.50364204e-05 x9891 - 6.50364204e-05 x9892 - 6.50364204e-05 x9893 - 6.50364204e-05 x9894 - 6.50364204e-05 x9895 - 6.50364204e-05 x9896 - 6.50364204e-05 x9897 - 6.50364204e-05 x9898 - 6.50364204e-05 x9899 - 6.50364204e-05 x9900 - 6.50364204e-05 x9901 - 6.50364204e-05 x9902 - 6.50364204e-05 x9903 - 6.50364204e-05 x9904 - 6.50364204e-05 x9905 - 6.50364204e-05 x9906 - 6.50364204e-05 x9907 - 6.50364204e-05 x9908 - 6.50364204e-05 x9909 - 6.50364204e-05 x9910 - 6.50364204e-05 x9911 - 6.50364204e-05 x9912 - 6.50364204e-05 x9913 - 6.50364204e-05 x9914 - 6.50364204e-05 x9915 - 6.50364204e-05 x9916 - 6.50364204e-05 x9917 - 6.50364204e-05 x9918 - 6.50364204e-05 x9919 - 6.50364204e-05 x9920 - 6.50364204e-05 x9921 - 6.50364204e-05 x9922 - 6.50364204e-05 x9923 - 6.50364204e-05 x9924 - 6.50364204e-05 x9925 - 6.50364204e-05 x9926 - 6.50364204e-05 x9927 - 6.50364204e-05 x9928 - 6.50364204e-05 x9929 - 6.50364204e-05 x9930 - 6.50364204e-05 x9931 - 6.50364204e-05 x9932 - 6.50364204e-05 x9933 - 6.50364204e-05 x9934 - 6.50364204e-05 x9935 - 6.50364204e-05 x9936 - 6.50364204e-05 x9937 - 6.50364204e-05 x9938 - 6.50364204e-05 x9939 - 6.50364204e-05 x9940 - 6.50364204e-05 x9941 - 6.50364204e-05 x9942 - 6.50364204e-05 x9943 - 6.50364204e-05 x9944 - 6.50364204e-05 x9945 - 6.50364204e-05 x9946 - 6.50364204e-05 x9947 - 6.50364204e-05 x9948 - 6.50364204e-05 x9949 - 6.50364204e-05 x9950 - 6.50364204e-05 x9951 - 6.50364204e-05 x9952 - 6.50364204e-05 x9953 - 6.50364204e-05 x9954 - 6.50364204e-05 x9955 - 6.50364204e-05 x9956 - 6.50364204e-05 x9957 - 6.50364204e-05 x9958 - 6.50364204e-05 x9959 - 6.50364204e-05 x9960 - 6.50364204e-05 x9961 - 6.50364204e-05 x9962 - 6.50364204e-05 x9963 - 6.50364204e-05 x9964 - 6.50364204e-05 x9965 - 6.50364204e-05 x9966 - 6.50364204e-05 x9967 - 6.50364204e-05 x9968 - 6.50364204e-05 x9969 - 6.50364204e-05 x9970 - 6.50364204e-05 x9971 - 6.50364204e-05 x9972 - 6.50364204e-05 x9973 - 6.50364204e-05 x9974 - 6.50364204e-05 x9975 - 6.50364204e-05 x9976 - 6.50364204e-05 x9977 - 6.50364204e-05 x9978 - 6.50364204e-05 x9979 - 6.50364204e-05 x9980 - 6.50364204e-05 x9981 - 6.50364204e-05 x9982 - 6.50364204e-05 x9983 - 6.50364204e-05 x9984 - 6.50364204e-05 x9985 - 6.50364204e-05 x9986 - 6.50364204e-05 x9987 - 6.50364204e-05 x9988 - 6.50364204e-05 x9989 - 6.50364204e-05 x9990 - 6.50364204e-05 x9991 - 6.50364204e-05 x9992 - 6.50364204e-05 x9993 - 6.50364204e-05 x9994 - 6.50364204e-05 x9995 - 6.50364204e-05 x9996 - 6.50364204e-05 x9997 - 6.50364204e-05 x9998 - 6.50364204e-05 x9999 - 6.50364204e-05 x10000 - 6.50364204e-05 x10001 - 6.50364204e-05 x10002 - 6.50364204e-05 x10003 - 6.50364204e-05 x10004 - 6.50364204e-05 x10005 - 6.50364204e-05 x10006 - 6.50364204e-05 x10007 - 6.50364204e-05 x10008 - 6.50364204e-05 x10009 - 6.50364204e-05 x10010 - 6.50364204e-05 x10011 - 6.50364204e-05 x10012 - 6.50364204e-05 x10013 - 6.50364204e-05 x10014 - 6.50364204e-05 x10015 - 6.50364204e-05 x10016 - 6.50364204e-05 x10017 - 6.50364204e-05 x10018 - 6.50364204e-05 x10019 - 6.50364204e-05 x10020 - 6.50364204e-05 x10021 - 6.50364204e-05 x10022 - 6.50364204e-05 x10023 - 6.50364204e-05 x10024 - 6.50364204e-05 x10025 - 6.50364204e-05 x10026 - 6.50364204e-05 x10027 - 6.50364204e-05 x10028 - 6.50364204e-05 x10029 - 6.50364204e-05 x10030 - 6.50364204e-05 x10031 - 6.50364204e-05 x10032 - 6.50364204e-05 x10033 - 6.50364204e-05 x10034 - 6.50364204e-05 x10035 - 6.50364204e-05 x10036 - 6.50364204e-05 x10037 - 6.50364204e-05 x10038 - 6.50364204e-05 x10039 - 6.50364204e-05 x10040 - 6.50364204e-05 x10041 - 6.50364204e-05 x10042 - 6.50364204e-05 x10043 - 6.50364204e-05 x10044 - 6.50364204e-05 x10045 - 6.50364204e-05 x10046 - 6.50364204e-05 x10047 - 6.50364204e-05 x10048 - 6.50364204e-05 x10049 - 6.50364204e-05 x10050 - 6.50364204e-05 x10051 - 6.50364204e-05 x10052 - 6.50364204e-05 x10053 - 6.50364204e-05 x10054 - 6.50364204e-05 x10055 - 6.50364204e-05 x10056 - 6.50364204e-05 x10057 - 6.50364204e-05 x10058 - 6.50364204e-05 x10059 - 6.50364204e-05 x10060 - 6.50364204e-05 x10061 - 6.50364204e-05 x10062 - 6.50364204e-05 x10063 - 6.50364204e-05 x10064 - 6.50364204e-05 x10065 - 6.50364204e-05 x10066 - 6.50364204e-05 x10067 - 6.50364204e-05 x10068 - 6.50364204e-05 x10069 - 6.50364204e-05 x10070 - 6.50364204e-05 x10071 - 6.50364204e-05 x10072 - 6.50364204e-05 x10073 - 6.50364204e-05 x10074 - 6.50364204e-05 x10075 - 6.50364204e-05 x10076 - 6.50364204e-05 x10077 - 6.50364204e-05 x10078 - 6.50364204e-05 x10079 - 6.50364204e-05 x10080 - 6.50364204e-05 x10081 - 6.50364204e-05 x10082 - 6.50364204e-05 x10083 - 6.50364204e-05 x10084 - 6.50364204e-05 x10085 - 6.50364204e-05 x10086 - 6.50364204e-05 x10087 - 6.50364204e-05 x10088 - 6.50364204e-05 x10089 - 6.50364204e-05 x10090 - 6.50364204e-05 x10091 - 6.50364204e-05 x10092 - 6.50364204e-05 x10093 - 6.50364204e-05 x10094 - 6.50364204e-05 x10095 - 6.50364204e-05 x10096 - 6.50364204e-05 x10097 - 6.50364204e-05 x10098 - 6.50364204e-05 x10099 - 6.50364204e-05 x10100 - 6.50364204e-05 x10101 - 6.50364204e-05 x10102 - 6.50364204e-05 x10103 - 6.50364204e-05 x10104 - 6.50364204e-05 x10105 - 6.50364204e-05 x10106 - 6.50364204e-05 x10107 - 6.50364204e-05 x10108 - 6.50364204e-05 x10109 - 6.50364204e-05 x10110 - 6.50364204e-05 x10111 - 6.50364204e-05 x10112 - 6.50364204e-05 x10113 - 6.50364204e-05 x10114 - 6.50364204e-05 x10115 - 6.50364204e-05 x10116 - 6.50364204e-05 x10117 - 6.50364204e-05 x10118 - 6.50364204e-05 x10119 - 6.50364204e-05 x10120 - 6.50364204e-05 x10121 - 6.50364204e-05 x10122 - 6.50364204e-05 x10123 - 6.50364204e-05 x10124 - 6.50364204e-05 x10125 - 6.50364204e-05 x10126 - 6.50364204e-05 x10127 - 6.50364204e-05 x10128 - 6.50364204e-05 x10129 - 6.50364204e-05 x10130 - 6.50364204e-05 x10131 - 6.50364204e-05 x10132 - 6.50364204e-05 x10133 - 6.50364204e-05 x10134 - 6.50364204e-05 x10135 - 6.50364204e-05 x10136 - 6.50364204e-05 x10137 - 6.50364204e-05 x10138 - 6.50364204e-05 x10139 - 6.50364204e-05 x10140 - 6.50364204e-05 x10141 - 6.50364204e-05 x10142 - 6.50364204e-05 x10143 - 6.50364204e-05 x10144 - 6.50364204e-05 x10145 - 6.50364204e-05 x10146 - 6.50364204e-05 x10147 - 6.50364204e-05 x10148 - 6.50364204e-05 x10149 - 6.50364204e-05 x10150 - 6.50364204e-05 x10151 - 6.50364204e-05 x10152 - 6.50364204e-05 x10153 - 6.50364204e-05 x10154 - 6.50364204e-05 x10155 - 6.50364204e-05 x10156 - 6.50364204e-05 x10157 - 6.50364204e-05 x10158 - 6.50364204e-05 x10159 - 6.50364204e-05 x10160 - 6.50364204e-05 x10161 - 6.50364204e-05 x10162 - 6.50364204e-05 x10163 - 6.50364204e-05 x10164 - 6.50364204e-05 x10165 - 6.50364204e-05 x10166 - 6.50364204e-05 x10167 - 6.50364204e-05 x10168 - 6.50364204e-05 x10169 - 6.50364204e-05 x10170 - 6.50364204e-05 x10171 - 6.50364204e-05 x10172 - 6.50364204e-05 x10173 - 6.50364204e-05 x10174 - 6.50364204e-05 x10175 - 6.50364204e-05 x10176 - 6.50364204e-05 x10177 - 6.50364204e-05 x10178 - 6.50364204e-05 x10179 - 6.50364204e-05 x10180 - 6.50364204e-05 x10181 - 6.50364204e-05 x10182 - 6.50364204e-05 x10183 - 6.50364204e-05 x10184 - 6.50364204e-05 x10185 - 6.50364204e-05 x10186 - 6.50364204e-05 x10187 - 6.50364204e-05 x10188 - 6.50364204e-05 x10189 - 6.50364204e-05 x10190 - 6.50364204e-05 x10191 - 6.50364204e-05 x10192 - 6.50364204e-05 x10193 - 6.50364204e-05 x10194 - 6.50364204e-05 x10195 - 6.50364204e-05 x10196 - 6.50364204e-05 x10197 - 6.50364204e-05 x10198 - 6.50364204e-05 x10199 - 6.50364204e-05 x10200 - 6.50364204e-05 x10201 - 6.50364204e-05 x10202 - 6.50364204e-05 x10203 - 6.50364204e-05 x10204 - 6.50364204e-05 x10205 - 6.50364204e-05 x10206 - 6.50364204e-05 x10207 - 6.50364204e-05 x10208 - 6.50364204e-05 x10209 - 6.50364204e-05 x10210 - 6.50364204e-05 x10211 - 6.50364204e-05 x10212 - 6.50364204e-05 x10213 - 6.50364204e-05 x10214 - 6.50364204e-05 x10215 - 6.50364204e-05 x10216 - 6.50364204e-05 x10217 - 6.50364204e-05 x10218 - 6.50364204e-05 x10219 - 6.50364204e-05 x10220 - 6.50364204e-05 x10221 - 6.50364204e-05 x10222 - 6.50364204e-05 x10223 - 6.50364204e-05 x10224 - 6.50364204e-05 x10225 - 6.50364204e-05 x10226 - 6.50364204e-05 x10227 - 6.50364204e-05 x10228 - 6.50364204e-05 x10229 - 6.50364204e-05 x10230 - 6.50364204e-05 x10231 - 6.50364204e-05 x10232 - 6.50364204e-05 x10233 - 6.50364204e-05 x10234 - 6.50364204e-05 x10235 - 6.50364204e-05 x10236 - 6.50364204e-05 x10237 - 6.50364204e-05 x10238 - 6.50364204e-05 x10239 - 6.50364204e-05 x10240 - 6.50364204e-05 x10241 - 6.50364204e-05 x10242 - 6.50364204e-05 x10243 - 6.50364204e-05 x10244 - 6.50364204e-05 x10245 - 6.50364204e-05 x10246 - 6.50364204e-05 x10247 - 6.50364204e-05 x10248 - 6.50364204e-05 x10249 - 6.50364204e-05 x10250 - 6.50364204e-05 x10251 - 6.50364204e-05 x10252 - 6.50364204e-05 x10253 - 6.50364204e-05 x10254 - 6.50364204e-05 x10255 - 6.50364204e-05 x10256 - 6.50364204e-05 x10257 - 6.50364204e-05 x10258 - 6.50364204e-05 x10259 - 6.50364204e-05 x10260 - 6.50364204e-05 x10261 - 6.50364204e-05 x10262 - 6.50364204e-05 x10263 - 6.50364204e-05 x10264 - 6.50364204e-05 x10265 - 6.50364204e-05 x10266 - 6.50364204e-05 x10267 - 6.50364204e-05 x10268 - 6.50364204e-05 x10269 - 6.50364204e-05 x10270 - 6.50364204e-05 x10271 - 6.50364204e-05 x10272 - 6.50364204e-05 x10273 - 6.50364204e-05 x10274 - 6.50364204e-05 x10275 - 6.50364204e-05 x10276 - 6.50364204e-05 x10277 - 6.50364204e-05 x10278 - 6.50364204e-05 x10279 - 6.50364204e-05 x10280 - 6.50364204e-05 x10281 - 6.50364204e-05 x10282 - 6.50364204e-05 x10283 - 6.50364204e-05 x10284 - 6.50364204e-05 x10285 - 6.50364204e-05 x10286 - 6.50364204e-05 x10287 - 6.50364204e-05 x10288 - 6.50364204e-05 x10289 - 6.50364204e-05 x10290 - 6.50364204e-05 x10291 - 6.50364204e-05 x10292 - 6.50364204e-05 x10293 - 6.50364204e-05 x10294 - 6.50364204e-05 x10295 - 6.50364204e-05 x10296 - 6.50364204e-05 x10297 - 6.50364204e-05 x10298 - 6.50364204e-05 x10299 - 6.50364204e-05 x10300 - 6.50364204e-05 x10301 - 6.50364204e-05 x10302 - 6.50364204e-05 x10303 - 6.50364204e-05 x10304 - 6.50364204e-05 x10305 - 6.50364204e-05 x10306 - 6.50364204e-05 x10307 - 6.50364204e-05 x10308 - 6.50364204e-05 x10309 - 6.50364204e-05 x10310 - 6.50364204e-05 x10311 - 6.50364204e-05 x10312 - 6.50364204e-05 x10313 - 6.50364204e-05 x10314 - 6.50364204e-05 x10315 - 6.50364204e-05 x10316 - 6.50364204e-05 x10317 - 6.50364204e-05 x10318 - 6.50364204e-05 x10319 - 6.50364204e-05 x10320 - 6.50364204e-05 x10321 - 6.50364204e-05 x10322 - 6.50364204e-05 x10323 - 6.50364204e-05 x10324 - 6.50364204e-05 x10325 - 6.50364204e-05 x10326 - 6.50364204e-05 x10327 - 6.50364204e-05 x10328 - 6.50364204e-05 x10329 - 6.50364204e-05 x10330 - 6.50364204e-05 x10331 - 6.50364204e-05 x10332 - 6.50364204e-05 x10333 - 6.50364204e-05 x10334 - 6.50364204e-05 x10335 - 6.50364204e-05 x10336 - 6.50364204e-05 x10337 - 6.50364204e-05 x10338 - 6.50364204e-05 x10339 - 6.50364204e-05 x10340 - 6.50364204e-05 x10341 - 6.50364204e-05 x10342 - 6.50364204e-05 x10343 - 6.50364204e-05 x10344 - 6.50364204e-05 x10345 - 6.50364204e-05 x10346 - 6.50364204e-05 x10347 - 6.50364204e-05 x10348 - 6.50364204e-05 x10349 - 6.50364204e-05 x10350 - 6.50364204e-05 x10351 - 6.50364204e-05 x10352 - 6.50364204e-05 x10353 - 6.50364204e-05 x10354 - 6.50364204e-05 x10355 - 6.50364204e-05 x10356 - 6.50364204e-05 x10357 - 6.50364204e-05 x10358 - 6.50364204e-05 x10359 - 6.50364204e-05 x10360 - 6.50364204e-05 x10361 - 6.50364204e-05 x10362 - 6.50364204e-05 x10363 - 6.50364204e-05 x10364 - 6.50364204e-05 x10365 - 6.50364204e-05 x10366 - 6.50364204e-05 x10367 - 6.50364204e-05 x10368 - 6.50364204e-05 x10369 - 6.50364204e-05 x10370 - 6.50364204e-05 x10371 - 6.50364204e-05 x10372 - 6.50364204e-05 x10373 - 6.50364204e-05 x10374 - 6.50364204e-05 x10375 - 6.50364204e-05 x10376 - 6.50364204e-05 x10377 - 6.50364204e-05 x10378 - 6.50364204e-05 x10379 - 6.50364204e-05 x10380 - 6.50364204e-05 x10381 - 6.50364204e-05 x10382 - 6.50364204e-05 x10383 - 6.50364204e-05 x10384 - 6.50364204e-05 x10385 - 6.50364204e-05 x10386 - 6.50364204e-05 x10387 - 6.50364204e-05 x10388 - 6.50364204e-05 x10389 - 6.50364204e-05 x10390 - 6.50364204e-05 x10391 - 6.50364204e-05 x10392 - 6.50364204e-05 x10393 - 6.50364204e-05 x10394 - 6.50364204e-05 x10395 - 6.50364204e-05 x10396 - 6.50364204e-05 x10397 - 6.50364204e-05 x10398 - 6.50364204e-05 x10399 - 6.50364204e-05 x10400 - 6.50364204e-05 x10401 - 6.50364204e-05 x10402 - 6.50364204e-05 x10403 - 6.50364204e-05 x10404 - 6.50364204e-05 x10405 - 6.50364204e-05 x10406 - 6.50364204e-05 x10407 - 6.50364204e-05 x10408 - 6.50364204e-05 x10409 - 6.50364204e-05 x10410 - 6.50364204e-05 x10411 - 6.50364204e-05 x10412 - 6.50364204e-05 x10413 - 6.50364204e-05 x10414 - 6.50364204e-05 x10415 - 6.50364204e-05 x10416 - 6.50364204e-05 x10417 - 6.50364204e-05 x10418 - 6.50364204e-05 x10419 - 6.50364204e-05 x10420 - 6.50364204e-05 x10421 - 6.50364204e-05 x10422 - 6.50364204e-05 x10423 - 6.50364204e-05 x10424 - 6.50364204e-05 x10425 - 6.50364204e-05 x10426 - 6.50364204e-05 x10427 - 6.50364204e-05 x10428 - 6.50364204e-05 x10429 - 6.50364204e-05 x10430 - 6.50364204e-05 x10431 - 6.50364204e-05 x10432 - 6.50364204e-05 x10433 - 6.50364204e-05 x10434 - 6.50364204e-05 x10435 - 6.50364204e-05 x10436 - 6.50364204e-05 x10437 - 6.50364204e-05 x10438 - 6.50364204e-05 x10439 - 6.50364204e-05 x10440 - 6.50364204e-05 x10441 - 6.50364204e-05 x10442 - 6.50364204e-05 x10443 - 6.50364204e-05 x10444 - 6.50364204e-05 x10445 - 6.50364204e-05 x10446 - 6.50364204e-05 x10447 - 6.50364204e-05 x10448 - 6.50364204e-05 x10449 - 6.50364204e-05 x10450 - 6.50364204e-05 x10451 - 6.50364204e-05 x10452 - 6.50364204e-05 x10453 - 6.50364204e-05 x10454 - 6.50364204e-05 x10455 - 6.50364204e-05 x10456 - 6.50364204e-05 x10457 - 6.50364204e-05 x10458 - 6.50364204e-05 x10459 - 6.50364204e-05 x10460 - 6.50364204e-05 x10461 - 6.50364204e-05 x10462 - 6.50364204e-05 x10463 - 6.50364204e-05 x10464 - 6.50364204e-05 x10465 - 6.50364204e-05 x10466 - 6.50364204e-05 x10467 - 6.50364204e-05 x10468 - 6.50364204e-05 x10469 - 6.50364204e-05 x10470 - 6.50364204e-05 x10471 - 6.50364204e-05 x10472 - 6.50364204e-05 x10473 - 6.50364204e-05 x10474 - 6.50364204e-05 x10475 - 6.50364204e-05 x10476 - 6.50364204e-05 x10477 - 6.50364204e-05 x10478 - 6.50364204e-05 x10479 - 6.50364204e-05 x10480 - 6.50364204e-05 x10481 - 6.50364204e-05 x10482 - 6.50364204e-05 x10483 - 6.50364204e-05 x10484 - 6.50364204e-05 x10485 - 6.50364204e-05 x10486 - 6.50364204e-05 x10487 - 6.50364204e-05 x10488 - 6.50364204e-05 x10489 - 6.50364204e-05 x10490 - 6.50364204e-05 x10491 - 6.50364204e-05 x10492 - 6.50364204e-05 x10493 - 6.50364204e-05 x10494 - 6.50364204e-05 x10495 - 6.50364204e-05 x10496 - 6.50364204e-05 x10497 - 6.50364204e-05 x10498 - 6.50364204e-05 x10499 - 6.50364204e-05 x10500 - 6.50364204e-05 x10501 - 6.50364204e-05 x10502 - 6.50364204e-05 x10503 - 6.50364204e-05 x10504 - 6.50364204e-05 x10505 - 6.50364204e-05 x10506 - 6.50364204e-05 x10507 - 6.50364204e-05 x10508 - 6.50364204e-05 x10509 - 6.50364204e-05 x10510 - 6.50364204e-05 x10511 - 6.50364204e-05 x10512 - 6.50364204e-05 x10513 - 6.50364204e-05 x10514 - 6.50364204e-05 x10515 - 6.50364204e-05 x10516 - 6.50364204e-05 x10517 - 6.50364204e-05 x10518 - 6.50364204e-05 x10519 - 6.50364204e-05 x10520 - 6.50364204e-05 x10521 - 6.50364204e-05 x10522 - 6.50364204e-05 x10523 - 6.50364204e-05 x10524 - 6.50364204e-05 x10525 - 6.50364204e-05 x10526 - 6.50364204e-05 x10527 - 6.50364204e-05 x10528 - 6.50364204e-05 x10529 - 6.50364204e-05 x10530 - 6.50364204e-05 x10531 - 6.50364204e-05 x10532 - 6.50364204e-05 x10533 - 6.50364204e-05 x10534 - 6.50364204e-05 x10535 - 6.50364204e-05 x10536 - 6.50364204e-05 x10537 - 6.50364204e-05 x10538 - 6.50364204e-05 x10539 - 6.50364204e-05 x10540 - 6.50364204e-05 x10541 - 6.50364204e-05 x10542 - 6.50364204e-05 x10543 - 6.50364204e-05 x10544 - 6.50364204e-05 x10545 - 6.50364204e-05 x10546 - 6.50364204e-05 x10547 - 6.50364204e-05 x10548 - 6.50364204e-05 x10549 - 6.50364204e-05 x10550 - 6.50364204e-05 x10551 - 6.50364204e-05 x10552 - 6.50364204e-05 x10553 - 6.50364204e-05 x10554 - 6.50364204e-05 x10555 - 6.50364204e-05 x10556 - 6.50364204e-05 x10557 - 6.50364204e-05 x10558 - 6.50364204e-05 x10559 - 6.50364204e-05 x10560 - 6.50364204e-05 x10561 - 6.50364204e-05 x10562 - 6.50364204e-05 x10563 - 6.50364204e-05 x10564 - 6.50364204e-05 x10565 - 6.50364204e-05 x10566 - 6.50364204e-05 x10567 - 6.50364204e-05 x10568 - 6.50364204e-05 x10569 - 6.50364204e-05 x10570 - 6.50364204e-05 x10571 - 6.50364204e-05 x10572 - 6.50364204e-05 x10573 - 6.50364204e-05 x10574 - 6.50364204e-05 x10575 - 6.50364204e-05 x10576 - 6.50364204e-05 x10577 - 6.50364204e-05 x10578 - 6.50364204e-05 x10579 - 6.50364204e-05 x10580 - 6.50364204e-05 x10581 - 6.50364204e-05 x10582 - 6.50364204e-05 x10583 - 6.50364204e-05 x10584 - 6.50364204e-05 x10585 - 6.50364204e-05 x10586 - 6.50364204e-05 x10587 - 6.50364204e-05 x10588 - 6.50364204e-05 x10589 - 6.50364204e-05 x10590 - 6.50364204e-05 x10591 - 6.50364204e-05 x10592 - 6.50364204e-05 x10593 - 6.50364204e-05 x10594 - 6.50364204e-05 x10595 - 6.50364204e-05 x10596 - 6.50364204e-05 x10597 - 6.50364204e-05 x10598 - 6.50364204e-05 x10599 - 6.50364204e-05 x10600 - 6.50364204e-05 x10601 - 6.50364204e-05 x10602 - 6.50364204e-05 x10603 - 6.50364204e-05 x10604 - 6.50364204e-05 x10605 - 6.50364204e-05 x10606 - 6.50364204e-05 x10607 - 6.50364204e-05 x10608 - 6.50364204e-05 x10609 - 6.50364204e-05 x10610 - 6.50364204e-05 x10611 - 6.50364204e-05 x10612 - 6.50364204e-05 x10613 - 6.50364204e-05 x10614 - 6.50364204e-05 x10615 - 6.50364204e-05 x10616 - 6.50364204e-05 x10617 - 6.50364204e-05 x10618 - 6.50364204e-05 x10619 - 6.50364204e-05 x10620 - 6.50364204e-05 x10621 - 6.50364204e-05 x10622 - 6.50364204e-05 x10623 - 6.50364204e-05 x10624 - 6.50364204e-05 x10625 - 6.50364204e-05 x10626 - 6.50364204e-05 x10627 - 6.50364204e-05 x10628 - 6.50364204e-05 x10629 - 6.50364204e-05 x10630 - 6.50364204e-05 x10631 - 6.50364204e-05 x10632 - 6.50364204e-05 x10633 - 6.50364204e-05 x10634 - 6.50364204e-05 x10635 - 6.50364204e-05 x10636 - 6.50364204e-05 x10637 - 6.50364204e-05 x10638 - 6.50364204e-05 x10639 - 6.50364204e-05 x10640 - 6.50364204e-05 x10641 - 6.50364204e-05 x10642 - 6.50364204e-05 x10643 - 6.50364204e-05 x10644 - 6.50364204e-05 x10645 - 6.50364204e-05 x10646 - 6.50364204e-05 x10647 - 6.50364204e-05 x10648 - 6.50364204e-05 x10649 - 6.50364204e-05 x10650 - 6.50364204e-05 x10651 - 6.50364204e-05 x10652 - 6.50364204e-05 x10653 - 6.50364204e-05 x10654 - 6.50364204e-05 x10655 - 6.50364204e-05 x10656 - 6.50364204e-05 x10657 - 6.50364204e-05 x10658 - 6.50364204e-05 x10659 - 6.50364204e-05 x10660 - 6.50364204e-05 x10661 - 6.50364204e-05 x10662 - 6.50364204e-05 x10663 - 6.50364204e-05 x10664 - 6.50364204e-05 x10665 - 6.50364204e-05 x10666 - 6.50364204e-05 x10667 - 6.50364204e-05 x10668 - 6.50364204e-05 x10669 - 6.50364204e-05 x10670 - 6.50364204e-05 x10671 - 6.50364204e-05 x10672 - 6.50364204e-05 x10673 - 6.50364204e-05 x10674 - 6.50364204e-05 x10675 - 6.50364204e-05 x10676 - 6.50364204e-05 x10677 - 6.50364204e-05 x10678 - 6.50364204e-05 x10679 - 6.50364204e-05 x10680 - 6.50364204e-05 x10681 - 6.50364204e-05 x10682 - 6.50364204e-05 x10683 - 6.50364204e-05 x10684 - 6.50364204e-05 x10685 - 6.50364204e-05 x10686 - 6.50364204e-05 x10687 - 6.50364204e-05 x10688 - 6.50364204e-05 x10689 - 6.50364204e-05 x10690 - 6.50364204e-05 x10691 - 6.50364204e-05 x10692 - 6.50364204e-05 x10693 - 6.50364204e-05 x10694 - 6.50364204e-05 x10695 - 6.50364204e-05 x10696 - 6.50364204e-05 x10697 - 6.50364204e-05 x10698 - 6.50364204e-05 x10699 - 6.50364204e-05 x10700 - 6.50364204e-05 x10701 - 6.50364204e-05 x10702 - 6.50364204e-05 x10703 - 6.50364204e-05 x10704 - 6.50364204e-05 x10705 - 6.50364204e-05 x10706 - 6.50364204e-05 x10707 - 6.50364204e-05 x10708 - 6.50364204e-05 x10709 - 6.50364204e-05 x10710 - 6.50364204e-05 x10711 - 6.50364204e-05 x10712 - 6.50364204e-05 x10713 - 6.50364204e-05 x10714 - 6.50364204e-05 x10715 - 6.50364204e-05 x10716 - 6.50364204e-05 x10717 - 6.50364204e-05 x10718 - 6.50364204e-05 x10719 - 6.50364204e-05 x10720 - 6.50364204e-05 x10721 - 6.50364204e-05 x10722 - 6.50364204e-05 x10723 - 6.50364204e-05 x10724 - 6.50364204e-05 x10725 - 6.50364204e-05 x10726 - 6.50364204e-05 x10727 - 6.50364204e-05 x10728 - 6.50364204e-05 x10729 - 6.50364204e-05 x10730 - 6.50364204e-05 x10731 - 6.50364204e-05 x10732 - 6.50364204e-05 x10733 - 6.50364204e-05 x10734 - 6.50364204e-05 x10735 - 6.50364204e-05 x10736 - 6.50364204e-05 x10737 - 6.50364204e-05 x10738 - 6.50364204e-05 x10739 - 6.50364204e-05 x10740 - 6.50364204e-05 x10741 - 6.50364204e-05 x10742 - 6.50364204e-05 x10743 - 6.50364204e-05 x10744 - 6.50364204e-05 x10745 - 6.50364204e-05 x10746 - 6.50364204e-05 x10747 - 6.50364204e-05 x10748 - 6.50364204e-05 x10749 - 6.50364204e-05 x10750 - 6.50364204e-05 x10751 - 6.50364204e-05 x10752 - 6.50364204e-05 x10753 - 6.50364204e-05 x10754 - 6.50364204e-05 x10755 - 6.50364204e-05 x10756 - 6.50364204e-05 x10757 - 6.50364204e-05 x10758 - 6.50364204e-05 x10759 - 6.50364204e-05 x10760 - 6.50364204e-05 x10761 - 6.50364204e-05 x10762 - 6.50364204e-05 x10763 - 6.50364204e-05 x10764 - 6.50364204e-05 x10765 - 6.50364204e-05 x10766 - 6.50364204e-05 x10767 - 6.50364204e-05 x10768 - 6.50364204e-05 x10769 - 6.50364204e-05 x10770 - 6.50364204e-05 x10771 - 6.50364204e-05 x10772 - 6.50364204e-05 x10773 - 6.50364204e-05 x10774 - 6.50364204e-05 x10775 - 6.50364204e-05 x10776 - 6.50364204e-05 x10777 - 6.50364204e-05 x10778 - 6.50364204e-05 x10779 - 6.50364204e-05 x10780 - 6.50364204e-05 x10781 - 6.50364204e-05 x10782 - 6.50364204e-05 x10783 - 6.50364204e-05 x10784 - 6.50364204e-05 x10785 - 6.50364204e-05 x10786 - 6.50364204e-05 x10787 - 6.50364204e-05 x10788 - 6.50364204e-05 x10789 - 6.50364204e-05 x10790 - 6.50364204e-05 x10791 - 6.50364204e-05 x10792 - 6.50364204e-05 x10793 - 6.50364204e-05 x10794 - 6.50364204e-05 x10795 - 6.50364204e-05 x10796 - 6.50364204e-05 x10797 - 6.50364204e-05 x10798 - 6.50364204e-05 x10799 - 6.50364204e-05 x10800 - 6.50364204e-05 x10801 - 6.50364204e-05 x10802 - 6.50364204e-05 x10803 - 6.50364204e-05 x10804 - 6.50364204e-05 x10805 - 6.50364204e-05 x10806 - 6.50364204e-05 x10807 - 6.50364204e-05 x10808 - 6.50364204e-05 x10809 - 6.50364204e-05 x10810 - 6.50364204e-05 x10811 - 6.50364204e-05 x10812 - 6.50364204e-05 x10813 - 6.50364204e-05 x10814 - 6.50364204e-05 x10815 - 6.50364204e-05 x10816 - 6.50364204e-05 x10817 - 6.50364204e-05 x10818 - 6.50364204e-05 x10819 - 6.50364204e-05 x10820 - 6.50364204e-05 x10821 - 6.50364204e-05 x10822 - 6.50364204e-05 x10823 - 6.50364204e-05 x10824 - 6.50364204e-05 x10825 - 6.50364204e-05 x10826 - 6.50364204e-05 x10827 - 6.50364204e-05 x10828 - 6.50364204e-05 x10829 - 6.50364204e-05 x10830 - 6.50364204e-05 x10831 - 6.50364204e-05 x10832 - 6.50364204e-05 x10833 - 6.50364204e-05 x10834 - 6.50364204e-05 x10835 - 6.50364204e-05 x10836 - 6.50364204e-05 x10837 - 6.50364204e-05 x10838 - 6.50364204e-05 x10839 - 6.50364204e-05 x10840 - 6.50364204e-05 x10841 - 6.50364204e-05 x10842 - 6.50364204e-05 x10843 - 6.50364204e-05 x10844 - 6.50364204e-05 x10845 - 6.50364204e-05 x10846 - 6.50364204e-05 x10847 - 6.50364204e-05 x10848 - 6.50364204e-05 x10849 - 6.50364204e-05 x10850 - 6.50364204e-05 x10851 - 6.50364204e-05 x10852 - 6.50364204e-05 x10853 - 6.50364204e-05 x10854 - 6.50364204e-05 x10855 - 6.50364204e-05 x10856 - 6.50364204e-05 x10857 - 6.50364204e-05 x10858 - 6.50364204e-05 x10859 - 6.50364204e-05 x10860 - 6.50364204e-05 x10861 - 6.50364204e-05 x10862 - 6.50364204e-05 x10863 - 6.50364204e-05 x10864 - 6.50364204e-05 x10865 - 6.50364204e-05 x10866 - 6.50364204e-05 x10867 - 6.50364204e-05 x10868 - 6.50364204e-05 x10869 - 6.50364204e-05 x10870 - 6.50364204e-05 x10871 - 6.50364204e-05 x10872 - 6.50364204e-05 x10873 - 6.50364204e-05 x10874 - 6.50364204e-05 x10875 - 6.50364204e-05 x10876 - 6.50364204e-05 x10877 - 6.50364204e-05 x10878 - 6.50364204e-05 x10879 - 6.50364204e-05 x10880 - 6.50364204e-05 x10881 - 6.50364204e-05 x10882 - 6.50364204e-05 x10883 - 6.50364204e-05 x10884 - 6.50364204e-05 x10885 - 6.50364204e-05 x10886 - 6.50364204e-05 x10887 - 6.50364204e-05 x10888 - 6.50364204e-05 x10889 - 6.50364204e-05 x10890 - 6.50364204e-05 x10891 - 6.50364204e-05 x10892 - 6.50364204e-05 x10893 - 6.50364204e-05 x10894 - 6.50364204e-05 x10895 - 6.50364204e-05 x10896 - 6.50364204e-05 x10897 - 6.50364204e-05 x10898 - 6.50364204e-05 x10899 - 6.50364204e-05 x10900 - 6.50364204e-05 x10901 - 6.50364204e-05 x10902 - 6.50364204e-05 x10903 - 6.50364204e-05 x10904 - 6.50364204e-05 x10905 - 6.50364204e-05 x10906 - 6.50364204e-05 x10907 - 6.50364204e-05 x10908 - 6.50364204e-05 x10909 - 6.50364204e-05 x10910 - 6.50364204e-05 x10911 - 6.50364204e-05 x10912 - 6.50364204e-05 x10913 - 6.50364204e-05 x10914 - 6.50364204e-05 x10915 - 6.50364204e-05 x10916 - 6.50364204e-05 x10917 - 6.50364204e-05 x10918 - 6.50364204e-05 x10919 - 6.50364204e-05 x10920 - 6.50364204e-05 x10921 - 6.50364204e-05 x10922 - 6.50364204e-05 x10923 - 6.50364204e-05 x10924 - 6.50364204e-05 x10925 - 6.50364204e-05 x10926 - 6.50364204e-05 x10927 - 6.50364204e-05 x10928 - 6.50364204e-05 x10929 - 6.50364204e-05 x10930 - 6.50364204e-05 x10931 - 6.50364204e-05 x10932 - 6.50364204e-05 x10933 - 6.50364204e-05 x10934 - 6.50364204e-05 x10935 - 6.50364204e-05 x10936 - 6.50364204e-05 x10937 - 6.50364204e-05 x10938 - 6.50364204e-05 x10939 - 6.50364204e-05 x10940 - 6.50364204e-05 x10941 - 6.50364204e-05 x10942 - 6.50364204e-05 x10943 - 6.50364204e-05 x10944 - 6.50364204e-05 x10945 - 6.50364204e-05 x10946 - 6.50364204e-05 x10947 - 6.50364204e-05 x10948 - 6.50364204e-05 x10949 - 6.50364204e-05 x10950 - 6.50364204e-05 x10951 - 6.50364204e-05 x10952 - 6.50364204e-05 x10953 - 6.50364204e-05 x10954 - 6.50364204e-05 x10955 - 6.50364204e-05 x10956 - 6.50364204e-05 x10957 - 6.50364204e-05 x10958 - 6.50364204e-05 x10959 - 6.50364204e-05 x10960 - 6.50364204e-05 x10961 - 6.50364204e-05 x10962 - 6.50364204e-05 x10963 - 6.50364204e-05 x10964 - 6.50364204e-05 x10965 - 6.50364204e-05 x10966 - 6.50364204e-05 x10967 - 6.50364204e-05 x10968 - 6.50364204e-05 x10969 - 6.50364204e-05 x10970 - 6.50364204e-05 x10971 - 6.50364204e-05 x10972 - 6.50364204e-05 x10973 - 6.50364204e-05 x10974 - 6.50364204e-05 x10975 - 6.50364204e-05 x10976 - 6.50364204e-05 x10977 - 6.50364204e-05 x10978 - 6.50364204e-05 x10979 - 6.50364204e-05 x10980 - 6.50364204e-05 x10981 - 6.50364204e-05 x10982 - 6.50364204e-05 x10983 - 6.50364204e-05 x10984 - 6.50364204e-05 x10985 - 6.50364204e-05 x10986 - 6.50364204e-05 x10987 - 6.50364204e-05 x10988 - 6.50364204e-05 x10989 - 6.50364204e-05 x10990 - 6.50364204e-05 x10991 - 6.50364204e-05 x10992 - 6.50364204e-05 x10993 - 6.50364204e-05 x10994 - 6.50364204e-05 x10995 - 6.50364204e-05 x10996 - 6.50364204e-05 x10997 - 6.50364204e-05 x10998 - 6.50364204e-05 x10999 - 6.50364204e-05 x11000 - 6.50364204e-05 x11001 - 6.50364204e-05 x11002 - 6.50364204e-05 x11003 - 6.50364204e-05 x11004 - 6.50364204e-05 x11005 - 6.50364204e-05 x11006 - 6.50364204e-05 x11007 - 6.50364204e-05 x11008 - 6.50364204e-05 x11009 - 6.50364204e-05 x11010 - 6.50364204e-05 x11011 - 6.50364204e-05 x11012 - 6.50364204e-05 x11013 - 6.50364204e-05 x11014 - 6.50364204e-05 x11015 - 6.50364204e-05 x11016 - 6.50364204e-05 x11017 - 6.50364204e-05 x11018 - 6.50364204e-05 x11019 - 6.50364204e-05 x11020 - 6.50364204e-05 x11021 - 6.50364204e-05 x11022 - 6.50364204e-05 x11023 - 6.50364204e-05 x11024 - 6.50364204e-05 x11025 - 6.50364204e-05 x11026 - 6.50364204e-05 x11027 - 6.50364204e-05 x11028 - 6.50364204e-05 x11029 - 6.50364204e-05 x11030 - 6.50364204e-05 x11031 - 6.50364204e-05 x11032 - 6.50364204e-05 x11033 - 6.50364204e-05 x11034 - 6.50364204e-05 x11035 - 6.50364204e-05 x11036 - 6.50364204e-05 x11037 - 6.50364204e-05 x11038 - 6.50364204e-05 x11039 - 6.50364204e-05 x11040 - 6.50364204e-05 x11041 - 6.50364204e-05 x11042 - 6.50364204e-05 x11043 - 6.50364204e-05 x11044 - 6.50364204e-05 x11045 - 6.50364204e-05 x11046 - 6.50364204e-05 x11047 - 6.50364204e-05 x11048 - 6.50364204e-05 x11049 - 6.50364204e-05 x11050 - 6.50364204e-05 x11051 - 6.50364204e-05 x11052 - 6.50364204e-05 x11053 - 6.50364204e-05 x11054 - 6.50364204e-05 x11055 - 6.50364204e-05 x11056 - 6.50364204e-05 x11057 - 6.50364204e-05 x11058 - 6.50364204e-05 x11059 - 6.50364204e-05 x11060 - 6.50364204e-05 x11061 - 6.50364204e-05 x11062 - 6.50364204e-05 x11063 - 6.50364204e-05 x11064 - 6.50364204e-05 x11065 - 6.50364204e-05 x11066 - 6.50364204e-05 x11067 - 6.50364204e-05 x11068 - 6.50364204e-05 x11069 - 6.50364204e-05 x11070 - 6.50364204e-05 x11071 - 6.50364204e-05 x11072 - 6.50364204e-05 x11073 - 6.50364204e-05 x11074 - 6.50364204e-05 x11075 - 6.50364204e-05 x11076 - 6.50364204e-05 x11077 - 6.50364204e-05 x11078 - 6.50364204e-05 x11079 - 6.50364204e-05 x11080 - 6.50364204e-05 x11081 - 6.50364204e-05 x11082 - 6.50364204e-05 x11083 - 6.50364204e-05 x11084 - 6.50364204e-05 x11085 - 6.50364204e-05 x11086 - 6.50364204e-05 x11087 - 6.50364204e-05 x11088 - 6.50364204e-05 x11089 - 6.50364204e-05 x11090 - 6.50364204e-05 x11091 - 6.50364204e-05 x11092 - 6.50364204e-05 x11093 - 6.50364204e-05 x11094 - 6.50364204e-05 x11095 - 6.50364204e-05 x11096 - 6.50364204e-05 x11097 - 6.50364204e-05 x11098 - 6.50364204e-05 x11099 - 6.50364204e-05 x11100 - 6.50364204e-05 x11101 - 6.50364204e-05 x11102 - 6.50364204e-05 x11103 - 6.50364204e-05 x11104 - 6.50364204e-05 x11105 - 6.50364204e-05 x11106 - 6.50364204e-05 x11107 - 6.50364204e-05 x11108 - 6.50364204e-05 x11109 - 6.50364204e-05 x11110 - 6.50364204e-05 x11111 - 6.50364204e-05 x11112 - 6.50364204e-05 x11113 - 6.50364204e-05 x11114 - 6.50364204e-05 x11115 - 6.50364204e-05 x11116 - 6.50364204e-05 x11117 - 6.50364204e-05 x11118 - 6.50364204e-05 x11119 - 6.50364204e-05 x11120 - 6.50364204e-05 x11121 - 6.50364204e-05 x11122 - 6.50364204e-05 x11123 - 6.50364204e-05 x11124 - 6.50364204e-05 x11125 - 6.50364204e-05 x11126 - 6.50364204e-05 x11127 - 6.50364204e-05 x11128 - 6.50364204e-05 x11129 - 6.50364204e-05 x11130 - 6.50364204e-05 x11131 - 6.50364204e-05 x11132 - 6.50364204e-05 x11133 - 6.50364204e-05 x11134 - 6.50364204e-05 x11135 - 6.50364204e-05 x11136 - 6.50364204e-05 x11137 - 6.50364204e-05 x11138 - 6.50364204e-05 x11139 - 6.50364204e-05 x11140 - 6.50364204e-05 x11141 - 6.50364204e-05 x11142 - 6.50364204e-05 x11143 - 6.50364204e-05 x11144 - 6.50364204e-05 x11145 - 6.50364204e-05 x11146 - 6.50364204e-05 x11147 - 6.50364204e-05 x11148 - 6.50364204e-05 x11149 - 6.50364204e-05 x11150 - 6.50364204e-05 x11151 - 6.50364204e-05 x11152 - 6.50364204e-05 x11153 - 6.50364204e-05 x11154 - 6.50364204e-05 x11155 - 6.50364204e-05 x11156 - 6.50364204e-05 x11157 - 6.50364204e-05 x11158 - 6.50364204e-05 x11159 - 6.50364204e-05 x11160 - 6.50364204e-05 x11161 - 6.50364204e-05 x11162 - 6.50364204e-05 x11163 - 6.50364204e-05 x11164 - 6.50364204e-05 x11165 - 6.50364204e-05 x11166 - 6.50364204e-05 x11167 - 6.50364204e-05 x11168 - 6.50364204e-05 x11169 - 6.50364204e-05 x11170 - 6.50364204e-05 x11171 - 6.50364204e-05 x11172 - 6.50364204e-05 x11173 - 6.50364204e-05 x11174 - 6.50364204e-05 x11175 - 6.50364204e-05 x11176 - 6.50364204e-05 x11177 - 6.50364204e-05 x11178 - 6.50364204e-05 x11179 - 6.50364204e-05 x11180 - 6.50364204e-05 x11181 - 6.50364204e-05 x11182 - 6.50364204e-05 x11183 - 6.50364204e-05 x11184 - 6.50364204e-05 x11185 - 6.50364204e-05 x11186 - 6.50364204e-05 x11187 - 6.50364204e-05 x11188 - 6.50364204e-05 x11189 - 6.50364204e-05 x11190 - 6.50364204e-05 x11191 - 6.50364204e-05 x11192 - 6.50364204e-05 x11193 - 6.50364204e-05 x11194 - 6.50364204e-05 x11195 - 6.50364204e-05 x11196 - 6.50364204e-05 x11197 - 6.50364204e-05 x11198 - 6.50364204e-05 x11199 - 6.50364204e-05 x11200 - 6.50364204e-05 x11201 - 6.50364204e-05 x11202 - 6.50364204e-05 x11203 - 6.50364204e-05 x11204 - 6.50364204e-05 x11205 - 6.50364204e-05 x11206 - 6.50364204e-05 x11207 - 6.50364204e-05 x11208 - 6.50364204e-05 x11209 - 6.50364204e-05 x11210 - 6.50364204e-05 x11211 - 6.50364204e-05 x11212 - 6.50364204e-05 x11213 - 6.50364204e-05 x11214 - 6.50364204e-05 x11215 - 6.50364204e-05 x11216 - 6.50364204e-05 x11217 - 6.50364204e-05 x11218 - 6.50364204e-05 x11219 - 6.50364204e-05 x11220 - 6.50364204e-05 x11221 - 6.50364204e-05 x11222 - 6.50364204e-05 x11223 - 6.50364204e-05 x11224 - 6.50364204e-05 x11225 - 6.50364204e-05 x11226 - 6.50364204e-05 x11227 - 6.50364204e-05 x11228 - 6.50364204e-05 x11229 - 6.50364204e-05 x11230 - 6.50364204e-05 x11231 - 6.50364204e-05 x11232 - 6.50364204e-05 x11233 - 6.50364204e-05 x11234 - 6.50364204e-05 x11235 - 6.50364204e-05 x11236 - 6.50364204e-05 x11237 - 6.50364204e-05 x11238 - 6.50364204e-05 x11239 - 6.50364204e-05 x11240 - 6.50364204e-05 x11241 - 6.50364204e-05 x11242 - 6.50364204e-05 x11243 - 6.50364204e-05 x11244 - 6.50364204e-05 x11245 - 6.50364204e-05 x11246 - 6.50364204e-05 x11247 - 6.50364204e-05 x11248 - 6.50364204e-05 x11249 - 6.50364204e-05 x11250 - 6.50364204e-05 x11251 - 6.50364204e-05 x11252 - 6.50364204e-05 x11253 - 6.50364204e-05 x11254 - 6.50364204e-05 x11255 - 6.50364204e-05 x11256 - 6.50364204e-05 x11257 - 6.50364204e-05 x11258 - 6.50364204e-05 x11259 - 6.50364204e-05 x11260 - 6.50364204e-05 x11261 - 6.50364204e-05 x11262 - 6.50364204e-05 x11263 - 6.50364204e-05 x11264 - 6.50364204e-05 x11265 - 6.50364204e-05 x11266 - 6.50364204e-05 x11267 - 6.50364204e-05 x11268 - 6.50364204e-05 x11269 - 6.50364204e-05 x11270 - 6.50364204e-05 x11271 - 6.50364204e-05 x11272 - 6.50364204e-05 x11273 - 6.50364204e-05 x11274 - 6.50364204e-05 x11275 - 6.50364204e-05 x11276 - 6.50364204e-05 x11277 - 6.50364204e-05 x11278 - 6.50364204e-05 x11279 - 6.50364204e-05 x11280 - 6.50364204e-05 x11281 - 6.50364204e-05 x11282 - 6.50364204e-05 x11283 - 6.50364204e-05 x11284 - 6.50364204e-05 x11285 - 6.50364204e-05 x11286 - 6.50364204e-05 x11287 - 6.50364204e-05 x11288 - 6.50364204e-05 x11289 - 6.50364204e-05 x11290 - 6.50364204e-05 x11291 - 6.50364204e-05 x11292 - 6.50364204e-05 x11293 - 6.50364204e-05 x11294 - 6.50364204e-05 x11295 - 6.50364204e-05 x11296 - 6.50364204e-05 x11297 - 6.50364204e-05 x11298 - 6.50364204e-05 x11299 - 6.50364204e-05 x11300 - 6.50364204e-05 x11301 - 6.50364204e-05 x11302 - 6.50364204e-05 x11303 - 6.50364204e-05 x11304 - 6.50364204e-05 x11305 - 6.50364204e-05 x11306 - 6.50364204e-05 x11307 - 6.50364204e-05 x11308 - 6.50364204e-05 x11309 - 6.50364204e-05 x11310 - 6.50364204e-05 x11311 - 6.50364204e-05 x11312 - 6.50364204e-05 x11313 - 6.50364204e-05 x11314 - 6.50364204e-05 x11315 - 6.50364204e-05 x11316 - 6.50364204e-05 x11317 - 6.50364204e-05 x11318 - 6.50364204e-05 x11319 - 6.50364204e-05 x11320 - 6.50364204e-05 x11321 - 6.50364204e-05 x11322 - 6.50364204e-05 x11323 - 6.50364204e-05 x11324 - 6.50364204e-05 x11325 - 6.50364204e-05 x11326 - 6.50364204e-05 x11327 - 6.50364204e-05 x11328 - 6.50364204e-05 x11329 - 6.50364204e-05 x11330 - 6.50364204e-05 x11331 - 6.50364204e-05 x11332 - 6.50364204e-05 x11333 - 6.50364204e-05 x11334 - 6.50364204e-05 x11335 - 6.50364204e-05 x11336 - 6.50364204e-05 x11337 - 6.50364204e-05 x11338 - 6.50364204e-05 x11339 - 6.50364204e-05 x11340 - 6.50364204e-05 x11341 - 6.50364204e-05 x11342 - 6.50364204e-05 x11343 - 6.50364204e-05 x11344 - 6.50364204e-05 x11345 - 6.50364204e-05 x11346 - 6.50364204e-05 x11347 - 6.50364204e-05 x11348 - 6.50364204e-05 x11349 - 6.50364204e-05 x11350 - 6.50364204e-05 x11351 - 6.50364204e-05 x11352 - 6.50364204e-05 x11353 - 6.50364204e-05 x11354 - 6.50364204e-05 x11355 - 6.50364204e-05 x11356 - 6.50364204e-05 x11357 - 6.50364204e-05 x11358 - 6.50364204e-05 x11359 - 6.50364204e-05 x11360 - 6.50364204e-05 x11361 - 6.50364204e-05 x11362 - 6.50364204e-05 x11363 - 6.50364204e-05 x11364 - 6.50364204e-05 x11365 - 6.50364204e-05 x11366 - 6.50364204e-05 x11367 - 6.50364204e-05 x11368 - 6.50364204e-05 x11369 - 6.50364204e-05 x11370 - 6.50364204e-05 x11371 - 6.50364204e-05 x11372 - 6.50364204e-05 x11373 - 6.50364204e-05 x11374 - 6.50364204e-05 x11375 - 6.50364204e-05 x11376 - 6.50364204e-05 x11377 - 6.50364204e-05 x11378 - 6.50364204e-05 x11379 - 6.50364204e-05 x11380 - 6.50364204e-05 x11381 - 6.50364204e-05 x11382 - 6.50364204e-05 x11383 - 6.50364204e-05 x11384 - 6.50364204e-05 x11385 - 6.50364204e-05 x11386 - 6.50364204e-05 x11387 - 6.50364204e-05 x11388 - 6.50364204e-05 x11389 - 6.50364204e-05 x11390 - 6.50364204e-05 x11391 - 6.50364204e-05 x11392 - 6.50364204e-05 x11393 - 6.50364204e-05 x11394 - 6.50364204e-05 x11395 - 6.50364204e-05 x11396 - 6.50364204e-05 x11397 - 6.50364204e-05 x11398 - 6.50364204e-05 x11399 - 6.50364204e-05 x11400 - 6.50364204e-05 x11401 - 6.50364204e-05 x11402 - 6.50364204e-05 x11403 - 6.50364204e-05 x11404 - 6.50364204e-05 x11405 - 6.50364204e-05 x11406 - 6.50364204e-05 x11407 - 6.50364204e-05 x11408 - 6.50364204e-05 x11409 - 6.50364204e-05 x11410 - 6.50364204e-05 x11411 - 6.50364204e-05 x11412 - 6.50364204e-05 x11413 - 6.50364204e-05 x11414 - 6.50364204e-05 x11415 - 6.50364204e-05 x11416 - 6.50364204e-05 x11417 - 6.50364204e-05 x11418 - 6.50364204e-05 x11419 - 6.50364204e-05 x11420 - 6.50364204e-05 x11421 - 6.50364204e-05 x11422 - 6.50364204e-05 x11423 - 6.50364204e-05 x11424 - 6.50364204e-05 x11425 - 6.50364204e-05 x11426 - 6.50364204e-05 x11427 - 6.50364204e-05 x11428 - 6.50364204e-05 x11429 - 6.50364204e-05 x11430 - 6.50364204e-05 x11431 - 6.50364204e-05 x11432 - 6.50364204e-05 x11433 - 6.50364204e-05 x11434 - 6.50364204e-05 x11435 - 6.50364204e-05 x11436 - 6.50364204e-05 x11437 - 6.50364204e-05 x11438 - 6.50364204e-05 x11439 - 6.50364204e-05 x11440 - 6.50364204e-05 x11441 - 6.50364204e-05 x11442 - 6.50364204e-05 x11443 - 6.50364204e-05 x11444 - 6.50364204e-05 x11445 - 6.50364204e-05 x11446 - 6.50364204e-05 x11447 - 6.50364204e-05 x11448 - 6.50364204e-05 x11449 - 6.50364204e-05 x11450 - 6.50364204e-05 x11451 - 6.50364204e-05 x11452 - 6.50364204e-05 x11453 - 6.50364204e-05 x11454 - 6.50364204e-05 x11455 - 6.50364204e-05 x11456 - 6.50364204e-05 x11457 - 6.50364204e-05 x11458 - 6.50364204e-05 x11459 - 6.50364204e-05 x11460 - 6.50364204e-05 x11461 - 6.50364204e-05 x11462 - 6.50364204e-05 x11463 - 6.50364204e-05 x11464 - 6.50364204e-05 x11465 - 6.50364204e-05 x11466 - 6.50364204e-05 x11467 - 6.50364204e-05 x11468 - 6.50364204e-05 x11469 - 6.50364204e-05 x11470 - 6.50364204e-05 x11471 - 6.50364204e-05 x11472 - 6.50364204e-05 x11473 - 6.50364204e-05 x11474 - 6.50364204e-05 x11475 - 6.50364204e-05 x11476 - 6.50364204e-05 x11477 - 6.50364204e-05 x11478 - 6.50364204e-05 x11479 - 6.50364204e-05 x11480 - 6.50364204e-05 x11481 - 6.50364204e-05 x11482 - 6.50364204e-05 x11483 - 6.50364204e-05 x11484 - 6.50364204e-05 x11485 - 6.50364204e-05 x11486 - 6.50364204e-05 x11487 - 6.50364204e-05 x11488 - 6.50364204e-05 x11489 - 6.50364204e-05 x11490 - 6.50364204e-05 x11491 - 6.50364204e-05 x11492 - 6.50364204e-05 x11493 - 6.50364204e-05 x11494 - 6.50364204e-05 x11495 - 6.50364204e-05 x11496 - 6.50364204e-05 x11497 - 6.50364204e-05 x11498 - 6.50364204e-05 x11499 - 6.50364204e-05 x11500 - 6.50364204e-05 x11501 - 6.50364204e-05 x11502 - 6.50364204e-05 x11503 - 6.50364204e-05 x11504 - 6.50364204e-05 x11505 - 6.50364204e-05 x11506 - 6.50364204e-05 x11507 - 6.50364204e-05 x11508 - 6.50364204e-05 x11509 - 6.50364204e-05 x11510 - 6.50364204e-05 x11511 - 6.50364204e-05 x11512 - 6.50364204e-05 x11513 - 6.50364204e-05 x11514 - 6.50364204e-05 x11515 - 6.50364204e-05 x11516 - 6.50364204e-05 x11517 - 6.50364204e-05 x11518 - 6.50364204e-05 x11519 - 6.50364204e-05 x11520 - 6.50364204e-05 x11521 - 6.50364204e-05 x11522 - 6.50364204e-05 x11523 - 6.50364204e-05 x11524 - 6.50364204e-05 x11525 - 6.50364204e-05 x11526 - 6.50364204e-05 x11527 - 6.50364204e-05 x11528 - 6.50364204e-05 x11529 - 6.50364204e-05 x11530 - 6.50364204e-05 x11531 - 6.50364204e-05 x11532 - 6.50364204e-05 x11533 - 6.50364204e-05 x11534 - 6.50364204e-05 x11535 - 6.50364204e-05 x11536 - 6.50364204e-05 x11537 - 6.50364204e-05 x11538 - 6.50364204e-05 x11539 - 6.50364204e-05 x11540 - 6.50364204e-05 x11541 - 6.50364204e-05 x11542 - 6.50364204e-05 x11543 - 6.50364204e-05 x11544 - 6.50364204e-05 x11545 - 6.50364204e-05 x11546 - 6.50364204e-05 x11547 - 6.50364204e-05 x11548 - 6.50364204e-05 x11549 - 6.50364204e-05 x11550 - 6.50364204e-05 x11551 - 6.50364204e-05 x11552 - 6.50364204e-05 x11553 - 6.50364204e-05 x11554 - 6.50364204e-05 x11555 - 6.50364204e-05 x11556 - 6.50364204e-05 x11557 - 6.50364204e-05 x11558 - 6.50364204e-05 x11559 - 6.50364204e-05 x11560 - 6.50364204e-05 x11561 - 6.50364204e-05 x11562 - 6.50364204e-05 x11563 - 6.50364204e-05 x11564 - 6.50364204e-05 x11565 - 6.50364204e-05 x11566 - 6.50364204e-05 x11567 - 6.50364204e-05 x11568 - 6.50364204e-05 x11569 - 6.50364204e-05 x11570 - 6.50364204e-05 x11571 - 6.50364204e-05 x11572 - 6.50364204e-05 x11573 - 6.50364204e-05 x11574 - 6.50364204e-05 x11575 - 6.50364204e-05 x11576 - 6.50364204e-05 x11577 - 6.50364204e-05 x11578 - 6.50364204e-05 x11579 - 6.50364204e-05 x11580 - 6.50364204e-05 x11581 - 6.50364204e-05 x11582 - 6.50364204e-05 x11583 - 6.50364204e-05 x11584 - 6.50364204e-05 x11585 - 6.50364204e-05 x11586 - 6.50364204e-05 x11587 - 6.50364204e-05 x11588 - 6.50364204e-05 x11589 - 6.50364204e-05 x11590 - 6.50364204e-05 x11591 - 6.50364204e-05 x11592 - 6.50364204e-05 x11593 - 6.50364204e-05 x11594 - 6.50364204e-05 x11595 - 6.50364204e-05 x11596 - 6.50364204e-05 x11597 - 6.50364204e-05 x11598 - 6.50364204e-05 x11599 - 6.50364204e-05 x11600 - 6.50364204e-05 x11601 - 6.50364204e-05 x11602 - 6.50364204e-05 x11603 - 6.50364204e-05 x11604 - 6.50364204e-05 x11605 - 6.50364204e-05 x11606 - 6.50364204e-05 x11607 - 6.50364204e-05 x11608 - 6.50364204e-05 x11609 - 6.50364204e-05 x11610 - 6.50364204e-05 x11611 - 6.50364204e-05 x11612 - 6.50364204e-05 x11613 - 6.50364204e-05 x11614 - 6.50364204e-05 x11615 - 6.50364204e-05 x11616 - 6.50364204e-05 x11617 - 6.50364204e-05 x11618 - 6.50364204e-05 x11619 - 6.50364204e-05 x11620 - 6.50364204e-05 x11621 - 6.50364204e-05 x11622 - 6.50364204e-05 x11623 - 6.50364204e-05 x11624 - 6.50364204e-05 x11625 - 6.50364204e-05 x11626 - 6.50364204e-05 x11627 - 6.50364204e-05 x11628 - 6.50364204e-05 x11629 - 6.50364204e-05 x11630 - 6.50364204e-05 x11631 - 6.50364204e-05 x11632 - 6.50364204e-05 x11633 - 6.50364204e-05 x11634 - 6.50364204e-05 x11635 - 6.50364204e-05 x11636 - 6.50364204e-05 x11637 - 6.50364204e-05 x11638 - 6.50364204e-05 x11639 - 6.50364204e-05 x11640 - 6.50364204e-05 x11641 - 6.50364204e-05 x11642 - 6.50364204e-05 x11643 - 6.50364204e-05 x11644 - 6.50364204e-05 x11645 - 6.50364204e-05 x11646 - 6.50364204e-05 x11647 - 6.50364204e-05 x11648 - 6.50364204e-05 x11649 - 6.50364204e-05 x11650 - 6.50364204e-05 x11651 - 6.50364204e-05 x11652 - 6.50364204e-05 x11653 - 6.50364204e-05 x11654 - 6.50364204e-05 x11655 - 6.50364204e-05 x11656 - 6.50364204e-05 x11657 - 6.50364204e-05 x11658 - 6.50364204e-05 x11659 - 6.50364204e-05 x11660 - 6.50364204e-05 x11661 - 6.50364204e-05 x11662 - 6.50364204e-05 x11663 - 6.50364204e-05 x11664 - 6.50364204e-05 x11665 - 6.50364204e-05 x11666 - 6.50364204e-05 x11667 - 6.50364204e-05 x11668 - 6.50364204e-05 x11669 - 6.50364204e-05 x11670 - 6.50364204e-05 x11671 - 6.50364204e-05 x11672 - 6.50364204e-05 x11673 - 6.50364204e-05 x11674 - 6.50364204e-05 x11675 - 6.50364204e-05 x11676 - 6.50364204e-05 x11677 - 6.50364204e-05 x11678 - 6.50364204e-05 x11679 - 6.50364204e-05 x11680 - 6.50364204e-05 x11681 - 6.50364204e-05 x11682 - 6.50364204e-05 x11683 - 6.50364204e-05 x11684 - 6.50364204e-05 x11685 - 6.50364204e-05 x11686 - 6.50364204e-05 x11687 - 6.50364204e-05 x11688 - 6.50364204e-05 x11689 - 6.50364204e-05 x11690 - 6.50364204e-05 x11691 - 6.50364204e-05 x11692 - 6.50364204e-05 x11693 - 6.50364204e-05 x11694 - 6.50364204e-05 x11695 - 6.50364204e-05 x11696 - 6.50364204e-05 x11697 - 6.50364204e-05 x11698 - 6.50364204e-05 x11699 - 6.50364204e-05 x11700 - 6.50364204e-05 x11701 - 6.50364204e-05 x11702 - 6.50364204e-05 x11703 - 6.50364204e-05 x11704 - 6.50364204e-05 x11705 - 6.50364204e-05 x11706 - 6.50364204e-05 x11707 - 6.50364204e-05 x11708 - 6.50364204e-05 x11709 - 6.50364204e-05 x11710 - 6.50364204e-05 x11711 - 6.50364204e-05 x11712 - 6.50364204e-05 x11713 - 6.50364204e-05 x11714 - 6.50364204e-05 x11715 - 6.50364204e-05 x11716 - 6.50364204e-05 x11717 - 6.50364204e-05 x11718 - 6.50364204e-05 x11719 - 6.50364204e-05 x11720 - 6.50364204e-05 x11721 - 6.50364204e-05 x11722 - 6.50364204e-05 x11723 - 6.50364204e-05 x11724 - 6.50364204e-05 x11725 - 6.50364204e-05 x11726 - 6.50364204e-05 x11727 - 6.50364204e-05 x11728 - 6.50364204e-05 x11729 - 6.50364204e-05 x11730 - 6.50364204e-05 x11731 - 6.50364204e-05 x11732 - 6.50364204e-05 x11733 - 6.50364204e-05 x11734 - 6.50364204e-05 x11735 - 6.50364204e-05 x11736 - 6.50364204e-05 x11737 - 6.50364204e-05 x11738 - 6.50364204e-05 x11739 - 6.50364204e-05 x11740 - 6.50364204e-05 x11741 - 6.50364204e-05 x11742 - 6.50364204e-05 x11743 - 6.50364204e-05 x11744 - 6.50364204e-05 x11745 - 6.50364204e-05 x11746 - 6.50364204e-05 x11747 - 6.50364204e-05 x11748 - 6.50364204e-05 x11749 - 6.50364204e-05 x11750 - 6.50364204e-05 x11751 - 6.50364204e-05 x11752 - 6.50364204e-05 x11753 - 6.50364204e-05 x11754 - 6.50364204e-05 x11755 - 6.50364204e-05 x11756 - 6.50364204e-05 x11757 - 6.50364204e-05 x11758 - 6.50364204e-05 x11759 - 6.50364204e-05 x11760 - 6.50364204e-05 x11761 - 6.50364204e-05 x11762 - 6.50364204e-05 x11763 - 6.50364204e-05 x11764 - 6.50364204e-05 x11765 - 6.50364204e-05 x11766 - 6.50364204e-05 x11767 - 6.50364204e-05 x11768 - 6.50364204e-05 x11769 - 6.50364204e-05 x11770 - 6.50364204e-05 x11771 - 6.50364204e-05 x11772 - 6.50364204e-05 x11773 - 6.50364204e-05 x11774 - 6.50364204e-05 x11775 - 6.50364204e-05 x11776 - 6.50364204e-05 x11777 - 6.50364204e-05 x11778 - 6.50364204e-05 x11779 - 6.50364204e-05 x11780 - 6.50364204e-05 x11781 - 6.50364204e-05 x11782 - 6.50364204e-05 x11783 - 6.50364204e-05 x11784 - 6.50364204e-05 x11785 - 6.50364204e-05 x11786 - 6.50364204e-05 x11787 - 6.50364204e-05 x11788 - 6.50364204e-05 x11789 - 6.50364204e-05 x11790 - 6.50364204e-05 x11791 - 6.50364204e-05 x11792 - 6.50364204e-05 x11793 - 6.50364204e-05 x11794 - 6.50364204e-05 x11795 - 6.50364204e-05 x11796 - 6.50364204e-05 x11797 - 6.50364204e-05 x11798 - 6.50364204e-05 x11799 - 6.50364204e-05 x11800 - 6.50364204e-05 x11801 - 6.50364204e-05 x11802 - 6.50364204e-05 x11803 - 6.50364204e-05 x11804 - 6.50364204e-05 x11805 - 6.50364204e-05 x11806 - 6.50364204e-05 x11807 - 6.50364204e-05 x11808 - 6.50364204e-05 x11809 - 6.50364204e-05 x11810 - 6.50364204e-05 x11811 - 6.50364204e-05 x11812 - 6.50364204e-05 x11813 - 6.50364204e-05 x11814 - 6.50364204e-05 x11815 - 6.50364204e-05 x11816 - 6.50364204e-05 x11817 - 6.50364204e-05 x11818 - 6.50364204e-05 x11819 - 6.50364204e-05 x11820 - 6.50364204e-05 x11821 - 6.50364204e-05 x11822 - 6.50364204e-05 x11823 - 6.50364204e-05 x11824 - 6.50364204e-05 x11825 - 6.50364204e-05 x11826 - 6.50364204e-05 x11827 - 6.50364204e-05 x11828 - 6.50364204e-05 x11829 - 6.50364204e-05 x11830 - 6.50364204e-05 x11831 - 6.50364204e-05 x11832 - 6.50364204e-05 x11833 - 6.50364204e-05 x11834 - 6.50364204e-05 x11835 - 6.50364204e-05 x11836 - 6.50364204e-05 x11837 - 6.50364204e-05 x11838 - 6.50364204e-05 x11839 - 6.50364204e-05 x11840 - 6.50364204e-05 x11841 - 6.50364204e-05 x11842 - 6.50364204e-05 x11843 - 6.50364204e-05 x11844 - 6.50364204e-05 x11845 - 6.50364204e-05 x11846 - 6.50364204e-05 x11847 - 6.50364204e-05 x11848 - 6.50364204e-05 x11849 - 6.50364204e-05 x11850 - 6.50364204e-05 x11851 - 6.50364204e-05 x11852 - 6.50364204e-05 x11853 - 6.50364204e-05 x11854 - 6.50364204e-05 x11855 - 6.50364204e-05 x11856 - 6.50364204e-05 x11857 - 6.50364204e-05 x11858 - 6.50364204e-05 x11859 - 6.50364204e-05 x11860 - 6.50364204e-05 x11861 - 6.50364204e-05 x11862 - 6.50364204e-05 x11863 - 6.50364204e-05 x11864 - 6.50364204e-05 x11865 - 6.50364204e-05 x11866 - 6.50364204e-05 x11867 - 6.50364204e-05 x11868 - 6.50364204e-05 x11869 - 6.50364204e-05 x11870 - 6.50364204e-05 x11871 - 6.50364204e-05 x11872 - 6.50364204e-05 x11873 - 6.50364204e-05 x11874 - 6.50364204e-05 x11875 - 6.50364204e-05 x11876 - 6.50364204e-05 x11877 - 6.50364204e-05 x11878 - 6.50364204e-05 x11879 - 6.50364204e-05 x11880 - 6.50364204e-05 x11881 - 6.50364204e-05 x11882 - 6.50364204e-05 x11883 - 6.50364204e-05 x11884 - 6.50364204e-05 x11885 - 6.50364204e-05 x11886 - 6.50364204e-05 x11887 - 6.50364204e-05 x11888 - 6.50364204e-05 x11889 - 6.50364204e-05 x11890 - 6.50364204e-05 x11891 - 6.50364204e-05 x11892 - 6.50364204e-05 x11893 - 6.50364204e-05 x11894 - 6.50364204e-05 x11895 - 6.50364204e-05 x11896 - 6.50364204e-05 x11897 - 6.50364204e-05 x11898 - 6.50364204e-05 x11899 - 6.50364204e-05 x11900 - 6.50364204e-05 x11901 - 6.50364204e-05 x11902 - 6.50364204e-05 x11903 - 6.50364204e-05 x11904 - 6.50364204e-05 x11905 - 6.50364204e-05 x11906 - 6.50364204e-05 x11907 - 6.50364204e-05 x11908 - 6.50364204e-05 x11909 - 6.50364204e-05 x11910 - 6.50364204e-05 x11911 - 6.50364204e-05 x11912 - 6.50364204e-05 x11913 - 6.50364204e-05 x11914 - 6.50364204e-05 x11915 - 6.50364204e-05 x11916 - 6.50364204e-05 x11917 - 6.50364204e-05 x11918 - 6.50364204e-05 x11919 - 6.50364204e-05 x11920 - 6.50364204e-05 x11921 - 6.50364204e-05 x11922 - 6.50364204e-05 x11923 - 6.50364204e-05 x11924 - 6.50364204e-05 x11925 - 6.50364204e-05 x11926 - 6.50364204e-05 x11927 - 6.50364204e-05 x11928 - 6.50364204e-05 x11929 - 6.50364204e-05 x11930 - 6.50364204e-05 x11931 - 6.50364204e-05 x11932 - 6.50364204e-05 x11933 - 6.50364204e-05 x11934 - 6.50364204e-05 x11935 - 6.50364204e-05 x11936 - 6.50364204e-05 x11937 - 6.50364204e-05 x11938 - 6.50364204e-05 x11939 - 6.50364204e-05 x11940 - 6.50364204e-05 x11941 - 6.50364204e-05 x11942 - 6.50364204e-05 x11943 - 6.50364204e-05 x11944 - 6.50364204e-05 x11945 - 6.50364204e-05 x11946 - 6.50364204e-05 x11947 - 6.50364204e-05 x11948 - 6.50364204e-05 x11949 - 6.50364204e-05 x11950 - 6.50364204e-05 x11951 - 6.50364204e-05 x11952 - 6.50364204e-05 x11953 - 6.50364204e-05 x11954 - 6.50364204e-05 x11955 - 6.50364204e-05 x11956 - 6.50364204e-05 x11957 - 6.50364204e-05 x11958 - 6.50364204e-05 x11959 - 6.50364204e-05 x11960 - 6.50364204e-05 x11961 - 6.50364204e-05 x11962 - 6.50364204e-05 x11963 - 6.50364204e-05 x11964 - 6.50364204e-05 x11965 - 6.50364204e-05 x11966 - 6.50364204e-05 x11967 - 6.50364204e-05 x11968 - 6.50364204e-05 x11969 - 6.50364204e-05 x11970 - 6.50364204e-05 x11971 - 6.50364204e-05 x11972 - 6.50364204e-05 x11973 - 6.50364204e-05 x11974 - 6.50364204e-05 x11975 - 6.50364204e-05 x11976 - 6.50364204e-05 x11977 - 6.50364204e-05 x11978 - 6.50364204e-05 x11979 - 6.50364204e-05 x11980 - 6.50364204e-05 x11981 - 6.50364204e-05 x11982 - 6.50364204e-05 x11983 - 6.50364204e-05 x11984 - 6.50364204e-05 x11985 - 6.50364204e-05 x11986 - 6.50364204e-05 x11987 - 6.50364204e-05 x11988 - 6.50364204e-05 x11989 - 6.50364204e-05 x11990 - 6.50364204e-05 x11991 - 6.50364204e-05 x11992 - 6.50364204e-05 x11993 - 6.50364204e-05 x11994 - 6.50364204e-05 x11995 - 6.50364204e-05 x11996 - 6.50364204e-05 x11997 - 6.50364204e-05 x11998 - 6.50364204e-05 x11999 - 6.50364204e-05 x12000 - 6.50364204e-05 x12001 - 6.50364204e-05 x12002 - 6.50364204e-05 x12003 - 6.50364204e-05 x12004 - 6.50364204e-05 x12005 - 6.50364204e-05 x12006 - 6.50364204e-05 x12007 - 6.50364204e-05 x12008 - 6.50364204e-05 x12009 - 6.50364204e-05 x12010 - 6.50364204e-05 x12011 - 6.50364204e-05 x12012 - 6.50364204e-05 x12013 - 6.50364204e-05 x12014 - 6.50364204e-05 x12015 - 6.50364204e-05 x12016 - 6.50364204e-05 x12017 - 6.50364204e-05 x12018 - 6.50364204e-05 x12019 - 6.50364204e-05 x12020 - 6.50364204e-05 x12021 - 6.50364204e-05 x12022 - 6.50364204e-05 x12023 - 6.50364204e-05 x12024 - 6.50364204e-05 x12025 - 6.50364204e-05 x12026 - 6.50364204e-05 x12027 - 6.50364204e-05 x12028 - 6.50364204e-05 x12029 - 6.50364204e-05 x12030 - 6.50364204e-05 x12031 - 6.50364204e-05 x12032 - 6.50364204e-05 x12033 - 6.50364204e-05 x12034 - 6.50364204e-05 x12035 - 6.50364204e-05 x12036 - 6.50364204e-05 x12037 - 6.50364204e-05 x12038 - 6.50364204e-05 x12039 - 6.50364204e-05 x12040 - 6.50364204e-05 x12041 - 6.50364204e-05 x12042 - 6.50364204e-05 x12043 - 6.50364204e-05 x12044 - 6.50364204e-05 x12045 - 6.50364204e-05 x12046 - 6.50364204e-05 x12047 - 6.50364204e-05 x12048 - 6.50364204e-05 x12049 - 6.50364204e-05 x12050 - 6.50364204e-05 x12051 - 6.50364204e-05 x12052 - 6.50364204e-05 x12053 - 6.50364204e-05 x12054 - 6.50364204e-05 x12055 - 6.50364204e-05 x12056 - 6.50364204e-05 x12057 - 6.50364204e-05 x12058 - 6.50364204e-05 x12059 - 6.50364204e-05 x12060 - 6.50364204e-05 x12061 - 6.50364204e-05 x12062 - 6.50364204e-05 x12063 - 6.50364204e-05 x12064 - 6.50364204e-05 x12065 - 6.50364204e-05 x12066 - 6.50364204e-05 x12067 - 6.50364204e-05 x12068 - 6.50364204e-05 x12069 - 6.50364204e-05 x12070 - 6.50364204e-05 x12071 - 6.50364204e-05 x12072 - 6.50364204e-05 x12073 - 6.50364204e-05 x12074 - 6.50364204e-05 x12075 - 6.50364204e-05 x12076 - 6.50364204e-05 x12077 - 6.50364204e-05 x12078 - 6.50364204e-05 x12079 - 6.50364204e-05 x12080 - 6.50364204e-05 x12081 - 6.50364204e-05 x12082 - 6.50364204e-05 x12083 - 6.50364204e-05 x12084 - 6.50364204e-05 x12085 - 6.50364204e-05 x12086 - 6.50364204e-05 x12087 - 6.50364204e-05 x12088 - 6.50364204e-05 x12089 - 6.50364204e-05 x12090 - 6.50364204e-05 x12091 - 6.50364204e-05 x12092 - 6.50364204e-05 x12093 - 6.50364204e-05 x12094 - 6.50364204e-05 x12095 - 6.50364204e-05 x12096 - 6.50364204e-05 x12097 - 6.50364204e-05 x12098 - 6.50364204e-05 x12099 - 6.50364204e-05 x12100 - 6.50364204e-05 x12101 - 6.50364204e-05 x12102 - 6.50364204e-05 x12103 - 6.50364204e-05 x12104 - 6.50364204e-05 x12105 - 6.50364204e-05 x12106 - 6.50364204e-05 x12107 - 6.50364204e-05 x12108 - 6.50364204e-05 x12109 - 6.50364204e-05 x12110 - 6.50364204e-05 x12111 - 6.50364204e-05 x12112 - 6.50364204e-05 x12113 - 6.50364204e-05 x12114 - 6.50364204e-05 x12115 - 6.50364204e-05 x12116 - 6.50364204e-05 x12117 - 6.50364204e-05 x12118 - 6.50364204e-05 x12119 - 6.50364204e-05 x12120 - 6.50364204e-05 x12121 - 6.50364204e-05 x12122 - 6.50364204e-05 x12123 - 6.50364204e-05 x12124 - 6.50364204e-05 x12125 - 6.50364204e-05 x12126 - 6.50364204e-05 x12127 - 6.50364204e-05 x12128 - 6.50364204e-05 x12129 - 6.50364204e-05 x12130 - 6.50364204e-05 x12131 - 6.50364204e-05 x12132 - 6.50364204e-05 x12133 - 6.50364204e-05 x12134 - 6.50364204e-05 x12135 - 6.50364204e-05 x12136 - 6.50364204e-05 x12137 - 6.50364204e-05 x12138 - 6.50364204e-05 x12139 - 6.50364204e-05 x12140 - 6.50364204e-05 x12141 - 6.50364204e-05 x12142 - 6.50364204e-05 x12143 - 6.50364204e-05 x12144 - 6.50364204e-05 x12145 - 6.50364204e-05 x12146 - 6.50364204e-05 x12147 - 6.50364204e-05 x12148 - 6.50364204e-05 x12149 - 6.50364204e-05 x12150 - 6.50364204e-05 x12151 - 6.50364204e-05 x12152 - 6.50364204e-05 x12153 - 6.50364204e-05 x12154 - 6.50364204e-05 x12155 - 6.50364204e-05 x12156 - 6.50364204e-05 x12157 - 6.50364204e-05 x12158 - 6.50364204e-05 x12159 - 6.50364204e-05 x12160 - 6.50364204e-05 x12161 - 6.50364204e-05 x12162 - 6.50364204e-05 x12163 - 6.50364204e-05 x12164 - 6.50364204e-05 x12165 - 6.50364204e-05 x12166 - 6.50364204e-05 x12167 - 6.50364204e-05 x12168 - 6.50364204e-05 x12169 - 6.50364204e-05 x12170 - 6.50364204e-05 x12171 - 6.50364204e-05 x12172 - 6.50364204e-05 x12173 - 6.50364204e-05 x12174 - 6.50364204e-05 x12175 - 6.50364204e-05 x12176 - 6.50364204e-05 x12177 - 6.50364204e-05 x12178 - 6.50364204e-05 x12179 - 6.50364204e-05 x12180 - 6.50364204e-05 x12181 - 6.50364204e-05 x12182 - 6.50364204e-05 x12183 - 6.50364204e-05 x12184 - 6.50364204e-05 x12185 - 6.50364204e-05 x12186 - 6.50364204e-05 x12187 - 6.50364204e-05 x12188 - 6.50364204e-05 x12189 - 6.50364204e-05 x12190 - 6.50364204e-05 x12191 - 6.50364204e-05 x12192 - 6.50364204e-05 x12193 - 6.50364204e-05 x12194 - 6.50364204e-05 x12195 - 6.50364204e-05 x12196 - 6.50364204e-05 x12197 - 6.50364204e-05 x12198 - 6.50364204e-05 x12199 - 6.50364204e-05 x12200 - 6.50364204e-05 x12201 - 6.50364204e-05 x12202 - 6.50364204e-05 x12203 - 6.50364204e-05 x12204 - 6.50364204e-05 x12205 - 6.50364204e-05 x12206 - 6.50364204e-05 x12207 - 6.50364204e-05 x12208 - 6.50364204e-05 x12209 - 6.50364204e-05 x12210 - 6.50364204e-05 x12211 - 6.50364204e-05 x12212 - 6.50364204e-05 x12213 - 6.50364204e-05 x12214 - 6.50364204e-05 x12215 - 6.50364204e-05 x12216 - 6.50364204e-05 x12217 - 6.50364204e-05 x12218 - 6.50364204e-05 x12219 - 6.50364204e-05 x12220 - 6.50364204e-05 x12221 - 6.50364204e-05 x12222 - 6.50364204e-05 x12223 - 6.50364204e-05 x12224 - 6.50364204e-05 x12225 - 6.50364204e-05 x12226 - 6.50364204e-05 x12227 - 6.50364204e-05 x12228 - 6.50364204e-05 x12229 - 6.50364204e-05 x12230 - 6.50364204e-05 x12231 - 6.50364204e-05 x12232 - 6.50364204e-05 x12233 - 6.50364204e-05 x12234 - 6.50364204e-05 x12235 - 6.50364204e-05 x12236 - 6.50364204e-05 x12237 - 6.50364204e-05 x12238 - 6.50364204e-05 x12239 - 6.50364204e-05 x12240 - 6.50364204e-05 x12241 - 6.50364204e-05 x12242 - 6.50364204e-05 x12243 - 6.50364204e-05 x12244 - 6.50364204e-05 x12245 - 6.50364204e-05 x12246 - 6.50364204e-05 x12247 - 6.50364204e-05 x12248 - 6.50364204e-05 x12249 - 6.50364204e-05 x12250 - 6.50364204e-05 x12251 - 6.50364204e-05 x12252 - 6.50364204e-05 x12253 - 6.50364204e-05 x12254 - 6.50364204e-05 x12255 - 6.50364204e-05 x12256 - 6.50364204e-05 x12257 - 6.50364204e-05 x12258 - 6.50364204e-05 x12259 - 6.50364204e-05 x12260 - 6.50364204e-05 x12261 - 6.50364204e-05 x12262 - 6.50364204e-05 x12263 - 6.50364204e-05 x12264 - 6.50364204e-05 x12265 - 6.50364204e-05 x12266 - 6.50364204e-05 x12267 - 6.50364204e-05 x12268 - 6.50364204e-05 x12269 - 6.50364204e-05 x12270 - 6.50364204e-05 x12271 - 6.50364204e-05 x12272 - 6.50364204e-05 x12273 - 6.50364204e-05 x12274 - 6.50364204e-05 x12275 - 6.50364204e-05 x12276 - 6.50364204e-05 x12277 - 6.50364204e-05 x12278 - 6.50364204e-05 x12279 - 6.50364204e-05 x12280 - 6.50364204e-05 x12281 - 6.50364204e-05 x12282 - 6.50364204e-05 x12283 - 6.50364204e-05 x12284 - 6.50364204e-05 x12285 - 6.50364204e-05 x12286 - 6.50364204e-05 x12287 - 6.50364204e-05 x12288 - 6.50364204e-05 x12289 - 6.50364204e-05 x12290 - 6.50364204e-05 x12291 - 6.50364204e-05 x12292 - 6.50364204e-05 x12293 - 6.50364204e-05 x12294 - 6.50364204e-05 x12295 - 6.50364204e-05 x12296 - 6.50364204e-05 x12297 - 6.50364204e-05 x12298 - 6.50364204e-05 x12299 - 6.50364204e-05 x12300 - 6.50364204e-05 x12301 - 6.50364204e-05 x12302 - 6.50364204e-05 x12303 - 6.50364204e-05 x12304 - 6.50364204e-05 x12305 - 6.50364204e-05 x12306 - 6.50364204e-05 x12307 - 6.50364204e-05 x12308 - 6.50364204e-05 x12309 - 6.50364204e-05 x12310 - 6.50364204e-05 x12311 - 6.50364204e-05 x12312 - 6.50364204e-05 x12313 - 6.50364204e-05 x12314 - 6.50364204e-05 x12315 - 6.50364204e-05 x12316 - 6.50364204e-05 x12317 - 6.50364204e-05 x12318 - 6.50364204e-05 x12319 - 6.50364204e-05 x12320 - 6.50364204e-05 x12321 - 6.50364204e-05 x12322 - 6.50364204e-05 x12323 - 6.50364204e-05 x12324 - 6.50364204e-05 x12325 - 6.50364204e-05 x12326 - 6.50364204e-05 x12327 - 6.50364204e-05 x12328 - 6.50364204e-05 x12329 - 6.50364204e-05 x12330 - 6.50364204e-05 x12331 - 6.50364204e-05 x12332 - 6.50364204e-05 x12333 - 6.50364204e-05 x12334 - 6.50364204e-05 x12335 - 6.50364204e-05 x12336 - 6.50364204e-05 x12337 - 6.50364204e-05 x12338 - 6.50364204e-05 x12339 - 6.50364204e-05 x12340 - 6.50364204e-05 x12341 - 6.50364204e-05 x12342 - 6.50364204e-05 x12343 - 6.50364204e-05 x12344 - 6.50364204e-05 x12345 - 6.50364204e-05 x12346 - 6.50364204e-05 x12347 - 6.50364204e-05 x12348 - 6.50364204e-05 x12349 - 6.50364204e-05 x12350 - 6.50364204e-05 x12351 - 6.50364204e-05 x12352 - 6.50364204e-05 x12353 - 6.50364204e-05 x12354 - 6.50364204e-05 x12355 - 6.50364204e-05 x12356 - 6.50364204e-05 x12357 - 6.50364204e-05 x12358 - 6.50364204e-05 x12359 - 6.50364204e-05 x12360 - 6.50364204e-05 x12361 - 6.50364204e-05 x12362 - 6.50364204e-05 x12363 - 6.50364204e-05 x12364 - 6.50364204e-05 x12365 - 6.50364204e-05 x12366 - 6.50364204e-05 x12367 - 6.50364204e-05 x12368 - 6.50364204e-05 x12369 - 6.50364204e-05 x12370 - 6.50364204e-05 x12371 - 6.50364204e-05 x12372 - 6.50364204e-05 x12373 - 6.50364204e-05 x12374 - 6.50364204e-05 x12375 - 6.50364204e-05 x12376 - 6.50364204e-05 x12377 - 6.50364204e-05 x12378 - 6.50364204e-05 x12379 - 6.50364204e-05 x12380 - 6.50364204e-05 x12381 - 6.50364204e-05 x12382 - 6.50364204e-05 x12383 - 6.50364204e-05 x12384 - 6.50364204e-05 x12385 - 6.50364204e-05 x12386 - 6.50364204e-05 x12387 - 6.50364204e-05 x12388 - 6.50364204e-05 x12389 - 6.50364204e-05 x12390 - 6.50364204e-05 x12391 - 6.50364204e-05 x12392 - 6.50364204e-05 x12393 - 6.50364204e-05 x12394 - 6.50364204e-05 x12395 - 6.50364204e-05 x12396 - 6.50364204e-05 x12397 - 6.50364204e-05 x12398 - 6.50364204e-05 x12399 - 6.50364204e-05 x12400 - 6.50364204e-05 x12401 - 6.50364204e-05 x12402 - 6.50364204e-05 x12403 - 6.50364204e-05 x12404 - 6.50364204e-05 x12405 - 6.50364204e-05 x12406 - 6.50364204e-05 x12407 - 6.50364204e-05 x12408 - 6.50364204e-05 x12409 - 6.50364204e-05 x12410 - 6.50364204e-05 x12411 - 6.50364204e-05 x12412 - 6.50364204e-05 x12413 - 6.50364204e-05 x12414 - 6.50364204e-05 x12415 - 6.50364204e-05 x12416 - 6.50364204e-05 x12417 - 6.50364204e-05 x12418 - 6.50364204e-05 x12419 - 6.50364204e-05 x12420 - 6.50364204e-05 x12421 - 6.50364204e-05 x12422 - 6.50364204e-05 x12423 - 6.50364204e-05 x12424 - 6.50364204e-05 x12425 - 6.50364204e-05 x12426 - 6.50364204e-05 x12427 - 6.50364204e-05 x12428 - 6.50364204e-05 x12429 - 6.50364204e-05 x12430 - 6.50364204e-05 x12431 - 6.50364204e-05 x12432 - 6.50364204e-05 x12433 - 6.50364204e-05 x12434 - 6.50364204e-05 x12435 - 6.50364204e-05 x12436 - 6.50364204e-05 x12437 - 6.50364204e-05 x12438 - 6.50364204e-05 x12439 - 6.50364204e-05 x12440 - 6.50364204e-05 x12441 - 6.50364204e-05 x12442 - 6.50364204e-05 x12443 - 6.50364204e-05 x12444 - 6.50364204e-05 x12445 - 6.50364204e-05 x12446 - 6.50364204e-05 x12447 - 6.50364204e-05 x12448 - 6.50364204e-05 x12449 - 6.50364204e-05 x12450 - 6.50364204e-05 x12451 - 6.50364204e-05 x12452 - 6.50364204e-05 x12453 - 6.50364204e-05 x12454 - 6.50364204e-05 x12455 - 6.50364204e-05 x12456 - 6.50364204e-05 x12457 - 6.50364204e-05 x12458 - 6.50364204e-05 x12459 - 6.50364204e-05 x12460 - 6.50364204e-05 x12461 - 6.50364204e-05 x12462 - 6.50364204e-05 x12463 - 6.50364204e-05 x12464 - 6.50364204e-05 x12465 - 6.50364204e-05 x12466 - 6.50364204e-05 x12467 - 6.50364204e-05 x12468 - 6.50364204e-05 x12469 - 6.50364204e-05 x12470 - 6.50364204e-05 x12471 - 6.50364204e-05 x12472 - 6.50364204e-05 x12473 - 6.50364204e-05 x12474 - 6.50364204e-05 x12475 - 6.50364204e-05 x12476 - 6.50364204e-05 x12477 - 6.50364204e-05 x12478 - 6.50364204e-05 x12479 - 6.50364204e-05 x12480 - 6.50364204e-05 x12481 - 6.50364204e-05 x12482 - 6.50364204e-05 x12483 - 6.50364204e-05 x12484 - 6.50364204e-05 x12485 - 6.50364204e-05 x12486 - 6.50364204e-05 x12487 - 6.50364204e-05 x12488 - 6.50364204e-05 x12489 - 6.50364204e-05 x12490 - 6.50364204e-05 x12491 - 6.50364204e-05 x12492 - 6.50364204e-05 x12493 - 6.50364204e-05 x12494 - 6.50364204e-05 x12495 - 6.50364204e-05 x12496 - 6.50364204e-05 x12497 - 6.50364204e-05 x12498 - 6.50364204e-05 x12499 - 6.50364204e-05 x12500 - 6.50364204e-05 x12501 - 6.50364204e-05 x12502 - 6.50364204e-05 x12503 - 6.50364204e-05 x12504 - 6.50364204e-05 x12505 - 6.50364204e-05 x12506 - 6.50364204e-05 x12507 - 6.50364204e-05 x12508 - 6.50364204e-05 x12509 - 6.50364204e-05 x12510 - 6.50364204e-05 x12511 - 6.50364204e-05 x12512 - 6.50364204e-05 x12513 - 6.50364204e-05 x12514 - 6.50364204e-05 x12515 - 6.50364204e-05 x12516 - 6.50364204e-05 x12517 - 6.50364204e-05 x12518 - 6.50364204e-05 x12519 - 6.50364204e-05 x12520 - 6.50364204e-05 x12521 - 6.50364204e-05 x12522 - 6.50364204e-05 x12523 - 6.50364204e-05 x12524 - 6.50364204e-05 x12525 - 6.50364204e-05 x12526 - 6.50364204e-05 x12527 - 6.50364204e-05 x12528 - 6.50364204e-05 x12529 - 6.50364204e-05 x12530 - 6.50364204e-05 x12531 - 6.50364204e-05 x12532 - 6.50364204e-05 x12533 - 6.50364204e-05 x12534 - 6.50364204e-05 x12535 - 6.50364204e-05 x12536 - 6.50364204e-05 x12537 - 6.50364204e-05 x12538 - 6.50364204e-05 x12539 - 6.50364204e-05 x12540 - 6.50364204e-05 x12541 - 6.50364204e-05 x12542 - 6.50364204e-05 x12543 - 6.50364204e-05 x12544 - 6.50364204e-05 x12545 - 6.50364204e-05 x12546 - 6.50364204e-05 x12547 - 6.50364204e-05 x12548 - 6.50364204e-05 x12549 - 6.50364204e-05 x12550 - 6.50364204e-05 x12551 - 6.50364204e-05 x12552 - 6.50364204e-05 x12553 - 6.50364204e-05 x12554 - 6.50364204e-05 x12555 - 6.50364204e-05 x12556 - 6.50364204e-05 x12557 - 6.50364204e-05 x12558 - 6.50364204e-05 x12559 - 6.50364204e-05 x12560 - 6.50364204e-05 x12561 - 6.50364204e-05 x12562 - 6.50364204e-05 x12563 - 6.50364204e-05 x12564 - 6.50364204e-05 x12565 - 6.50364204e-05 x12566 - 6.50364204e-05 x12567 - 6.50364204e-05 x12568 - 6.50364204e-05 x12569 - 6.50364204e-05 x12570 - 6.50364204e-05 x12571 - 6.50364204e-05 x12572 - 6.50364204e-05 x12573 - 6.50364204e-05 x12574 - 6.50364204e-05 x12575 - 6.50364204e-05 x12576 - 6.50364204e-05 x12577 - 6.50364204e-05 x12578 - 6.50364204e-05 x12579 - 6.50364204e-05 x12580 - 6.50364204e-05 x12581 - 6.50364204e-05 x12582 - 6.50364204e-05 x12583 - 6.50364204e-05 x12584 - 6.50364204e-05 x12585 - 6.50364204e-05 x12586 - 6.50364204e-05 x12587 - 6.50364204e-05 x12588 - 6.50364204e-05 x12589 - 6.50364204e-05 x12590 - 6.50364204e-05 x12591 - 6.50364204e-05 x12592 - 6.50364204e-05 x12593 - 6.50364204e-05 x12594 - 6.50364204e-05 x12595 - 6.50364204e-05 x12596 - 6.50364204e-05 x12597 - 6.50364204e-05 x12598 - 6.50364204e-05 x12599 - 6.50364204e-05 x12600 - 6.50364204e-05 x12601 - 6.50364204e-05 x12602 - 6.50364204e-05 x12603 - 6.50364204e-05 x12604 - 6.50364204e-05 x12605 - 6.50364204e-05 x12606 - 6.50364204e-05 x12607 - 6.50364204e-05 x12608 - 6.50364204e-05 x12609 - 6.50364204e-05 x12610 - 6.50364204e-05 x12611 - 6.50364204e-05 x12612 - 6.50364204e-05 x12613 - 6.50364204e-05 x12614 - 6.50364204e-05 x12615 - 6.50364204e-05 x12616 - 6.50364204e-05 x12617 - 6.50364204e-05 x12618 - 6.50364204e-05 x12619 - 6.50364204e-05 x12620 - 6.50364204e-05 x12621 - 6.50364204e-05 x12622 - 6.50364204e-05 x12623 - 6.50364204e-05 x12624 - 6.50364204e-05 x12625 - 6.50364204e-05 x12626 - 6.50364204e-05 x12627 - 6.50364204e-05 x12628 - 6.50364204e-05 x12629 - 6.50364204e-05 x12630 - 6.50364204e-05 x12631 - 6.50364204e-05 x12632 - 6.50364204e-05 x12633 - 6.50364204e-05 x12634 - 6.50364204e-05 x12635 - 6.50364204e-05 x12636 - 6.50364204e-05 x12637 - 6.50364204e-05 x12638 - 6.50364204e-05 x12639 - 6.50364204e-05 x12640 - 6.50364204e-05 x12641 - 6.50364204e-05 x12642 - 6.50364204e-05 x12643 - 6.50364204e-05 x12644 - 6.50364204e-05 x12645 - 6.50364204e-05 x12646 - 6.50364204e-05 x12647 - 6.50364204e-05 x12648 - 6.50364204e-05 x12649 - 6.50364204e-05 x12650 - 6.50364204e-05 x12651 - 6.50364204e-05 x12652 - 6.50364204e-05 x12653 - 6.50364204e-05 x12654 - 6.50364204e-05 x12655 - 6.50364204e-05 x12656 - 6.50364204e-05 x12657 - 6.50364204e-05 x12658 - 6.50364204e-05 x12659 - 6.50364204e-05 x12660 - 6.50364204e-05 x12661 - 6.50364204e-05 x12662 - 6.50364204e-05 x12663 - 6.50364204e-05 x12664 - 6.50364204e-05 x12665 - 6.50364204e-05 x12666 - 6.50364204e-05 x12667 - 6.50364204e-05 x12668 - 6.50364204e-05 x12669 - 6.50364204e-05 x12670 - 6.50364204e-05 x12671 - 6.50364204e-05 x12672 - 6.50364204e-05 x12673 - 6.50364204e-05 x12674 - 6.50364204e-05 x12675 - 6.50364204e-05 x12676 - 6.50364204e-05 x12677 - 6.50364204e-05 x12678 - 6.50364204e-05 x12679 - 6.50364204e-05 x12680 - 6.50364204e-05 x12681 - 6.50364204e-05 x12682 - 6.50364204e-05 x12683 - 6.50364204e-05 x12684 - 6.50364204e-05 x12685 - 6.50364204e-05 x12686 - 6.50364204e-05 x12687 - 6.50364204e-05 x12688 - 6.50364204e-05 x12689 - 6.50364204e-05 x12690 - 6.50364204e-05 x12691 - 6.50364204e-05 x12692 - 6.50364204e-05 x12693 - 6.50364204e-05 x12694 - 6.50364204e-05 x12695 - 6.50364204e-05 x12696 - 6.50364204e-05 x12697 - 6.50364204e-05 x12698 - 6.50364204e-05 x12699 - 6.50364204e-05 x12700 - 6.50364204e-05 x12701 - 6.50364204e-05 x12702 - 6.50364204e-05 x12703 - 6.50364204e-05 x12704 - 6.50364204e-05 x12705 - 6.50364204e-05 x12706 - 6.50364204e-05 x12707 - 6.50364204e-05 x12708 - 6.50364204e-05 x12709 - 6.50364204e-05 x12710 - 6.50364204e-05 x12711 - 6.50364204e-05 x12712 - 6.50364204e-05 x12713 - 6.50364204e-05 x12714 - 6.50364204e-05 x12715 - 6.50364204e-05 x12716 - 6.50364204e-05 x12717 - 6.50364204e-05 x12718 - 6.50364204e-05 x12719 - 6.50364204e-05 x12720 - 6.50364204e-05 x12721 - 6.50364204e-05 x12722 - 6.50364204e-05 x12723 - 6.50364204e-05 x12724 - 6.50364204e-05 x12725 - 6.50364204e-05 x12726 - 6.50364204e-05 x12727 - 6.50364204e-05 x12728 - 6.50364204e-05 x12729 - 6.50364204e-05 x12730 - 6.50364204e-05 x12731 - 6.50364204e-05 x12732 - 6.50364204e-05 x12733 - 6.50364204e-05 x12734 - 6.50364204e-05 x12735 - 6.50364204e-05 x12736 - 6.50364204e-05 x12737 - 6.50364204e-05 x12738 - 6.50364204e-05 x12739 - 6.50364204e-05 x12740 - 6.50364204e-05 x12741 - 6.50364204e-05 x12742 - 6.50364204e-05 x12743 - 6.50364204e-05 x12744 - 6.50364204e-05 x12745 - 6.50364204e-05 x12746 - 6.50364204e-05 x12747 - 6.50364204e-05 x12748 - 6.50364204e-05 x12749 - 6.50364204e-05 x12750 - 6.50364204e-05 x12751 - 6.50364204e-05 x12752 - 6.50364204e-05 x12753 - 6.50364204e-05 x12754 - 6.50364204e-05 x12755 - 6.50364204e-05 x12756 - 6.50364204e-05 x12757 - 6.50364204e-05 x12758 - 6.50364204e-05 x12759 - 6.50364204e-05 x12760 - 6.50364204e-05 x12761 - 6.50364204e-05 x12762 - 6.50364204e-05 x12763 - 6.50364204e-05 x12764 - 6.50364204e-05 x12765 - 6.50364204e-05 x12766 - 6.50364204e-05 x12767 - 6.50364204e-05 x12768 - 6.50364204e-05 x12769 - 6.50364204e-05 x12770 - 6.50364204e-05 x12771 - 6.50364204e-05 x12772 - 6.50364204e-05 x12773 - 6.50364204e-05 x12774 - 6.50364204e-05 x12775 - 6.50364204e-05 x12776 - 6.50364204e-05 x12777 - 6.50364204e-05 x12778 - 6.50364204e-05 x12779 - 6.50364204e-05 x12780 - 6.50364204e-05 x12781 - 6.50364204e-05 x12782 - 6.50364204e-05 x12783 - 6.50364204e-05 x12784 - 6.50364204e-05 x12785 - 6.50364204e-05 x12786 - 6.50364204e-05 x12787 - 6.50364204e-05 x12788 - 6.50364204e-05 x12789 - 6.50364204e-05 x12790 - 6.50364204e-05 x12791 - 6.50364204e-05 x12792 - 6.50364204e-05 x12793 - 6.50364204e-05 x12794 - 6.50364204e-05 x12795 - 6.50364204e-05 x12796 - 6.50364204e-05 x12797 - 6.50364204e-05 x12798 - 6.50364204e-05 x12799 - 6.50364204e-05 x12800 - 6.50364204e-05 x12801 - 6.50364204e-05 x12802 - 6.50364204e-05 x12803 - 6.50364204e-05 x12804 - 6.50364204e-05 x12805 - 6.50364204e-05 x12806 - 6.50364204e-05 x12807 - 6.50364204e-05 x12808 - 6.50364204e-05 x12809 - 6.50364204e-05 x12810 - 6.50364204e-05 x12811 - 6.50364204e-05 x12812 - 6.50364204e-05 x12813 - 6.50364204e-05 x12814 - 6.50364204e-05 x12815 - 6.50364204e-05 x12816 - 6.50364204e-05 x12817 - 6.50364204e-05 x12818 - 6.50364204e-05 x12819 - 6.50364204e-05 x12820 - 6.50364204e-05 x12821 - 6.50364204e-05 x12822 - 6.50364204e-05 x12823 - 6.50364204e-05 x12824 - 6.50364204e-05 x12825 - 6.50364204e-05 x12826 - 6.50364204e-05 x12827 - 6.50364204e-05 x12828 - 6.50364204e-05 x12829 - 6.50364204e-05 x12830 - 6.50364204e-05 x12831 - 6.50364204e-05 x12832 - 6.50364204e-05 x12833 - 6.50364204e-05 x12834 - 6.50364204e-05 x12835 - 6.50364204e-05 x12836 - 6.50364204e-05 x12837 - 6.50364204e-05 x12838 - 6.50364204e-05 x12839 - 6.50364204e-05 x12840 - 6.50364204e-05 x12841 - 6.50364204e-05 x12842 - 6.50364204e-05 x12843 - 6.50364204e-05 x12844 - 6.50364204e-05 x12845 - 6.50364204e-05 x12846 - 6.50364204e-05 x12847 - 6.50364204e-05 x12848 - 6.50364204e-05 x12849 - 6.50364204e-05 x12850 - 6.50364204e-05 x12851 - 6.50364204e-05 x12852 - 6.50364204e-05 x12853 - 6.50364204e-05 x12854 - 6.50364204e-05 x12855 - 6.50364204e-05 x12856 - 6.50364204e-05 x12857 - 6.50364204e-05 x12858 - 6.50364204e-05 x12859 - 6.50364204e-05 x12860 - 6.50364204e-05 x12861 - 6.50364204e-05 x12862 - 6.50364204e-05 x12863 - 6.50364204e-05 x12864 - 6.50364204e-05 x12865 - 6.50364204e-05 x12866 - 6.50364204e-05 x12867 - 6.50364204e-05 x12868 - 6.50364204e-05 x12869 - 6.50364204e-05 x12870 - 6.50364204e-05 x12871 - 6.50364204e-05 x12872 - 6.50364204e-05 x12873 - 6.50364204e-05 x12874 - 6.50364204e-05 x12875 - 6.50364204e-05 x12876 - 6.50364204e-05 x12877 - 6.50364204e-05 x12878 - 6.50364204e-05 x12879 - 6.50364204e-05 x12880 - 6.50364204e-05 x12881 - 6.50364204e-05 x12882 - 6.50364204e-05 x12883 - 6.50364204e-05 x12884 - 6.50364204e-05 x12885 - 6.50364204e-05 x12886 - 6.50364204e-05 x12887 - 6.50364204e-05 x12888 - 6.50364204e-05 x12889 - 6.50364204e-05 x12890 - 6.50364204e-05 x12891 - 6.50364204e-05 x12892 - 6.50364204e-05 x12893 - 6.50364204e-05 x12894 - 6.50364204e-05 x12895 - 6.50364204e-05 x12896 - 6.50364204e-05 x12897 - 6.50364204e-05 x12898 - 6.50364204e-05 x12899 - 6.50364204e-05 x12900 - 6.50364204e-05 x12901 - 6.50364204e-05 x12902 - 6.50364204e-05 x12903 - 6.50364204e-05 x12904 - 6.50364204e-05 x12905 - 6.50364204e-05 x12906 - 6.50364204e-05 x12907 - 6.50364204e-05 x12908 - 6.50364204e-05 x12909 - 6.50364204e-05 x12910 - 6.50364204e-05 x12911 - 6.50364204e-05 x12912 - 6.50364204e-05 x12913 - 6.50364204e-05 x12914 - 6.50364204e-05 x12915 - 6.50364204e-05 x12916 - 6.50364204e-05 x12917 - 6.50364204e-05 x12918 - 6.50364204e-05 x12919 - 6.50364204e-05 x12920 - 6.50364204e-05 x12921 - 6.50364204e-05 x12922 - 6.50364204e-05 x12923 - 6.50364204e-05 x12924 - 6.50364204e-05 x12925 - 6.50364204e-05 x12926 - 6.50364204e-05 x12927 - 6.50364204e-05 x12928 - 6.50364204e-05 x12929 - 6.50364204e-05 x12930 - 6.50364204e-05 x12931 - 6.50364204e-05 x12932 - 6.50364204e-05 x12933 - 6.50364204e-05 x12934 - 6.50364204e-05 x12935 - 6.50364204e-05 x12936 - 6.50364204e-05 x12937 - 6.50364204e-05 x12938 - 6.50364204e-05 x12939 - 6.50364204e-05 x12940 - 6.50364204e-05 x12941 - 6.50364204e-05 x12942 - 6.50364204e-05 x12943 - 6.50364204e-05 x12944 - 6.50364204e-05 x12945 - 6.50364204e-05 x12946 - 6.50364204e-05 x12947 - 6.50364204e-05 x12948 - 6.50364204e-05 x12949 - 6.50364204e-05 x12950 - 6.50364204e-05 x12951 - 6.50364204e-05 x12952 - 6.50364204e-05 x12953 - 6.50364204e-05 x12954 - 6.50364204e-05 x12955 - 6.50364204e-05 x12956 - 6.50364204e-05 x12957 - 6.50364204e-05 x12958 - 6.50364204e-05 x12959 - 6.50364204e-05 x12960 - 6.50364204e-05 x12961 - 6.50364204e-05 x12962 - 6.50364204e-05 x12963 - 6.50364204e-05 x12964 - 6.50364204e-05 x12965 - 6.50364204e-05 x12966 - 6.50364204e-05 x12967 - 6.50364204e-05 x12968 - 6.50364204e-05 x12969 - 6.50364204e-05 x12970 - 6.50364204e-05 x12971 - 6.50364204e-05 x12972 - 6.50364204e-05 x12973 - 6.50364204e-05 x12974 - 6.50364204e-05 x12975 - 6.50364204e-05 x12976 - 6.50364204e-05 x12977 - 6.50364204e-05 x12978 - 6.50364204e-05 x12979 - 6.50364204e-05 x12980 - 6.50364204e-05 x12981 - 6.50364204e-05 x12982 - 6.50364204e-05 x12983 - 6.50364204e-05 x12984 - 6.50364204e-05 x12985 - 6.50364204e-05 x12986 - 6.50364204e-05 x12987 - 6.50364204e-05 x12988 - 6.50364204e-05 x12989 - 6.50364204e-05 x12990 - 6.50364204e-05 x12991 - 6.50364204e-05 x12992 - 6.50364204e-05 x12993 - 6.50364204e-05 x12994 - 6.50364204e-05 x12995 - 6.50364204e-05 x12996 - 6.50364204e-05 x12997 - 6.50364204e-05 x12998 - 6.50364204e-05 x12999 - 6.50364204e-05 x13000 - 6.50364204e-05 x13001 - 6.50364204e-05 x13002 - 6.50364204e-05 x13003 - 6.50364204e-05 x13004 - 6.50364204e-05 x13005 - 6.50364204e-05 x13006 - 6.50364204e-05 x13007 - 6.50364204e-05 x13008 - 6.50364204e-05 x13009 - 6.50364204e-05 x13010 - 6.50364204e-05 x13011 - 6.50364204e-05 x13012 - 6.50364204e-05 x13013 - 6.50364204e-05 x13014 - 6.50364204e-05 x13015 - 6.50364204e-05 x13016 - 6.50364204e-05 x13017 - 6.50364204e-05 x13018 - 6.50364204e-05 x13019 - 6.50364204e-05 x13020 - 6.50364204e-05 x13021 - 6.50364204e-05 x13022 - 6.50364204e-05 x13023 - 6.50364204e-05 x13024 - 6.50364204e-05 x13025 - 6.50364204e-05 x13026 - 6.50364204e-05 x13027 - 6.50364204e-05 x13028 - 6.50364204e-05 x13029 - 6.50364204e-05 x13030 - 6.50364204e-05 x13031 - 6.50364204e-05 x13032 - 6.50364204e-05 x13033 - 6.50364204e-05 x13034 - 6.50364204e-05 x13035 - 6.50364204e-05 x13036 - 6.50364204e-05 x13037 - 6.50364204e-05 x13038 - 6.50364204e-05 x13039 - 6.50364204e-05 x13040 - 6.50364204e-05 x13041 - 6.50364204e-05 x13042 - 6.50364204e-05 x13043 - 6.50364204e-05 x13044 - 6.50364204e-05 x13045 - 6.50364204e-05 x13046 - 6.50364204e-05 x13047 - 6.50364204e-05 x13048 - 6.50364204e-05 x13049 - 6.50364204e-05 x13050 - 6.50364204e-05 x13051 - 6.50364204e-05 x13052 - 6.50364204e-05 x13053 - 6.50364204e-05 x13054 - 6.50364204e-05 x13055 - 6.50364204e-05 x13056 - 6.50364204e-05 x13057 - 6.50364204e-05 x13058 - 6.50364204e-05 x13059 - 6.50364204e-05 x13060 - 6.50364204e-05 x13061 - 6.50364204e-05 x13062 - 6.50364204e-05 x13063 - 6.50364204e-05 x13064 - 6.50364204e-05 x13065 - 6.50364204e-05 x13066 - 6.50364204e-05 x13067 - 6.50364204e-05 x13068 - 6.50364204e-05 x13069 - 6.50364204e-05 x13070 - 6.50364204e-05 x13071 - 6.50364204e-05 x13072 - 6.50364204e-05 x13073 - 6.50364204e-05 x13074 - 6.50364204e-05 x13075 - 6.50364204e-05 x13076 - 6.50364204e-05 x13077 - 6.50364204e-05 x13078 - 6.50364204e-05 x13079 - 6.50364204e-05 x13080 - 6.50364204e-05 x13081 - 6.50364204e-05 x13082 - 6.50364204e-05 x13083 - 6.50364204e-05 x13084 - 6.50364204e-05 x13085 - 6.50364204e-05 x13086 - 6.50364204e-05 x13087 - 6.50364204e-05 x13088 - 6.50364204e-05 x13089 - 6.50364204e-05 x13090 - 6.50364204e-05 x13091 - 6.50364204e-05 x13092 - 6.50364204e-05 x13093 - 6.50364204e-05 x13094 - 6.50364204e-05 x13095 - 6.50364204e-05 x13096 - 6.50364204e-05 x13097 - 6.50364204e-05 x13098 - 6.50364204e-05 x13099 - 6.50364204e-05 x13100 - 6.50364204e-05 x13101 - 6.50364204e-05 x13102 - 6.50364204e-05 x13103 - 6.50364204e-05 x13104 - 6.50364204e-05 x13105 - 6.50364204e-05 x13106 - 6.50364204e-05 x13107 - 6.50364204e-05 x13108 - 6.50364204e-05 x13109 - 6.50364204e-05 x13110 - 6.50364204e-05 x13111 - 6.50364204e-05 x13112 - 6.50364204e-05 x13113 - 6.50364204e-05 x13114 - 6.50364204e-05 x13115 - 6.50364204e-05 x13116 - 6.50364204e-05 x13117 - 6.50364204e-05 x13118 - 6.50364204e-05 x13119 - 6.50364204e-05 x13120 - 6.50364204e-05 x13121 - 6.50364204e-05 x13122 - 6.50364204e-05 x13123 - 6.50364204e-05 x13124 - 6.50364204e-05 x13125 - 6.50364204e-05 x13126 - 6.50364204e-05 x13127 - 6.50364204e-05 x13128 - 6.50364204e-05 x13129 - 6.50364204e-05 x13130 - 6.50364204e-05 x13131 - 6.50364204e-05 x13132 - 6.50364204e-05 x13133 - 6.50364204e-05 x13134 - 6.50364204e-05 x13135 - 6.50364204e-05 x13136 - 6.50364204e-05 x13137 - 6.50364204e-05 x13138 - 6.50364204e-05 x13139 - 6.50364204e-05 x13140 - 6.50364204e-05 x13141 - 6.50364204e-05 x13142 - 6.50364204e-05 x13143 - 6.50364204e-05 x13144 - 6.50364204e-05 x13145 - 6.50364204e-05 x13146 - 6.50364204e-05 x13147 - 6.50364204e-05 x13148 - 6.50364204e-05 x13149 - 6.50364204e-05 x13150 - 6.50364204e-05 x13151 - 6.50364204e-05 x13152 - 6.50364204e-05 x13153 - 6.50364204e-05 x13154 - 6.50364204e-05 x13155 - 6.50364204e-05 x13156 - 6.50364204e-05 x13157 - 6.50364204e-05 x13158 - 6.50364204e-05 x13159 - 6.50364204e-05 x13160 - 6.50364204e-05 x13161 - 6.50364204e-05 x13162 - 6.50364204e-05 x13163 - 6.50364204e-05 x13164 - 6.50364204e-05 x13165 - 6.50364204e-05 x13166 - 6.50364204e-05 x13167 - 6.50364204e-05 x13168 - 6.50364204e-05 x13169 - 6.50364204e-05 x13170 - 6.50364204e-05 x13171 - 6.50364204e-05 x13172 - 6.50364204e-05 x13173 - 6.50364204e-05 x13174 - 6.50364204e-05 x13175 - 6.50364204e-05 x13176 - 6.50364204e-05 x13177 - 6.50364204e-05 x13178 - 6.50364204e-05 x13179 - 6.50364204e-05 x13180 - 6.50364204e-05 x13181 - 6.50364204e-05 x13182 - 6.50364204e-05 x13183 - 6.50364204e-05 x13184 - 6.50364204e-05 x13185 - 6.50364204e-05 x13186 - 6.50364204e-05 x13187 - 6.50364204e-05 x13188 - 6.50364204e-05 x13189 - 6.50364204e-05 x13190 - 6.50364204e-05 x13191 - 6.50364204e-05 x13192 - 6.50364204e-05 x13193 - 6.50364204e-05 x13194 - 6.50364204e-05 x13195 - 6.50364204e-05 x13196 - 6.50364204e-05 x13197 - 6.50364204e-05 x13198 - 6.50364204e-05 x13199 - 6.50364204e-05 x13200 - 6.50364204e-05 x13201 - 6.50364204e-05 x13202 - 6.50364204e-05 x13203 - 6.50364204e-05 x13204 - 6.50364204e-05 x13205 - 6.50364204e-05 x13206 - 6.50364204e-05 x13207 - 6.50364204e-05 x13208 - 6.50364204e-05 x13209 - 6.50364204e-05 x13210 - 6.50364204e-05 x13211 - 6.50364204e-05 x13212 - 6.50364204e-05 x13213 - 6.50364204e-05 x13214 - 6.50364204e-05 x13215 - 6.50364204e-05 x13216 - 6.50364204e-05 x13217 - 6.50364204e-05 x13218 - 6.50364204e-05 x13219 - 6.50364204e-05 x13220 - 6.50364204e-05 x13221 - 6.50364204e-05 x13222 - 6.50364204e-05 x13223 - 6.50364204e-05 x13224 - 6.50364204e-05 x13225 - 6.50364204e-05 x13226 - 6.50364204e-05 x13227 - 6.50364204e-05 x13228 - 6.50364204e-05 x13229 - 6.50364204e-05 x13230 - 6.50364204e-05 x13231 - 6.50364204e-05 x13232 - 6.50364204e-05 x13233 - 6.50364204e-05 x13234 - 6.50364204e-05 x13235 - 6.50364204e-05 x13236 - 6.50364204e-05 x13237 - 6.50364204e-05 x13238 - 6.50364204e-05 x13239 - 6.50364204e-05 x13240 - 6.50364204e-05 x13241 - 6.50364204e-05 x13242 - 6.50364204e-05 x13243 - 6.50364204e-05 x13244 - 6.50364204e-05 x13245 - 6.50364204e-05 x13246 - 6.50364204e-05 x13247 - 6.50364204e-05 x13248 - 6.50364204e-05 x13249 - 6.50364204e-05 x13250 - 6.50364204e-05 x13251 - 6.50364204e-05 x13252 - 6.50364204e-05 x13253 - 6.50364204e-05 x13254 - 6.50364204e-05 x13255 - 6.50364204e-05 x13256 - 6.50364204e-05 x13257 - 6.50364204e-05 x13258 - 6.50364204e-05 x13259 - 6.50364204e-05 x13260 - 6.50364204e-05 x13261 - 6.50364204e-05 x13262 - 6.50364204e-05 x13263 - 6.50364204e-05 x13264 - 6.50364204e-05 x13265 - 6.50364204e-05 x13266 - 6.50364204e-05 x13267 - 6.50364204e-05 x13268 - 6.50364204e-05 x13269 - 6.50364204e-05 x13270 - 6.50364204e-05 x13271 - 6.50364204e-05 x13272 - 6.50364204e-05 x13273 - 6.50364204e-05 x13274 - 6.50364204e-05 x13275 - 6.50364204e-05 x13276 - 6.50364204e-05 x13277 - 6.50364204e-05 x13278 - 6.50364204e-05 x13279 - 6.50364204e-05 x13280 - 6.50364204e-05 x13281 - 6.50364204e-05 x13282 - 6.50364204e-05 x13283 - 6.50364204e-05 x13284 - 6.50364204e-05 x13285 - 6.50364204e-05 x13286 - 6.50364204e-05 x13287 - 6.50364204e-05 x13288 - 6.50364204e-05 x13289 - 6.50364204e-05 x13290 - 6.50364204e-05 x13291 - 6.50364204e-05 x13292 - 6.50364204e-05 x13293 - 6.50364204e-05 x13294 - 6.50364204e-05 x13295 - 6.50364204e-05 x13296 - 6.50364204e-05 x13297 - 6.50364204e-05 x13298 - 6.50364204e-05 x13299 - 6.50364204e-05 x13300 - 6.50364204e-05 x13301 - 6.50364204e-05 x13302 - 6.50364204e-05 x13303 - 6.50364204e-05 x13304 - 6.50364204e-05 x13305 - 6.50364204e-05 x13306 - 6.50364204e-05 x13307 - 6.50364204e-05 x13308 - 6.50364204e-05 x13309 - 6.50364204e-05 x13310 - 6.50364204e-05 x13311 - 6.50364204e-05 x13312 - 6.50364204e-05 x13313 - 6.50364204e-05 x13314 - 6.50364204e-05 x13315 - 6.50364204e-05 x13316 - 6.50364204e-05 x13317 - 6.50364204e-05 x13318 - 6.50364204e-05 x13319 - 6.50364204e-05 x13320 - 6.50364204e-05 x13321 - 6.50364204e-05 x13322 - 6.50364204e-05 x13323 - 6.50364204e-05 x13324 - 6.50364204e-05 x13325 - 6.50364204e-05 x13326 - 6.50364204e-05 x13327 - 6.50364204e-05 x13328 - 6.50364204e-05 x13329 - 6.50364204e-05 x13330 - 6.50364204e-05 x13331 - 6.50364204e-05 x13332 - 6.50364204e-05 x13333 - 6.50364204e-05 x13334 - 6.50364204e-05 x13335 - 6.50364204e-05 x13336 - 6.50364204e-05 x13337 - 6.50364204e-05 x13338 - 6.50364204e-05 x13339 - 6.50364204e-05 x13340 - 6.50364204e-05 x13341 - 6.50364204e-05 x13342 - 6.50364204e-05 x13343 - 6.50364204e-05 x13344 - 6.50364204e-05 x13345 - 6.50364204e-05 x13346 - 6.50364204e-05 x13347 - 6.50364204e-05 x13348 - 6.50364204e-05 x13349 - 6.50364204e-05 x13350 - 6.50364204e-05 x13351 - 6.50364204e-05 x13352 - 6.50364204e-05 x13353 - 6.50364204e-05 x13354 - 6.50364204e-05 x13355 - 6.50364204e-05 x13356 - 6.50364204e-05 x13357 - 6.50364204e-05 x13358 - 6.50364204e-05 x13359 - 6.50364204e-05 x13360 - 6.50364204e-05 x13361 - 6.50364204e-05 x13362 - 6.50364204e-05 x13363 - 6.50364204e-05 x13364 - 6.50364204e-05 x13365 - 6.50364204e-05 x13366 - 6.50364204e-05 x13367 - 6.50364204e-05 x13368 - 6.50364204e-05 x13369 - 6.50364204e-05 x13370 - 6.50364204e-05 x13371 - 6.50364204e-05 x13372 - 6.50364204e-05 x13373 - 6.50364204e-05 x13374 - 6.50364204e-05 x13375 - 6.50364204e-05 x13376 - 6.50364204e-05 x13377 - 6.50364204e-05 x13378 - 6.50364204e-05 x13379 - 6.50364204e-05 x13380 - 6.50364204e-05 x13381 - 6.50364204e-05 x13382 - 6.50364204e-05 x13383 - 6.50364204e-05 x13384 - 6.50364204e-05 x13385 - 6.50364204e-05 x13386 - 6.50364204e-05 x13387 - 6.50364204e-05 x13388 - 6.50364204e-05 x13389 - 6.50364204e-05 x13390 - 6.50364204e-05 x13391 - 6.50364204e-05 x13392 - 6.50364204e-05 x13393 - 6.50364204e-05 x13394 - 6.50364204e-05 x13395 - 6.50364204e-05 x13396 - 6.50364204e-05 x13397 - 6.50364204e-05 x13398 - 6.50364204e-05 x13399 - 6.50364204e-05 x13400 - 6.50364204e-05 x13401 - 6.50364204e-05 x13402 - 6.50364204e-05 x13403 - 6.50364204e-05 x13404 - 6.50364204e-05 x13405 - 6.50364204e-05 x13406 - 6.50364204e-05 x13407 - 6.50364204e-05 x13408 - 6.50364204e-05 x13409 - 6.50364204e-05 x13410 - 6.50364204e-05 x13411 - 6.50364204e-05 x13412 - 6.50364204e-05 x13413 - 6.50364204e-05 x13414 - 6.50364204e-05 x13415 - 6.50364204e-05 x13416 - 6.50364204e-05 x13417 - 6.50364204e-05 x13418 - 6.50364204e-05 x13419 - 6.50364204e-05 x13420 - 6.50364204e-05 x13421 - 6.50364204e-05 x13422 - 6.50364204e-05 x13423 - 6.50364204e-05 x13424 - 6.50364204e-05 x13425 - 6.50364204e-05 x13426 - 6.50364204e-05 x13427 - 6.50364204e-05 x13428 - 6.50364204e-05 x13429 - 6.50364204e-05 x13430 - 6.50364204e-05 x13431 - 6.50364204e-05 x13432 - 6.50364204e-05 x13433 - 6.50364204e-05 x13434 - 6.50364204e-05 x13435 - 6.50364204e-05 x13436 - 6.50364204e-05 x13437 - 6.50364204e-05 x13438 - 6.50364204e-05 x13439 - 6.50364204e-05 x13440 - 6.50364204e-05 x13441 - 6.50364204e-05 x13442 - 6.50364204e-05 x13443 - 6.50364204e-05 x13444 - 6.50364204e-05 x13445 - 6.50364204e-05 x13446 - 6.50364204e-05 x13447 - 6.50364204e-05 x13448 - 6.50364204e-05 x13449 - 6.50364204e-05 x13450 - 6.50364204e-05 x13451 - 6.50364204e-05 x13452 - 6.50364204e-05 x13453 - 6.50364204e-05 x13454 - 6.50364204e-05 x13455 - 6.50364204e-05 x13456 - 6.50364204e-05 x13457 - 6.50364204e-05 x13458 - 6.50364204e-05 x13459 - 6.50364204e-05 x13460 - 6.50364204e-05 x13461 - 6.50364204e-05 x13462 - 6.50364204e-05 x13463 - 6.50364204e-05 x13464 - 6.50364204e-05 x13465 - 6.50364204e-05 x13466 - 6.50364204e-05 x13467 - 6.50364204e-05 x13468 - 6.50364204e-05 x13469 - 6.50364204e-05 x13470 - 6.50364204e-05 x13471 - 6.50364204e-05 x13472 - 6.50364204e-05 x13473 - 6.50364204e-05 x13474 - 6.50364204e-05 x13475 - 6.50364204e-05 x13476 - 6.50364204e-05 x13477 - 6.50364204e-05 x13478 - 6.50364204e-05 x13479 - 6.50364204e-05 x13480 - 6.50364204e-05 x13481 - 6.50364204e-05 x13482 - 6.50364204e-05 x13483 - 6.50364204e-05 x13484 - 6.50364204e-05 x13485 - 6.50364204e-05 x13486 - 6.50364204e-05 x13487 - 6.50364204e-05 x13488 - 6.50364204e-05 x13489 - 6.50364204e-05 x13490 - 6.50364204e-05 x13491 - 6.50364204e-05 x13492 - 6.50364204e-05 x13493 - 6.50364204e-05 x13494 - 6.50364204e-05 x13495 - 6.50364204e-05 x13496 - 6.50364204e-05 x13497 - 6.50364204e-05 x13498 - 6.50364204e-05 x13499 - 6.50364204e-05 x13500 - 6.50364204e-05 x13501 - 6.50364204e-05 x13502 - 6.50364204e-05 x13503 - 6.50364204e-05 x13504 - 6.50364204e-05 x13505 - 6.50364204e-05 x13506 - 6.50364204e-05 x13507 - 6.50364204e-05 x13508 - 6.50364204e-05 x13509 - 6.50364204e-05 x13510 - 6.50364204e-05 x13511 - 6.50364204e-05 x13512 - 6.50364204e-05 x13513 - 6.50364204e-05 x13514 - 6.50364204e-05 x13515 - 6.50364204e-05 x13516 - 6.50364204e-05 x13517 - 6.50364204e-05 x13518 - 6.50364204e-05 x13519 - 6.50364204e-05 x13520 - 6.50364204e-05 x13521 - 6.50364204e-05 x13522 - 6.50364204e-05 x13523 - 6.50364204e-05 x13524 - 6.50364204e-05 x13525 - 6.50364204e-05 x13526 - 6.50364204e-05 x13527 - 6.50364204e-05 x13528 - 6.50364204e-05 x13529 - 6.50364204e-05 x13530 - 6.50364204e-05 x13531 - 6.50364204e-05 x13532 - 6.50364204e-05 x13533 - 6.50364204e-05 x13534 - 6.50364204e-05 x13535 - 6.50364204e-05 x13536 - 6.50364204e-05 x13537 - 6.50364204e-05 x13538 - 6.50364204e-05 x13539 - 6.50364204e-05 x13540 - 6.50364204e-05 x13541 - 6.50364204e-05 x13542 - 6.50364204e-05 x13543 - 6.50364204e-05 x13544 - 6.50364204e-05 x13545 - 6.50364204e-05 x13546 - 6.50364204e-05 x13547 - 6.50364204e-05 x13548 - 6.50364204e-05 x13549 - 6.50364204e-05 x13550 - 6.50364204e-05 x13551 - 6.50364204e-05 x13552 - 6.50364204e-05 x13553 - 6.50364204e-05 x13554 - 6.50364204e-05 x13555 - 6.50364204e-05 x13556 - 6.50364204e-05 x13557 - 6.50364204e-05 x13558 - 6.50364204e-05 x13559 - 6.50364204e-05 x13560 - 6.50364204e-05 x13561 - 6.50364204e-05 x13562 - 6.50364204e-05 x13563 - 6.50364204e-05 x13564 - 6.50364204e-05 x13565 - 6.50364204e-05 x13566 - 6.50364204e-05 x13567 - 6.50364204e-05 x13568 - 6.50364204e-05 x13569 - 6.50364204e-05 x13570 - 6.50364204e-05 x13571 - 6.50364204e-05 x13572 - 6.50364204e-05 x13573 - 6.50364204e-05 x13574 - 6.50364204e-05 x13575 - 6.50364204e-05 x13576 - 6.50364204e-05 x13577 - 6.50364204e-05 x13578 - 6.50364204e-05 x13579 - 6.50364204e-05 x13580 - 6.50364204e-05 x13581 - 6.50364204e-05 x13582 - 6.50364204e-05 x13583 - 6.50364204e-05 x13584 - 6.50364204e-05 x13585 - 6.50364204e-05 x13586 - 6.50364204e-05 x13587 - 6.50364204e-05 x13588 - 6.50364204e-05 x13589 - 6.50364204e-05 x13590 - 6.50364204e-05 x13591 - 6.50364204e-05 x13592 - 6.50364204e-05 x13593 - 6.50364204e-05 x13594 - 6.50364204e-05 x13595 - 6.50364204e-05 x13596 - 6.50364204e-05 x13597 - 6.50364204e-05 x13598 - 6.50364204e-05 x13599 - 6.50364204e-05 x13600 - 6.50364204e-05 x13601 - 6.50364204e-05 x13602 - 6.50364204e-05 x13603 - 6.50364204e-05 x13604 - 6.50364204e-05 x13605 - 6.50364204e-05 x13606 - 6.50364204e-05 x13607 - 6.50364204e-05 x13608 - 6.50364204e-05 x13609 - 6.50364204e-05 x13610 - 6.50364204e-05 x13611 - 6.50364204e-05 x13612 - 6.50364204e-05 x13613 - 6.50364204e-05 x13614 - 6.50364204e-05 x13615 - 6.50364204e-05 x13616 - 6.50364204e-05 x13617 - 6.50364204e-05 x13618 - 6.50364204e-05 x13619 - 6.50364204e-05 x13620 - 6.50364204e-05 x13621 - 6.50364204e-05 x13622 - 6.50364204e-05 x13623 - 6.50364204e-05 x13624 - 6.50364204e-05 x13625 - 6.50364204e-05 x13626 - 6.50364204e-05 x13627 - 6.50364204e-05 x13628 - 6.50364204e-05 x13629 - 6.50364204e-05 x13630 - 6.50364204e-05 x13631 - 6.50364204e-05 x13632 - 6.50364204e-05 x13633 - 6.50364204e-05 x13634 - 6.50364204e-05 x13635 - 6.50364204e-05 x13636 - 6.50364204e-05 x13637 - 6.50364204e-05 x13638 - 6.50364204e-05 x13639 - 6.50364204e-05 x13640 - 6.50364204e-05 x13641 - 6.50364204e-05 x13642 - 6.50364204e-05 x13643 - 6.50364204e-05 x13644 - 6.50364204e-05 x13645 - 6.50364204e-05 x13646 - 6.50364204e-05 x13647 - 6.50364204e-05 x13648 - 6.50364204e-05 x13649 - 6.50364204e-05 x13650 - 6.50364204e-05 x13651 - 6.50364204e-05 x13652 - 6.50364204e-05 x13653 - 6.50364204e-05 x13654 - 6.50364204e-05 x13655 - 6.50364204e-05 x13656 - 6.50364204e-05 x13657 - 6.50364204e-05 x13658 - 6.50364204e-05 x13659 - 6.50364204e-05 x13660 - 6.50364204e-05 x13661 - 6.50364204e-05 x13662 - 6.50364204e-05 x13663 - 6.50364204e-05 x13664 - 6.50364204e-05 x13665 - 6.50364204e-05 x13666 - 6.50364204e-05 x13667 - 6.50364204e-05 x13668 - 6.50364204e-05 x13669 - 6.50364204e-05 x13670 - 6.50364204e-05 x13671 - 6.50364204e-05 x13672 - 6.50364204e-05 x13673 - 6.50364204e-05 x13674 - 6.50364204e-05 x13675 - 6.50364204e-05 x13676 - 6.50364204e-05 x13677 - 6.50364204e-05 x13678 - 6.50364204e-05 x13679 - 6.50364204e-05 x13680 - 6.50364204e-05 x13681 - 6.50364204e-05 x13682 - 6.50364204e-05 x13683 - 6.50364204e-05 x13684 - 6.50364204e-05 x13685 - 6.50364204e-05 x13686 - 6.50364204e-05 x13687 - 6.50364204e-05 x13688 - 6.50364204e-05 x13689 - 6.50364204e-05 x13690 - 6.50364204e-05 x13691 - 6.50364204e-05 x13692 - 6.50364204e-05 x13693 - 6.50364204e-05 x13694 - 6.50364204e-05 x13695 - 6.50364204e-05 x13696 - 6.50364204e-05 x13697 - 6.50364204e-05 x13698 - 6.50364204e-05 x13699 - 6.50364204e-05 x13700 - 6.50364204e-05 x13701 - 6.50364204e-05 x13702 - 6.50364204e-05 x13703 - 6.50364204e-05 x13704 - 6.50364204e-05 x13705 - 6.50364204e-05 x13706 - 6.50364204e-05 x13707 - 6.50364204e-05 x13708 - 6.50364204e-05 x13709 - 6.50364204e-05 x13710 - 6.50364204e-05 x13711 - 6.50364204e-05 x13712 - 6.50364204e-05 x13713 - 6.50364204e-05 x13714 - 6.50364204e-05 x13715 - 6.50364204e-05 x13716 - 6.50364204e-05 x13717 - 6.50364204e-05 x13718 - 6.50364204e-05 x13719 - 6.50364204e-05 x13720 - 6.50364204e-05 x13721 - 6.50364204e-05 x13722 - 6.50364204e-05 x13723 - 6.50364204e-05 x13724 - 6.50364204e-05 x13725 - 6.50364204e-05 x13726 - 6.50364204e-05 x13727 - 6.50364204e-05 x13728 - 6.50364204e-05 x13729 - 6.50364204e-05 x13730 - 6.50364204e-05 x13731 - 6.50364204e-05 x13732 - 6.50364204e-05 x13733 - 6.50364204e-05 x13734 - 6.50364204e-05 x13735 - 6.50364204e-05 x13736 - 6.50364204e-05 x13737 - 6.50364204e-05 x13738 - 6.50364204e-05 x13739 - 6.50364204e-05 x13740 - 6.50364204e-05 x13741 - 6.50364204e-05 x13742 - 6.50364204e-05 x13743 - 6.50364204e-05 x13744 - 6.50364204e-05 x13745 - 6.50364204e-05 x13746 - 6.50364204e-05 x13747 - 6.50364204e-05 x13748 - 6.50364204e-05 x13749 - 6.50364204e-05 x13750 - 6.50364204e-05 x13751 - 6.50364204e-05 x13752 - 6.50364204e-05 x13753 - 6.50364204e-05 x13754 - 6.50364204e-05 x13755 - 6.50364204e-05 x13756 - 6.50364204e-05 x13757 - 6.50364204e-05 x13758 - 6.50364204e-05 x13759 - 6.50364204e-05 x13760 - 6.50364204e-05 x13761 - 6.50364204e-05 x13762 - 6.50364204e-05 x13763 - 6.50364204e-05 x13764 - 6.50364204e-05 x13765 - 6.50364204e-05 x13766 - 6.50364204e-05 x13767 - 6.50364204e-05 x13768 - 6.50364204e-05 x13769 - 6.50364204e-05 x13770 - 6.50364204e-05 x13771 - 6.50364204e-05 x13772 - 6.50364204e-05 x13773 - 6.50364204e-05 x13774 - 6.50364204e-05 x13775 - 6.50364204e-05 x13776 - 6.50364204e-05 x13777 - 6.50364204e-05 x13778 - 6.50364204e-05 x13779 - 6.50364204e-05 x13780 - 6.50364204e-05 x13781 - 6.50364204e-05 x13782 - 6.50364204e-05 x13783 - 6.50364204e-05 x13784 - 6.50364204e-05 x13785 - 6.50364204e-05 x13786 - 6.50364204e-05 x13787 - 6.50364204e-05 x13788 - 6.50364204e-05 x13789 - 6.50364204e-05 x13790 - 6.50364204e-05 x13791 - 6.50364204e-05 x13792 - 6.50364204e-05 x13793 - 6.50364204e-05 x13794 - 6.50364204e-05 x13795 - 6.50364204e-05 x13796 - 6.50364204e-05 x13797 - 6.50364204e-05 x13798 - 6.50364204e-05 x13799 - 6.50364204e-05 x13800 - 6.50364204e-05 x13801 - 6.50364204e-05 x13802 - 6.50364204e-05 x13803 - 6.50364204e-05 x13804 - 6.50364204e-05 x13805 - 6.50364204e-05 x13806 - 6.50364204e-05 x13807 - 6.50364204e-05 x13808 - 6.50364204e-05 x13809 - 6.50364204e-05 x13810 - 6.50364204e-05 x13811 - 6.50364204e-05 x13812 - 6.50364204e-05 x13813 - 6.50364204e-05 x13814 - 6.50364204e-05 x13815 - 6.50364204e-05 x13816 - 6.50364204e-05 x13817 - 6.50364204e-05 x13818 - 6.50364204e-05 x13819 - 6.50364204e-05 x13820 - 6.50364204e-05 x13821 - 6.50364204e-05 x13822 - 6.50364204e-05 x13823 - 6.50364204e-05 x13824 - 6.50364204e-05 x13825 - 6.50364204e-05 x13826 - 6.50364204e-05 x13827 - 6.50364204e-05 x13828 - 6.50364204e-05 x13829 - 6.50364204e-05 x13830 - 6.50364204e-05 x13831 - 6.50364204e-05 x13832 - 6.50364204e-05 x13833 - 6.50364204e-05 x13834 - 6.50364204e-05 x13835 - 6.50364204e-05 x13836 - 6.50364204e-05 x13837 - 6.50364204e-05 x13838 - 6.50364204e-05 x13839 - 6.50364204e-05 x13840 - 6.50364204e-05 x13841 - 6.50364204e-05 x13842 - 6.50364204e-05 x13843 - 6.50364204e-05 x13844 - 6.50364204e-05 x13845 - 6.50364204e-05 x13846 - 6.50364204e-05 x13847 - 6.50364204e-05 x13848 - 6.50364204e-05 x13849 - 6.50364204e-05 x13850 - 6.50364204e-05 x13851 - 6.50364204e-05 x13852 - 6.50364204e-05 x13853 - 6.50364204e-05 x13854 - 6.50364204e-05 x13855 - 6.50364204e-05 x13856 - 6.50364204e-05 x13857 - 6.50364204e-05 x13858 - 6.50364204e-05 x13859 - 6.50364204e-05 x13860 - 6.50364204e-05 x13861 - 6.50364204e-05 x13862 - 6.50364204e-05 x13863 - 6.50364204e-05 x13864 - 6.50364204e-05 x13865 - 6.50364204e-05 x13866 - 6.50364204e-05 x13867 - 6.50364204e-05 x13868 - 6.50364204e-05 x13869 - 6.50364204e-05 x13870 - 6.50364204e-05 x13871 - 6.50364204e-05 x13872 - 6.50364204e-05 x13873 - 6.50364204e-05 x13874 - 6.50364204e-05 x13875 - 6.50364204e-05 x13876 - 6.50364204e-05 x13877 - 6.50364204e-05 x13878 - 6.50364204e-05 x13879 - 6.50364204e-05 x13880 - 6.50364204e-05 x13881 - 6.50364204e-05 x13882 - 6.50364204e-05 x13883 - 6.50364204e-05 x13884 - 6.50364204e-05 x13885 - 6.50364204e-05 x13886 - 6.50364204e-05 x13887 - 6.50364204e-05 x13888 - 6.50364204e-05 x13889 - 6.50364204e-05 x13890 - 6.50364204e-05 x13891 - 6.50364204e-05 x13892 - 6.50364204e-05 x13893 - 6.50364204e-05 x13894 - 6.50364204e-05 x13895 - 6.50364204e-05 x13896 - 6.50364204e-05 x13897 - 6.50364204e-05 x13898 - 6.50364204e-05 x13899 - 6.50364204e-05 x13900 - 6.50364204e-05 x13901 - 6.50364204e-05 x13902 - 6.50364204e-05 x13903 - 6.50364204e-05 x13904 - 6.50364204e-05 x13905 - 6.50364204e-05 x13906 - 6.50364204e-05 x13907 - 6.50364204e-05 x13908 - 6.50364204e-05 x13909 - 6.50364204e-05 x13910 - 6.50364204e-05 x13911 - 6.50364204e-05 x13912 - 6.50364204e-05 x13913 - 6.50364204e-05 x13914 - 6.50364204e-05 x13915 - 6.50364204e-05 x13916 - 6.50364204e-05 x13917 - 6.50364204e-05 x13918 - 6.50364204e-05 x13919 - 6.50364204e-05 x13920 - 6.50364204e-05 x13921 - 6.50364204e-05 x13922 - 6.50364204e-05 x13923 - 6.50364204e-05 x13924 - 6.50364204e-05 x13925 - 6.50364204e-05 x13926 - 6.50364204e-05 x13927 - 6.50364204e-05 x13928 - 6.50364204e-05 x13929 - 6.50364204e-05 x13930 - 6.50364204e-05 x13931 - 6.50364204e-05 x13932 - 6.50364204e-05 x13933 - 6.50364204e-05 x13934 - 6.50364204e-05 x13935 - 6.50364204e-05 x13936 - 6.50364204e-05 x13937 - 6.50364204e-05 x13938 - 6.50364204e-05 x13939 - 6.50364204e-05 x13940 - 6.50364204e-05 x13941 - 6.50364204e-05 x13942 - 6.50364204e-05 x13943 - 6.50364204e-05 x13944 - 6.50364204e-05 x13945 - 6.50364204e-05 x13946 - 6.50364204e-05 x13947 - 6.50364204e-05 x13948 - 6.50364204e-05 x13949 - 6.50364204e-05 x13950 - 6.50364204e-05 x13951 - 6.50364204e-05 x13952 - 6.50364204e-05 x13953 - 6.50364204e-05 x13954 - 6.50364204e-05 x13955 - 6.50364204e-05 x13956 - 6.50364204e-05 x13957 - 6.50364204e-05 x13958 - 6.50364204e-05 x13959 - 6.50364204e-05 x13960 - 6.50364204e-05 x13961 - 6.50364204e-05 x13962 - 6.50364204e-05 x13963 - 6.50364204e-05 x13964 - 6.50364204e-05 x13965 - 6.50364204e-05 x13966 - 6.50364204e-05 x13967 - 6.50364204e-05 x13968 - 6.50364204e-05 x13969 - 6.50364204e-05 x13970 - 6.50364204e-05 x13971 - 6.50364204e-05 x13972 - 6.50364204e-05 x13973 - 6.50364204e-05 x13974 - 6.50364204e-05 x13975 - 6.50364204e-05 x13976 - 6.50364204e-05 x13977 - 6.50364204e-05 x13978 - 6.50364204e-05 x13979 - 6.50364204e-05 x13980 - 6.50364204e-05 x13981 - 6.50364204e-05 x13982 - 6.50364204e-05 x13983 - 6.50364204e-05 x13984 - 6.50364204e-05 x13985 - 6.50364204e-05 x13986 - 6.50364204e-05 x13987 - 6.50364204e-05 x13988 - 6.50364204e-05 x13989 - 6.50364204e-05 x13990 - 6.50364204e-05 x13991 - 6.50364204e-05 x13992 - 6.50364204e-05 x13993 - 6.50364204e-05 x13994 - 6.50364204e-05 x13995 - 6.50364204e-05 x13996 - 6.50364204e-05 x13997 - 6.50364204e-05 x13998 - 6.50364204e-05 x13999 - 6.50364204e-05 x14000 - 6.50364204e-05 x14001 - 6.50364204e-05 x14002 - 6.50364204e-05 x14003 - 6.50364204e-05 x14004 - 6.50364204e-05 x14005 - 6.50364204e-05 x14006 - 6.50364204e-05 x14007 - 6.50364204e-05 x14008 - 6.50364204e-05 x14009 - 6.50364204e-05 x14010 - 6.50364204e-05 x14011 - 6.50364204e-05 x14012 - 6.50364204e-05 x14013 - 6.50364204e-05 x14014 - 6.50364204e-05 x14015 - 6.50364204e-05 x14016 - 6.50364204e-05 x14017 - 6.50364204e-05 x14018 - 6.50364204e-05 x14019 - 6.50364204e-05 x14020 - 6.50364204e-05 x14021 - 6.50364204e-05 x14022 - 6.50364204e-05 x14023 - 6.50364204e-05 x14024 - 6.50364204e-05 x14025 - 6.50364204e-05 x14026 - 6.50364204e-05 x14027 - 6.50364204e-05 x14028 - 6.50364204e-05 x14029 - 6.50364204e-05 x14030 - 6.50364204e-05 x14031 - 6.50364204e-05 x14032 - 6.50364204e-05 x14033 - 6.50364204e-05 x14034 - 6.50364204e-05 x14035 - 6.50364204e-05 x14036 - 6.50364204e-05 x14037 - 6.50364204e-05 x14038 - 6.50364204e-05 x14039 - 6.50364204e-05 x14040 - 6.50364204e-05 x14041 - 6.50364204e-05 x14042 - 6.50364204e-05 x14043 - 6.50364204e-05 x14044 - 6.50364204e-05 x14045 - 6.50364204e-05 x14046 - 6.50364204e-05 x14047 - 6.50364204e-05 x14048 - 6.50364204e-05 x14049 - 6.50364204e-05 x14050 - 6.50364204e-05 x14051 - 6.50364204e-05 x14052 - 6.50364204e-05 x14053 - 6.50364204e-05 x14054 - 6.50364204e-05 x14055 - 6.50364204e-05 x14056 - 6.50364204e-05 x14057 - 6.50364204e-05 x14058 - 6.50364204e-05 x14059 - 6.50364204e-05 x14060 - 6.50364204e-05 x14061 - 6.50364204e-05 x14062 - 6.50364204e-05 x14063 - 6.50364204e-05 x14064 - 6.50364204e-05 x14065 - 6.50364204e-05 x14066 - 6.50364204e-05 x14067 - 6.50364204e-05 x14068 - 6.50364204e-05 x14069 - 6.50364204e-05 x14070 - 6.50364204e-05 x14071 - 6.50364204e-05 x14072 - 6.50364204e-05 x14073 - 6.50364204e-05 x14074 - 6.50364204e-05 x14075 - 6.50364204e-05 x14076 - 6.50364204e-05 x14077 - 6.50364204e-05 x14078 - 6.50364204e-05 x14079 - 6.50364204e-05 x14080 - 6.50364204e-05 x14081 - 6.50364204e-05 x14082 - 6.50364204e-05 x14083 - 6.50364204e-05 x14084 - 6.50364204e-05 x14085 - 6.50364204e-05 x14086 - 6.50364204e-05 x14087 - 6.50364204e-05 x14088 - 6.50364204e-05 x14089 - 6.50364204e-05 x14090 - 6.50364204e-05 x14091 - 6.50364204e-05 x14092 - 6.50364204e-05 x14093 - 6.50364204e-05 x14094 - 6.50364204e-05 x14095 - 6.50364204e-05 x14096 - 6.50364204e-05 x14097 - 6.50364204e-05 x14098 - 6.50364204e-05 x14099 - 6.50364204e-05 x14100 - 6.50364204e-05 x14101 - 6.50364204e-05 x14102 - 6.50364204e-05 x14103 - 6.50364204e-05 x14104 - 6.50364204e-05 x14105 - 6.50364204e-05 x14106 - 6.50364204e-05 x14107 - 6.50364204e-05 x14108 - 6.50364204e-05 x14109 - 6.50364204e-05 x14110 - 6.50364204e-05 x14111 - 6.50364204e-05 x14112 - 6.50364204e-05 x14113 - 6.50364204e-05 x14114 - 6.50364204e-05 x14115 - 6.50364204e-05 x14116 - 6.50364204e-05 x14117 - 6.50364204e-05 x14118 - 6.50364204e-05 x14119 - 6.50364204e-05 x14120 - 6.50364204e-05 x14121 - 6.50364204e-05 x14122 - 6.50364204e-05 x14123 - 6.50364204e-05 x14124 - 6.50364204e-05 x14125 - 6.50364204e-05 x14126 - 6.50364204e-05 x14127 - 6.50364204e-05 x14128 - 6.50364204e-05 x14129 - 6.50364204e-05 x14130 - 6.50364204e-05 x14131 - 6.50364204e-05 x14132 - 6.50364204e-05 x14133 - 6.50364204e-05 x14134 - 6.50364204e-05 x14135 - 6.50364204e-05 x14136 - 6.50364204e-05 x14137 - 6.50364204e-05 x14138 - 6.50364204e-05 x14139 - 6.50364204e-05 x14140 - 6.50364204e-05 x14141 - 6.50364204e-05 x14142 - 6.50364204e-05 x14143 - 6.50364204e-05 x14144 - 6.50364204e-05 x14145 - 6.50364204e-05 x14146 - 6.50364204e-05 x14147 - 6.50364204e-05 x14148 - 6.50364204e-05 x14149 - 6.50364204e-05 x14150 - 6.50364204e-05 x14151 - 6.50364204e-05 x14152 - 6.50364204e-05 x14153 - 6.50364204e-05 x14154 - 6.50364204e-05 x14155 - 6.50364204e-05 x14156 - 6.50364204e-05 x14157 - 6.50364204e-05 x14158 - 6.50364204e-05 x14159 - 6.50364204e-05 x14160 - 6.50364204e-05 x14161 - 6.50364204e-05 x14162 - 6.50364204e-05 x14163 - 6.50364204e-05 x14164 - 6.50364204e-05 x14165 - 6.50364204e-05 x14166 - 6.50364204e-05 x14167 - 6.50364204e-05 x14168 - 6.50364204e-05 x14169 - 6.50364204e-05 x14170 - 6.50364204e-05 x14171 - 6.50364204e-05 x14172 - 6.50364204e-05 x14173 - 6.50364204e-05 x14174 - 6.50364204e-05 x14175 - 6.50364204e-05 x14176 - 6.50364204e-05 x14177 - 6.50364204e-05 x14178 - 6.50364204e-05 x14179 - 6.50364204e-05 x14180 - 6.50364204e-05 x14181 - 6.50364204e-05 x14182 - 6.50364204e-05 x14183 - 6.50364204e-05 x14184 - 6.50364204e-05 x14185 - 6.50364204e-05 x14186 - 6.50364204e-05 x14187 - 6.50364204e-05 x14188 - 6.50364204e-05 x14189 - 6.50364204e-05 x14190 - 6.50364204e-05 x14191 - 6.50364204e-05 x14192 - 6.50364204e-05 x14193 - 6.50364204e-05 x14194 - 6.50364204e-05 x14195 - 6.50364204e-05 x14196 - 6.50364204e-05 x14197 - 6.50364204e-05 x14198 - 6.50364204e-05 x14199 - 6.50364204e-05 x14200 - 6.50364204e-05 x14201 - 6.50364204e-05 x14202 - 6.50364204e-05 x14203 - 6.50364204e-05 x14204 - 6.50364204e-05 x14205 - 6.50364204e-05 x14206 - 6.50364204e-05 x14207 - 6.50364204e-05 x14208 - 6.50364204e-05 x14209 - 6.50364204e-05 x14210 - 6.50364204e-05 x14211 - 6.50364204e-05 x14212 - 6.50364204e-05 x14213 - 6.50364204e-05 x14214 - 6.50364204e-05 x14215 - 6.50364204e-05 x14216 - 6.50364204e-05 x14217 - 6.50364204e-05 x14218 - 6.50364204e-05 x14219 - 6.50364204e-05 x14220 - 6.50364204e-05 x14221 - 6.50364204e-05 x14222 - 6.50364204e-05 x14223 - 6.50364204e-05 x14224 - 6.50364204e-05 x14225 - 6.50364204e-05 x14226 - 6.50364204e-05 x14227 - 6.50364204e-05 x14228 - 6.50364204e-05 x14229 - 6.50364204e-05 x14230 - 6.50364204e-05 x14231 - 6.50364204e-05 x14232 - 6.50364204e-05 x14233 - 6.50364204e-05 x14234 - 6.50364204e-05 x14235 - 6.50364204e-05 x14236 - 6.50364204e-05 x14237 - 6.50364204e-05 x14238 - 6.50364204e-05 x14239 - 6.50364204e-05 x14240 - 6.50364204e-05 x14241 - 6.50364204e-05 x14242 - 6.50364204e-05 x14243 - 6.50364204e-05 x14244 - 6.50364204e-05 x14245 - 6.50364204e-05 x14246 - 6.50364204e-05 x14247 - 6.50364204e-05 x14248 - 6.50364204e-05 x14249 - 6.50364204e-05 x14250 - 6.50364204e-05 x14251 - 6.50364204e-05 x14252 - 6.50364204e-05 x14253 - 6.50364204e-05 x14254 - 6.50364204e-05 x14255 - 6.50364204e-05 x14256 - 6.50364204e-05 x14257 - 6.50364204e-05 x14258 - 6.50364204e-05 x14259 - 6.50364204e-05 x14260 - 6.50364204e-05 x14261 - 6.50364204e-05 x14262 - 6.50364204e-05 x14263 - 6.50364204e-05 x14264 - 6.50364204e-05 x14265 - 6.50364204e-05 x14266 - 6.50364204e-05 x14267 - 6.50364204e-05 x14268 - 6.50364204e-05 x14269 - 6.50364204e-05 x14270 - 6.50364204e-05 x14271 - 6.50364204e-05 x14272 - 6.50364204e-05 x14273 - 6.50364204e-05 x14274 - 6.50364204e-05 x14275 - 6.50364204e-05 x14276 - 6.50364204e-05 x14277 - 6.50364204e-05 x14278 - 6.50364204e-05 x14279 - 6.50364204e-05 x14280 - 6.50364204e-05 x14281 - 6.50364204e-05 x14282 - 6.50364204e-05 x14283 - 6.50364204e-05 x14284 - 6.50364204e-05 x14285 - 6.50364204e-05 x14286 - 6.50364204e-05 x14287 - 6.50364204e-05 x14288 - 6.50364204e-05 x14289 - 6.50364204e-05 x14290 - 6.50364204e-05 x14291 - 6.50364204e-05 x14292 - 6.50364204e-05 x14293 - 6.50364204e-05 x14294 - 6.50364204e-05 x14295 - 6.50364204e-05 x14296 - 6.50364204e-05 x14297 - 6.50364204e-05 x14298 - 6.50364204e-05 x14299 - 6.50364204e-05 x14300 - 6.50364204e-05 x14301 - 6.50364204e-05 x14302 - 6.50364204e-05 x14303 - 6.50364204e-05 x14304 - 6.50364204e-05 x14305 - 6.50364204e-05 x14306 - 6.50364204e-05 x14307 - 6.50364204e-05 x14308 - 6.50364204e-05 x14309 - 6.50364204e-05 x14310 - 6.50364204e-05 x14311 - 6.50364204e-05 x14312 - 6.50364204e-05 x14313 - 6.50364204e-05 x14314 - 6.50364204e-05 x14315 - 6.50364204e-05 x14316 - 6.50364204e-05 x14317 - 6.50364204e-05 x14318 - 6.50364204e-05 x14319 - 6.50364204e-05 x14320 - 6.50364204e-05 x14321 - 6.50364204e-05 x14322 - 6.50364204e-05 x14323 - 6.50364204e-05 x14324 - 6.50364204e-05 x14325 - 6.50364204e-05 x14326 - 6.50364204e-05 x14327 - 6.50364204e-05 x14328 - 6.50364204e-05 x14329 - 6.50364204e-05 x14330 - 6.50364204e-05 x14331 - 6.50364204e-05 x14332 - 6.50364204e-05 x14333 - 6.50364204e-05 x14334 - 6.50364204e-05 x14335 - 6.50364204e-05 x14336 - 6.50364204e-05 x14337 - 6.50364204e-05 x14338 - 6.50364204e-05 x14339 - 6.50364204e-05 x14340 - 6.50364204e-05 x14341 - 6.50364204e-05 x14342 - 6.50364204e-05 x14343 - 6.50364204e-05 x14344 - 6.50364204e-05 x14345 - 6.50364204e-05 x14346 - 6.50364204e-05 x14347 - 6.50364204e-05 x14348 - 6.50364204e-05 x14349 - 6.50364204e-05 x14350 - 6.50364204e-05 x14351 - 6.50364204e-05 x14352 - 6.50364204e-05 x14353 - 6.50364204e-05 x14354 - 6.50364204e-05 x14355 - 6.50364204e-05 x14356 - 6.50364204e-05 x14357 - 6.50364204e-05 x14358 - 6.50364204e-05 x14359 - 6.50364204e-05 x14360 - 6.50364204e-05 x14361 - 6.50364204e-05 x14362 - 6.50364204e-05 x14363 - 6.50364204e-05 x14364 - 6.50364204e-05 x14365 - 6.50364204e-05 x14366 - 6.50364204e-05 x14367 - 6.50364204e-05 x14368 - 6.50364204e-05 x14369 - 6.50364204e-05 x14370 - 6.50364204e-05 x14371 - 6.50364204e-05 x14372 - 6.50364204e-05 x14373 - 6.50364204e-05 x14374 - 6.50364204e-05 x14375 - 6.50364204e-05 x14376 - 6.50364204e-05 x14377 - 6.50364204e-05 x14378 - 6.50364204e-05 x14379 - 6.50364204e-05 x14380 - 6.50364204e-05 x14381 - 6.50364204e-05 x14382 - 6.50364204e-05 x14383 - 6.50364204e-05 x14384 - 6.50364204e-05 x14385 - 6.50364204e-05 x14386 - 6.50364204e-05 x14387 - 6.50364204e-05 x14388 - 6.50364204e-05 x14389 - 6.50364204e-05 x14390 - 6.50364204e-05 x14391 - 6.50364204e-05 x14392 - 6.50364204e-05 x14393 - 6.50364204e-05 x14394 - 6.50364204e-05 x14395 - 6.50364204e-05 x14396 - 6.50364204e-05 x14397 - 6.50364204e-05 x14398 - 6.50364204e-05 x14399 - 6.50364204e-05 x14400 - 6.50364204e-05 x14401 - 6.50364204e-05 x14402 - 6.50364204e-05 x14403 - 6.50364204e-05 x14404 - 6.50364204e-05 x14405 - 6.50364204e-05 x14406 - 6.50364204e-05 x14407 - 6.50364204e-05 x14408 - 6.50364204e-05 x14409 - 6.50364204e-05 x14410 - 6.50364204e-05 x14411 - 6.50364204e-05 x14412 - 6.50364204e-05 x14413 - 6.50364204e-05 x14414 - 6.50364204e-05 x14415 - 6.50364204e-05 x14416 - 6.50364204e-05 x14417 - 6.50364204e-05 x14418 - 6.50364204e-05 x14419 - 6.50364204e-05 x14420 - 6.50364204e-05 x14421 - 6.50364204e-05 x14422 - 6.50364204e-05 x14423 - 6.50364204e-05 x14424 - 6.50364204e-05 x14425 - 6.50364204e-05 x14426 - 6.50364204e-05 x14427 - 6.50364204e-05 x14428 - 6.50364204e-05 x14429 - 6.50364204e-05 x14430 - 6.50364204e-05 x14431 - 6.50364204e-05 x14432 - 6.50364204e-05 x14433 - 6.50364204e-05 x14434 - 6.50364204e-05 x14435 - 6.50364204e-05 x14436 - 6.50364204e-05 x14437 - 6.50364204e-05 x14438 - 6.50364204e-05 x14439 - 6.50364204e-05 x14440 - 6.50364204e-05 x14441 - 6.50364204e-05 x14442 - 6.50364204e-05 x14443 - 6.50364204e-05 x14444 - 6.50364204e-05 x14445 - 6.50364204e-05 x14446 - 6.50364204e-05 x14447 - 6.50364204e-05 x14448 - 6.50364204e-05 x14449 - 6.50364204e-05 x14450 - 6.50364204e-05 x14451 - 6.50364204e-05 x14452 - 6.50364204e-05 x14453 - 6.50364204e-05 x14454 - 6.50364204e-05 x14455 - 6.50364204e-05 x14456 - 6.50364204e-05 x14457 - 6.50364204e-05 x14458 - 6.50364204e-05 x14459 - 6.50364204e-05 x14460 - 6.50364204e-05 x14461 - 6.50364204e-05 x14462 - 6.50364204e-05 x14463 - 6.50364204e-05 x14464 - 6.50364204e-05 x14465 - 6.50364204e-05 x14466 - 6.50364204e-05 x14467 - 6.50364204e-05 x14468 - 6.50364204e-05 x14469 - 6.50364204e-05 x14470 - 6.50364204e-05 x14471 - 6.50364204e-05 x14472 - 6.50364204e-05 x14473 - 6.50364204e-05 x14474 - 6.50364204e-05 x14475 - 6.50364204e-05 x14476 - 6.50364204e-05 x14477 - 6.50364204e-05 x14478 - 6.50364204e-05 x14479 - 6.50364204e-05 x14480 - 6.50364204e-05 x14481 - 6.50364204e-05 x14482 - 6.50364204e-05 x14483 - 6.50364204e-05 x14484 - 6.50364204e-05 x14485 - 6.50364204e-05 x14486 - 6.50364204e-05 x14487 - 6.50364204e-05 x14488 - 6.50364204e-05 x14489 - 6.50364204e-05 x14490 - 6.50364204e-05 x14491 - 6.50364204e-05 x14492 - 6.50364204e-05 x14493 - 6.50364204e-05 x14494 - 6.50364204e-05 x14495 - 6.50364204e-05 x14496 - 6.50364204e-05 x14497 - 6.50364204e-05 x14498 - 6.50364204e-05 x14499 - 6.50364204e-05 x14500 - 6.50364204e-05 x14501 - 6.50364204e-05 x14502 - 6.50364204e-05 x14503 - 6.50364204e-05 x14504 - 6.50364204e-05 x14505 - 6.50364204e-05 x14506 - 6.50364204e-05 x14507 - 6.50364204e-05 x14508 - 6.50364204e-05 x14509 - 6.50364204e-05 x14510 - 6.50364204e-05 x14511 - 6.50364204e-05 x14512 - 6.50364204e-05 x14513 - 6.50364204e-05 x14514 - 6.50364204e-05 x14515 - 6.50364204e-05 x14516 - 6.50364204e-05 x14517 - 6.50364204e-05 x14518 - 6.50364204e-05 x14519 - 6.50364204e-05 x14520 - 6.50364204e-05 x14521 - 6.50364204e-05 x14522 - 6.50364204e-05 x14523 - 6.50364204e-05 x14524 - 6.50364204e-05 x14525 - 6.50364204e-05 x14526 - 6.50364204e-05 x14527 - 6.50364204e-05 x14528 - 6.50364204e-05 x14529 - 6.50364204e-05 x14530 - 6.50364204e-05 x14531 - 6.50364204e-05 x14532 - 6.50364204e-05 x14533 - 6.50364204e-05 x14534 - 6.50364204e-05 x14535 - 6.50364204e-05 x14536 - 6.50364204e-05 x14537 - 6.50364204e-05 x14538 - 6.50364204e-05 x14539 - 6.50364204e-05 x14540 - 6.50364204e-05 x14541 - 6.50364204e-05 x14542 - 6.50364204e-05 x14543 - 6.50364204e-05 x14544 - 6.50364204e-05 x14545 - 6.50364204e-05 x14546 - 6.50364204e-05 x14547 - 6.50364204e-05 x14548 - 6.50364204e-05 x14549 - 6.50364204e-05 x14550 - 6.50364204e-05 x14551 - 6.50364204e-05 x14552 - 6.50364204e-05 x14553 - 6.50364204e-05 x14554 - 6.50364204e-05 x14555 - 6.50364204e-05 x14556 - 6.50364204e-05 x14557 - 6.50364204e-05 x14558 - 6.50364204e-05 x14559 - 6.50364204e-05 x14560 - 6.50364204e-05 x14561 - 6.50364204e-05 x14562 - 6.50364204e-05 x14563 - 6.50364204e-05 x14564 - 6.50364204e-05 x14565 - 6.50364204e-05 x14566 - 6.50364204e-05 x14567 - 6.50364204e-05 x14568 - 6.50364204e-05 x14569 - 6.50364204e-05 x14570 - 6.50364204e-05 x14571 - 6.50364204e-05 x14572 - 6.50364204e-05 x14573 - 6.50364204e-05 x14574 - 6.50364204e-05 x14575 - 6.50364204e-05 x14576 - 6.50364204e-05 x14577 - 6.50364204e-05 x14578 - 6.50364204e-05 x14579 - 6.50364204e-05 x14580 - 6.50364204e-05 x14581 - 6.50364204e-05 x14582 - 6.50364204e-05 x14583 - 6.50364204e-05 x14584 - 6.50364204e-05 x14585 - 6.50364204e-05 x14586 - 6.50364204e-05 x14587 - 6.50364204e-05 x14588 - 6.50364204e-05 x14589 - 6.50364204e-05 x14590 - 6.50364204e-05 x14591 - 6.50364204e-05 x14592 - 6.50364204e-05 x14593 - 6.50364204e-05 x14594 - 6.50364204e-05 x14595 - 6.50364204e-05 x14596 - 6.50364204e-05 x14597 - 6.50364204e-05 x14598 - 6.50364204e-05 x14599 - 6.50364204e-05 x14600 - 6.50364204e-05 x14601 - 6.50364204e-05 x14602 - 6.50364204e-05 x14603 - 6.50364204e-05 x14604 - 6.50364204e-05 x14605 - 6.50364204e-05 x14606 - 6.50364204e-05 x14607 - 6.50364204e-05 x14608 - 6.50364204e-05 x14609 - 6.50364204e-05 x14610 - 6.50364204e-05 x14611 - 6.50364204e-05 x14612 - 6.50364204e-05 x14613 - 6.50364204e-05 x14614 - 6.50364204e-05 x14615 - 6.50364204e-05 x14616 - 6.50364204e-05 x14617 - 6.50364204e-05 x14618 - 6.50364204e-05 x14619 - 6.50364204e-05 x14620 - 6.50364204e-05 x14621 - 6.50364204e-05 x14622 - 6.50364204e-05 x14623 - 6.50364204e-05 x14624 - 6.50364204e-05 x14625 - 6.50364204e-05 x14626 - 6.50364204e-05 x14627 - 6.50364204e-05 x14628 - 6.50364204e-05 x14629 - 6.50364204e-05 x14630 - 6.50364204e-05 x14631 - 6.50364204e-05 x14632 - 6.50364204e-05 x14633 - 6.50364204e-05 x14634 - 6.50364204e-05 x14635 - 6.50364204e-05 x14636 - 6.50364204e-05 x14637 - 6.50364204e-05 x14638 - 6.50364204e-05 x14639 - 6.50364204e-05 x14640 - 6.50364204e-05 x14641 - 6.50364204e-05 x14642 - 6.50364204e-05 x14643 - 6.50364204e-05 x14644 - 6.50364204e-05 x14645 - 6.50364204e-05 x14646 - 6.50364204e-05 x14647 - 6.50364204e-05 x14648 - 6.50364204e-05 x14649 - 6.50364204e-05 x14650 - 6.50364204e-05 x14651 - 6.50364204e-05 x14652 - 6.50364204e-05 x14653 - 6.50364204e-05 x14654 - 6.50364204e-05 x14655 - 6.50364204e-05 x14656 - 6.50364204e-05 x14657 - 6.50364204e-05 x14658 - 6.50364204e-05 x14659 - 6.50364204e-05 x14660 - 6.50364204e-05 x14661 - 6.50364204e-05 x14662 - 6.50364204e-05 x14663 - 6.50364204e-05 x14664 - 6.50364204e-05 x14665 - 6.50364204e-05 x14666 - 6.50364204e-05 x14667 - 6.50364204e-05 x14668 - 6.50364204e-05 x14669 - 6.50364204e-05 x14670 - 6.50364204e-05 x14671 - 6.50364204e-05 x14672 - 6.50364204e-05 x14673 - 6.50364204e-05 x14674 - 6.50364204e-05 x14675 - 6.50364204e-05 x14676 - 6.50364204e-05 x14677 - 6.50364204e-05 x14678 - 6.50364204e-05 x14679 - 6.50364204e-05 x14680 - 6.50364204e-05 x14681 - 6.50364204e-05 x14682 - 6.50364204e-05 x14683 - 6.50364204e-05 x14684 - 6.50364204e-05 x14685 - 6.50364204e-05 x14686 - 6.50364204e-05 x14687 - 6.50364204e-05 x14688 - 6.50364204e-05 x14689 - 6.50364204e-05 x14690 - 6.50364204e-05 x14691 - 6.50364204e-05 x14692 - 6.50364204e-05 x14693 - 6.50364204e-05 x14694 - 6.50364204e-05 x14695 - 6.50364204e-05 x14696 - 6.50364204e-05 x14697 - 6.50364204e-05 x14698 - 6.50364204e-05 x14699 - 6.50364204e-05 x14700 - 6.50364204e-05 x14701 - 6.50364204e-05 x14702 - 6.50364204e-05 x14703 - 6.50364204e-05 x14704 - 6.50364204e-05 x14705 - 6.50364204e-05 x14706 - 6.50364204e-05 x14707 - 6.50364204e-05 x14708 - 6.50364204e-05 x14709 - 6.50364204e-05 x14710 - 6.50364204e-05 x14711 - 6.50364204e-05 x14712 - 6.50364204e-05 x14713 - 6.50364204e-05 x14714 - 6.50364204e-05 x14715 - 6.50364204e-05 x14716 - 6.50364204e-05 x14717 - 6.50364204e-05 x14718 - 6.50364204e-05 x14719 - 6.50364204e-05 x14720 - 6.50364204e-05 x14721 - 6.50364204e-05 x14722 - 6.50364204e-05 x14723 - 6.50364204e-05 x14724 - 6.50364204e-05 x14725 - 6.50364204e-05 x14726 - 6.50364204e-05 x14727 - 6.50364204e-05 x14728 - 6.50364204e-05 x14729 - 6.50364204e-05 x14730 - 6.50364204e-05 x14731 - 6.50364204e-05 x14732 - 6.50364204e-05 x14733 - 6.50364204e-05 x14734 - 6.50364204e-05 x14735 - 6.50364204e-05 x14736 - 6.50364204e-05 x14737 - 6.50364204e-05 x14738 - 6.50364204e-05 x14739 - 6.50364204e-05 x14740 - 6.50364204e-05 x14741 - 6.50364204e-05 x14742 - 6.50364204e-05 x14743 - 6.50364204e-05 x14744 - 6.50364204e-05 x14745 - 6.50364204e-05 x14746 - 6.50364204e-05 x14747 - 6.50364204e-05 x14748 - 6.50364204e-05 x14749 - 6.50364204e-05 x14750 - 6.50364204e-05 x14751 - 6.50364204e-05 x14752 - 6.50364204e-05 x14753 - 6.50364204e-05 x14754 - 6.50364204e-05 x14755 - 6.50364204e-05 x14756 - 6.50364204e-05 x14757 - 6.50364204e-05 x14758 - 6.50364204e-05 x14759 - 6.50364204e-05 x14760 - 6.50364204e-05 x14761 - 6.50364204e-05 x14762 - 6.50364204e-05 x14763 - 6.50364204e-05 x14764 - 6.50364204e-05 x14765 - 6.50364204e-05 x14766 - 6.50364204e-05 x14767 - 6.50364204e-05 x14768 - 6.50364204e-05 x14769 - 6.50364204e-05 x14770 - 6.50364204e-05 x14771 - 6.50364204e-05 x14772 - 6.50364204e-05 x14773 - 6.50364204e-05 x14774 - 6.50364204e-05 x14775 - 6.50364204e-05 x14776 - 6.50364204e-05 x14777 - 6.50364204e-05 x14778 - 6.50364204e-05 x14779 - 6.50364204e-05 x14780 - 6.50364204e-05 x14781 - 6.50364204e-05 x14782 - 6.50364204e-05 x14783 - 6.50364204e-05 x14784 - 6.50364204e-05 x14785 - 6.50364204e-05 x14786 - 6.50364204e-05 x14787 - 6.50364204e-05 x14788 - 6.50364204e-05 x14789 - 6.50364204e-05 x14790 - 6.50364204e-05 x14791 - 6.50364204e-05 x14792 - 6.50364204e-05 x14793 - 6.50364204e-05 x14794 - 6.50364204e-05 x14795 - 6.50364204e-05 x14796 - 6.50364204e-05 x14797 - 6.50364204e-05 x14798 - 6.50364204e-05 x14799 - 6.50364204e-05 x14800 - 6.50364204e-05 x14801 - 6.50364204e-05 x14802 - 6.50364204e-05 x14803 - 6.50364204e-05 x14804 - 6.50364204e-05 x14805 - 6.50364204e-05 x14806 - 6.50364204e-05 x14807 - 6.50364204e-05 x14808 - 6.50364204e-05 x14809 - 6.50364204e-05 x14810 - 6.50364204e-05 x14811 - 6.50364204e-05 x14812 - 6.50364204e-05 x14813 - 6.50364204e-05 x14814 - 6.50364204e-05 x14815 - 6.50364204e-05 x14816 - 6.50364204e-05 x14817 - 6.50364204e-05 x14818 - 6.50364204e-05 x14819 - 6.50364204e-05 x14820 - 6.50364204e-05 x14821 - 6.50364204e-05 x14822 - 6.50364204e-05 x14823 - 6.50364204e-05 x14824 - 6.50364204e-05 x14825 - 6.50364204e-05 x14826 - 6.50364204e-05 x14827 - 6.50364204e-05 x14828 - 6.50364204e-05 x14829 - 6.50364204e-05 x14830 - 6.50364204e-05 x14831 - 6.50364204e-05 x14832 - 6.50364204e-05 x14833 - 6.50364204e-05 x14834 - 6.50364204e-05 x14835 - 6.50364204e-05 x14836 - 6.50364204e-05 x14837 - 6.50364204e-05 x14838 - 6.50364204e-05 x14839 - 6.50364204e-05 x14840 - 6.50364204e-05 x14841 - 6.50364204e-05 x14842 - 6.50364204e-05 x14843 - 6.50364204e-05 x14844 - 6.50364204e-05 x14845 - 6.50364204e-05 x14846 - 6.50364204e-05 x14847 - 6.50364204e-05 x14848 - 6.50364204e-05 x14849 - 6.50364204e-05 x14850 - 6.50364204e-05 x14851 - 6.50364204e-05 x14852 - 6.50364204e-05 x14853 - 6.50364204e-05 x14854 - 6.50364204e-05 x14855 - 6.50364204e-05 x14856 - 6.50364204e-05 x14857 - 6.50364204e-05 x14858 - 6.50364204e-05 x14859 - 6.50364204e-05 x14860 - 6.50364204e-05 x14861 - 6.50364204e-05 x14862 - 6.50364204e-05 x14863 - 6.50364204e-05 x14864 - 6.50364204e-05 x14865 - 6.50364204e-05 x14866 - 6.50364204e-05 x14867 - 6.50364204e-05 x14868 - 6.50364204e-05 x14869 - 6.50364204e-05 x14870 - 6.50364204e-05 x14871 - 6.50364204e-05 x14872 - 6.50364204e-05 x14873 - 6.50364204e-05 x14874 - 6.50364204e-05 x14875 - 6.50364204e-05 x14876 - 6.50364204e-05 x14877 - 6.50364204e-05 x14878 - 6.50364204e-05 x14879 - 6.50364204e-05 x14880 - 6.50364204e-05 x14881 - 6.50364204e-05 x14882 - 6.50364204e-05 x14883 - 6.50364204e-05 x14884 - 6.50364204e-05 x14885 - 6.50364204e-05 x14886 - 6.50364204e-05 x14887 - 6.50364204e-05 x14888 - 6.50364204e-05 x14889 - 6.50364204e-05 x14890 - 6.50364204e-05 x14891 - 6.50364204e-05 x14892 - 6.50364204e-05 x14893 - 6.50364204e-05 x14894 - 6.50364204e-05 x14895 - 6.50364204e-05 x14896 - 6.50364204e-05 x14897 - 6.50364204e-05 x14898 - 6.50364204e-05 x14899 - 6.50364204e-05 x14900 - 6.50364204e-05 x14901 - 6.50364204e-05 x14902 - 6.50364204e-05 x14903 - 6.50364204e-05 x14904 - 6.50364204e-05 x14905 - 6.50364204e-05 x14906 - 6.50364204e-05 x14907 - 6.50364204e-05 x14908 - 6.50364204e-05 x14909 - 6.50364204e-05 x14910 - 6.50364204e-05 x14911 - 6.50364204e-05 x14912 - 6.50364204e-05 x14913 - 6.50364204e-05 x14914 - 6.50364204e-05 x14915 - 6.50364204e-05 x14916 - 6.50364204e-05 x14917 - 6.50364204e-05 x14918 - 6.50364204e-05 x14919 - 6.50364204e-05 x14920 - 6.50364204e-05 x14921 - 6.50364204e-05 x14922 - 6.50364204e-05 x14923 - 6.50364204e-05 x14924 - 6.50364204e-05 x14925 - 6.50364204e-05 x14926 - 6.50364204e-05 x14927 - 6.50364204e-05 x14928 - 6.50364204e-05 x14929 - 6.50364204e-05 x14930 - 6.50364204e-05 x14931 - 6.50364204e-05 x14932 - 6.50364204e-05 x14933 - 6.50364204e-05 x14934 - 6.50364204e-05 x14935 - 6.50364204e-05 x14936 - 6.50364204e-05 x14937 - 6.50364204e-05 x14938 - 6.50364204e-05 x14939 - 6.50364204e-05 x14940 - 6.50364204e-05 x14941 - 6.50364204e-05 x14942 - 6.50364204e-05 x14943 - 6.50364204e-05 x14944 - 6.50364204e-05 x14945 - 6.50364204e-05 x14946 - 6.50364204e-05 x14947 - 6.50364204e-05 x14948 - 6.50364204e-05 x14949 - 6.50364204e-05 x14950 - 6.50364204e-05 x14951 - 6.50364204e-05 x14952 - 6.50364204e-05 x14953 - 6.50364204e-05 x14954 - 6.50364204e-05 x14955 - 6.50364204e-05 x14956 - 6.50364204e-05 x14957 - 6.50364204e-05 x14958 - 6.50364204e-05 x14959 - 6.50364204e-05 x14960 - 6.50364204e-05 x14961 - 6.50364204e-05 x14962 - 6.50364204e-05 x14963 - 6.50364204e-05 x14964 - 6.50364204e-05 x14965 - 6.50364204e-05 x14966 - 6.50364204e-05 x14967 - 6.50364204e-05 x14968 - 6.50364204e-05 x14969 - 6.50364204e-05 x14970 - 6.50364204e-05 x14971 - 6.50364204e-05 x14972 - 6.50364204e-05 x14973 - 6.50364204e-05 x14974 - 6.50364204e-05 x14975 - 6.50364204e-05 x14976 - 6.50364204e-05 x14977 - 6.50364204e-05 x14978 - 6.50364204e-05 x14979 - 6.50364204e-05 x14980 - 6.50364204e-05 x14981 - 6.50364204e-05 x14982 - 6.50364204e-05 x14983 - 6.50364204e-05 x14984 - 6.50364204e-05 x14985 - 6.50364204e-05 x14986 - 6.50364204e-05 x14987 - 6.50364204e-05 x14988 - 6.50364204e-05 x14989 - 6.50364204e-05 x14990 - 6.50364204e-05 x14991 - 6.50364204e-05 x14992 - 6.50364204e-05 x14993 - 6.50364204e-05 x14994 - 6.50364204e-05 x14995 - 6.50364204e-05 x14996 - 6.50364204e-05 x14997 - 6.50364204e-05 x14998 - 6.50364204e-05 x14999 - 6.50364204e-05 x15000 - 6.50364204e-05 x15001 - 6.50364204e-05 x15002 - 6.50364204e-05 x15003 - 6.50364204e-05 x15004 - 6.50364204e-05 x15005 - 6.50364204e-05 x15006 - 6.50364204e-05 x15007 - 6.50364204e-05 x15008 - 6.50364204e-05 x15009 - 6.50364204e-05 x15010 - 6.50364204e-05 x15011 - 6.50364204e-05 x15012 - 6.50364204e-05 x15013 - 6.50364204e-05 x15014 - 6.50364204e-05 x15015 - 6.50364204e-05 x15016 - 6.50364204e-05 x15017 - 6.50364204e-05 x15018 - 6.50364204e-05 x15019 - 6.50364204e-05 x15020 - 6.50364204e-05 x15021 - 6.50364204e-05 x15022 - 6.50364204e-05 x15023 - 6.50364204e-05 x15024 - 6.50364204e-05 x15025 - 6.50364204e-05 x15026 - 6.50364204e-05 x15027 - 6.50364204e-05 x15028 - 6.50364204e-05 x15029 - 6.50364204e-05 x15030 - 6.50364204e-05 x15031 - 6.50364204e-05 x15032 - 6.50364204e-05 x15033 - 6.50364204e-05 x15034 - 6.50364204e-05 x15035 - 6.50364204e-05 x15036 - 6.50364204e-05 x15037 - 6.50364204e-05 x15038 - 6.50364204e-05 x15039 - 6.50364204e-05 x15040 - 6.50364204e-05 x15041 - 6.50364204e-05 x15042 - 6.50364204e-05 x15043 - 6.50364204e-05 x15044 - 6.50364204e-05 x15045 - 6.50364204e-05 x15046 - 6.50364204e-05 x15047 - 6.50364204e-05 x15048 - 6.50364204e-05 x15049 - 6.50364204e-05 x15050 - 6.50364204e-05 x15051 - 6.50364204e-05 x15052 - 6.50364204e-05 x15053 - 6.50364204e-05 x15054 - 6.50364204e-05 x15055 - 6.50364204e-05 x15056 - 6.50364204e-05 x15057 - 6.50364204e-05 x15058 - 6.50364204e-05 x15059 - 6.50364204e-05 x15060 - 6.50364204e-05 x15061 - 6.50364204e-05 x15062 - 6.50364204e-05 x15063 - 6.50364204e-05 x15064 - 6.50364204e-05 x15065 - 6.50364204e-05 x15066 - 6.50364204e-05 x15067 - 6.50364204e-05 x15068 - 6.50364204e-05 x15069 - 6.50364204e-05 x15070 - 6.50364204e-05 x15071 - 6.50364204e-05 x15072 - 6.50364204e-05 x15073 - 6.50364204e-05 x15074 - 6.50364204e-05 x15075 - 6.50364204e-05 x15076 - 6.50364204e-05 x15077 - 6.50364204e-05 x15078 - 6.50364204e-05 x15079 - 6.50364204e-05 x15080 - 6.50364204e-05 x15081 - 6.50364204e-05 x15082 - 6.50364204e-05 x15083 - 6.50364204e-05 x15084 - 6.50364204e-05 x15085 - 6.50364204e-05 x15086 - 6.50364204e-05 x15087 - 6.50364204e-05 x15088 - 6.50364204e-05 x15089 - 6.50364204e-05 x15090 - 6.50364204e-05 x15091 - 6.50364204e-05 x15092 - 6.50364204e-05 x15093 - 6.50364204e-05 x15094 - 6.50364204e-05 x15095 - 6.50364204e-05 x15096 - 6.50364204e-05 x15097 - 6.50364204e-05 x15098 - 6.50364204e-05 x15099 - 6.50364204e-05 x15100 - 6.50364204e-05 x15101 - 6.50364204e-05 x15102 - 6.50364204e-05 x15103 - 6.50364204e-05 x15104 - 6.50364204e-05 x15105 - 6.50364204e-05 x15106 - 6.50364204e-05 x15107 - 6.50364204e-05 x15108 - 6.50364204e-05 x15109 - 6.50364204e-05 x15110 - 6.50364204e-05 x15111 - 6.50364204e-05 x15112 - 6.50364204e-05 x15113 - 6.50364204e-05 x15114 - 6.50364204e-05 x15115 - 6.50364204e-05 x15116 - 6.50364204e-05 x15117 - 6.50364204e-05 x15118 - 6.50364204e-05 x15119 - 6.50364204e-05 x15120 - 6.50364204e-05 x15121 - 6.50364204e-05 x15122 - 6.50364204e-05 x15123 - 6.50364204e-05 x15124 - 6.50364204e-05 x15125 - 6.50364204e-05 x15126 - 6.50364204e-05 x15127 - 6.50364204e-05 x15128 - 6.50364204e-05 x15129 - 6.50364204e-05 x15130 + [ 3 x2^2 - x2 * x3 - x2 * x125 + 3.5 x3^2 - x3 * x4 - x3 * x126 + 3.5 x4^2 - x4 * x5 - x4 * x127 + 3.5 x5^2 - x5 * x6 - x5 * x128 + 3.5 x6^2 - x6 * x7 - x6 * x129 + 3.5 x7^2 - x7 * x8 - x7 * x130 + 3.5 x8^2 - x8 * x9 - x8 * x131 + 3.5 x9^2 - x9 * x10 - x9 * x132 + 3.5 x10^2 - x10 * x11 - x10 * x133 + 3.5 x11^2 - x11 * x12 - x11 * x134 + 3.5 x12^2 - x12 * x13 - x12 * x135 + 3.5 x13^2 - x13 * x14 - x13 * x136 + 3.5 x14^2 - x14 * x15 - x14 * x137 + 3.5 x15^2 - x15 * x16 - x15 * x138 + 3.5 x16^2 - x16 * x17 - x16 * x139 + 3.5 x17^2 - x17 * x18 - x17 * x140 + 3.5 x18^2 - x18 * x19 - x18 * x141 + 3.5 x19^2 - x19 * x20 - x19 * x142 + 3.5 x20^2 - x20 * x21 - x20 * x143 + 3.5 x21^2 - x21 * x22 - x21 * x144 + 3.5 x22^2 - x22 * x23 - x22 * x145 + 3.5 x23^2 - x23 * x24 - x23 * x146 + 3.5 x24^2 - x24 * x25 - x24 * x147 + 3.5 x25^2 - x25 * x26 - x25 * x148 + 3.5 x26^2 - x26 * x27 - x26 * x149 + 3.5 x27^2 - x27 * x28 - x27 * x150 + 3.5 x28^2 - x28 * x29 - x28 * x151 + 3.5 x29^2 - x29 * x30 - x29 * x152 + 3.5 x30^2 - x30 * x31 - x30 * x153 + 3.5 x31^2 - x31 * x32 - x31 * x154 + 3.5 x32^2 - x32 * x33 - x32 * x155 + 3.5 x33^2 - x33 * x34 - x33 * x156 + 3.5 x34^2 - x34 * x35 - x34 * x157 + 3.5 x35^2 - x35 * x36 - x35 * x158 + 3.5 x36^2 - x36 * x37 - x36 * x159 + 3.5 x37^2 - x37 * x38 - x37 * x160 + 3.5 x38^2 - x38 * x39 - x38 * x161 + 3.5 x39^2 - x39 * x40 - x39 * x162 + 3.5 x40^2 - x40 * x41 - x40 * x163 + 3.5 x41^2 - x41 * x42 - x41 * x164 + 3.5 x42^2 - x42 * x43 - x42 * x165 + 3.5 x43^2 - x43 * x44 - x43 * x166 + 3.5 x44^2 - x44 * x45 - x44 * x167 + 3.5 x45^2 - x45 * x46 - x45 * x168 + 3.5 x46^2 - x46 * x47 - x46 * x169 + 3.5 x47^2 - x47 * x48 - x47 * x170 + 3.5 x48^2 - x48 * x49 - x48 * x171 + 3.5 x49^2 - x49 * x50 - x49 * x172 + 3.5 x50^2 - x50 * x51 - x50 * x173 + 3.5 x51^2 - x51 * x52 - x51 * x174 + 3.5 x52^2 - x52 * x53 - x52 * x175 + 3.5 x53^2 - x53 * x54 - x53 * x176 + 3.5 x54^2 - x54 * x55 - x54 * x177 + 3.5 x55^2 - x55 * x56 - x55 * x178 + 3.5 x56^2 - x56 * x57 - x56 * x179 + 3.5 x57^2 - x57 * x58 - x57 * x180 + 3.5 x58^2 - x58 * x59 - x58 * x181 + 3.5 x59^2 - x59 * x60 - x59 * x182 + 3.5 x60^2 - x60 * x61 - x60 * x183 + 3.5 x61^2 - x61 * x62 - x61 * x184 + 3.5 x62^2 - x62 * x63 - x62 * x185 + 3.5 x63^2 - x63 * x64 - x63 * x186 + 3.5 x64^2 - x64 * x65 - x64 * x187 + 3.5 x65^2 - x65 * x66 - x65 * x188 + 3.5 x66^2 - x66 * x67 - x66 * x189 + 3.5 x67^2 - x67 * x68 - x67 * x190 + 3.5 x68^2 - x68 * x69 - x68 * x191 + 3.5 x69^2 - x69 * x70 - x69 * x192 + 3.5 x70^2 - x70 * x71 - x70 * x193 + 3.5 x71^2 - x71 * x72 - x71 * x194 + 3.5 x72^2 - x72 * x73 - x72 * x195 + 3.5 x73^2 - x73 * x74 - x73 * x196 + 3.5 x74^2 - x74 * x75 - x74 * x197 + 3.5 x75^2 - x75 * x76 - x75 * x198 + 3.5 x76^2 - x76 * x77 - x76 * x199 + 3.5 x77^2 - x77 * x78 - x77 * x200 + 3.5 x78^2 - x78 * x79 - x78 * x201 + 3.5 x79^2 - x79 * x80 - x79 * x202 + 3.5 x80^2 - x80 * x81 - x80 * x203 + 3.5 x81^2 - x81 * x82 - x81 * x204 + 3.5 x82^2 - x82 * x83 - x82 * x205 + 3.5 x83^2 - x83 * x84 - x83 * x206 + 3.5 x84^2 - x84 * x85 - x84 * x207 + 3.5 x85^2 - x85 * x86 - x85 * x208 + 3.5 x86^2 - x86 * x87 - x86 * x209 + 3.5 x87^2 - x87 * x88 - x87 * x210 + 3.5 x88^2 - x88 * x89 - x88 * x211 + 3.5 x89^2 - x89 * x90 - x89 * x212 + 3.5 x90^2 - x90 * x91 - x90 * x213 + 3.5 x91^2 - x91 * x92 - x91 * x214 + 3.5 x92^2 - x92 * x93 - x92 * x215 + 3.5 x93^2 - x93 * x94 - x93 * x216 + 3.5 x94^2 - x94 * x95 - x94 * x217 + 3.5 x95^2 - x95 * x96 - x95 * x218 + 3.5 x96^2 - x96 * x97 - x96 * x219 + 3.5 x97^2 - x97 * x98 - x97 * x220 + 3.5 x98^2 - x98 * x99 - x98 * x221 + 3.5 x99^2 - x99 * x100 - x99 * x222 + 3.5 x100^2 - x100 * x101 - x100 * x223 + 3.5 x101^2 - x101 * x102 - x101 * x224 + 3.5 x102^2 - x102 * x103 - x102 * x225 + 3.5 x103^2 - x103 * x104 - x103 * x226 + 3.5 x104^2 - x104 * x105 - x104 * x227 + 3.5 x105^2 - x105 * x106 - x105 * x228 + 3.5 x106^2 - x106 * x107 - x106 * x229 + 3.5 x107^2 - x107 * x108 - x107 * x230 + 3.5 x108^2 - x108 * x109 - x108 * x231 + 3.5 x109^2 - x109 * x110 - x109 * x232 + 3.5 x110^2 - x110 * x111 - x110 * x233 + 3.5 x111^2 - x111 * x112 - x111 * x234 + 3.5 x112^2 - x112 * x113 - x112 * x235 + 3.5 x113^2 - x113 * x114 - x113 * x236 + 3.5 x114^2 - x114 * x115 - x114 * x237 + 3.5 x115^2 - x115 * x116 - x115 * x238 + 3.5 x116^2 - x116 * x117 - x116 * x239 + 3.5 x117^2 - x117 * x118 - x117 * x240 + 3.5 x118^2 - x118 * x119 - x118 * x241 + 3.5 x119^2 - x119 * x120 - x119 * x242 + 3.5 x120^2 - x120 * x121 - x120 * x243 + 3.5 x121^2 - x121 * x122 - x121 * x244 + 3.5 x122^2 - x122 * x123 - x122 * x245 + 3.5 x123^2 - x123 * x124 - x123 * x246 + 3 x124^2 - x124 * x247 + 3.5 x125^2 - x125 * x126 - x125 * x248 + 4 x126^2 - x126 * x127 - x126 * x249 + 4 x127^2 - x127 * x128 - x127 * x250 + 4 x128^2 - x128 * x129 - x128 * x251 + 4 x129^2 - x129 * x130 - x129 * x252 + 4 x130^2 - x130 * x131 - x130 * x253 + 4 x131^2 - x131 * x132 - x131 * x254 + 4 x132^2 - x132 * x133 - x132 * x255 + 4 x133^2 - x133 * x134 - x133 * x256 + 4 x134^2 - x134 * x135 - x134 * x257 + 4 x135^2 - x135 * x136 - x135 * x258 + 4 x136^2 - x136 * x137 - x136 * x259 + 4 x137^2 - x137 * x138 - x137 * x260 + 4 x138^2 - x138 * x139 - x138 * x261 + 4 x139^2 - x139 * x140 - x139 * x262 + 4 x140^2 - x140 * x141 - x140 * x263 + 4 x141^2 - x141 * x142 - x141 * x264 + 4 x142^2 - x142 * x143 - x142 * x265 + 4 x143^2 - x143 * x144 - x143 * x266 + 4 x144^2 - x144 * x145 - x144 * x267 + 4 x145^2 - x145 * x146 - x145 * x268 + 4 x146^2 - x146 * x147 - x146 * x269 + 4 x147^2 - x147 * x148 - x147 * x270 + 4 x148^2 - x148 * x149 - x148 * x271 + 4 x149^2 - x149 * x150 - x149 * x272 + 4 x150^2 - x150 * x151 - x150 * x273 + 4 x151^2 - x151 * x152 - x151 * x274 + 4 x152^2 - x152 * x153 - x152 * x275 + 4 x153^2 - x153 * x154 - x153 * x276 + 4 x154^2 - x154 * x155 - x154 * x277 + 4 x155^2 - x155 * x156 - x155 * x278 + 4 x156^2 - x156 * x157 - x156 * x279 + 4 x157^2 - x157 * x158 - x157 * x280 + 4 x158^2 - x158 * x159 - x158 * x281 + 4 x159^2 - x159 * x160 - x159 * x282 + 4 x160^2 - x160 * x161 - x160 * x283 + 4 x161^2 - x161 * x162 - x161 * x284 + 4 x162^2 - x162 * x163 - x162 * x285 + 4 x163^2 - x163 * x164 - x163 * x286 + 4 x164^2 - x164 * x165 - x164 * x287 + 4 x165^2 - x165 * x166 - x165 * x288 + 4 x166^2 - x166 * x167 - x166 * x289 + 4 x167^2 - x167 * x168 - x167 * x290 + 4 x168^2 - x168 * x169 - x168 * x291 + 4 x169^2 - x169 * x170 - x169 * x292 + 4 x170^2 - x170 * x171 - x170 * x293 + 4 x171^2 - x171 * x172 - x171 * x294 + 4 x172^2 - x172 * x173 - x172 * x295 + 4 x173^2 - x173 * x174 - x173 * x296 + 4 x174^2 - x174 * x175 - x174 * x297 + 4 x175^2 - x175 * x176 - x175 * x298 + 4 x176^2 - x176 * x177 - x176 * x299 + 4 x177^2 - x177 * x178 - x177 * x300 + 4 x178^2 - x178 * x179 - x178 * x301 + 4 x179^2 - x179 * x180 - x179 * x302 + 4 x180^2 - x180 * x181 - x180 * x303 + 4 x181^2 - x181 * x182 - x181 * x304 + 4 x182^2 - x182 * x183 - x182 * x305 + 4 x183^2 - x183 * x184 - x183 * x306 + 4 x184^2 - x184 * x185 - x184 * x307 + 4 x185^2 - x185 * x186 - x185 * x308 + 4 x186^2 - x186 * x187 - x186 * x309 + 4 x187^2 - x187 * x188 - x187 * x310 + 4 x188^2 - x188 * x189 - x188 * x311 + 4 x189^2 - x189 * x190 - x189 * x312 + 4 x190^2 - x190 * x191 - x190 * x313 + 4 x191^2 - x191 * x192 - x191 * x314 + 4 x192^2 - x192 * x193 - x192 * x315 + 4 x193^2 - x193 * x194 - x193 * x316 + 4 x194^2 - x194 * x195 - x194 * x317 + 4 x195^2 - x195 * x196 - x195 * x318 + 4 x196^2 - x196 * x197 - x196 * x319 + 4 x197^2 - x197 * x198 - x197 * x320 + 4 x198^2 - x198 * x199 - x198 * x321 + 4 x199^2 - x199 * x200 - x199 * x322 + 4 x200^2 - x200 * x201 - x200 * x323 + 4 x201^2 - x201 * x202 - x201 * x324 + 4 x202^2 - x202 * x203 - x202 * x325 + 4 x203^2 - x203 * x204 - x203 * x326 + 4 x204^2 - x204 * x205 - x204 * x327 + 4 x205^2 - x205 * x206 - x205 * x328 + 4 x206^2 - x206 * x207 - x206 * x329 + 4 x207^2 - x207 * x208 - x207 * x330 + 4 x208^2 - x208 * x209 - x208 * x331 + 4 x209^2 - x209 * x210 - x209 * x332 + 4 x210^2 - x210 * x211 - x210 * x333 + 4 x211^2 - x211 * x212 - x211 * x334 + 4 x212^2 - x212 * x213 - x212 * x335 + 4 x213^2 - x213 * x214 - x213 * x336 + 4 x214^2 - x214 * x215 - x214 * x337 + 4 x215^2 - x215 * x216 - x215 * x338 + 4 x216^2 - x216 * x217 - x216 * x339 + 4 x217^2 - x217 * x218 - x217 * x340 + 4 x218^2 - x218 * x219 - x218 * x341 + 4 x219^2 - x219 * x220 - x219 * x342 + 4 x220^2 - x220 * x221 - x220 * x343 + 4 x221^2 - x221 * x222 - x221 * x344 + 4 x222^2 - x222 * x223 - x222 * x345 + 4 x223^2 - x223 * x224 - x223 * x346 + 4 x224^2 - x224 * x225 - x224 * x347 + 4 x225^2 - x225 * x226 - x225 * x348 + 4 x226^2 - x226 * x227 - x226 * x349 + 4 x227^2 - x227 * x228 - x227 * x350 + 4 x228^2 - x228 * x229 - x228 * x351 + 4 x229^2 - x229 * x230 - x229 * x352 + 4 x230^2 - x230 * x231 - x230 * x353 + 4 x231^2 - x231 * x232 - x231 * x354 + 4 x232^2 - x232 * x233 - x232 * x355 + 4 x233^2 - x233 * x234 - x233 * x356 + 4 x234^2 - x234 * x235 - x234 * x357 + 4 x235^2 - x235 * x236 - x235 * x358 + 4 x236^2 - x236 * x237 - x236 * x359 + 4 x237^2 - x237 * x238 - x237 * x360 + 4 x238^2 - x238 * x239 - x238 * x361 + 4 x239^2 - x239 * x240 - x239 * x362 + 4 x240^2 - x240 * x241 - x240 * x363 + 4 x241^2 - x241 * x242 - x241 * x364 + 4 x242^2 - x242 * x243 - x242 * x365 + 4 x243^2 - x243 * x244 - x243 * x366 + 4 x244^2 - x244 * x245 - x244 * x367 + 4 x245^2 - x245 * x246 - x245 * x368 + 4 x246^2 - x246 * x247 - x246 * x369 + 3.5 x247^2 - x247 * x370 + 3.5 x248^2 - x248 * x249 - x248 * x371 + 4 x249^2 - x249 * x250 - x249 * x372 + 4 x250^2 - x250 * x251 - x250 * x373 + 4 x251^2 - x251 * x252 - x251 * x374 + 4 x252^2 - x252 * x253 - x252 * x375 + 4 x253^2 - x253 * x254 - x253 * x376 + 4 x254^2 - x254 * x255 - x254 * x377 + 4 x255^2 - x255 * x256 - x255 * x378 + 4 x256^2 - x256 * x257 - x256 * x379 + 4 x257^2 - x257 * x258 - x257 * x380 + 4 x258^2 - x258 * x259 - x258 * x381 + 4 x259^2 - x259 * x260 - x259 * x382 + 4 x260^2 - x260 * x261 - x260 * x383 + 4 x261^2 - x261 * x262 - x261 * x384 + 4 x262^2 - x262 * x263 - x262 * x385 + 4 x263^2 - x263 * x264 - x263 * x386 + 4 x264^2 - x264 * x265 - x264 * x387 + 4 x265^2 - x265 * x266 - x265 * x388 + 4 x266^2 - x266 * x267 - x266 * x389 + 4 x267^2 - x267 * x268 - x267 * x390 + 4 x268^2 - x268 * x269 - x268 * x391 + 4 x269^2 - x269 * x270 - x269 * x392 + 4 x270^2 - x270 * x271 - x270 * x393 + 4 x271^2 - x271 * x272 - x271 * x394 + 4 x272^2 - x272 * x273 - x272 * x395 + 4 x273^2 - x273 * x274 - x273 * x396 + 4 x274^2 - x274 * x275 - x274 * x397 + 4 x275^2 - x275 * x276 - x275 * x398 + 4 x276^2 - x276 * x277 - x276 * x399 + 4 x277^2 - x277 * x278 - x277 * x400 + 4 x278^2 - x278 * x279 - x278 * x401 + 4 x279^2 - x279 * x280 - x279 * x402 + 4 x280^2 - x280 * x281 - x280 * x403 + 4 x281^2 - x281 * x282 - x281 * x404 + 4 x282^2 - x282 * x283 - x282 * x405 + 4 x283^2 - x283 * x284 - x283 * x406 + 4 x284^2 - x284 * x285 - x284 * x407 + 4 x285^2 - x285 * x286 - x285 * x408 + 4 x286^2 - x286 * x287 - x286 * x409 + 4 x287^2 - x287 * x288 - x287 * x410 + 4 x288^2 - x288 * x289 - x288 * x411 + 4 x289^2 - x289 * x290 - x289 * x412 + 4 x290^2 - x290 * x291 - x290 * x413 + 4 x291^2 - x291 * x292 - x291 * x414 + 4 x292^2 - x292 * x293 - x292 * x415 + 4 x293^2 - x293 * x294 - x293 * x416 + 4 x294^2 - x294 * x295 - x294 * x417 + 4 x295^2 - x295 * x296 - x295 * x418 + 4 x296^2 - x296 * x297 - x296 * x419 + 4 x297^2 - x297 * x298 - x297 * x420 + 4 x298^2 - x298 * x299 - x298 * x421 + 4 x299^2 - x299 * x300 - x299 * x422 + 4 x300^2 - x300 * x301 - x300 * x423 + 4 x301^2 - x301 * x302 - x301 * x424 + 4 x302^2 - x302 * x303 - x302 * x425 + 4 x303^2 - x303 * x304 - x303 * x426 + 4 x304^2 - x304 * x305 - x304 * x427 + 4 x305^2 - x305 * x306 - x305 * x428 + 4 x306^2 - x306 * x307 - x306 * x429 + 4 x307^2 - x307 * x308 - x307 * x430 + 4 x308^2 - x308 * x309 - x308 * x431 + 4 x309^2 - x309 * x310 - x309 * x432 + 4 x310^2 - x310 * x311 - x310 * x433 + 4 x311^2 - x311 * x312 - x311 * x434 + 4 x312^2 - x312 * x313 - x312 * x435 + 4 x313^2 - x313 * x314 - x313 * x436 + 4 x314^2 - x314 * x315 - x314 * x437 + 4 x315^2 - x315 * x316 - x315 * x438 + 4 x316^2 - x316 * x317 - x316 * x439 + 4 x317^2 - x317 * x318 - x317 * x440 + 4 x318^2 - x318 * x319 - x318 * x441 + 4 x319^2 - x319 * x320 - x319 * x442 + 4 x320^2 - x320 * x321 - x320 * x443 + 4 x321^2 - x321 * x322 - x321 * x444 + 4 x322^2 - x322 * x323 - x322 * x445 + 4 x323^2 - x323 * x324 - x323 * x446 + 4 x324^2 - x324 * x325 - x324 * x447 + 4 x325^2 - x325 * x326 - x325 * x448 + 4 x326^2 - x326 * x327 - x326 * x449 + 4 x327^2 - x327 * x328 - x327 * x450 + 4 x328^2 - x328 * x329 - x328 * x451 + 4 x329^2 - x329 * x330 - x329 * x452 + 4 x330^2 - x330 * x331 - x330 * x453 + 4 x331^2 - x331 * x332 - x331 * x454 + 4 x332^2 - x332 * x333 - x332 * x455 + 4 x333^2 - x333 * x334 - x333 * x456 + 4 x334^2 - x334 * x335 - x334 * x457 + 4 x335^2 - x335 * x336 - x335 * x458 + 4 x336^2 - x336 * x337 - x336 * x459 + 4 x337^2 - x337 * x338 - x337 * x460 + 4 x338^2 - x338 * x339 - x338 * x461 + 4 x339^2 - x339 * x340 - x339 * x462 + 4 x340^2 - x340 * x341 - x340 * x463 + 4 x341^2 - x341 * x342 - x341 * x464 + 4 x342^2 - x342 * x343 - x342 * x465 + 4 x343^2 - x343 * x344 - x343 * x466 + 4 x344^2 - x344 * x345 - x344 * x467 + 4 x345^2 - x345 * x346 - x345 * x468 + 4 x346^2 - x346 * x347 - x346 * x469 + 4 x347^2 - x347 * x348 - x347 * x470 + 4 x348^2 - x348 * x349 - x348 * x471 + 4 x349^2 - x349 * x350 - x349 * x472 + 4 x350^2 - x350 * x351 - x350 * x473 + 4 x351^2 - x351 * x352 - x351 * x474 + 4 x352^2 - x352 * x353 - x352 * x475 + 4 x353^2 - x353 * x354 - x353 * x476 + 4 x354^2 - x354 * x355 - x354 * x477 + 4 x355^2 - x355 * x356 - x355 * x478 + 4 x356^2 - x356 * x357 - x356 * x479 + 4 x357^2 - x357 * x358 - x357 * x480 + 4 x358^2 - x358 * x359 - x358 * x481 + 4 x359^2 - x359 * x360 - x359 * x482 + 4 x360^2 - x360 * x361 - x360 * x483 + 4 x361^2 - x361 * x362 - x361 * x484 + 4 x362^2 - x362 * x363 - x362 * x485 + 4 x363^2 - x363 * x364 - x363 * x486 + 4 x364^2 - x364 * x365 - x364 * x487 + 4 x365^2 - x365 * x366 - x365 * x488 + 4 x366^2 - x366 * x367 - x366 * x489 + 4 x367^2 - x367 * x368 - x367 * x490 + 4 x368^2 - x368 * x369 - x368 * x491 + 4 x369^2 - x369 * x370 - x369 * x492 + 3.5 x370^2 - x370 * x493 + 3.5 x371^2 - x371 * x372 - x371 * x494 + 4 x372^2 - x372 * x373 - x372 * x495 + 4 x373^2 - x373 * x374 - x373 * x496 + 4 x374^2 - x374 * x375 - x374 * x497 + 4 x375^2 - x375 * x376 - x375 * x498 + 4 x376^2 - x376 * x377 - x376 * x499 + 4 x377^2 - x377 * x378 - x377 * x500 + 4 x378^2 - x378 * x379 - x378 * x501 + 4 x379^2 - x379 * x380 - x379 * x502 + 4 x380^2 - x380 * x381 - x380 * x503 + 4 x381^2 - x381 * x382 - x381 * x504 + 4 x382^2 - x382 * x383 - x382 * x505 + 4 x383^2 - x383 * x384 - x383 * x506 + 4 x384^2 - x384 * x385 - x384 * x507 + 4 x385^2 - x385 * x386 - x385 * x508 + 4 x386^2 - x386 * x387 - x386 * x509 + 4 x387^2 - x387 * x388 - x387 * x510 + 4 x388^2 - x388 * x389 - x388 * x511 + 4 x389^2 - x389 * x390 - x389 * x512 + 4 x390^2 - x390 * x391 - x390 * x513 + 4 x391^2 - x391 * x392 - x391 * x514 + 4 x392^2 - x392 * x393 - x392 * x515 + 4 x393^2 - x393 * x394 - x393 * x516 + 4 x394^2 - x394 * x395 - x394 * x517 + 4 x395^2 - x395 * x396 - x395 * x518 + 4 x396^2 - x396 * x397 - x396 * x519 + 4 x397^2 - x397 * x398 - x397 * x520 + 4 x398^2 - x398 * x399 - x398 * x521 + 4 x399^2 - x399 * x400 - x399 * x522 + 4 x400^2 - x400 * x401 - x400 * x523 + 4 x401^2 - x401 * x402 - x401 * x524 + 4 x402^2 - x402 * x403 - x402 * x525 + 4 x403^2 - x403 * x404 - x403 * x526 + 4 x404^2 - x404 * x405 - x404 * x527 + 4 x405^2 - x405 * x406 - x405 * x528 + 4 x406^2 - x406 * x407 - x406 * x529 + 4 x407^2 - x407 * x408 - x407 * x530 + 4 x408^2 - x408 * x409 - x408 * x531 + 4 x409^2 - x409 * x410 - x409 * x532 + 4 x410^2 - x410 * x411 - x410 * x533 + 4 x411^2 - x411 * x412 - x411 * x534 + 4 x412^2 - x412 * x413 - x412 * x535 + 4 x413^2 - x413 * x414 - x413 * x536 + 4 x414^2 - x414 * x415 - x414 * x537 + 4 x415^2 - x415 * x416 - x415 * x538 + 4 x416^2 - x416 * x417 - x416 * x539 + 4 x417^2 - x417 * x418 - x417 * x540 + 4 x418^2 - x418 * x419 - x418 * x541 + 4 x419^2 - x419 * x420 - x419 * x542 + 4 x420^2 - x420 * x421 - x420 * x543 + 4 x421^2 - x421 * x422 - x421 * x544 + 4 x422^2 - x422 * x423 - x422 * x545 + 4 x423^2 - x423 * x424 - x423 * x546 + 4 x424^2 - x424 * x425 - x424 * x547 + 4 x425^2 - x425 * x426 - x425 * x548 + 4 x426^2 - x426 * x427 - x426 * x549 + 4 x427^2 - x427 * x428 - x427 * x550 + 4 x428^2 - x428 * x429 - x428 * x551 + 4 x429^2 - x429 * x430 - x429 * x552 + 4 x430^2 - x430 * x431 - x430 * x553 + 4 x431^2 - x431 * x432 - x431 * x554 + 4 x432^2 - x432 * x433 - x432 * x555 + 4 x433^2 - x433 * x434 - x433 * x556 + 4 x434^2 - x434 * x435 - x434 * x557 + 4 x435^2 - x435 * x436 - x435 * x558 + 4 x436^2 - x436 * x437 - x436 * x559 + 4 x437^2 - x437 * x438 - x437 * x560 + 4 x438^2 - x438 * x439 - x438 * x561 + 4 x439^2 - x439 * x440 - x439 * x562 + 4 x440^2 - x440 * x441 - x440 * x563 + 4 x441^2 - x441 * x442 - x441 * x564 + 4 x442^2 - x442 * x443 - x442 * x565 + 4 x443^2 - x443 * x444 - x443 * x566 + 4 x444^2 - x444 * x445 - x444 * x567 + 4 x445^2 - x445 * x446 - x445 * x568 + 4 x446^2 - x446 * x447 - x446 * x569 + 4 x447^2 - x447 * x448 - x447 * x570 + 4 x448^2 - x448 * x449 - x448 * x571 + 4 x449^2 - x449 * x450 - x449 * x572 + 4 x450^2 - x450 * x451 - x450 * x573 + 4 x451^2 - x451 * x452 - x451 * x574 + 4 x452^2 - x452 * x453 - x452 * x575 + 4 x453^2 - x453 * x454 - x453 * x576 + 4 x454^2 - x454 * x455 - x454 * x577 + 4 x455^2 - x455 * x456 - x455 * x578 + 4 x456^2 - x456 * x457 - x456 * x579 + 4 x457^2 - x457 * x458 - x457 * x580 + 4 x458^2 - x458 * x459 - x458 * x581 + 4 x459^2 - x459 * x460 - x459 * x582 + 4 x460^2 - x460 * x461 - x460 * x583 + 4 x461^2 - x461 * x462 - x461 * x584 + 4 x462^2 - x462 * x463 - x462 * x585 + 4 x463^2 - x463 * x464 - x463 * x586 + 4 x464^2 - x464 * x465 - x464 * x587 + 4 x465^2 - x465 * x466 - x465 * x588 + 4 x466^2 - x466 * x467 - x466 * x589 + 4 x467^2 - x467 * x468 - x467 * x590 + 4 x468^2 - x468 * x469 - x468 * x591 + 4 x469^2 - x469 * x470 - x469 * x592 + 4 x470^2 - x470 * x471 - x470 * x593 + 4 x471^2 - x471 * x472 - x471 * x594 + 4 x472^2 - x472 * x473 - x472 * x595 + 4 x473^2 - x473 * x474 - x473 * x596 + 4 x474^2 - x474 * x475 - x474 * x597 + 4 x475^2 - x475 * x476 - x475 * x598 + 4 x476^2 - x476 * x477 - x476 * x599 + 4 x477^2 - x477 * x478 - x477 * x600 + 4 x478^2 - x478 * x479 - x478 * x601 + 4 x479^2 - x479 * x480 - x479 * x602 + 4 x480^2 - x480 * x481 - x480 * x603 + 4 x481^2 - x481 * x482 - x481 * x604 + 4 x482^2 - x482 * x483 - x482 * x605 + 4 x483^2 - x483 * x484 - x483 * x606 + 4 x484^2 - x484 * x485 - x484 * x607 + 4 x485^2 - x485 * x486 - x485 * x608 + 4 x486^2 - x486 * x487 - x486 * x609 + 4 x487^2 - x487 * x488 - x487 * x610 + 4 x488^2 - x488 * x489 - x488 * x611 + 4 x489^2 - x489 * x490 - x489 * x612 + 4 x490^2 - x490 * x491 - x490 * x613 + 4 x491^2 - x491 * x492 - x491 * x614 + 4 x492^2 - x492 * x493 - x492 * x615 + 3.5 x493^2 - x493 * x616 + 3.5 x494^2 - x494 * x495 - x494 * x617 + 4 x495^2 - x495 * x496 - x495 * x618 + 4 x496^2 - x496 * x497 - x496 * x619 + 4 x497^2 - x497 * x498 - x497 * x620 + 4 x498^2 - x498 * x499 - x498 * x621 + 4 x499^2 - x499 * x500 - x499 * x622 + 4 x500^2 - x500 * x501 - x500 * x623 + 4 x501^2 - x501 * x502 - x501 * x624 + 4 x502^2 - x502 * x503 - x502 * x625 + 4 x503^2 - x503 * x504 - x503 * x626 + 4 x504^2 - x504 * x505 - x504 * x627 + 4 x505^2 - x505 * x506 - x505 * x628 + 4 x506^2 - x506 * x507 - x506 * x629 + 4 x507^2 - x507 * x508 - x507 * x630 + 4 x508^2 - x508 * x509 - x508 * x631 + 4 x509^2 - x509 * x510 - x509 * x632 + 4 x510^2 - x510 * x511 - x510 * x633 + 4 x511^2 - x511 * x512 - x511 * x634 + 4 x512^2 - x512 * x513 - x512 * x635 + 4 x513^2 - x513 * x514 - x513 * x636 + 4 x514^2 - x514 * x515 - x514 * x637 + 4 x515^2 - x515 * x516 - x515 * x638 + 4 x516^2 - x516 * x517 - x516 * x639 + 4 x517^2 - x517 * x518 - x517 * x640 + 4 x518^2 - x518 * x519 - x518 * x641 + 4 x519^2 - x519 * x520 - x519 * x642 + 4 x520^2 - x520 * x521 - x520 * x643 + 4 x521^2 - x521 * x522 - x521 * x644 + 4 x522^2 - x522 * x523 - x522 * x645 + 4 x523^2 - x523 * x524 - x523 * x646 + 4 x524^2 - x524 * x525 - x524 * x647 + 4 x525^2 - x525 * x526 - x525 * x648 + 4 x526^2 - x526 * x527 - x526 * x649 + 4 x527^2 - x527 * x528 - x527 * x650 + 4 x528^2 - x528 * x529 - x528 * x651 + 4 x529^2 - x529 * x530 - x529 * x652 + 4 x530^2 - x530 * x531 - x530 * x653 + 4 x531^2 - x531 * x532 - x531 * x654 + 4 x532^2 - x532 * x533 - x532 * x655 + 4 x533^2 - x533 * x534 - x533 * x656 + 4 x534^2 - x534 * x535 - x534 * x657 + 4 x535^2 - x535 * x536 - x535 * x658 + 4 x536^2 - x536 * x537 - x536 * x659 + 4 x537^2 - x537 * x538 - x537 * x660 + 4 x538^2 - x538 * x539 - x538 * x661 + 4 x539^2 - x539 * x540 - x539 * x662 + 4 x540^2 - x540 * x541 - x540 * x663 + 4 x541^2 - x541 * x542 - x541 * x664 + 4 x542^2 - x542 * x543 - x542 * x665 + 4 x543^2 - x543 * x544 - x543 * x666 + 4 x544^2 - x544 * x545 - x544 * x667 + 4 x545^2 - x545 * x546 - x545 * x668 + 4 x546^2 - x546 * x547 - x546 * x669 + 4 x547^2 - x547 * x548 - x547 * x670 + 4 x548^2 - x548 * x549 - x548 * x671 + 4 x549^2 - x549 * x550 - x549 * x672 + 4 x550^2 - x550 * x551 - x550 * x673 + 4 x551^2 - x551 * x552 - x551 * x674 + 4 x552^2 - x552 * x553 - x552 * x675 + 4 x553^2 - x553 * x554 - x553 * x676 + 4 x554^2 - x554 * x555 - x554 * x677 + 4 x555^2 - x555 * x556 - x555 * x678 + 4 x556^2 - x556 * x557 - x556 * x679 + 4 x557^2 - x557 * x558 - x557 * x680 + 4 x558^2 - x558 * x559 - x558 * x681 + 4 x559^2 - x559 * x560 - x559 * x682 + 4 x560^2 - x560 * x561 - x560 * x683 + 4 x561^2 - x561 * x562 - x561 * x684 + 4 x562^2 - x562 * x563 - x562 * x685 + 4 x563^2 - x563 * x564 - x563 * x686 + 4 x564^2 - x564 * x565 - x564 * x687 + 4 x565^2 - x565 * x566 - x565 * x688 + 4 x566^2 - x566 * x567 - x566 * x689 + 4 x567^2 - x567 * x568 - x567 * x690 + 4 x568^2 - x568 * x569 - x568 * x691 + 4 x569^2 - x569 * x570 - x569 * x692 + 4 x570^2 - x570 * x571 - x570 * x693 + 4 x571^2 - x571 * x572 - x571 * x694 + 4 x572^2 - x572 * x573 - x572 * x695 + 4 x573^2 - x573 * x574 - x573 * x696 + 4 x574^2 - x574 * x575 - x574 * x697 + 4 x575^2 - x575 * x576 - x575 * x698 + 4 x576^2 - x576 * x577 - x576 * x699 + 4 x577^2 - x577 * x578 - x577 * x700 + 4 x578^2 - x578 * x579 - x578 * x701 + 4 x579^2 - x579 * x580 - x579 * x702 + 4 x580^2 - x580 * x581 - x580 * x703 + 4 x581^2 - x581 * x582 - x581 * x704 + 4 x582^2 - x582 * x583 - x582 * x705 + 4 x583^2 - x583 * x584 - x583 * x706 + 4 x584^2 - x584 * x585 - x584 * x707 + 4 x585^2 - x585 * x586 - x585 * x708 + 4 x586^2 - x586 * x587 - x586 * x709 + 4 x587^2 - x587 * x588 - x587 * x710 + 4 x588^2 - x588 * x589 - x588 * x711 + 4 x589^2 - x589 * x590 - x589 * x712 + 4 x590^2 - x590 * x591 - x590 * x713 + 4 x591^2 - x591 * x592 - x591 * x714 + 4 x592^2 - x592 * x593 - x592 * x715 + 4 x593^2 - x593 * x594 - x593 * x716 + 4 x594^2 - x594 * x595 - x594 * x717 + 4 x595^2 - x595 * x596 - x595 * x718 + 4 x596^2 - x596 * x597 - x596 * x719 + 4 x597^2 - x597 * x598 - x597 * x720 + 4 x598^2 - x598 * x599 - x598 * x721 + 4 x599^2 - x599 * x600 - x599 * x722 + 4 x600^2 - x600 * x601 - x600 * x723 + 4 x601^2 - x601 * x602 - x601 * x724 + 4 x602^2 - x602 * x603 - x602 * x725 + 4 x603^2 - x603 * x604 - x603 * x726 + 4 x604^2 - x604 * x605 - x604 * x727 + 4 x605^2 - x605 * x606 - x605 * x728 + 4 x606^2 - x606 * x607 - x606 * x729 + 4 x607^2 - x607 * x608 - x607 * x730 + 4 x608^2 - x608 * x609 - x608 * x731 + 4 x609^2 - x609 * x610 - x609 * x732 + 4 x610^2 - x610 * x611 - x610 * x733 + 4 x611^2 - x611 * x612 - x611 * x734 + 4 x612^2 - x612 * x613 - x612 * x735 + 4 x613^2 - x613 * x614 - x613 * x736 + 4 x614^2 - x614 * x615 - x614 * x737 + 4 x615^2 - x615 * x616 - x615 * x738 + 3.5 x616^2 - x616 * x739 + 3.5 x617^2 - x617 * x618 - x617 * x740 + 4 x618^2 - x618 * x619 - x618 * x741 + 4 x619^2 - x619 * x620 - x619 * x742 + 4 x620^2 - x620 * x621 - x620 * x743 + 4 x621^2 - x621 * x622 - x621 * x744 + 4 x622^2 - x622 * x623 - x622 * x745 + 4 x623^2 - x623 * x624 - x623 * x746 + 4 x624^2 - x624 * x625 - x624 * x747 + 4 x625^2 - x625 * x626 - x625 * x748 + 4 x626^2 - x626 * x627 - x626 * x749 + 4 x627^2 - x627 * x628 - x627 * x750 + 4 x628^2 - x628 * x629 - x628 * x751 + 4 x629^2 - x629 * x630 - x629 * x752 + 4 x630^2 - x630 * x631 - x630 * x753 + 4 x631^2 - x631 * x632 - x631 * x754 + 4 x632^2 - x632 * x633 - x632 * x755 + 4 x633^2 - x633 * x634 - x633 * x756 + 4 x634^2 - x634 * x635 - x634 * x757 + 4 x635^2 - x635 * x636 - x635 * x758 + 4 x636^2 - x636 * x637 - x636 * x759 + 4 x637^2 - x637 * x638 - x637 * x760 + 4 x638^2 - x638 * x639 - x638 * x761 + 4 x639^2 - x639 * x640 - x639 * x762 + 4 x640^2 - x640 * x641 - x640 * x763 + 4 x641^2 - x641 * x642 - x641 * x764 + 4 x642^2 - x642 * x643 - x642 * x765 + 4 x643^2 - x643 * x644 - x643 * x766 + 4 x644^2 - x644 * x645 - x644 * x767 + 4 x645^2 - x645 * x646 - x645 * x768 + 4 x646^2 - x646 * x647 - x646 * x769 + 4 x647^2 - x647 * x648 - x647 * x770 + 4 x648^2 - x648 * x649 - x648 * x771 + 4 x649^2 - x649 * x650 - x649 * x772 + 4 x650^2 - x650 * x651 - x650 * x773 + 4 x651^2 - x651 * x652 - x651 * x774 + 4 x652^2 - x652 * x653 - x652 * x775 + 4 x653^2 - x653 * x654 - x653 * x776 + 4 x654^2 - x654 * x655 - x654 * x777 + 4 x655^2 - x655 * x656 - x655 * x778 + 4 x656^2 - x656 * x657 - x656 * x779 + 4 x657^2 - x657 * x658 - x657 * x780 + 4 x658^2 - x658 * x659 - x658 * x781 + 4 x659^2 - x659 * x660 - x659 * x782 + 4 x660^2 - x660 * x661 - x660 * x783 + 4 x661^2 - x661 * x662 - x661 * x784 + 4 x662^2 - x662 * x663 - x662 * x785 + 4 x663^2 - x663 * x664 - x663 * x786 + 4 x664^2 - x664 * x665 - x664 * x787 + 4 x665^2 - x665 * x666 - x665 * x788 + 4 x666^2 - x666 * x667 - x666 * x789 + 4 x667^2 - x667 * x668 - x667 * x790 + 4 x668^2 - x668 * x669 - x668 * x791 + 4 x669^2 - x669 * x670 - x669 * x792 + 4 x670^2 - x670 * x671 - x670 * x793 + 4 x671^2 - x671 * x672 - x671 * x794 + 4 x672^2 - x672 * x673 - x672 * x795 + 4 x673^2 - x673 * x674 - x673 * x796 + 4 x674^2 - x674 * x675 - x674 * x797 + 4 x675^2 - x675 * x676 - x675 * x798 + 4 x676^2 - x676 * x677 - x676 * x799 + 4 x677^2 - x677 * x678 - x677 * x800 + 4 x678^2 - x678 * x679 - x678 * x801 + 4 x679^2 - x679 * x680 - x679 * x802 + 4 x680^2 - x680 * x681 - x680 * x803 + 4 x681^2 - x681 * x682 - x681 * x804 + 4 x682^2 - x682 * x683 - x682 * x805 + 4 x683^2 - x683 * x684 - x683 * x806 + 4 x684^2 - x684 * x685 - x684 * x807 + 4 x685^2 - x685 * x686 - x685 * x808 + 4 x686^2 - x686 * x687 - x686 * x809 + 4 x687^2 - x687 * x688 - x687 * x810 + 4 x688^2 - x688 * x689 - x688 * x811 + 4 x689^2 - x689 * x690 - x689 * x812 + 4 x690^2 - x690 * x691 - x690 * x813 + 4 x691^2 - x691 * x692 - x691 * x814 + 4 x692^2 - x692 * x693 - x692 * x815 + 4 x693^2 - x693 * x694 - x693 * x816 + 4 x694^2 - x694 * x695 - x694 * x817 + 4 x695^2 - x695 * x696 - x695 * x818 + 4 x696^2 - x696 * x697 - x696 * x819 + 4 x697^2 - x697 * x698 - x697 * x820 + 4 x698^2 - x698 * x699 - x698 * x821 + 4 x699^2 - x699 * x700 - x699 * x822 + 4 x700^2 - x700 * x701 - x700 * x823 + 4 x701^2 - x701 * x702 - x701 * x824 + 4 x702^2 - x702 * x703 - x702 * x825 + 4 x703^2 - x703 * x704 - x703 * x826 + 4 x704^2 - x704 * x705 - x704 * x827 + 4 x705^2 - x705 * x706 - x705 * x828 + 4 x706^2 - x706 * x707 - x706 * x829 + 4 x707^2 - x707 * x708 - x707 * x830 + 4 x708^2 - x708 * x709 - x708 * x831 + 4 x709^2 - x709 * x710 - x709 * x832 + 4 x710^2 - x710 * x711 - x710 * x833 + 4 x711^2 - x711 * x712 - x711 * x834 + 4 x712^2 - x712 * x713 - x712 * x835 + 4 x713^2 - x713 * x714 - x713 * x836 + 4 x714^2 - x714 * x715 - x714 * x837 + 4 x715^2 - x715 * x716 - x715 * x838 + 4 x716^2 - x716 * x717 - x716 * x839 + 4 x717^2 - x717 * x718 - x717 * x840 + 4 x718^2 - x718 * x719 - x718 * x841 + 4 x719^2 - x719 * x720 - x719 * x842 + 4 x720^2 - x720 * x721 - x720 * x843 + 4 x721^2 - x721 * x722 - x721 * x844 + 4 x722^2 - x722 * x723 - x722 * x845 + 4 x723^2 - x723 * x724 - x723 * x846 + 4 x724^2 - x724 * x725 - x724 * x847 + 4 x725^2 - x725 * x726 - x725 * x848 + 4 x726^2 - x726 * x727 - x726 * x849 + 4 x727^2 - x727 * x728 - x727 * x850 + 4 x728^2 - x728 * x729 - x728 * x851 + 4 x729^2 - x729 * x730 - x729 * x852 + 4 x730^2 - x730 * x731 - x730 * x853 + 4 x731^2 - x731 * x732 - x731 * x854 + 4 x732^2 - x732 * x733 - x732 * x855 + 4 x733^2 - x733 * x734 - x733 * x856 + 4 x734^2 - x734 * x735 - x734 * x857 + 4 x735^2 - x735 * x736 - x735 * x858 + 4 x736^2 - x736 * x737 - x736 * x859 + 4 x737^2 - x737 * x738 - x737 * x860 + 4 x738^2 - x738 * x739 - x738 * x861 + 3.5 x739^2 - x739 * x862 + 3.5 x740^2 - x740 * x741 - x740 * x863 + 4 x741^2 - x741 * x742 - x741 * x864 + 4 x742^2 - x742 * x743 - x742 * x865 + 4 x743^2 - x743 * x744 - x743 * x866 + 4 x744^2 - x744 * x745 - x744 * x867 + 4 x745^2 - x745 * x746 - x745 * x868 + 4 x746^2 - x746 * x747 - x746 * x869 + 4 x747^2 - x747 * x748 - x747 * x870 + 4 x748^2 - x748 * x749 - x748 * x871 + 4 x749^2 - x749 * x750 - x749 * x872 + 4 x750^2 - x750 * x751 - x750 * x873 + 4 x751^2 - x751 * x752 - x751 * x874 + 4 x752^2 - x752 * x753 - x752 * x875 + 4 x753^2 - x753 * x754 - x753 * x876 + 4 x754^2 - x754 * x755 - x754 * x877 + 4 x755^2 - x755 * x756 - x755 * x878 + 4 x756^2 - x756 * x757 - x756 * x879 + 4 x757^2 - x757 * x758 - x757 * x880 + 4 x758^2 - x758 * x759 - x758 * x881 + 4 x759^2 - x759 * x760 - x759 * x882 + 4 x760^2 - x760 * x761 - x760 * x883 + 4 x761^2 - x761 * x762 - x761 * x884 + 4 x762^2 - x762 * x763 - x762 * x885 + 4 x763^2 - x763 * x764 - x763 * x886 + 4 x764^2 - x764 * x765 - x764 * x887 + 4 x765^2 - x765 * x766 - x765 * x888 + 4 x766^2 - x766 * x767 - x766 * x889 + 4 x767^2 - x767 * x768 - x767 * x890 + 4 x768^2 - x768 * x769 - x768 * x891 + 4 x769^2 - x769 * x770 - x769 * x892 + 4 x770^2 - x770 * x771 - x770 * x893 + 4 x771^2 - x771 * x772 - x771 * x894 + 4 x772^2 - x772 * x773 - x772 * x895 + 4 x773^2 - x773 * x774 - x773 * x896 + 4 x774^2 - x774 * x775 - x774 * x897 + 4 x775^2 - x775 * x776 - x775 * x898 + 4 x776^2 - x776 * x777 - x776 * x899 + 4 x777^2 - x777 * x778 - x777 * x900 + 4 x778^2 - x778 * x779 - x778 * x901 + 4 x779^2 - x779 * x780 - x779 * x902 + 4 x780^2 - x780 * x781 - x780 * x903 + 4 x781^2 - x781 * x782 - x781 * x904 + 4 x782^2 - x782 * x783 - x782 * x905 + 4 x783^2 - x783 * x784 - x783 * x906 + 4 x784^2 - x784 * x785 - x784 * x907 + 4 x785^2 - x785 * x786 - x785 * x908 + 4 x786^2 - x786 * x787 - x786 * x909 + 4 x787^2 - x787 * x788 - x787 * x910 + 4 x788^2 - x788 * x789 - x788 * x911 + 4 x789^2 - x789 * x790 - x789 * x912 + 4 x790^2 - x790 * x791 - x790 * x913 + 4 x791^2 - x791 * x792 - x791 * x914 + 4 x792^2 - x792 * x793 - x792 * x915 + 4 x793^2 - x793 * x794 - x793 * x916 + 4 x794^2 - x794 * x795 - x794 * x917 + 4 x795^2 - x795 * x796 - x795 * x918 + 4 x796^2 - x796 * x797 - x796 * x919 + 4 x797^2 - x797 * x798 - x797 * x920 + 4 x798^2 - x798 * x799 - x798 * x921 + 4 x799^2 - x799 * x800 - x799 * x922 + 4 x800^2 - x800 * x801 - x800 * x923 + 4 x801^2 - x801 * x802 - x801 * x924 + 4 x802^2 - x802 * x803 - x802 * x925 + 4 x803^2 - x803 * x804 - x803 * x926 + 4 x804^2 - x804 * x805 - x804 * x927 + 4 x805^2 - x805 * x806 - x805 * x928 + 4 x806^2 - x806 * x807 - x806 * x929 + 4 x807^2 - x807 * x808 - x807 * x930 + 4 x808^2 - x808 * x809 - x808 * x931 + 4 x809^2 - x809 * x810 - x809 * x932 + 4 x810^2 - x810 * x811 - x810 * x933 + 4 x811^2 - x811 * x812 - x811 * x934 + 4 x812^2 - x812 * x813 - x812 * x935 + 4 x813^2 - x813 * x814 - x813 * x936 + 4 x814^2 - x814 * x815 - x814 * x937 + 4 x815^2 - x815 * x816 - x815 * x938 + 4 x816^2 - x816 * x817 - x816 * x939 + 4 x817^2 - x817 * x818 - x817 * x940 + 4 x818^2 - x818 * x819 - x818 * x941 + 4 x819^2 - x819 * x820 - x819 * x942 + 4 x820^2 - x820 * x821 - x820 * x943 + 4 x821^2 - x821 * x822 - x821 * x944 + 4 x822^2 - x822 * x823 - x822 * x945 + 4 x823^2 - x823 * x824 - x823 * x946 + 4 x824^2 - x824 * x825 - x824 * x947 + 4 x825^2 - x825 * x826 - x825 * x948 + 4 x826^2 - x826 * x827 - x826 * x949 + 4 x827^2 - x827 * x828 - x827 * x950 + 4 x828^2 - x828 * x829 - x828 * x951 + 4 x829^2 - x829 * x830 - x829 * x952 + 4 x830^2 - x830 * x831 - x830 * x953 + 4 x831^2 - x831 * x832 - x831 * x954 + 4 x832^2 - x832 * x833 - x832 * x955 + 4 x833^2 - x833 * x834 - x833 * x956 + 4 x834^2 - x834 * x835 - x834 * x957 + 4 x835^2 - x835 * x836 - x835 * x958 + 4 x836^2 - x836 * x837 - x836 * x959 + 4 x837^2 - x837 * x838 - x837 * x960 + 4 x838^2 - x838 * x839 - x838 * x961 + 4 x839^2 - x839 * x840 - x839 * x962 + 4 x840^2 - x840 * x841 - x840 * x963 + 4 x841^2 - x841 * x842 - x841 * x964 + 4 x842^2 - x842 * x843 - x842 * x965 + 4 x843^2 - x843 * x844 - x843 * x966 + 4 x844^2 - x844 * x845 - x844 * x967 + 4 x845^2 - x845 * x846 - x845 * x968 + 4 x846^2 - x846 * x847 - x846 * x969 + 4 x847^2 - x847 * x848 - x847 * x970 + 4 x848^2 - x848 * x849 - x848 * x971 + 4 x849^2 - x849 * x850 - x849 * x972 + 4 x850^2 - x850 * x851 - x850 * x973 + 4 x851^2 - x851 * x852 - x851 * x974 + 4 x852^2 - x852 * x853 - x852 * x975 + 4 x853^2 - x853 * x854 - x853 * x976 + 4 x854^2 - x854 * x855 - x854 * x977 + 4 x855^2 - x855 * x856 - x855 * x978 + 4 x856^2 - x856 * x857 - x856 * x979 + 4 x857^2 - x857 * x858 - x857 * x980 + 4 x858^2 - x858 * x859 - x858 * x981 + 4 x859^2 - x859 * x860 - x859 * x982 + 4 x860^2 - x860 * x861 - x860 * x983 + 4 x861^2 - x861 * x862 - x861 * x984 + 3.5 x862^2 - x862 * x985 + 3.5 x863^2 - x863 * x864 - x863 * x986 + 4 x864^2 - x864 * x865 - x864 * x987 + 4 x865^2 - x865 * x866 - x865 * x988 + 4 x866^2 - x866 * x867 - x866 * x989 + 4 x867^2 - x867 * x868 - x867 * x990 + 4 x868^2 - x868 * x869 - x868 * x991 + 4 x869^2 - x869 * x870 - x869 * x992 + 4 x870^2 - x870 * x871 - x870 * x993 + 4 x871^2 - x871 * x872 - x871 * x994 + 4 x872^2 - x872 * x873 - x872 * x995 + 4 x873^2 - x873 * x874 - x873 * x996 + 4 x874^2 - x874 * x875 - x874 * x997 + 4 x875^2 - x875 * x876 - x875 * x998 + 4 x876^2 - x876 * x877 - x876 * x999 + 4 x877^2 - x877 * x878 - x877 * x1000 + 4 x878^2 - x878 * x879 - x878 * x1001 + 4 x879^2 - x879 * x880 - x879 * x1002 + 4 x880^2 - x880 * x881 - x880 * x1003 + 4 x881^2 - x881 * x882 - x881 * x1004 + 4 x882^2 - x882 * x883 - x882 * x1005 + 4 x883^2 - x883 * x884 - x883 * x1006 + 4 x884^2 - x884 * x885 - x884 * x1007 + 4 x885^2 - x885 * x886 - x885 * x1008 + 4 x886^2 - x886 * x887 - x886 * x1009 + 4 x887^2 - x887 * x888 - x887 * x1010 + 4 x888^2 - x888 * x889 - x888 * x1011 + 4 x889^2 - x889 * x890 - x889 * x1012 + 4 x890^2 - x890 * x891 - x890 * x1013 + 4 x891^2 - x891 * x892 - x891 * x1014 + 4 x892^2 - x892 * x893 - x892 * x1015 + 4 x893^2 - x893 * x894 - x893 * x1016 + 4 x894^2 - x894 * x895 - x894 * x1017 + 4 x895^2 - x895 * x896 - x895 * x1018 + 4 x896^2 - x896 * x897 - x896 * x1019 + 4 x897^2 - x897 * x898 - x897 * x1020 + 4 x898^2 - x898 * x899 - x898 * x1021 + 4 x899^2 - x899 * x900 - x899 * x1022 + 4 x900^2 - x900 * x901 - x900 * x1023 + 4 x901^2 - x901 * x902 - x901 * x1024 + 4 x902^2 - x902 * x903 - x902 * x1025 + 4 x903^2 - x903 * x904 - x903 * x1026 + 4 x904^2 - x904 * x905 - x904 * x1027 + 4 x905^2 - x905 * x906 - x905 * x1028 + 4 x906^2 - x906 * x907 - x906 * x1029 + 4 x907^2 - x907 * x908 - x907 * x1030 + 4 x908^2 - x908 * x909 - x908 * x1031 + 4 x909^2 - x909 * x910 - x909 * x1032 + 4 x910^2 - x910 * x911 - x910 * x1033 + 4 x911^2 - x911 * x912 - x911 * x1034 + 4 x912^2 - x912 * x913 - x912 * x1035 + 4 x913^2 - x913 * x914 - x913 * x1036 + 4 x914^2 - x914 * x915 - x914 * x1037 + 4 x915^2 - x915 * x916 - x915 * x1038 + 4 x916^2 - x916 * x917 - x916 * x1039 + 4 x917^2 - x917 * x918 - x917 * x1040 + 4 x918^2 - x918 * x919 - x918 * x1041 + 4 x919^2 - x919 * x920 - x919 * x1042 + 4 x920^2 - x920 * x921 - x920 * x1043 + 4 x921^2 - x921 * x922 - x921 * x1044 + 4 x922^2 - x922 * x923 - x922 * x1045 + 4 x923^2 - x923 * x924 - x923 * x1046 + 4 x924^2 - x924 * x925 - x924 * x1047 + 4 x925^2 - x925 * x926 - x925 * x1048 + 4 x926^2 - x926 * x927 - x926 * x1049 + 4 x927^2 - x927 * x928 - x927 * x1050 + 4 x928^2 - x928 * x929 - x928 * x1051 + 4 x929^2 - x929 * x930 - x929 * x1052 + 4 x930^2 - x930 * x931 - x930 * x1053 + 4 x931^2 - x931 * x932 - x931 * x1054 + 4 x932^2 - x932 * x933 - x932 * x1055 + 4 x933^2 - x933 * x934 - x933 * x1056 + 4 x934^2 - x934 * x935 - x934 * x1057 + 4 x935^2 - x935 * x936 - x935 * x1058 + 4 x936^2 - x936 * x937 - x936 * x1059 + 4 x937^2 - x937 * x938 - x937 * x1060 + 4 x938^2 - x938 * x939 - x938 * x1061 + 4 x939^2 - x939 * x940 - x939 * x1062 + 4 x940^2 - x940 * x941 - x940 * x1063 + 4 x941^2 - x941 * x942 - x941 * x1064 + 4 x942^2 - x942 * x943 - x942 * x1065 + 4 x943^2 - x943 * x944 - x943 * x1066 + 4 x944^2 - x944 * x945 - x944 * x1067 + 4 x945^2 - x945 * x946 - x945 * x1068 + 4 x946^2 - x946 * x947 - x946 * x1069 + 4 x947^2 - x947 * x948 - x947 * x1070 + 4 x948^2 - x948 * x949 - x948 * x1071 + 4 x949^2 - x949 * x950 - x949 * x1072 + 4 x950^2 - x950 * x951 - x950 * x1073 + 4 x951^2 - x951 * x952 - x951 * x1074 + 4 x952^2 - x952 * x953 - x952 * x1075 + 4 x953^2 - x953 * x954 - x953 * x1076 + 4 x954^2 - x954 * x955 - x954 * x1077 + 4 x955^2 - x955 * x956 - x955 * x1078 + 4 x956^2 - x956 * x957 - x956 * x1079 + 4 x957^2 - x957 * x958 - x957 * x1080 + 4 x958^2 - x958 * x959 - x958 * x1081 + 4 x959^2 - x959 * x960 - x959 * x1082 + 4 x960^2 - x960 * x961 - x960 * x1083 + 4 x961^2 - x961 * x962 - x961 * x1084 + 4 x962^2 - x962 * x963 - x962 * x1085 + 4 x963^2 - x963 * x964 - x963 * x1086 + 4 x964^2 - x964 * x965 - x964 * x1087 + 4 x965^2 - x965 * x966 - x965 * x1088 + 4 x966^2 - x966 * x967 - x966 * x1089 + 4 x967^2 - x967 * x968 - x967 * x1090 + 4 x968^2 - x968 * x969 - x968 * x1091 + 4 x969^2 - x969 * x970 - x969 * x1092 + 4 x970^2 - x970 * x971 - x970 * x1093 + 4 x971^2 - x971 * x972 - x971 * x1094 + 4 x972^2 - x972 * x973 - x972 * x1095 + 4 x973^2 - x973 * x974 - x973 * x1096 + 4 x974^2 - x974 * x975 - x974 * x1097 + 4 x975^2 - x975 * x976 - x975 * x1098 + 4 x976^2 - x976 * x977 - x976 * x1099 + 4 x977^2 - x977 * x978 - x977 * x1100 + 4 x978^2 - x978 * x979 - x978 * x1101 + 4 x979^2 - x979 * x980 - x979 * x1102 + 4 x980^2 - x980 * x981 - x980 * x1103 + 4 x981^2 - x981 * x982 - x981 * x1104 + 4 x982^2 - x982 * x983 - x982 * x1105 + 4 x983^2 - x983 * x984 - x983 * x1106 + 4 x984^2 - x984 * x985 - x984 * x1107 + 3.5 x985^2 - x985 * x1108 + 3.5 x986^2 - x986 * x987 - x986 * x1109 + 4 x987^2 - x987 * x988 - x987 * x1110 + 4 x988^2 - x988 * x989 - x988 * x1111 + 4 x989^2 - x989 * x990 - x989 * x1112 + 4 x990^2 - x990 * x991 - x990 * x1113 + 4 x991^2 - x991 * x992 - x991 * x1114 + 4 x992^2 - x992 * x993 - x992 * x1115 + 4 x993^2 - x993 * x994 - x993 * x1116 + 4 x994^2 - x994 * x995 - x994 * x1117 + 4 x995^2 - x995 * x996 - x995 * x1118 + 4 x996^2 - x996 * x997 - x996 * x1119 + 4 x997^2 - x997 * x998 - x997 * x1120 + 4 x998^2 - x998 * x999 - x998 * x1121 + 4 x999^2 - x999 * x1000 - x999 * x1122 + 4 x1000^2 - x1000 * x1001 - x1000 * x1123 + 4 x1001^2 - x1001 * x1002 - x1001 * x1124 + 4 x1002^2 - x1002 * x1003 - x1002 * x1125 + 4 x1003^2 - x1003 * x1004 - x1003 * x1126 + 4 x1004^2 - x1004 * x1005 - x1004 * x1127 + 4 x1005^2 - x1005 * x1006 - x1005 * x1128 + 4 x1006^2 - x1006 * x1007 - x1006 * x1129 + 4 x1007^2 - x1007 * x1008 - x1007 * x1130 + 4 x1008^2 - x1008 * x1009 - x1008 * x1131 + 4 x1009^2 - x1009 * x1010 - x1009 * x1132 + 4 x1010^2 - x1010 * x1011 - x1010 * x1133 + 4 x1011^2 - x1011 * x1012 - x1011 * x1134 + 4 x1012^2 - x1012 * x1013 - x1012 * x1135 + 4 x1013^2 - x1013 * x1014 - x1013 * x1136 + 4 x1014^2 - x1014 * x1015 - x1014 * x1137 + 4 x1015^2 - x1015 * x1016 - x1015 * x1138 + 4 x1016^2 - x1016 * x1017 - x1016 * x1139 + 4 x1017^2 - x1017 * x1018 - x1017 * x1140 + 4 x1018^2 - x1018 * x1019 - x1018 * x1141 + 4 x1019^2 - x1019 * x1020 - x1019 * x1142 + 4 x1020^2 - x1020 * x1021 - x1020 * x1143 + 4 x1021^2 - x1021 * x1022 - x1021 * x1144 + 4 x1022^2 - x1022 * x1023 - x1022 * x1145 + 4 x1023^2 - x1023 * x1024 - x1023 * x1146 + 4 x1024^2 - x1024 * x1025 - x1024 * x1147 + 4 x1025^2 - x1025 * x1026 - x1025 * x1148 + 4 x1026^2 - x1026 * x1027 - x1026 * x1149 + 4 x1027^2 - x1027 * x1028 - x1027 * x1150 + 4 x1028^2 - x1028 * x1029 - x1028 * x1151 + 4 x1029^2 - x1029 * x1030 - x1029 * x1152 + 4 x1030^2 - x1030 * x1031 - x1030 * x1153 + 4 x1031^2 - x1031 * x1032 - x1031 * x1154 + 4 x1032^2 - x1032 * x1033 - x1032 * x1155 + 4 x1033^2 - x1033 * x1034 - x1033 * x1156 + 4 x1034^2 - x1034 * x1035 - x1034 * x1157 + 4 x1035^2 - x1035 * x1036 - x1035 * x1158 + 4 x1036^2 - x1036 * x1037 - x1036 * x1159 + 4 x1037^2 - x1037 * x1038 - x1037 * x1160 + 4 x1038^2 - x1038 * x1039 - x1038 * x1161 + 4 x1039^2 - x1039 * x1040 - x1039 * x1162 + 4 x1040^2 - x1040 * x1041 - x1040 * x1163 + 4 x1041^2 - x1041 * x1042 - x1041 * x1164 + 4 x1042^2 - x1042 * x1043 - x1042 * x1165 + 4 x1043^2 - x1043 * x1044 - x1043 * x1166 + 4 x1044^2 - x1044 * x1045 - x1044 * x1167 + 4 x1045^2 - x1045 * x1046 - x1045 * x1168 + 4 x1046^2 - x1046 * x1047 - x1046 * x1169 + 4 x1047^2 - x1047 * x1048 - x1047 * x1170 + 4 x1048^2 - x1048 * x1049 - x1048 * x1171 + 4 x1049^2 - x1049 * x1050 - x1049 * x1172 + 4 x1050^2 - x1050 * x1051 - x1050 * x1173 + 4 x1051^2 - x1051 * x1052 - x1051 * x1174 + 4 x1052^2 - x1052 * x1053 - x1052 * x1175 + 4 x1053^2 - x1053 * x1054 - x1053 * x1176 + 4 x1054^2 - x1054 * x1055 - x1054 * x1177 + 4 x1055^2 - x1055 * x1056 - x1055 * x1178 + 4 x1056^2 - x1056 * x1057 - x1056 * x1179 + 4 x1057^2 - x1057 * x1058 - x1057 * x1180 + 4 x1058^2 - x1058 * x1059 - x1058 * x1181 + 4 x1059^2 - x1059 * x1060 - x1059 * x1182 + 4 x1060^2 - x1060 * x1061 - x1060 * x1183 + 4 x1061^2 - x1061 * x1062 - x1061 * x1184 + 4 x1062^2 - x1062 * x1063 - x1062 * x1185 + 4 x1063^2 - x1063 * x1064 - x1063 * x1186 + 4 x1064^2 - x1064 * x1065 - x1064 * x1187 + 4 x1065^2 - x1065 * x1066 - x1065 * x1188 + 4 x1066^2 - x1066 * x1067 - x1066 * x1189 + 4 x1067^2 - x1067 * x1068 - x1067 * x1190 + 4 x1068^2 - x1068 * x1069 - x1068 * x1191 + 4 x1069^2 - x1069 * x1070 - x1069 * x1192 + 4 x1070^2 - x1070 * x1071 - x1070 * x1193 + 4 x1071^2 - x1071 * x1072 - x1071 * x1194 + 4 x1072^2 - x1072 * x1073 - x1072 * x1195 + 4 x1073^2 - x1073 * x1074 - x1073 * x1196 + 4 x1074^2 - x1074 * x1075 - x1074 * x1197 + 4 x1075^2 - x1075 * x1076 - x1075 * x1198 + 4 x1076^2 - x1076 * x1077 - x1076 * x1199 + 4 x1077^2 - x1077 * x1078 - x1077 * x1200 + 4 x1078^2 - x1078 * x1079 - x1078 * x1201 + 4 x1079^2 - x1079 * x1080 - x1079 * x1202 + 4 x1080^2 - x1080 * x1081 - x1080 * x1203 + 4 x1081^2 - x1081 * x1082 - x1081 * x1204 + 4 x1082^2 - x1082 * x1083 - x1082 * x1205 + 4 x1083^2 - x1083 * x1084 - x1083 * x1206 + 4 x1084^2 - x1084 * x1085 - x1084 * x1207 + 4 x1085^2 - x1085 * x1086 - x1085 * x1208 + 4 x1086^2 - x1086 * x1087 - x1086 * x1209 + 4 x1087^2 - x1087 * x1088 - x1087 * x1210 + 4 x1088^2 - x1088 * x1089 - x1088 * x1211 + 4 x1089^2 - x1089 * x1090 - x1089 * x1212 + 4 x1090^2 - x1090 * x1091 - x1090 * x1213 + 4 x1091^2 - x1091 * x1092 - x1091 * x1214 + 4 x1092^2 - x1092 * x1093 - x1092 * x1215 + 4 x1093^2 - x1093 * x1094 - x1093 * x1216 + 4 x1094^2 - x1094 * x1095 - x1094 * x1217 + 4 x1095^2 - x1095 * x1096 - x1095 * x1218 + 4 x1096^2 - x1096 * x1097 - x1096 * x1219 + 4 x1097^2 - x1097 * x1098 - x1097 * x1220 + 4 x1098^2 - x1098 * x1099 - x1098 * x1221 + 4 x1099^2 - x1099 * x1100 - x1099 * x1222 + 4 x1100^2 - x1100 * x1101 - x1100 * x1223 + 4 x1101^2 - x1101 * x1102 - x1101 * x1224 + 4 x1102^2 - x1102 * x1103 - x1102 * x1225 + 4 x1103^2 - x1103 * x1104 - x1103 * x1226 + 4 x1104^2 - x1104 * x1105 - x1104 * x1227 + 4 x1105^2 - x1105 * x1106 - x1105 * x1228 + 4 x1106^2 - x1106 * x1107 - x1106 * x1229 + 4 x1107^2 - x1107 * x1108 - x1107 * x1230 + 3.5 x1108^2 - x1108 * x1231 + 3.5 x1109^2 - x1109 * x1110 - x1109 * x1232 + 4 x1110^2 - x1110 * x1111 - x1110 * x1233 + 4 x1111^2 - x1111 * x1112 - x1111 * x1234 + 4 x1112^2 - x1112 * x1113 - x1112 * x1235 + 4 x1113^2 - x1113 * x1114 - x1113 * x1236 + 4 x1114^2 - x1114 * x1115 - x1114 * x1237 + 4 x1115^2 - x1115 * x1116 - x1115 * x1238 + 4 x1116^2 - x1116 * x1117 - x1116 * x1239 + 4 x1117^2 - x1117 * x1118 - x1117 * x1240 + 4 x1118^2 - x1118 * x1119 - x1118 * x1241 + 4 x1119^2 - x1119 * x1120 - x1119 * x1242 + 4 x1120^2 - x1120 * x1121 - x1120 * x1243 + 4 x1121^2 - x1121 * x1122 - x1121 * x1244 + 4 x1122^2 - x1122 * x1123 - x1122 * x1245 + 4 x1123^2 - x1123 * x1124 - x1123 * x1246 + 4 x1124^2 - x1124 * x1125 - x1124 * x1247 + 4 x1125^2 - x1125 * x1126 - x1125 * x1248 + 4 x1126^2 - x1126 * x1127 - x1126 * x1249 + 4 x1127^2 - x1127 * x1128 - x1127 * x1250 + 4 x1128^2 - x1128 * x1129 - x1128 * x1251 + 4 x1129^2 - x1129 * x1130 - x1129 * x1252 + 4 x1130^2 - x1130 * x1131 - x1130 * x1253 + 4 x1131^2 - x1131 * x1132 - x1131 * x1254 + 4 x1132^2 - x1132 * x1133 - x1132 * x1255 + 4 x1133^2 - x1133 * x1134 - x1133 * x1256 + 4 x1134^2 - x1134 * x1135 - x1134 * x1257 + 4 x1135^2 - x1135 * x1136 - x1135 * x1258 + 4 x1136^2 - x1136 * x1137 - x1136 * x1259 + 4 x1137^2 - x1137 * x1138 - x1137 * x1260 + 4 x1138^2 - x1138 * x1139 - x1138 * x1261 + 4 x1139^2 - x1139 * x1140 - x1139 * x1262 + 4 x1140^2 - x1140 * x1141 - x1140 * x1263 + 4 x1141^2 - x1141 * x1142 - x1141 * x1264 + 4 x1142^2 - x1142 * x1143 - x1142 * x1265 + 4 x1143^2 - x1143 * x1144 - x1143 * x1266 + 4 x1144^2 - x1144 * x1145 - x1144 * x1267 + 4 x1145^2 - x1145 * x1146 - x1145 * x1268 + 4 x1146^2 - x1146 * x1147 - x1146 * x1269 + 4 x1147^2 - x1147 * x1148 - x1147 * x1270 + 4 x1148^2 - x1148 * x1149 - x1148 * x1271 + 4 x1149^2 - x1149 * x1150 - x1149 * x1272 + 4 x1150^2 - x1150 * x1151 - x1150 * x1273 + 4 x1151^2 - x1151 * x1152 - x1151 * x1274 + 4 x1152^2 - x1152 * x1153 - x1152 * x1275 + 4 x1153^2 - x1153 * x1154 - x1153 * x1276 + 4 x1154^2 - x1154 * x1155 - x1154 * x1277 + 4 x1155^2 - x1155 * x1156 - x1155 * x1278 + 4 x1156^2 - x1156 * x1157 - x1156 * x1279 + 4 x1157^2 - x1157 * x1158 - x1157 * x1280 + 4 x1158^2 - x1158 * x1159 - x1158 * x1281 + 4 x1159^2 - x1159 * x1160 - x1159 * x1282 + 4 x1160^2 - x1160 * x1161 - x1160 * x1283 + 4 x1161^2 - x1161 * x1162 - x1161 * x1284 + 4 x1162^2 - x1162 * x1163 - x1162 * x1285 + 4 x1163^2 - x1163 * x1164 - x1163 * x1286 + 4 x1164^2 - x1164 * x1165 - x1164 * x1287 + 4 x1165^2 - x1165 * x1166 - x1165 * x1288 + 4 x1166^2 - x1166 * x1167 - x1166 * x1289 + 4 x1167^2 - x1167 * x1168 - x1167 * x1290 + 4 x1168^2 - x1168 * x1169 - x1168 * x1291 + 4 x1169^2 - x1169 * x1170 - x1169 * x1292 + 4 x1170^2 - x1170 * x1171 - x1170 * x1293 + 4 x1171^2 - x1171 * x1172 - x1171 * x1294 + 4 x1172^2 - x1172 * x1173 - x1172 * x1295 + 4 x1173^2 - x1173 * x1174 - x1173 * x1296 + 4 x1174^2 - x1174 * x1175 - x1174 * x1297 + 4 x1175^2 - x1175 * x1176 - x1175 * x1298 + 4 x1176^2 - x1176 * x1177 - x1176 * x1299 + 4 x1177^2 - x1177 * x1178 - x1177 * x1300 + 4 x1178^2 - x1178 * x1179 - x1178 * x1301 + 4 x1179^2 - x1179 * x1180 - x1179 * x1302 + 4 x1180^2 - x1180 * x1181 - x1180 * x1303 + 4 x1181^2 - x1181 * x1182 - x1181 * x1304 + 4 x1182^2 - x1182 * x1183 - x1182 * x1305 + 4 x1183^2 - x1183 * x1184 - x1183 * x1306 + 4 x1184^2 - x1184 * x1185 - x1184 * x1307 + 4 x1185^2 - x1185 * x1186 - x1185 * x1308 + 4 x1186^2 - x1186 * x1187 - x1186 * x1309 + 4 x1187^2 - x1187 * x1188 - x1187 * x1310 + 4 x1188^2 - x1188 * x1189 - x1188 * x1311 + 4 x1189^2 - x1189 * x1190 - x1189 * x1312 + 4 x1190^2 - x1190 * x1191 - x1190 * x1313 + 4 x1191^2 - x1191 * x1192 - x1191 * x1314 + 4 x1192^2 - x1192 * x1193 - x1192 * x1315 + 4 x1193^2 - x1193 * x1194 - x1193 * x1316 + 4 x1194^2 - x1194 * x1195 - x1194 * x1317 + 4 x1195^2 - x1195 * x1196 - x1195 * x1318 + 4 x1196^2 - x1196 * x1197 - x1196 * x1319 + 4 x1197^2 - x1197 * x1198 - x1197 * x1320 + 4 x1198^2 - x1198 * x1199 - x1198 * x1321 + 4 x1199^2 - x1199 * x1200 - x1199 * x1322 + 4 x1200^2 - x1200 * x1201 - x1200 * x1323 + 4 x1201^2 - x1201 * x1202 - x1201 * x1324 + 4 x1202^2 - x1202 * x1203 - x1202 * x1325 + 4 x1203^2 - x1203 * x1204 - x1203 * x1326 + 4 x1204^2 - x1204 * x1205 - x1204 * x1327 + 4 x1205^2 - x1205 * x1206 - x1205 * x1328 + 4 x1206^2 - x1206 * x1207 - x1206 * x1329 + 4 x1207^2 - x1207 * x1208 - x1207 * x1330 + 4 x1208^2 - x1208 * x1209 - x1208 * x1331 + 4 x1209^2 - x1209 * x1210 - x1209 * x1332 + 4 x1210^2 - x1210 * x1211 - x1210 * x1333 + 4 x1211^2 - x1211 * x1212 - x1211 * x1334 + 4 x1212^2 - x1212 * x1213 - x1212 * x1335 + 4 x1213^2 - x1213 * x1214 - x1213 * x1336 + 4 x1214^2 - x1214 * x1215 - x1214 * x1337 + 4 x1215^2 - x1215 * x1216 - x1215 * x1338 + 4 x1216^2 - x1216 * x1217 - x1216 * x1339 + 4 x1217^2 - x1217 * x1218 - x1217 * x1340 + 4 x1218^2 - x1218 * x1219 - x1218 * x1341 + 4 x1219^2 - x1219 * x1220 - x1219 * x1342 + 4 x1220^2 - x1220 * x1221 - x1220 * x1343 + 4 x1221^2 - x1221 * x1222 - x1221 * x1344 + 4 x1222^2 - x1222 * x1223 - x1222 * x1345 + 4 x1223^2 - x1223 * x1224 - x1223 * x1346 + 4 x1224^2 - x1224 * x1225 - x1224 * x1347 + 4 x1225^2 - x1225 * x1226 - x1225 * x1348 + 4 x1226^2 - x1226 * x1227 - x1226 * x1349 + 4 x1227^2 - x1227 * x1228 - x1227 * x1350 + 4 x1228^2 - x1228 * x1229 - x1228 * x1351 + 4 x1229^2 - x1229 * x1230 - x1229 * x1352 + 4 x1230^2 - x1230 * x1231 - x1230 * x1353 + 3.5 x1231^2 - x1231 * x1354 + 3.5 x1232^2 - x1232 * x1233 - x1232 * x1355 + 4 x1233^2 - x1233 * x1234 - x1233 * x1356 + 4 x1234^2 - x1234 * x1235 - x1234 * x1357 + 4 x1235^2 - x1235 * x1236 - x1235 * x1358 + 4 x1236^2 - x1236 * x1237 - x1236 * x1359 + 4 x1237^2 - x1237 * x1238 - x1237 * x1360 + 4 x1238^2 - x1238 * x1239 - x1238 * x1361 + 4 x1239^2 - x1239 * x1240 - x1239 * x1362 + 4 x1240^2 - x1240 * x1241 - x1240 * x1363 + 4 x1241^2 - x1241 * x1242 - x1241 * x1364 + 4 x1242^2 - x1242 * x1243 - x1242 * x1365 + 4 x1243^2 - x1243 * x1244 - x1243 * x1366 + 4 x1244^2 - x1244 * x1245 - x1244 * x1367 + 4 x1245^2 - x1245 * x1246 - x1245 * x1368 + 4 x1246^2 - x1246 * x1247 - x1246 * x1369 + 4 x1247^2 - x1247 * x1248 - x1247 * x1370 + 4 x1248^2 - x1248 * x1249 - x1248 * x1371 + 4 x1249^2 - x1249 * x1250 - x1249 * x1372 + 4 x1250^2 - x1250 * x1251 - x1250 * x1373 + 4 x1251^2 - x1251 * x1252 - x1251 * x1374 + 4 x1252^2 - x1252 * x1253 - x1252 * x1375 + 4 x1253^2 - x1253 * x1254 - x1253 * x1376 + 4 x1254^2 - x1254 * x1255 - x1254 * x1377 + 4 x1255^2 - x1255 * x1256 - x1255 * x1378 + 4 x1256^2 - x1256 * x1257 - x1256 * x1379 + 4 x1257^2 - x1257 * x1258 - x1257 * x1380 + 4 x1258^2 - x1258 * x1259 - x1258 * x1381 + 4 x1259^2 - x1259 * x1260 - x1259 * x1382 + 4 x1260^2 - x1260 * x1261 - x1260 * x1383 + 4 x1261^2 - x1261 * x1262 - x1261 * x1384 + 4 x1262^2 - x1262 * x1263 - x1262 * x1385 + 4 x1263^2 - x1263 * x1264 - x1263 * x1386 + 4 x1264^2 - x1264 * x1265 - x1264 * x1387 + 4 x1265^2 - x1265 * x1266 - x1265 * x1388 + 4 x1266^2 - x1266 * x1267 - x1266 * x1389 + 4 x1267^2 - x1267 * x1268 - x1267 * x1390 + 4 x1268^2 - x1268 * x1269 - x1268 * x1391 + 4 x1269^2 - x1269 * x1270 - x1269 * x1392 + 4 x1270^2 - x1270 * x1271 - x1270 * x1393 + 4 x1271^2 - x1271 * x1272 - x1271 * x1394 + 4 x1272^2 - x1272 * x1273 - x1272 * x1395 + 4 x1273^2 - x1273 * x1274 - x1273 * x1396 + 4 x1274^2 - x1274 * x1275 - x1274 * x1397 + 4 x1275^2 - x1275 * x1276 - x1275 * x1398 + 4 x1276^2 - x1276 * x1277 - x1276 * x1399 + 4 x1277^2 - x1277 * x1278 - x1277 * x1400 + 4 x1278^2 - x1278 * x1279 - x1278 * x1401 + 4 x1279^2 - x1279 * x1280 - x1279 * x1402 + 4 x1280^2 - x1280 * x1281 - x1280 * x1403 + 4 x1281^2 - x1281 * x1282 - x1281 * x1404 + 4 x1282^2 - x1282 * x1283 - x1282 * x1405 + 4 x1283^2 - x1283 * x1284 - x1283 * x1406 + 4 x1284^2 - x1284 * x1285 - x1284 * x1407 + 4 x1285^2 - x1285 * x1286 - x1285 * x1408 + 4 x1286^2 - x1286 * x1287 - x1286 * x1409 + 4 x1287^2 - x1287 * x1288 - x1287 * x1410 + 4 x1288^2 - x1288 * x1289 - x1288 * x1411 + 4 x1289^2 - x1289 * x1290 - x1289 * x1412 + 4 x1290^2 - x1290 * x1291 - x1290 * x1413 + 4 x1291^2 - x1291 * x1292 - x1291 * x1414 + 4 x1292^2 - x1292 * x1293 - x1292 * x1415 + 4 x1293^2 - x1293 * x1294 - x1293 * x1416 + 4 x1294^2 - x1294 * x1295 - x1294 * x1417 + 4 x1295^2 - x1295 * x1296 - x1295 * x1418 + 4 x1296^2 - x1296 * x1297 - x1296 * x1419 + 4 x1297^2 - x1297 * x1298 - x1297 * x1420 + 4 x1298^2 - x1298 * x1299 - x1298 * x1421 + 4 x1299^2 - x1299 * x1300 - x1299 * x1422 + 4 x1300^2 - x1300 * x1301 - x1300 * x1423 + 4 x1301^2 - x1301 * x1302 - x1301 * x1424 + 4 x1302^2 - x1302 * x1303 - x1302 * x1425 + 4 x1303^2 - x1303 * x1304 - x1303 * x1426 + 4 x1304^2 - x1304 * x1305 - x1304 * x1427 + 4 x1305^2 - x1305 * x1306 - x1305 * x1428 + 4 x1306^2 - x1306 * x1307 - x1306 * x1429 + 4 x1307^2 - x1307 * x1308 - x1307 * x1430 + 4 x1308^2 - x1308 * x1309 - x1308 * x1431 + 4 x1309^2 - x1309 * x1310 - x1309 * x1432 + 4 x1310^2 - x1310 * x1311 - x1310 * x1433 + 4 x1311^2 - x1311 * x1312 - x1311 * x1434 + 4 x1312^2 - x1312 * x1313 - x1312 * x1435 + 4 x1313^2 - x1313 * x1314 - x1313 * x1436 + 4 x1314^2 - x1314 * x1315 - x1314 * x1437 + 4 x1315^2 - x1315 * x1316 - x1315 * x1438 + 4 x1316^2 - x1316 * x1317 - x1316 * x1439 + 4 x1317^2 - x1317 * x1318 - x1317 * x1440 + 4 x1318^2 - x1318 * x1319 - x1318 * x1441 + 4 x1319^2 - x1319 * x1320 - x1319 * x1442 + 4 x1320^2 - x1320 * x1321 - x1320 * x1443 + 4 x1321^2 - x1321 * x1322 - x1321 * x1444 + 4 x1322^2 - x1322 * x1323 - x1322 * x1445 + 4 x1323^2 - x1323 * x1324 - x1323 * x1446 + 4 x1324^2 - x1324 * x1325 - x1324 * x1447 + 4 x1325^2 - x1325 * x1326 - x1325 * x1448 + 4 x1326^2 - x1326 * x1327 - x1326 * x1449 + 4 x1327^2 - x1327 * x1328 - x1327 * x1450 + 4 x1328^2 - x1328 * x1329 - x1328 * x1451 + 4 x1329^2 - x1329 * x1330 - x1329 * x1452 + 4 x1330^2 - x1330 * x1331 - x1330 * x1453 + 4 x1331^2 - x1331 * x1332 - x1331 * x1454 + 4 x1332^2 - x1332 * x1333 - x1332 * x1455 + 4 x1333^2 - x1333 * x1334 - x1333 * x1456 + 4 x1334^2 - x1334 * x1335 - x1334 * x1457 + 4 x1335^2 - x1335 * x1336 - x1335 * x1458 + 4 x1336^2 - x1336 * x1337 - x1336 * x1459 + 4 x1337^2 - x1337 * x1338 - x1337 * x1460 + 4 x1338^2 - x1338 * x1339 - x1338 * x1461 + 4 x1339^2 - x1339 * x1340 - x1339 * x1462 + 4 x1340^2 - x1340 * x1341 - x1340 * x1463 + 4 x1341^2 - x1341 * x1342 - x1341 * x1464 + 4 x1342^2 - x1342 * x1343 - x1342 * x1465 + 4 x1343^2 - x1343 * x1344 - x1343 * x1466 + 4 x1344^2 - x1344 * x1345 - x1344 * x1467 + 4 x1345^2 - x1345 * x1346 - x1345 * x1468 + 4 x1346^2 - x1346 * x1347 - x1346 * x1469 + 4 x1347^2 - x1347 * x1348 - x1347 * x1470 + 4 x1348^2 - x1348 * x1349 - x1348 * x1471 + 4 x1349^2 - x1349 * x1350 - x1349 * x1472 + 4 x1350^2 - x1350 * x1351 - x1350 * x1473 + 4 x1351^2 - x1351 * x1352 - x1351 * x1474 + 4 x1352^2 - x1352 * x1353 - x1352 * x1475 + 4 x1353^2 - x1353 * x1354 - x1353 * x1476 + 3.5 x1354^2 - x1354 * x1477 + 3.5 x1355^2 - x1355 * x1356 - x1355 * x1478 + 4 x1356^2 - x1356 * x1357 - x1356 * x1479 + 4 x1357^2 - x1357 * x1358 - x1357 * x1480 + 4 x1358^2 - x1358 * x1359 - x1358 * x1481 + 4 x1359^2 - x1359 * x1360 - x1359 * x1482 + 4 x1360^2 - x1360 * x1361 - x1360 * x1483 + 4 x1361^2 - x1361 * x1362 - x1361 * x1484 + 4 x1362^2 - x1362 * x1363 - x1362 * x1485 + 4 x1363^2 - x1363 * x1364 - x1363 * x1486 + 4 x1364^2 - x1364 * x1365 - x1364 * x1487 + 4 x1365^2 - x1365 * x1366 - x1365 * x1488 + 4 x1366^2 - x1366 * x1367 - x1366 * x1489 + 4 x1367^2 - x1367 * x1368 - x1367 * x1490 + 4 x1368^2 - x1368 * x1369 - x1368 * x1491 + 4 x1369^2 - x1369 * x1370 - x1369 * x1492 + 4 x1370^2 - x1370 * x1371 - x1370 * x1493 + 4 x1371^2 - x1371 * x1372 - x1371 * x1494 + 4 x1372^2 - x1372 * x1373 - x1372 * x1495 + 4 x1373^2 - x1373 * x1374 - x1373 * x1496 + 4 x1374^2 - x1374 * x1375 - x1374 * x1497 + 4 x1375^2 - x1375 * x1376 - x1375 * x1498 + 4 x1376^2 - x1376 * x1377 - x1376 * x1499 + 4 x1377^2 - x1377 * x1378 - x1377 * x1500 + 4 x1378^2 - x1378 * x1379 - x1378 * x1501 + 4 x1379^2 - x1379 * x1380 - x1379 * x1502 + 4 x1380^2 - x1380 * x1381 - x1380 * x1503 + 4 x1381^2 - x1381 * x1382 - x1381 * x1504 + 4 x1382^2 - x1382 * x1383 - x1382 * x1505 + 4 x1383^2 - x1383 * x1384 - x1383 * x1506 + 4 x1384^2 - x1384 * x1385 - x1384 * x1507 + 4 x1385^2 - x1385 * x1386 - x1385 * x1508 + 4 x1386^2 - x1386 * x1387 - x1386 * x1509 + 4 x1387^2 - x1387 * x1388 - x1387 * x1510 + 4 x1388^2 - x1388 * x1389 - x1388 * x1511 + 4 x1389^2 - x1389 * x1390 - x1389 * x1512 + 4 x1390^2 - x1390 * x1391 - x1390 * x1513 + 4 x1391^2 - x1391 * x1392 - x1391 * x1514 + 4 x1392^2 - x1392 * x1393 - x1392 * x1515 + 4 x1393^2 - x1393 * x1394 - x1393 * x1516 + 4 x1394^2 - x1394 * x1395 - x1394 * x1517 + 4 x1395^2 - x1395 * x1396 - x1395 * x1518 + 4 x1396^2 - x1396 * x1397 - x1396 * x1519 + 4 x1397^2 - x1397 * x1398 - x1397 * x1520 + 4 x1398^2 - x1398 * x1399 - x1398 * x1521 + 4 x1399^2 - x1399 * x1400 - x1399 * x1522 + 4 x1400^2 - x1400 * x1401 - x1400 * x1523 + 4 x1401^2 - x1401 * x1402 - x1401 * x1524 + 4 x1402^2 - x1402 * x1403 - x1402 * x1525 + 4 x1403^2 - x1403 * x1404 - x1403 * x1526 + 4 x1404^2 - x1404 * x1405 - x1404 * x1527 + 4 x1405^2 - x1405 * x1406 - x1405 * x1528 + 4 x1406^2 - x1406 * x1407 - x1406 * x1529 + 4 x1407^2 - x1407 * x1408 - x1407 * x1530 + 4 x1408^2 - x1408 * x1409 - x1408 * x1531 + 4 x1409^2 - x1409 * x1410 - x1409 * x1532 + 4 x1410^2 - x1410 * x1411 - x1410 * x1533 + 4 x1411^2 - x1411 * x1412 - x1411 * x1534 + 4 x1412^2 - x1412 * x1413 - x1412 * x1535 + 4 x1413^2 - x1413 * x1414 - x1413 * x1536 + 4 x1414^2 - x1414 * x1415 - x1414 * x1537 + 4 x1415^2 - x1415 * x1416 - x1415 * x1538 + 4 x1416^2 - x1416 * x1417 - x1416 * x1539 + 4 x1417^2 - x1417 * x1418 - x1417 * x1540 + 4 x1418^2 - x1418 * x1419 - x1418 * x1541 + 4 x1419^2 - x1419 * x1420 - x1419 * x1542 + 4 x1420^2 - x1420 * x1421 - x1420 * x1543 + 4 x1421^2 - x1421 * x1422 - x1421 * x1544 + 4 x1422^2 - x1422 * x1423 - x1422 * x1545 + 4 x1423^2 - x1423 * x1424 - x1423 * x1546 + 4 x1424^2 - x1424 * x1425 - x1424 * x1547 + 4 x1425^2 - x1425 * x1426 - x1425 * x1548 + 4 x1426^2 - x1426 * x1427 - x1426 * x1549 + 4 x1427^2 - x1427 * x1428 - x1427 * x1550 + 4 x1428^2 - x1428 * x1429 - x1428 * x1551 + 4 x1429^2 - x1429 * x1430 - x1429 * x1552 + 4 x1430^2 - x1430 * x1431 - x1430 * x1553 + 4 x1431^2 - x1431 * x1432 - x1431 * x1554 + 4 x1432^2 - x1432 * x1433 - x1432 * x1555 + 4 x1433^2 - x1433 * x1434 - x1433 * x1556 + 4 x1434^2 - x1434 * x1435 - x1434 * x1557 + 4 x1435^2 - x1435 * x1436 - x1435 * x1558 + 4 x1436^2 - x1436 * x1437 - x1436 * x1559 + 4 x1437^2 - x1437 * x1438 - x1437 * x1560 + 4 x1438^2 - x1438 * x1439 - x1438 * x1561 + 4 x1439^2 - x1439 * x1440 - x1439 * x1562 + 4 x1440^2 - x1440 * x1441 - x1440 * x1563 + 4 x1441^2 - x1441 * x1442 - x1441 * x1564 + 4 x1442^2 - x1442 * x1443 - x1442 * x1565 + 4 x1443^2 - x1443 * x1444 - x1443 * x1566 + 4 x1444^2 - x1444 * x1445 - x1444 * x1567 + 4 x1445^2 - x1445 * x1446 - x1445 * x1568 + 4 x1446^2 - x1446 * x1447 - x1446 * x1569 + 4 x1447^2 - x1447 * x1448 - x1447 * x1570 + 4 x1448^2 - x1448 * x1449 - x1448 * x1571 + 4 x1449^2 - x1449 * x1450 - x1449 * x1572 + 4 x1450^2 - x1450 * x1451 - x1450 * x1573 + 4 x1451^2 - x1451 * x1452 - x1451 * x1574 + 4 x1452^2 - x1452 * x1453 - x1452 * x1575 + 4 x1453^2 - x1453 * x1454 - x1453 * x1576 + 4 x1454^2 - x1454 * x1455 - x1454 * x1577 + 4 x1455^2 - x1455 * x1456 - x1455 * x1578 + 4 x1456^2 - x1456 * x1457 - x1456 * x1579 + 4 x1457^2 - x1457 * x1458 - x1457 * x1580 + 4 x1458^2 - x1458 * x1459 - x1458 * x1581 + 4 x1459^2 - x1459 * x1460 - x1459 * x1582 + 4 x1460^2 - x1460 * x1461 - x1460 * x1583 + 4 x1461^2 - x1461 * x1462 - x1461 * x1584 + 4 x1462^2 - x1462 * x1463 - x1462 * x1585 + 4 x1463^2 - x1463 * x1464 - x1463 * x1586 + 4 x1464^2 - x1464 * x1465 - x1464 * x1587 + 4 x1465^2 - x1465 * x1466 - x1465 * x1588 + 4 x1466^2 - x1466 * x1467 - x1466 * x1589 + 4 x1467^2 - x1467 * x1468 - x1467 * x1590 + 4 x1468^2 - x1468 * x1469 - x1468 * x1591 + 4 x1469^2 - x1469 * x1470 - x1469 * x1592 + 4 x1470^2 - x1470 * x1471 - x1470 * x1593 + 4 x1471^2 - x1471 * x1472 - x1471 * x1594 + 4 x1472^2 - x1472 * x1473 - x1472 * x1595 + 4 x1473^2 - x1473 * x1474 - x1473 * x1596 + 4 x1474^2 - x1474 * x1475 - x1474 * x1597 + 4 x1475^2 - x1475 * x1476 - x1475 * x1598 + 4 x1476^2 - x1476 * x1477 - x1476 * x1599 + 3.5 x1477^2 - x1477 * x1600 + 3.5 x1478^2 - x1478 * x1479 - x1478 * x1601 + 4 x1479^2 - x1479 * x1480 - x1479 * x1602 + 4 x1480^2 - x1480 * x1481 - x1480 * x1603 + 4 x1481^2 - x1481 * x1482 - x1481 * x1604 + 4 x1482^2 - x1482 * x1483 - x1482 * x1605 + 4 x1483^2 - x1483 * x1484 - x1483 * x1606 + 4 x1484^2 - x1484 * x1485 - x1484 * x1607 + 4 x1485^2 - x1485 * x1486 - x1485 * x1608 + 4 x1486^2 - x1486 * x1487 - x1486 * x1609 + 4 x1487^2 - x1487 * x1488 - x1487 * x1610 + 4 x1488^2 - x1488 * x1489 - x1488 * x1611 + 4 x1489^2 - x1489 * x1490 - x1489 * x1612 + 4 x1490^2 - x1490 * x1491 - x1490 * x1613 + 4 x1491^2 - x1491 * x1492 - x1491 * x1614 + 4 x1492^2 - x1492 * x1493 - x1492 * x1615 + 4 x1493^2 - x1493 * x1494 - x1493 * x1616 + 4 x1494^2 - x1494 * x1495 - x1494 * x1617 + 4 x1495^2 - x1495 * x1496 - x1495 * x1618 + 4 x1496^2 - x1496 * x1497 - x1496 * x1619 + 4 x1497^2 - x1497 * x1498 - x1497 * x1620 + 4 x1498^2 - x1498 * x1499 - x1498 * x1621 + 4 x1499^2 - x1499 * x1500 - x1499 * x1622 + 4 x1500^2 - x1500 * x1501 - x1500 * x1623 + 4 x1501^2 - x1501 * x1502 - x1501 * x1624 + 4 x1502^2 - x1502 * x1503 - x1502 * x1625 + 4 x1503^2 - x1503 * x1504 - x1503 * x1626 + 4 x1504^2 - x1504 * x1505 - x1504 * x1627 + 4 x1505^2 - x1505 * x1506 - x1505 * x1628 + 4 x1506^2 - x1506 * x1507 - x1506 * x1629 + 4 x1507^2 - x1507 * x1508 - x1507 * x1630 + 4 x1508^2 - x1508 * x1509 - x1508 * x1631 + 4 x1509^2 - x1509 * x1510 - x1509 * x1632 + 4 x1510^2 - x1510 * x1511 - x1510 * x1633 + 4 x1511^2 - x1511 * x1512 - x1511 * x1634 + 4 x1512^2 - x1512 * x1513 - x1512 * x1635 + 4 x1513^2 - x1513 * x1514 - x1513 * x1636 + 4 x1514^2 - x1514 * x1515 - x1514 * x1637 + 4 x1515^2 - x1515 * x1516 - x1515 * x1638 + 4 x1516^2 - x1516 * x1517 - x1516 * x1639 + 4 x1517^2 - x1517 * x1518 - x1517 * x1640 + 4 x1518^2 - x1518 * x1519 - x1518 * x1641 + 4 x1519^2 - x1519 * x1520 - x1519 * x1642 + 4 x1520^2 - x1520 * x1521 - x1520 * x1643 + 4 x1521^2 - x1521 * x1522 - x1521 * x1644 + 4 x1522^2 - x1522 * x1523 - x1522 * x1645 + 4 x1523^2 - x1523 * x1524 - x1523 * x1646 + 4 x1524^2 - x1524 * x1525 - x1524 * x1647 + 4 x1525^2 - x1525 * x1526 - x1525 * x1648 + 4 x1526^2 - x1526 * x1527 - x1526 * x1649 + 4 x1527^2 - x1527 * x1528 - x1527 * x1650 + 4 x1528^2 - x1528 * x1529 - x1528 * x1651 + 4 x1529^2 - x1529 * x1530 - x1529 * x1652 + 4 x1530^2 - x1530 * x1531 - x1530 * x1653 + 4 x1531^2 - x1531 * x1532 - x1531 * x1654 + 4 x1532^2 - x1532 * x1533 - x1532 * x1655 + 4 x1533^2 - x1533 * x1534 - x1533 * x1656 + 4 x1534^2 - x1534 * x1535 - x1534 * x1657 + 4 x1535^2 - x1535 * x1536 - x1535 * x1658 + 4 x1536^2 - x1536 * x1537 - x1536 * x1659 + 4 x1537^2 - x1537 * x1538 - x1537 * x1660 + 4 x1538^2 - x1538 * x1539 - x1538 * x1661 + 4 x1539^2 - x1539 * x1540 - x1539 * x1662 + 4 x1540^2 - x1540 * x1541 - x1540 * x1663 + 4 x1541^2 - x1541 * x1542 - x1541 * x1664 + 4 x1542^2 - x1542 * x1543 - x1542 * x1665 + 4 x1543^2 - x1543 * x1544 - x1543 * x1666 + 4 x1544^2 - x1544 * x1545 - x1544 * x1667 + 4 x1545^2 - x1545 * x1546 - x1545 * x1668 + 4 x1546^2 - x1546 * x1547 - x1546 * x1669 + 4 x1547^2 - x1547 * x1548 - x1547 * x1670 + 4 x1548^2 - x1548 * x1549 - x1548 * x1671 + 4 x1549^2 - x1549 * x1550 - x1549 * x1672 + 4 x1550^2 - x1550 * x1551 - x1550 * x1673 + 4 x1551^2 - x1551 * x1552 - x1551 * x1674 + 4 x1552^2 - x1552 * x1553 - x1552 * x1675 + 4 x1553^2 - x1553 * x1554 - x1553 * x1676 + 4 x1554^2 - x1554 * x1555 - x1554 * x1677 + 4 x1555^2 - x1555 * x1556 - x1555 * x1678 + 4 x1556^2 - x1556 * x1557 - x1556 * x1679 + 4 x1557^2 - x1557 * x1558 - x1557 * x1680 + 4 x1558^2 - x1558 * x1559 - x1558 * x1681 + 4 x1559^2 - x1559 * x1560 - x1559 * x1682 + 4 x1560^2 - x1560 * x1561 - x1560 * x1683 + 4 x1561^2 - x1561 * x1562 - x1561 * x1684 + 4 x1562^2 - x1562 * x1563 - x1562 * x1685 + 4 x1563^2 - x1563 * x1564 - x1563 * x1686 + 4 x1564^2 - x1564 * x1565 - x1564 * x1687 + 4 x1565^2 - x1565 * x1566 - x1565 * x1688 + 4 x1566^2 - x1566 * x1567 - x1566 * x1689 + 4 x1567^2 - x1567 * x1568 - x1567 * x1690 + 4 x1568^2 - x1568 * x1569 - x1568 * x1691 + 4 x1569^2 - x1569 * x1570 - x1569 * x1692 + 4 x1570^2 - x1570 * x1571 - x1570 * x1693 + 4 x1571^2 - x1571 * x1572 - x1571 * x1694 + 4 x1572^2 - x1572 * x1573 - x1572 * x1695 + 4 x1573^2 - x1573 * x1574 - x1573 * x1696 + 4 x1574^2 - x1574 * x1575 - x1574 * x1697 + 4 x1575^2 - x1575 * x1576 - x1575 * x1698 + 4 x1576^2 - x1576 * x1577 - x1576 * x1699 + 4 x1577^2 - x1577 * x1578 - x1577 * x1700 + 4 x1578^2 - x1578 * x1579 - x1578 * x1701 + 4 x1579^2 - x1579 * x1580 - x1579 * x1702 + 4 x1580^2 - x1580 * x1581 - x1580 * x1703 + 4 x1581^2 - x1581 * x1582 - x1581 * x1704 + 4 x1582^2 - x1582 * x1583 - x1582 * x1705 + 4 x1583^2 - x1583 * x1584 - x1583 * x1706 + 4 x1584^2 - x1584 * x1585 - x1584 * x1707 + 4 x1585^2 - x1585 * x1586 - x1585 * x1708 + 4 x1586^2 - x1586 * x1587 - x1586 * x1709 + 4 x1587^2 - x1587 * x1588 - x1587 * x1710 + 4 x1588^2 - x1588 * x1589 - x1588 * x1711 + 4 x1589^2 - x1589 * x1590 - x1589 * x1712 + 4 x1590^2 - x1590 * x1591 - x1590 * x1713 + 4 x1591^2 - x1591 * x1592 - x1591 * x1714 + 4 x1592^2 - x1592 * x1593 - x1592 * x1715 + 4 x1593^2 - x1593 * x1594 - x1593 * x1716 + 4 x1594^2 - x1594 * x1595 - x1594 * x1717 + 4 x1595^2 - x1595 * x1596 - x1595 * x1718 + 4 x1596^2 - x1596 * x1597 - x1596 * x1719 + 4 x1597^2 - x1597 * x1598 - x1597 * x1720 + 4 x1598^2 - x1598 * x1599 - x1598 * x1721 + 4 x1599^2 - x1599 * x1600 - x1599 * x1722 + 3.5 x1600^2 - x1600 * x1723 + 3.5 x1601^2 - x1601 * x1602 - x1601 * x1724 + 4 x1602^2 - x1602 * x1603 - x1602 * x1725 + 4 x1603^2 - x1603 * x1604 - x1603 * x1726 + 4 x1604^2 - x1604 * x1605 - x1604 * x1727 + 4 x1605^2 - x1605 * x1606 - x1605 * x1728 + 4 x1606^2 - x1606 * x1607 - x1606 * x1729 + 4 x1607^2 - x1607 * x1608 - x1607 * x1730 + 4 x1608^2 - x1608 * x1609 - x1608 * x1731 + 4 x1609^2 - x1609 * x1610 - x1609 * x1732 + 4 x1610^2 - x1610 * x1611 - x1610 * x1733 + 4 x1611^2 - x1611 * x1612 - x1611 * x1734 + 4 x1612^2 - x1612 * x1613 - x1612 * x1735 + 4 x1613^2 - x1613 * x1614 - x1613 * x1736 + 4 x1614^2 - x1614 * x1615 - x1614 * x1737 + 4 x1615^2 - x1615 * x1616 - x1615 * x1738 + 4 x1616^2 - x1616 * x1617 - x1616 * x1739 + 4 x1617^2 - x1617 * x1618 - x1617 * x1740 + 4 x1618^2 - x1618 * x1619 - x1618 * x1741 + 4 x1619^2 - x1619 * x1620 - x1619 * x1742 + 4 x1620^2 - x1620 * x1621 - x1620 * x1743 + 4 x1621^2 - x1621 * x1622 - x1621 * x1744 + 4 x1622^2 - x1622 * x1623 - x1622 * x1745 + 4 x1623^2 - x1623 * x1624 - x1623 * x1746 + 4 x1624^2 - x1624 * x1625 - x1624 * x1747 + 4 x1625^2 - x1625 * x1626 - x1625 * x1748 + 4 x1626^2 - x1626 * x1627 - x1626 * x1749 + 4 x1627^2 - x1627 * x1628 - x1627 * x1750 + 4 x1628^2 - x1628 * x1629 - x1628 * x1751 + 4 x1629^2 - x1629 * x1630 - x1629 * x1752 + 4 x1630^2 - x1630 * x1631 - x1630 * x1753 + 4 x1631^2 - x1631 * x1632 - x1631 * x1754 + 4 x1632^2 - x1632 * x1633 - x1632 * x1755 + 4 x1633^2 - x1633 * x1634 - x1633 * x1756 + 4 x1634^2 - x1634 * x1635 - x1634 * x1757 + 4 x1635^2 - x1635 * x1636 - x1635 * x1758 + 4 x1636^2 - x1636 * x1637 - x1636 * x1759 + 4 x1637^2 - x1637 * x1638 - x1637 * x1760 + 4 x1638^2 - x1638 * x1639 - x1638 * x1761 + 4 x1639^2 - x1639 * x1640 - x1639 * x1762 + 4 x1640^2 - x1640 * x1641 - x1640 * x1763 + 4 x1641^2 - x1641 * x1642 - x1641 * x1764 + 4 x1642^2 - x1642 * x1643 - x1642 * x1765 + 4 x1643^2 - x1643 * x1644 - x1643 * x1766 + 4 x1644^2 - x1644 * x1645 - x1644 * x1767 + 4 x1645^2 - x1645 * x1646 - x1645 * x1768 + 4 x1646^2 - x1646 * x1647 - x1646 * x1769 + 4 x1647^2 - x1647 * x1648 - x1647 * x1770 + 4 x1648^2 - x1648 * x1649 - x1648 * x1771 + 4 x1649^2 - x1649 * x1650 - x1649 * x1772 + 4 x1650^2 - x1650 * x1651 - x1650 * x1773 + 4 x1651^2 - x1651 * x1652 - x1651 * x1774 + 4 x1652^2 - x1652 * x1653 - x1652 * x1775 + 4 x1653^2 - x1653 * x1654 - x1653 * x1776 + 4 x1654^2 - x1654 * x1655 - x1654 * x1777 + 4 x1655^2 - x1655 * x1656 - x1655 * x1778 + 4 x1656^2 - x1656 * x1657 - x1656 * x1779 + 4 x1657^2 - x1657 * x1658 - x1657 * x1780 + 4 x1658^2 - x1658 * x1659 - x1658 * x1781 + 4 x1659^2 - x1659 * x1660 - x1659 * x1782 + 4 x1660^2 - x1660 * x1661 - x1660 * x1783 + 4 x1661^2 - x1661 * x1662 - x1661 * x1784 + 4 x1662^2 - x1662 * x1663 - x1662 * x1785 + 4 x1663^2 - x1663 * x1664 - x1663 * x1786 + 4 x1664^2 - x1664 * x1665 - x1664 * x1787 + 4 x1665^2 - x1665 * x1666 - x1665 * x1788 + 4 x1666^2 - x1666 * x1667 - x1666 * x1789 + 4 x1667^2 - x1667 * x1668 - x1667 * x1790 + 4 x1668^2 - x1668 * x1669 - x1668 * x1791 + 4 x1669^2 - x1669 * x1670 - x1669 * x1792 + 4 x1670^2 - x1670 * x1671 - x1670 * x1793 + 4 x1671^2 - x1671 * x1672 - x1671 * x1794 + 4 x1672^2 - x1672 * x1673 - x1672 * x1795 + 4 x1673^2 - x1673 * x1674 - x1673 * x1796 + 4 x1674^2 - x1674 * x1675 - x1674 * x1797 + 4 x1675^2 - x1675 * x1676 - x1675 * x1798 + 4 x1676^2 - x1676 * x1677 - x1676 * x1799 + 4 x1677^2 - x1677 * x1678 - x1677 * x1800 + 4 x1678^2 - x1678 * x1679 - x1678 * x1801 + 4 x1679^2 - x1679 * x1680 - x1679 * x1802 + 4 x1680^2 - x1680 * x1681 - x1680 * x1803 + 4 x1681^2 - x1681 * x1682 - x1681 * x1804 + 4 x1682^2 - x1682 * x1683 - x1682 * x1805 + 4 x1683^2 - x1683 * x1684 - x1683 * x1806 + 4 x1684^2 - x1684 * x1685 - x1684 * x1807 + 4 x1685^2 - x1685 * x1686 - x1685 * x1808 + 4 x1686^2 - x1686 * x1687 - x1686 * x1809 + 4 x1687^2 - x1687 * x1688 - x1687 * x1810 + 4 x1688^2 - x1688 * x1689 - x1688 * x1811 + 4 x1689^2 - x1689 * x1690 - x1689 * x1812 + 4 x1690^2 - x1690 * x1691 - x1690 * x1813 + 4 x1691^2 - x1691 * x1692 - x1691 * x1814 + 4 x1692^2 - x1692 * x1693 - x1692 * x1815 + 4 x1693^2 - x1693 * x1694 - x1693 * x1816 + 4 x1694^2 - x1694 * x1695 - x1694 * x1817 + 4 x1695^2 - x1695 * x1696 - x1695 * x1818 + 4 x1696^2 - x1696 * x1697 - x1696 * x1819 + 4 x1697^2 - x1697 * x1698 - x1697 * x1820 + 4 x1698^2 - x1698 * x1699 - x1698 * x1821 + 4 x1699^2 - x1699 * x1700 - x1699 * x1822 + 4 x1700^2 - x1700 * x1701 - x1700 * x1823 + 4 x1701^2 - x1701 * x1702 - x1701 * x1824 + 4 x1702^2 - x1702 * x1703 - x1702 * x1825 + 4 x1703^2 - x1703 * x1704 - x1703 * x1826 + 4 x1704^2 - x1704 * x1705 - x1704 * x1827 + 4 x1705^2 - x1705 * x1706 - x1705 * x1828 + 4 x1706^2 - x1706 * x1707 - x1706 * x1829 + 4 x1707^2 - x1707 * x1708 - x1707 * x1830 + 4 x1708^2 - x1708 * x1709 - x1708 * x1831 + 4 x1709^2 - x1709 * x1710 - x1709 * x1832 + 4 x1710^2 - x1710 * x1711 - x1710 * x1833 + 4 x1711^2 - x1711 * x1712 - x1711 * x1834 + 4 x1712^2 - x1712 * x1713 - x1712 * x1835 + 4 x1713^2 - x1713 * x1714 - x1713 * x1836 + 4 x1714^2 - x1714 * x1715 - x1714 * x1837 + 4 x1715^2 - x1715 * x1716 - x1715 * x1838 + 4 x1716^2 - x1716 * x1717 - x1716 * x1839 + 4 x1717^2 - x1717 * x1718 - x1717 * x1840 + 4 x1718^2 - x1718 * x1719 - x1718 * x1841 + 4 x1719^2 - x1719 * x1720 - x1719 * x1842 + 4 x1720^2 - x1720 * x1721 - x1720 * x1843 + 4 x1721^2 - x1721 * x1722 - x1721 * x1844 + 4 x1722^2 - x1722 * x1723 - x1722 * x1845 + 3.5 x1723^2 - x1723 * x1846 + 3.5 x1724^2 - x1724 * x1725 - x1724 * x1847 + 4 x1725^2 - x1725 * x1726 - x1725 * x1848 + 4 x1726^2 - x1726 * x1727 - x1726 * x1849 + 4 x1727^2 - x1727 * x1728 - x1727 * x1850 + 4 x1728^2 - x1728 * x1729 - x1728 * x1851 + 4 x1729^2 - x1729 * x1730 - x1729 * x1852 + 4 x1730^2 - x1730 * x1731 - x1730 * x1853 + 4 x1731^2 - x1731 * x1732 - x1731 * x1854 + 4 x1732^2 - x1732 * x1733 - x1732 * x1855 + 4 x1733^2 - x1733 * x1734 - x1733 * x1856 + 4 x1734^2 - x1734 * x1735 - x1734 * x1857 + 4 x1735^2 - x1735 * x1736 - x1735 * x1858 + 4 x1736^2 - x1736 * x1737 - x1736 * x1859 + 4 x1737^2 - x1737 * x1738 - x1737 * x1860 + 4 x1738^2 - x1738 * x1739 - x1738 * x1861 + 4 x1739^2 - x1739 * x1740 - x1739 * x1862 + 4 x1740^2 - x1740 * x1741 - x1740 * x1863 + 4 x1741^2 - x1741 * x1742 - x1741 * x1864 + 4 x1742^2 - x1742 * x1743 - x1742 * x1865 + 4 x1743^2 - x1743 * x1744 - x1743 * x1866 + 4 x1744^2 - x1744 * x1745 - x1744 * x1867 + 4 x1745^2 - x1745 * x1746 - x1745 * x1868 + 4 x1746^2 - x1746 * x1747 - x1746 * x1869 + 4 x1747^2 - x1747 * x1748 - x1747 * x1870 + 4 x1748^2 - x1748 * x1749 - x1748 * x1871 + 4 x1749^2 - x1749 * x1750 - x1749 * x1872 + 4 x1750^2 - x1750 * x1751 - x1750 * x1873 + 4 x1751^2 - x1751 * x1752 - x1751 * x1874 + 4 x1752^2 - x1752 * x1753 - x1752 * x1875 + 4 x1753^2 - x1753 * x1754 - x1753 * x1876 + 4 x1754^2 - x1754 * x1755 - x1754 * x1877 + 4 x1755^2 - x1755 * x1756 - x1755 * x1878 + 4 x1756^2 - x1756 * x1757 - x1756 * x1879 + 4 x1757^2 - x1757 * x1758 - x1757 * x1880 + 4 x1758^2 - x1758 * x1759 - x1758 * x1881 + 4 x1759^2 - x1759 * x1760 - x1759 * x1882 + 4 x1760^2 - x1760 * x1761 - x1760 * x1883 + 4 x1761^2 - x1761 * x1762 - x1761 * x1884 + 4 x1762^2 - x1762 * x1763 - x1762 * x1885 + 4 x1763^2 - x1763 * x1764 - x1763 * x1886 + 4 x1764^2 - x1764 * x1765 - x1764 * x1887 + 4 x1765^2 - x1765 * x1766 - x1765 * x1888 + 4 x1766^2 - x1766 * x1767 - x1766 * x1889 + 4 x1767^2 - x1767 * x1768 - x1767 * x1890 + 4 x1768^2 - x1768 * x1769 - x1768 * x1891 + 4 x1769^2 - x1769 * x1770 - x1769 * x1892 + 4 x1770^2 - x1770 * x1771 - x1770 * x1893 + 4 x1771^2 - x1771 * x1772 - x1771 * x1894 + 4 x1772^2 - x1772 * x1773 - x1772 * x1895 + 4 x1773^2 - x1773 * x1774 - x1773 * x1896 + 4 x1774^2 - x1774 * x1775 - x1774 * x1897 + 4 x1775^2 - x1775 * x1776 - x1775 * x1898 + 4 x1776^2 - x1776 * x1777 - x1776 * x1899 + 4 x1777^2 - x1777 * x1778 - x1777 * x1900 + 4 x1778^2 - x1778 * x1779 - x1778 * x1901 + 4 x1779^2 - x1779 * x1780 - x1779 * x1902 + 4 x1780^2 - x1780 * x1781 - x1780 * x1903 + 4 x1781^2 - x1781 * x1782 - x1781 * x1904 + 4 x1782^2 - x1782 * x1783 - x1782 * x1905 + 4 x1783^2 - x1783 * x1784 - x1783 * x1906 + 4 x1784^2 - x1784 * x1785 - x1784 * x1907 + 4 x1785^2 - x1785 * x1786 - x1785 * x1908 + 4 x1786^2 - x1786 * x1787 - x1786 * x1909 + 4 x1787^2 - x1787 * x1788 - x1787 * x1910 + 4 x1788^2 - x1788 * x1789 - x1788 * x1911 + 4 x1789^2 - x1789 * x1790 - x1789 * x1912 + 4 x1790^2 - x1790 * x1791 - x1790 * x1913 + 4 x1791^2 - x1791 * x1792 - x1791 * x1914 + 4 x1792^2 - x1792 * x1793 - x1792 * x1915 + 4 x1793^2 - x1793 * x1794 - x1793 * x1916 + 4 x1794^2 - x1794 * x1795 - x1794 * x1917 + 4 x1795^2 - x1795 * x1796 - x1795 * x1918 + 4 x1796^2 - x1796 * x1797 - x1796 * x1919 + 4 x1797^2 - x1797 * x1798 - x1797 * x1920 + 4 x1798^2 - x1798 * x1799 - x1798 * x1921 + 4 x1799^2 - x1799 * x1800 - x1799 * x1922 + 4 x1800^2 - x1800 * x1801 - x1800 * x1923 + 4 x1801^2 - x1801 * x1802 - x1801 * x1924 + 4 x1802^2 - x1802 * x1803 - x1802 * x1925 + 4 x1803^2 - x1803 * x1804 - x1803 * x1926 + 4 x1804^2 - x1804 * x1805 - x1804 * x1927 + 4 x1805^2 - x1805 * x1806 - x1805 * x1928 + 4 x1806^2 - x1806 * x1807 - x1806 * x1929 + 4 x1807^2 - x1807 * x1808 - x1807 * x1930 + 4 x1808^2 - x1808 * x1809 - x1808 * x1931 + 4 x1809^2 - x1809 * x1810 - x1809 * x1932 + 4 x1810^2 - x1810 * x1811 - x1810 * x1933 + 4 x1811^2 - x1811 * x1812 - x1811 * x1934 + 4 x1812^2 - x1812 * x1813 - x1812 * x1935 + 4 x1813^2 - x1813 * x1814 - x1813 * x1936 + 4 x1814^2 - x1814 * x1815 - x1814 * x1937 + 4 x1815^2 - x1815 * x1816 - x1815 * x1938 + 4 x1816^2 - x1816 * x1817 - x1816 * x1939 + 4 x1817^2 - x1817 * x1818 - x1817 * x1940 + 4 x1818^2 - x1818 * x1819 - x1818 * x1941 + 4 x1819^2 - x1819 * x1820 - x1819 * x1942 + 4 x1820^2 - x1820 * x1821 - x1820 * x1943 + 4 x1821^2 - x1821 * x1822 - x1821 * x1944 + 4 x1822^2 - x1822 * x1823 - x1822 * x1945 + 4 x1823^2 - x1823 * x1824 - x1823 * x1946 + 4 x1824^2 - x1824 * x1825 - x1824 * x1947 + 4 x1825^2 - x1825 * x1826 - x1825 * x1948 + 4 x1826^2 - x1826 * x1827 - x1826 * x1949 + 4 x1827^2 - x1827 * x1828 - x1827 * x1950 + 4 x1828^2 - x1828 * x1829 - x1828 * x1951 + 4 x1829^2 - x1829 * x1830 - x1829 * x1952 + 4 x1830^2 - x1830 * x1831 - x1830 * x1953 + 4 x1831^2 - x1831 * x1832 - x1831 * x1954 + 4 x1832^2 - x1832 * x1833 - x1832 * x1955 + 4 x1833^2 - x1833 * x1834 - x1833 * x1956 + 4 x1834^2 - x1834 * x1835 - x1834 * x1957 + 4 x1835^2 - x1835 * x1836 - x1835 * x1958 + 4 x1836^2 - x1836 * x1837 - x1836 * x1959 + 4 x1837^2 - x1837 * x1838 - x1837 * x1960 + 4 x1838^2 - x1838 * x1839 - x1838 * x1961 + 4 x1839^2 - x1839 * x1840 - x1839 * x1962 + 4 x1840^2 - x1840 * x1841 - x1840 * x1963 + 4 x1841^2 - x1841 * x1842 - x1841 * x1964 + 4 x1842^2 - x1842 * x1843 - x1842 * x1965 + 4 x1843^2 - x1843 * x1844 - x1843 * x1966 + 4 x1844^2 - x1844 * x1845 - x1844 * x1967 + 4 x1845^2 - x1845 * x1846 - x1845 * x1968 + 3.5 x1846^2 - x1846 * x1969 + 3.5 x1847^2 - x1847 * x1848 - x1847 * x1970 + 4 x1848^2 - x1848 * x1849 - x1848 * x1971 + 4 x1849^2 - x1849 * x1850 - x1849 * x1972 + 4 x1850^2 - x1850 * x1851 - x1850 * x1973 + 4 x1851^2 - x1851 * x1852 - x1851 * x1974 + 4 x1852^2 - x1852 * x1853 - x1852 * x1975 + 4 x1853^2 - x1853 * x1854 - x1853 * x1976 + 4 x1854^2 - x1854 * x1855 - x1854 * x1977 + 4 x1855^2 - x1855 * x1856 - x1855 * x1978 + 4 x1856^2 - x1856 * x1857 - x1856 * x1979 + 4 x1857^2 - x1857 * x1858 - x1857 * x1980 + 4 x1858^2 - x1858 * x1859 - x1858 * x1981 + 4 x1859^2 - x1859 * x1860 - x1859 * x1982 + 4 x1860^2 - x1860 * x1861 - x1860 * x1983 + 4 x1861^2 - x1861 * x1862 - x1861 * x1984 + 4 x1862^2 - x1862 * x1863 - x1862 * x1985 + 4 x1863^2 - x1863 * x1864 - x1863 * x1986 + 4 x1864^2 - x1864 * x1865 - x1864 * x1987 + 4 x1865^2 - x1865 * x1866 - x1865 * x1988 + 4 x1866^2 - x1866 * x1867 - x1866 * x1989 + 4 x1867^2 - x1867 * x1868 - x1867 * x1990 + 4 x1868^2 - x1868 * x1869 - x1868 * x1991 + 4 x1869^2 - x1869 * x1870 - x1869 * x1992 + 4 x1870^2 - x1870 * x1871 - x1870 * x1993 + 4 x1871^2 - x1871 * x1872 - x1871 * x1994 + 4 x1872^2 - x1872 * x1873 - x1872 * x1995 + 4 x1873^2 - x1873 * x1874 - x1873 * x1996 + 4 x1874^2 - x1874 * x1875 - x1874 * x1997 + 4 x1875^2 - x1875 * x1876 - x1875 * x1998 + 4 x1876^2 - x1876 * x1877 - x1876 * x1999 + 4 x1877^2 - x1877 * x1878 - x1877 * x2000 + 4 x1878^2 - x1878 * x1879 - x1878 * x2001 + 4 x1879^2 - x1879 * x1880 - x1879 * x2002 + 4 x1880^2 - x1880 * x1881 - x1880 * x2003 + 4 x1881^2 - x1881 * x1882 - x1881 * x2004 + 4 x1882^2 - x1882 * x1883 - x1882 * x2005 + 4 x1883^2 - x1883 * x1884 - x1883 * x2006 + 4 x1884^2 - x1884 * x1885 - x1884 * x2007 + 4 x1885^2 - x1885 * x1886 - x1885 * x2008 + 4 x1886^2 - x1886 * x1887 - x1886 * x2009 + 4 x1887^2 - x1887 * x1888 - x1887 * x2010 + 4 x1888^2 - x1888 * x1889 - x1888 * x2011 + 4 x1889^2 - x1889 * x1890 - x1889 * x2012 + 4 x1890^2 - x1890 * x1891 - x1890 * x2013 + 4 x1891^2 - x1891 * x1892 - x1891 * x2014 + 4 x1892^2 - x1892 * x1893 - x1892 * x2015 + 4 x1893^2 - x1893 * x1894 - x1893 * x2016 + 4 x1894^2 - x1894 * x1895 - x1894 * x2017 + 4 x1895^2 - x1895 * x1896 - x1895 * x2018 + 4 x1896^2 - x1896 * x1897 - x1896 * x2019 + 4 x1897^2 - x1897 * x1898 - x1897 * x2020 + 4 x1898^2 - x1898 * x1899 - x1898 * x2021 + 4 x1899^2 - x1899 * x1900 - x1899 * x2022 + 4 x1900^2 - x1900 * x1901 - x1900 * x2023 + 4 x1901^2 - x1901 * x1902 - x1901 * x2024 + 4 x1902^2 - x1902 * x1903 - x1902 * x2025 + 4 x1903^2 - x1903 * x1904 - x1903 * x2026 + 4 x1904^2 - x1904 * x1905 - x1904 * x2027 + 4 x1905^2 - x1905 * x1906 - x1905 * x2028 + 4 x1906^2 - x1906 * x1907 - x1906 * x2029 + 4 x1907^2 - x1907 * x1908 - x1907 * x2030 + 4 x1908^2 - x1908 * x1909 - x1908 * x2031 + 4 x1909^2 - x1909 * x1910 - x1909 * x2032 + 4 x1910^2 - x1910 * x1911 - x1910 * x2033 + 4 x1911^2 - x1911 * x1912 - x1911 * x2034 + 4 x1912^2 - x1912 * x1913 - x1912 * x2035 + 4 x1913^2 - x1913 * x1914 - x1913 * x2036 + 4 x1914^2 - x1914 * x1915 - x1914 * x2037 + 4 x1915^2 - x1915 * x1916 - x1915 * x2038 + 4 x1916^2 - x1916 * x1917 - x1916 * x2039 + 4 x1917^2 - x1917 * x1918 - x1917 * x2040 + 4 x1918^2 - x1918 * x1919 - x1918 * x2041 + 4 x1919^2 - x1919 * x1920 - x1919 * x2042 + 4 x1920^2 - x1920 * x1921 - x1920 * x2043 + 4 x1921^2 - x1921 * x1922 - x1921 * x2044 + 4 x1922^2 - x1922 * x1923 - x1922 * x2045 + 4 x1923^2 - x1923 * x1924 - x1923 * x2046 + 4 x1924^2 - x1924 * x1925 - x1924 * x2047 + 4 x1925^2 - x1925 * x1926 - x1925 * x2048 + 4 x1926^2 - x1926 * x1927 - x1926 * x2049 + 4 x1927^2 - x1927 * x1928 - x1927 * x2050 + 4 x1928^2 - x1928 * x1929 - x1928 * x2051 + 4 x1929^2 - x1929 * x1930 - x1929 * x2052 + 4 x1930^2 - x1930 * x1931 - x1930 * x2053 + 4 x1931^2 - x1931 * x1932 - x1931 * x2054 + 4 x1932^2 - x1932 * x1933 - x1932 * x2055 + 4 x1933^2 - x1933 * x1934 - x1933 * x2056 + 4 x1934^2 - x1934 * x1935 - x1934 * x2057 + 4 x1935^2 - x1935 * x1936 - x1935 * x2058 + 4 x1936^2 - x1936 * x1937 - x1936 * x2059 + 4 x1937^2 - x1937 * x1938 - x1937 * x2060 + 4 x1938^2 - x1938 * x1939 - x1938 * x2061 + 4 x1939^2 - x1939 * x1940 - x1939 * x2062 + 4 x1940^2 - x1940 * x1941 - x1940 * x2063 + 4 x1941^2 - x1941 * x1942 - x1941 * x2064 + 4 x1942^2 - x1942 * x1943 - x1942 * x2065 + 4 x1943^2 - x1943 * x1944 - x1943 * x2066 + 4 x1944^2 - x1944 * x1945 - x1944 * x2067 + 4 x1945^2 - x1945 * x1946 - x1945 * x2068 + 4 x1946^2 - x1946 * x1947 - x1946 * x2069 + 4 x1947^2 - x1947 * x1948 - x1947 * x2070 + 4 x1948^2 - x1948 * x1949 - x1948 * x2071 + 4 x1949^2 - x1949 * x1950 - x1949 * x2072 + 4 x1950^2 - x1950 * x1951 - x1950 * x2073 + 4 x1951^2 - x1951 * x1952 - x1951 * x2074 + 4 x1952^2 - x1952 * x1953 - x1952 * x2075 + 4 x1953^2 - x1953 * x1954 - x1953 * x2076 + 4 x1954^2 - x1954 * x1955 - x1954 * x2077 + 4 x1955^2 - x1955 * x1956 - x1955 * x2078 + 4 x1956^2 - x1956 * x1957 - x1956 * x2079 + 4 x1957^2 - x1957 * x1958 - x1957 * x2080 + 4 x1958^2 - x1958 * x1959 - x1958 * x2081 + 4 x1959^2 - x1959 * x1960 - x1959 * x2082 + 4 x1960^2 - x1960 * x1961 - x1960 * x2083 + 4 x1961^2 - x1961 * x1962 - x1961 * x2084 + 4 x1962^2 - x1962 * x1963 - x1962 * x2085 + 4 x1963^2 - x1963 * x1964 - x1963 * x2086 + 4 x1964^2 - x1964 * x1965 - x1964 * x2087 + 4 x1965^2 - x1965 * x1966 - x1965 * x2088 + 4 x1966^2 - x1966 * x1967 - x1966 * x2089 + 4 x1967^2 - x1967 * x1968 - x1967 * x2090 + 4 x1968^2 - x1968 * x1969 - x1968 * x2091 + 3.5 x1969^2 - x1969 * x2092 + 3.5 x1970^2 - x1970 * x1971 - x1970 * x2093 + 4 x1971^2 - x1971 * x1972 - x1971 * x2094 + 4 x1972^2 - x1972 * x1973 - x1972 * x2095 + 4 x1973^2 - x1973 * x1974 - x1973 * x2096 + 4 x1974^2 - x1974 * x1975 - x1974 * x2097 + 4 x1975^2 - x1975 * x1976 - x1975 * x2098 + 4 x1976^2 - x1976 * x1977 - x1976 * x2099 + 4 x1977^2 - x1977 * x1978 - x1977 * x2100 + 4 x1978^2 - x1978 * x1979 - x1978 * x2101 + 4 x1979^2 - x1979 * x1980 - x1979 * x2102 + 4 x1980^2 - x1980 * x1981 - x1980 * x2103 + 4 x1981^2 - x1981 * x1982 - x1981 * x2104 + 4 x1982^2 - x1982 * x1983 - x1982 * x2105 + 4 x1983^2 - x1983 * x1984 - x1983 * x2106 + 4 x1984^2 - x1984 * x1985 - x1984 * x2107 + 4 x1985^2 - x1985 * x1986 - x1985 * x2108 + 4 x1986^2 - x1986 * x1987 - x1986 * x2109 + 4 x1987^2 - x1987 * x1988 - x1987 * x2110 + 4 x1988^2 - x1988 * x1989 - x1988 * x2111 + 4 x1989^2 - x1989 * x1990 - x1989 * x2112 + 4 x1990^2 - x1990 * x1991 - x1990 * x2113 + 4 x1991^2 - x1991 * x1992 - x1991 * x2114 + 4 x1992^2 - x1992 * x1993 - x1992 * x2115 + 4 x1993^2 - x1993 * x1994 - x1993 * x2116 + 4 x1994^2 - x1994 * x1995 - x1994 * x2117 + 4 x1995^2 - x1995 * x1996 - x1995 * x2118 + 4 x1996^2 - x1996 * x1997 - x1996 * x2119 + 4 x1997^2 - x1997 * x1998 - x1997 * x2120 + 4 x1998^2 - x1998 * x1999 - x1998 * x2121 + 4 x1999^2 - x1999 * x2000 - x1999 * x2122 + 4 x2000^2 - x2000 * x2001 - x2000 * x2123 + 4 x2001^2 - x2001 * x2002 - x2001 * x2124 + 4 x2002^2 - x2002 * x2003 - x2002 * x2125 + 4 x2003^2 - x2003 * x2004 - x2003 * x2126 + 4 x2004^2 - x2004 * x2005 - x2004 * x2127 + 4 x2005^2 - x2005 * x2006 - x2005 * x2128 + 4 x2006^2 - x2006 * x2007 - x2006 * x2129 + 4 x2007^2 - x2007 * x2008 - x2007 * x2130 + 4 x2008^2 - x2008 * x2009 - x2008 * x2131 + 4 x2009^2 - x2009 * x2010 - x2009 * x2132 + 4 x2010^2 - x2010 * x2011 - x2010 * x2133 + 4 x2011^2 - x2011 * x2012 - x2011 * x2134 + 4 x2012^2 - x2012 * x2013 - x2012 * x2135 + 4 x2013^2 - x2013 * x2014 - x2013 * x2136 + 4 x2014^2 - x2014 * x2015 - x2014 * x2137 + 4 x2015^2 - x2015 * x2016 - x2015 * x2138 + 4 x2016^2 - x2016 * x2017 - x2016 * x2139 + 4 x2017^2 - x2017 * x2018 - x2017 * x2140 + 4 x2018^2 - x2018 * x2019 - x2018 * x2141 + 4 x2019^2 - x2019 * x2020 - x2019 * x2142 + 4 x2020^2 - x2020 * x2021 - x2020 * x2143 + 4 x2021^2 - x2021 * x2022 - x2021 * x2144 + 4 x2022^2 - x2022 * x2023 - x2022 * x2145 + 4 x2023^2 - x2023 * x2024 - x2023 * x2146 + 4 x2024^2 - x2024 * x2025 - x2024 * x2147 + 4 x2025^2 - x2025 * x2026 - x2025 * x2148 + 4 x2026^2 - x2026 * x2027 - x2026 * x2149 + 4 x2027^2 - x2027 * x2028 - x2027 * x2150 + 4 x2028^2 - x2028 * x2029 - x2028 * x2151 + 4 x2029^2 - x2029 * x2030 - x2029 * x2152 + 4 x2030^2 - x2030 * x2031 - x2030 * x2153 + 4 x2031^2 - x2031 * x2032 - x2031 * x2154 + 4 x2032^2 - x2032 * x2033 - x2032 * x2155 + 4 x2033^2 - x2033 * x2034 - x2033 * x2156 + 4 x2034^2 - x2034 * x2035 - x2034 * x2157 + 4 x2035^2 - x2035 * x2036 - x2035 * x2158 + 4 x2036^2 - x2036 * x2037 - x2036 * x2159 + 4 x2037^2 - x2037 * x2038 - x2037 * x2160 + 4 x2038^2 - x2038 * x2039 - x2038 * x2161 + 4 x2039^2 - x2039 * x2040 - x2039 * x2162 + 4 x2040^2 - x2040 * x2041 - x2040 * x2163 + 4 x2041^2 - x2041 * x2042 - x2041 * x2164 + 4 x2042^2 - x2042 * x2043 - x2042 * x2165 + 4 x2043^2 - x2043 * x2044 - x2043 * x2166 + 4 x2044^2 - x2044 * x2045 - x2044 * x2167 + 4 x2045^2 - x2045 * x2046 - x2045 * x2168 + 4 x2046^2 - x2046 * x2047 - x2046 * x2169 + 4 x2047^2 - x2047 * x2048 - x2047 * x2170 + 4 x2048^2 - x2048 * x2049 - x2048 * x2171 + 4 x2049^2 - x2049 * x2050 - x2049 * x2172 + 4 x2050^2 - x2050 * x2051 - x2050 * x2173 + 4 x2051^2 - x2051 * x2052 - x2051 * x2174 + 4 x2052^2 - x2052 * x2053 - x2052 * x2175 + 4 x2053^2 - x2053 * x2054 - x2053 * x2176 + 4 x2054^2 - x2054 * x2055 - x2054 * x2177 + 4 x2055^2 - x2055 * x2056 - x2055 * x2178 + 4 x2056^2 - x2056 * x2057 - x2056 * x2179 + 4 x2057^2 - x2057 * x2058 - x2057 * x2180 + 4 x2058^2 - x2058 * x2059 - x2058 * x2181 + 4 x2059^2 - x2059 * x2060 - x2059 * x2182 + 4 x2060^2 - x2060 * x2061 - x2060 * x2183 + 4 x2061^2 - x2061 * x2062 - x2061 * x2184 + 4 x2062^2 - x2062 * x2063 - x2062 * x2185 + 4 x2063^2 - x2063 * x2064 - x2063 * x2186 + 4 x2064^2 - x2064 * x2065 - x2064 * x2187 + 4 x2065^2 - x2065 * x2066 - x2065 * x2188 + 4 x2066^2 - x2066 * x2067 - x2066 * x2189 + 4 x2067^2 - x2067 * x2068 - x2067 * x2190 + 4 x2068^2 - x2068 * x2069 - x2068 * x2191 + 4 x2069^2 - x2069 * x2070 - x2069 * x2192 + 4 x2070^2 - x2070 * x2071 - x2070 * x2193 + 4 x2071^2 - x2071 * x2072 - x2071 * x2194 + 4 x2072^2 - x2072 * x2073 - x2072 * x2195 + 4 x2073^2 - x2073 * x2074 - x2073 * x2196 + 4 x2074^2 - x2074 * x2075 - x2074 * x2197 + 4 x2075^2 - x2075 * x2076 - x2075 * x2198 + 4 x2076^2 - x2076 * x2077 - x2076 * x2199 + 4 x2077^2 - x2077 * x2078 - x2077 * x2200 + 4 x2078^2 - x2078 * x2079 - x2078 * x2201 + 4 x2079^2 - x2079 * x2080 - x2079 * x2202 + 4 x2080^2 - x2080 * x2081 - x2080 * x2203 + 4 x2081^2 - x2081 * x2082 - x2081 * x2204 + 4 x2082^2 - x2082 * x2083 - x2082 * x2205 + 4 x2083^2 - x2083 * x2084 - x2083 * x2206 + 4 x2084^2 - x2084 * x2085 - x2084 * x2207 + 4 x2085^2 - x2085 * x2086 - x2085 * x2208 + 4 x2086^2 - x2086 * x2087 - x2086 * x2209 + 4 x2087^2 - x2087 * x2088 - x2087 * x2210 + 4 x2088^2 - x2088 * x2089 - x2088 * x2211 + 4 x2089^2 - x2089 * x2090 - x2089 * x2212 + 4 x2090^2 - x2090 * x2091 - x2090 * x2213 + 4 x2091^2 - x2091 * x2092 - x2091 * x2214 + 3.5 x2092^2 - x2092 * x2215 + 3.5 x2093^2 - x2093 * x2094 - x2093 * x2216 + 4 x2094^2 - x2094 * x2095 - x2094 * x2217 + 4 x2095^2 - x2095 * x2096 - x2095 * x2218 + 4 x2096^2 - x2096 * x2097 - x2096 * x2219 + 4 x2097^2 - x2097 * x2098 - x2097 * x2220 + 4 x2098^2 - x2098 * x2099 - x2098 * x2221 + 4 x2099^2 - x2099 * x2100 - x2099 * x2222 + 4 x2100^2 - x2100 * x2101 - x2100 * x2223 + 4 x2101^2 - x2101 * x2102 - x2101 * x2224 + 4 x2102^2 - x2102 * x2103 - x2102 * x2225 + 4 x2103^2 - x2103 * x2104 - x2103 * x2226 + 4 x2104^2 - x2104 * x2105 - x2104 * x2227 + 4 x2105^2 - x2105 * x2106 - x2105 * x2228 + 4 x2106^2 - x2106 * x2107 - x2106 * x2229 + 4 x2107^2 - x2107 * x2108 - x2107 * x2230 + 4 x2108^2 - x2108 * x2109 - x2108 * x2231 + 4 x2109^2 - x2109 * x2110 - x2109 * x2232 + 4 x2110^2 - x2110 * x2111 - x2110 * x2233 + 4 x2111^2 - x2111 * x2112 - x2111 * x2234 + 4 x2112^2 - x2112 * x2113 - x2112 * x2235 + 4 x2113^2 - x2113 * x2114 - x2113 * x2236 + 4 x2114^2 - x2114 * x2115 - x2114 * x2237 + 4 x2115^2 - x2115 * x2116 - x2115 * x2238 + 4 x2116^2 - x2116 * x2117 - x2116 * x2239 + 4 x2117^2 - x2117 * x2118 - x2117 * x2240 + 4 x2118^2 - x2118 * x2119 - x2118 * x2241 + 4 x2119^2 - x2119 * x2120 - x2119 * x2242 + 4 x2120^2 - x2120 * x2121 - x2120 * x2243 + 4 x2121^2 - x2121 * x2122 - x2121 * x2244 + 4 x2122^2 - x2122 * x2123 - x2122 * x2245 + 4 x2123^2 - x2123 * x2124 - x2123 * x2246 + 4 x2124^2 - x2124 * x2125 - x2124 * x2247 + 4 x2125^2 - x2125 * x2126 - x2125 * x2248 + 4 x2126^2 - x2126 * x2127 - x2126 * x2249 + 4 x2127^2 - x2127 * x2128 - x2127 * x2250 + 4 x2128^2 - x2128 * x2129 - x2128 * x2251 + 4 x2129^2 - x2129 * x2130 - x2129 * x2252 + 4 x2130^2 - x2130 * x2131 - x2130 * x2253 + 4 x2131^2 - x2131 * x2132 - x2131 * x2254 + 4 x2132^2 - x2132 * x2133 - x2132 * x2255 + 4 x2133^2 - x2133 * x2134 - x2133 * x2256 + 4 x2134^2 - x2134 * x2135 - x2134 * x2257 + 4 x2135^2 - x2135 * x2136 - x2135 * x2258 + 4 x2136^2 - x2136 * x2137 - x2136 * x2259 + 4 x2137^2 - x2137 * x2138 - x2137 * x2260 + 4 x2138^2 - x2138 * x2139 - x2138 * x2261 + 4 x2139^2 - x2139 * x2140 - x2139 * x2262 + 4 x2140^2 - x2140 * x2141 - x2140 * x2263 + 4 x2141^2 - x2141 * x2142 - x2141 * x2264 + 4 x2142^2 - x2142 * x2143 - x2142 * x2265 + 4 x2143^2 - x2143 * x2144 - x2143 * x2266 + 4 x2144^2 - x2144 * x2145 - x2144 * x2267 + 4 x2145^2 - x2145 * x2146 - x2145 * x2268 + 4 x2146^2 - x2146 * x2147 - x2146 * x2269 + 4 x2147^2 - x2147 * x2148 - x2147 * x2270 + 4 x2148^2 - x2148 * x2149 - x2148 * x2271 + 4 x2149^2 - x2149 * x2150 - x2149 * x2272 + 4 x2150^2 - x2150 * x2151 - x2150 * x2273 + 4 x2151^2 - x2151 * x2152 - x2151 * x2274 + 4 x2152^2 - x2152 * x2153 - x2152 * x2275 + 4 x2153^2 - x2153 * x2154 - x2153 * x2276 + 4 x2154^2 - x2154 * x2155 - x2154 * x2277 + 4 x2155^2 - x2155 * x2156 - x2155 * x2278 + 4 x2156^2 - x2156 * x2157 - x2156 * x2279 + 4 x2157^2 - x2157 * x2158 - x2157 * x2280 + 4 x2158^2 - x2158 * x2159 - x2158 * x2281 + 4 x2159^2 - x2159 * x2160 - x2159 * x2282 + 4 x2160^2 - x2160 * x2161 - x2160 * x2283 + 4 x2161^2 - x2161 * x2162 - x2161 * x2284 + 4 x2162^2 - x2162 * x2163 - x2162 * x2285 + 4 x2163^2 - x2163 * x2164 - x2163 * x2286 + 4 x2164^2 - x2164 * x2165 - x2164 * x2287 + 4 x2165^2 - x2165 * x2166 - x2165 * x2288 + 4 x2166^2 - x2166 * x2167 - x2166 * x2289 + 4 x2167^2 - x2167 * x2168 - x2167 * x2290 + 4 x2168^2 - x2168 * x2169 - x2168 * x2291 + 4 x2169^2 - x2169 * x2170 - x2169 * x2292 + 4 x2170^2 - x2170 * x2171 - x2170 * x2293 + 4 x2171^2 - x2171 * x2172 - x2171 * x2294 + 4 x2172^2 - x2172 * x2173 - x2172 * x2295 + 4 x2173^2 - x2173 * x2174 - x2173 * x2296 + 4 x2174^2 - x2174 * x2175 - x2174 * x2297 + 4 x2175^2 - x2175 * x2176 - x2175 * x2298 + 4 x2176^2 - x2176 * x2177 - x2176 * x2299 + 4 x2177^2 - x2177 * x2178 - x2177 * x2300 + 4 x2178^2 - x2178 * x2179 - x2178 * x2301 + 4 x2179^2 - x2179 * x2180 - x2179 * x2302 + 4 x2180^2 - x2180 * x2181 - x2180 * x2303 + 4 x2181^2 - x2181 * x2182 - x2181 * x2304 + 4 x2182^2 - x2182 * x2183 - x2182 * x2305 + 4 x2183^2 - x2183 * x2184 - x2183 * x2306 + 4 x2184^2 - x2184 * x2185 - x2184 * x2307 + 4 x2185^2 - x2185 * x2186 - x2185 * x2308 + 4 x2186^2 - x2186 * x2187 - x2186 * x2309 + 4 x2187^2 - x2187 * x2188 - x2187 * x2310 + 4 x2188^2 - x2188 * x2189 - x2188 * x2311 + 4 x2189^2 - x2189 * x2190 - x2189 * x2312 + 4 x2190^2 - x2190 * x2191 - x2190 * x2313 + 4 x2191^2 - x2191 * x2192 - x2191 * x2314 + 4 x2192^2 - x2192 * x2193 - x2192 * x2315 + 4 x2193^2 - x2193 * x2194 - x2193 * x2316 + 4 x2194^2 - x2194 * x2195 - x2194 * x2317 + 4 x2195^2 - x2195 * x2196 - x2195 * x2318 + 4 x2196^2 - x2196 * x2197 - x2196 * x2319 + 4 x2197^2 - x2197 * x2198 - x2197 * x2320 + 4 x2198^2 - x2198 * x2199 - x2198 * x2321 + 4 x2199^2 - x2199 * x2200 - x2199 * x2322 + 4 x2200^2 - x2200 * x2201 - x2200 * x2323 + 4 x2201^2 - x2201 * x2202 - x2201 * x2324 + 4 x2202^2 - x2202 * x2203 - x2202 * x2325 + 4 x2203^2 - x2203 * x2204 - x2203 * x2326 + 4 x2204^2 - x2204 * x2205 - x2204 * x2327 + 4 x2205^2 - x2205 * x2206 - x2205 * x2328 + 4 x2206^2 - x2206 * x2207 - x2206 * x2329 + 4 x2207^2 - x2207 * x2208 - x2207 * x2330 + 4 x2208^2 - x2208 * x2209 - x2208 * x2331 + 4 x2209^2 - x2209 * x2210 - x2209 * x2332 + 4 x2210^2 - x2210 * x2211 - x2210 * x2333 + 4 x2211^2 - x2211 * x2212 - x2211 * x2334 + 4 x2212^2 - x2212 * x2213 - x2212 * x2335 + 4 x2213^2 - x2213 * x2214 - x2213 * x2336 + 4 x2214^2 - x2214 * x2215 - x2214 * x2337 + 3.5 x2215^2 - x2215 * x2338 + 3.5 x2216^2 - x2216 * x2217 - x2216 * x2339 + 4 x2217^2 - x2217 * x2218 - x2217 * x2340 + 4 x2218^2 - x2218 * x2219 - x2218 * x2341 + 4 x2219^2 - x2219 * x2220 - x2219 * x2342 + 4 x2220^2 - x2220 * x2221 - x2220 * x2343 + 4 x2221^2 - x2221 * x2222 - x2221 * x2344 + 4 x2222^2 - x2222 * x2223 - x2222 * x2345 + 4 x2223^2 - x2223 * x2224 - x2223 * x2346 + 4 x2224^2 - x2224 * x2225 - x2224 * x2347 + 4 x2225^2 - x2225 * x2226 - x2225 * x2348 + 4 x2226^2 - x2226 * x2227 - x2226 * x2349 + 4 x2227^2 - x2227 * x2228 - x2227 * x2350 + 4 x2228^2 - x2228 * x2229 - x2228 * x2351 + 4 x2229^2 - x2229 * x2230 - x2229 * x2352 + 4 x2230^2 - x2230 * x2231 - x2230 * x2353 + 4 x2231^2 - x2231 * x2232 - x2231 * x2354 + 4 x2232^2 - x2232 * x2233 - x2232 * x2355 + 4 x2233^2 - x2233 * x2234 - x2233 * x2356 + 4 x2234^2 - x2234 * x2235 - x2234 * x2357 + 4 x2235^2 - x2235 * x2236 - x2235 * x2358 + 4 x2236^2 - x2236 * x2237 - x2236 * x2359 + 4 x2237^2 - x2237 * x2238 - x2237 * x2360 + 4 x2238^2 - x2238 * x2239 - x2238 * x2361 + 4 x2239^2 - x2239 * x2240 - x2239 * x2362 + 4 x2240^2 - x2240 * x2241 - x2240 * x2363 + 4 x2241^2 - x2241 * x2242 - x2241 * x2364 + 4 x2242^2 - x2242 * x2243 - x2242 * x2365 + 4 x2243^2 - x2243 * x2244 - x2243 * x2366 + 4 x2244^2 - x2244 * x2245 - x2244 * x2367 + 4 x2245^2 - x2245 * x2246 - x2245 * x2368 + 4 x2246^2 - x2246 * x2247 - x2246 * x2369 + 4 x2247^2 - x2247 * x2248 - x2247 * x2370 + 4 x2248^2 - x2248 * x2249 - x2248 * x2371 + 4 x2249^2 - x2249 * x2250 - x2249 * x2372 + 4 x2250^2 - x2250 * x2251 - x2250 * x2373 + 4 x2251^2 - x2251 * x2252 - x2251 * x2374 + 4 x2252^2 - x2252 * x2253 - x2252 * x2375 + 4 x2253^2 - x2253 * x2254 - x2253 * x2376 + 4 x2254^2 - x2254 * x2255 - x2254 * x2377 + 4 x2255^2 - x2255 * x2256 - x2255 * x2378 + 4 x2256^2 - x2256 * x2257 - x2256 * x2379 + 4 x2257^2 - x2257 * x2258 - x2257 * x2380 + 4 x2258^2 - x2258 * x2259 - x2258 * x2381 + 4 x2259^2 - x2259 * x2260 - x2259 * x2382 + 4 x2260^2 - x2260 * x2261 - x2260 * x2383 + 4 x2261^2 - x2261 * x2262 - x2261 * x2384 + 4 x2262^2 - x2262 * x2263 - x2262 * x2385 + 4 x2263^2 - x2263 * x2264 - x2263 * x2386 + 4 x2264^2 - x2264 * x2265 - x2264 * x2387 + 4 x2265^2 - x2265 * x2266 - x2265 * x2388 + 4 x2266^2 - x2266 * x2267 - x2266 * x2389 + 4 x2267^2 - x2267 * x2268 - x2267 * x2390 + 4 x2268^2 - x2268 * x2269 - x2268 * x2391 + 4 x2269^2 - x2269 * x2270 - x2269 * x2392 + 4 x2270^2 - x2270 * x2271 - x2270 * x2393 + 4 x2271^2 - x2271 * x2272 - x2271 * x2394 + 4 x2272^2 - x2272 * x2273 - x2272 * x2395 + 4 x2273^2 - x2273 * x2274 - x2273 * x2396 + 4 x2274^2 - x2274 * x2275 - x2274 * x2397 + 4 x2275^2 - x2275 * x2276 - x2275 * x2398 + 4 x2276^2 - x2276 * x2277 - x2276 * x2399 + 4 x2277^2 - x2277 * x2278 - x2277 * x2400 + 4 x2278^2 - x2278 * x2279 - x2278 * x2401 + 4 x2279^2 - x2279 * x2280 - x2279 * x2402 + 4 x2280^2 - x2280 * x2281 - x2280 * x2403 + 4 x2281^2 - x2281 * x2282 - x2281 * x2404 + 4 x2282^2 - x2282 * x2283 - x2282 * x2405 + 4 x2283^2 - x2283 * x2284 - x2283 * x2406 + 4 x2284^2 - x2284 * x2285 - x2284 * x2407 + 4 x2285^2 - x2285 * x2286 - x2285 * x2408 + 4 x2286^2 - x2286 * x2287 - x2286 * x2409 + 4 x2287^2 - x2287 * x2288 - x2287 * x2410 + 4 x2288^2 - x2288 * x2289 - x2288 * x2411 + 4 x2289^2 - x2289 * x2290 - x2289 * x2412 + 4 x2290^2 - x2290 * x2291 - x2290 * x2413 + 4 x2291^2 - x2291 * x2292 - x2291 * x2414 + 4 x2292^2 - x2292 * x2293 - x2292 * x2415 + 4 x2293^2 - x2293 * x2294 - x2293 * x2416 + 4 x2294^2 - x2294 * x2295 - x2294 * x2417 + 4 x2295^2 - x2295 * x2296 - x2295 * x2418 + 4 x2296^2 - x2296 * x2297 - x2296 * x2419 + 4 x2297^2 - x2297 * x2298 - x2297 * x2420 + 4 x2298^2 - x2298 * x2299 - x2298 * x2421 + 4 x2299^2 - x2299 * x2300 - x2299 * x2422 + 4 x2300^2 - x2300 * x2301 - x2300 * x2423 + 4 x2301^2 - x2301 * x2302 - x2301 * x2424 + 4 x2302^2 - x2302 * x2303 - x2302 * x2425 + 4 x2303^2 - x2303 * x2304 - x2303 * x2426 + 4 x2304^2 - x2304 * x2305 - x2304 * x2427 + 4 x2305^2 - x2305 * x2306 - x2305 * x2428 + 4 x2306^2 - x2306 * x2307 - x2306 * x2429 + 4 x2307^2 - x2307 * x2308 - x2307 * x2430 + 4 x2308^2 - x2308 * x2309 - x2308 * x2431 + 4 x2309^2 - x2309 * x2310 - x2309 * x2432 + 4 x2310^2 - x2310 * x2311 - x2310 * x2433 + 4 x2311^2 - x2311 * x2312 - x2311 * x2434 + 4 x2312^2 - x2312 * x2313 - x2312 * x2435 + 4 x2313^2 - x2313 * x2314 - x2313 * x2436 + 4 x2314^2 - x2314 * x2315 - x2314 * x2437 + 4 x2315^2 - x2315 * x2316 - x2315 * x2438 + 4 x2316^2 - x2316 * x2317 - x2316 * x2439 + 4 x2317^2 - x2317 * x2318 - x2317 * x2440 + 4 x2318^2 - x2318 * x2319 - x2318 * x2441 + 4 x2319^2 - x2319 * x2320 - x2319 * x2442 + 4 x2320^2 - x2320 * x2321 - x2320 * x2443 + 4 x2321^2 - x2321 * x2322 - x2321 * x2444 + 4 x2322^2 - x2322 * x2323 - x2322 * x2445 + 4 x2323^2 - x2323 * x2324 - x2323 * x2446 + 4 x2324^2 - x2324 * x2325 - x2324 * x2447 + 4 x2325^2 - x2325 * x2326 - x2325 * x2448 + 4 x2326^2 - x2326 * x2327 - x2326 * x2449 + 4 x2327^2 - x2327 * x2328 - x2327 * x2450 + 4 x2328^2 - x2328 * x2329 - x2328 * x2451 + 4 x2329^2 - x2329 * x2330 - x2329 * x2452 + 4 x2330^2 - x2330 * x2331 - x2330 * x2453 + 4 x2331^2 - x2331 * x2332 - x2331 * x2454 + 4 x2332^2 - x2332 * x2333 - x2332 * x2455 + 4 x2333^2 - x2333 * x2334 - x2333 * x2456 + 4 x2334^2 - x2334 * x2335 - x2334 * x2457 + 4 x2335^2 - x2335 * x2336 - x2335 * x2458 + 4 x2336^2 - x2336 * x2337 - x2336 * x2459 + 4 x2337^2 - x2337 * x2338 - x2337 * x2460 + 3.5 x2338^2 - x2338 * x2461 + 3.5 x2339^2 - x2339 * x2340 - x2339 * x2462 + 4 x2340^2 - x2340 * x2341 - x2340 * x2463 + 4 x2341^2 - x2341 * x2342 - x2341 * x2464 + 4 x2342^2 - x2342 * x2343 - x2342 * x2465 + 4 x2343^2 - x2343 * x2344 - x2343 * x2466 + 4 x2344^2 - x2344 * x2345 - x2344 * x2467 + 4 x2345^2 - x2345 * x2346 - x2345 * x2468 + 4 x2346^2 - x2346 * x2347 - x2346 * x2469 + 4 x2347^2 - x2347 * x2348 - x2347 * x2470 + 4 x2348^2 - x2348 * x2349 - x2348 * x2471 + 4 x2349^2 - x2349 * x2350 - x2349 * x2472 + 4 x2350^2 - x2350 * x2351 - x2350 * x2473 + 4 x2351^2 - x2351 * x2352 - x2351 * x2474 + 4 x2352^2 - x2352 * x2353 - x2352 * x2475 + 4 x2353^2 - x2353 * x2354 - x2353 * x2476 + 4 x2354^2 - x2354 * x2355 - x2354 * x2477 + 4 x2355^2 - x2355 * x2356 - x2355 * x2478 + 4 x2356^2 - x2356 * x2357 - x2356 * x2479 + 4 x2357^2 - x2357 * x2358 - x2357 * x2480 + 4 x2358^2 - x2358 * x2359 - x2358 * x2481 + 4 x2359^2 - x2359 * x2360 - x2359 * x2482 + 4 x2360^2 - x2360 * x2361 - x2360 * x2483 + 4 x2361^2 - x2361 * x2362 - x2361 * x2484 + 4 x2362^2 - x2362 * x2363 - x2362 * x2485 + 4 x2363^2 - x2363 * x2364 - x2363 * x2486 + 4 x2364^2 - x2364 * x2365 - x2364 * x2487 + 4 x2365^2 - x2365 * x2366 - x2365 * x2488 + 4 x2366^2 - x2366 * x2367 - x2366 * x2489 + 4 x2367^2 - x2367 * x2368 - x2367 * x2490 + 4 x2368^2 - x2368 * x2369 - x2368 * x2491 + 4 x2369^2 - x2369 * x2370 - x2369 * x2492 + 4 x2370^2 - x2370 * x2371 - x2370 * x2493 + 4 x2371^2 - x2371 * x2372 - x2371 * x2494 + 4 x2372^2 - x2372 * x2373 - x2372 * x2495 + 4 x2373^2 - x2373 * x2374 - x2373 * x2496 + 4 x2374^2 - x2374 * x2375 - x2374 * x2497 + 4 x2375^2 - x2375 * x2376 - x2375 * x2498 + 4 x2376^2 - x2376 * x2377 - x2376 * x2499 + 4 x2377^2 - x2377 * x2378 - x2377 * x2500 + 4 x2378^2 - x2378 * x2379 - x2378 * x2501 + 4 x2379^2 - x2379 * x2380 - x2379 * x2502 + 4 x2380^2 - x2380 * x2381 - x2380 * x2503 + 4 x2381^2 - x2381 * x2382 - x2381 * x2504 + 4 x2382^2 - x2382 * x2383 - x2382 * x2505 + 4 x2383^2 - x2383 * x2384 - x2383 * x2506 + 4 x2384^2 - x2384 * x2385 - x2384 * x2507 + 4 x2385^2 - x2385 * x2386 - x2385 * x2508 + 4 x2386^2 - x2386 * x2387 - x2386 * x2509 + 4 x2387^2 - x2387 * x2388 - x2387 * x2510 + 4 x2388^2 - x2388 * x2389 - x2388 * x2511 + 4 x2389^2 - x2389 * x2390 - x2389 * x2512 + 4 x2390^2 - x2390 * x2391 - x2390 * x2513 + 4 x2391^2 - x2391 * x2392 - x2391 * x2514 + 4 x2392^2 - x2392 * x2393 - x2392 * x2515 + 4 x2393^2 - x2393 * x2394 - x2393 * x2516 + 4 x2394^2 - x2394 * x2395 - x2394 * x2517 + 4 x2395^2 - x2395 * x2396 - x2395 * x2518 + 4 x2396^2 - x2396 * x2397 - x2396 * x2519 + 4 x2397^2 - x2397 * x2398 - x2397 * x2520 + 4 x2398^2 - x2398 * x2399 - x2398 * x2521 + 4 x2399^2 - x2399 * x2400 - x2399 * x2522 + 4 x2400^2 - x2400 * x2401 - x2400 * x2523 + 4 x2401^2 - x2401 * x2402 - x2401 * x2524 + 4 x2402^2 - x2402 * x2403 - x2402 * x2525 + 4 x2403^2 - x2403 * x2404 - x2403 * x2526 + 4 x2404^2 - x2404 * x2405 - x2404 * x2527 + 4 x2405^2 - x2405 * x2406 - x2405 * x2528 + 4 x2406^2 - x2406 * x2407 - x2406 * x2529 + 4 x2407^2 - x2407 * x2408 - x2407 * x2530 + 4 x2408^2 - x2408 * x2409 - x2408 * x2531 + 4 x2409^2 - x2409 * x2410 - x2409 * x2532 + 4 x2410^2 - x2410 * x2411 - x2410 * x2533 + 4 x2411^2 - x2411 * x2412 - x2411 * x2534 + 4 x2412^2 - x2412 * x2413 - x2412 * x2535 + 4 x2413^2 - x2413 * x2414 - x2413 * x2536 + 4 x2414^2 - x2414 * x2415 - x2414 * x2537 + 4 x2415^2 - x2415 * x2416 - x2415 * x2538 + 4 x2416^2 - x2416 * x2417 - x2416 * x2539 + 4 x2417^2 - x2417 * x2418 - x2417 * x2540 + 4 x2418^2 - x2418 * x2419 - x2418 * x2541 + 4 x2419^2 - x2419 * x2420 - x2419 * x2542 + 4 x2420^2 - x2420 * x2421 - x2420 * x2543 + 4 x2421^2 - x2421 * x2422 - x2421 * x2544 + 4 x2422^2 - x2422 * x2423 - x2422 * x2545 + 4 x2423^2 - x2423 * x2424 - x2423 * x2546 + 4 x2424^2 - x2424 * x2425 - x2424 * x2547 + 4 x2425^2 - x2425 * x2426 - x2425 * x2548 + 4 x2426^2 - x2426 * x2427 - x2426 * x2549 + 4 x2427^2 - x2427 * x2428 - x2427 * x2550 + 4 x2428^2 - x2428 * x2429 - x2428 * x2551 + 4 x2429^2 - x2429 * x2430 - x2429 * x2552 + 4 x2430^2 - x2430 * x2431 - x2430 * x2553 + 4 x2431^2 - x2431 * x2432 - x2431 * x2554 + 4 x2432^2 - x2432 * x2433 - x2432 * x2555 + 4 x2433^2 - x2433 * x2434 - x2433 * x2556 + 4 x2434^2 - x2434 * x2435 - x2434 * x2557 + 4 x2435^2 - x2435 * x2436 - x2435 * x2558 + 4 x2436^2 - x2436 * x2437 - x2436 * x2559 + 4 x2437^2 - x2437 * x2438 - x2437 * x2560 + 4 x2438^2 - x2438 * x2439 - x2438 * x2561 + 4 x2439^2 - x2439 * x2440 - x2439 * x2562 + 4 x2440^2 - x2440 * x2441 - x2440 * x2563 + 4 x2441^2 - x2441 * x2442 - x2441 * x2564 + 4 x2442^2 - x2442 * x2443 - x2442 * x2565 + 4 x2443^2 - x2443 * x2444 - x2443 * x2566 + 4 x2444^2 - x2444 * x2445 - x2444 * x2567 + 4 x2445^2 - x2445 * x2446 - x2445 * x2568 + 4 x2446^2 - x2446 * x2447 - x2446 * x2569 + 4 x2447^2 - x2447 * x2448 - x2447 * x2570 + 4 x2448^2 - x2448 * x2449 - x2448 * x2571 + 4 x2449^2 - x2449 * x2450 - x2449 * x2572 + 4 x2450^2 - x2450 * x2451 - x2450 * x2573 + 4 x2451^2 - x2451 * x2452 - x2451 * x2574 + 4 x2452^2 - x2452 * x2453 - x2452 * x2575 + 4 x2453^2 - x2453 * x2454 - x2453 * x2576 + 4 x2454^2 - x2454 * x2455 - x2454 * x2577 + 4 x2455^2 - x2455 * x2456 - x2455 * x2578 + 4 x2456^2 - x2456 * x2457 - x2456 * x2579 + 4 x2457^2 - x2457 * x2458 - x2457 * x2580 + 4 x2458^2 - x2458 * x2459 - x2458 * x2581 + 4 x2459^2 - x2459 * x2460 - x2459 * x2582 + 4 x2460^2 - x2460 * x2461 - x2460 * x2583 + 3.5 x2461^2 - x2461 * x2584 + 3.5 x2462^2 - x2462 * x2463 - x2462 * x2585 + 4 x2463^2 - x2463 * x2464 - x2463 * x2586 + 4 x2464^2 - x2464 * x2465 - x2464 * x2587 + 4 x2465^2 - x2465 * x2466 - x2465 * x2588 + 4 x2466^2 - x2466 * x2467 - x2466 * x2589 + 4 x2467^2 - x2467 * x2468 - x2467 * x2590 + 4 x2468^2 - x2468 * x2469 - x2468 * x2591 + 4 x2469^2 - x2469 * x2470 - x2469 * x2592 + 4 x2470^2 - x2470 * x2471 - x2470 * x2593 + 4 x2471^2 - x2471 * x2472 - x2471 * x2594 + 4 x2472^2 - x2472 * x2473 - x2472 * x2595 + 4 x2473^2 - x2473 * x2474 - x2473 * x2596 + 4 x2474^2 - x2474 * x2475 - x2474 * x2597 + 4 x2475^2 - x2475 * x2476 - x2475 * x2598 + 4 x2476^2 - x2476 * x2477 - x2476 * x2599 + 4 x2477^2 - x2477 * x2478 - x2477 * x2600 + 4 x2478^2 - x2478 * x2479 - x2478 * x2601 + 4 x2479^2 - x2479 * x2480 - x2479 * x2602 + 4 x2480^2 - x2480 * x2481 - x2480 * x2603 + 4 x2481^2 - x2481 * x2482 - x2481 * x2604 + 4 x2482^2 - x2482 * x2483 - x2482 * x2605 + 4 x2483^2 - x2483 * x2484 - x2483 * x2606 + 4 x2484^2 - x2484 * x2485 - x2484 * x2607 + 4 x2485^2 - x2485 * x2486 - x2485 * x2608 + 4 x2486^2 - x2486 * x2487 - x2486 * x2609 + 4 x2487^2 - x2487 * x2488 - x2487 * x2610 + 4 x2488^2 - x2488 * x2489 - x2488 * x2611 + 4 x2489^2 - x2489 * x2490 - x2489 * x2612 + 4 x2490^2 - x2490 * x2491 - x2490 * x2613 + 4 x2491^2 - x2491 * x2492 - x2491 * x2614 + 4 x2492^2 - x2492 * x2493 - x2492 * x2615 + 4 x2493^2 - x2493 * x2494 - x2493 * x2616 + 4 x2494^2 - x2494 * x2495 - x2494 * x2617 + 4 x2495^2 - x2495 * x2496 - x2495 * x2618 + 4 x2496^2 - x2496 * x2497 - x2496 * x2619 + 4 x2497^2 - x2497 * x2498 - x2497 * x2620 + 4 x2498^2 - x2498 * x2499 - x2498 * x2621 + 4 x2499^2 - x2499 * x2500 - x2499 * x2622 + 4 x2500^2 - x2500 * x2501 - x2500 * x2623 + 4 x2501^2 - x2501 * x2502 - x2501 * x2624 + 4 x2502^2 - x2502 * x2503 - x2502 * x2625 + 4 x2503^2 - x2503 * x2504 - x2503 * x2626 + 4 x2504^2 - x2504 * x2505 - x2504 * x2627 + 4 x2505^2 - x2505 * x2506 - x2505 * x2628 + 4 x2506^2 - x2506 * x2507 - x2506 * x2629 + 4 x2507^2 - x2507 * x2508 - x2507 * x2630 + 4 x2508^2 - x2508 * x2509 - x2508 * x2631 + 4 x2509^2 - x2509 * x2510 - x2509 * x2632 + 4 x2510^2 - x2510 * x2511 - x2510 * x2633 + 4 x2511^2 - x2511 * x2512 - x2511 * x2634 + 4 x2512^2 - x2512 * x2513 - x2512 * x2635 + 4 x2513^2 - x2513 * x2514 - x2513 * x2636 + 4 x2514^2 - x2514 * x2515 - x2514 * x2637 + 4 x2515^2 - x2515 * x2516 - x2515 * x2638 + 4 x2516^2 - x2516 * x2517 - x2516 * x2639 + 4 x2517^2 - x2517 * x2518 - x2517 * x2640 + 4 x2518^2 - x2518 * x2519 - x2518 * x2641 + 4 x2519^2 - x2519 * x2520 - x2519 * x2642 + 4 x2520^2 - x2520 * x2521 - x2520 * x2643 + 4 x2521^2 - x2521 * x2522 - x2521 * x2644 + 4 x2522^2 - x2522 * x2523 - x2522 * x2645 + 4 x2523^2 - x2523 * x2524 - x2523 * x2646 + 4 x2524^2 - x2524 * x2525 - x2524 * x2647 + 4 x2525^2 - x2525 * x2526 - x2525 * x2648 + 4 x2526^2 - x2526 * x2527 - x2526 * x2649 + 4 x2527^2 - x2527 * x2528 - x2527 * x2650 + 4 x2528^2 - x2528 * x2529 - x2528 * x2651 + 4 x2529^2 - x2529 * x2530 - x2529 * x2652 + 4 x2530^2 - x2530 * x2531 - x2530 * x2653 + 4 x2531^2 - x2531 * x2532 - x2531 * x2654 + 4 x2532^2 - x2532 * x2533 - x2532 * x2655 + 4 x2533^2 - x2533 * x2534 - x2533 * x2656 + 4 x2534^2 - x2534 * x2535 - x2534 * x2657 + 4 x2535^2 - x2535 * x2536 - x2535 * x2658 + 4 x2536^2 - x2536 * x2537 - x2536 * x2659 + 4 x2537^2 - x2537 * x2538 - x2537 * x2660 + 4 x2538^2 - x2538 * x2539 - x2538 * x2661 + 4 x2539^2 - x2539 * x2540 - x2539 * x2662 + 4 x2540^2 - x2540 * x2541 - x2540 * x2663 + 4 x2541^2 - x2541 * x2542 - x2541 * x2664 + 4 x2542^2 - x2542 * x2543 - x2542 * x2665 + 4 x2543^2 - x2543 * x2544 - x2543 * x2666 + 4 x2544^2 - x2544 * x2545 - x2544 * x2667 + 4 x2545^2 - x2545 * x2546 - x2545 * x2668 + 4 x2546^2 - x2546 * x2547 - x2546 * x2669 + 4 x2547^2 - x2547 * x2548 - x2547 * x2670 + 4 x2548^2 - x2548 * x2549 - x2548 * x2671 + 4 x2549^2 - x2549 * x2550 - x2549 * x2672 + 4 x2550^2 - x2550 * x2551 - x2550 * x2673 + 4 x2551^2 - x2551 * x2552 - x2551 * x2674 + 4 x2552^2 - x2552 * x2553 - x2552 * x2675 + 4 x2553^2 - x2553 * x2554 - x2553 * x2676 + 4 x2554^2 - x2554 * x2555 - x2554 * x2677 + 4 x2555^2 - x2555 * x2556 - x2555 * x2678 + 4 x2556^2 - x2556 * x2557 - x2556 * x2679 + 4 x2557^2 - x2557 * x2558 - x2557 * x2680 + 4 x2558^2 - x2558 * x2559 - x2558 * x2681 + 4 x2559^2 - x2559 * x2560 - x2559 * x2682 + 4 x2560^2 - x2560 * x2561 - x2560 * x2683 + 4 x2561^2 - x2561 * x2562 - x2561 * x2684 + 4 x2562^2 - x2562 * x2563 - x2562 * x2685 + 4 x2563^2 - x2563 * x2564 - x2563 * x2686 + 4 x2564^2 - x2564 * x2565 - x2564 * x2687 + 4 x2565^2 - x2565 * x2566 - x2565 * x2688 + 4 x2566^2 - x2566 * x2567 - x2566 * x2689 + 4 x2567^2 - x2567 * x2568 - x2567 * x2690 + 4 x2568^2 - x2568 * x2569 - x2568 * x2691 + 4 x2569^2 - x2569 * x2570 - x2569 * x2692 + 4 x2570^2 - x2570 * x2571 - x2570 * x2693 + 4 x2571^2 - x2571 * x2572 - x2571 * x2694 + 4 x2572^2 - x2572 * x2573 - x2572 * x2695 + 4 x2573^2 - x2573 * x2574 - x2573 * x2696 + 4 x2574^2 - x2574 * x2575 - x2574 * x2697 + 4 x2575^2 - x2575 * x2576 - x2575 * x2698 + 4 x2576^2 - x2576 * x2577 - x2576 * x2699 + 4 x2577^2 - x2577 * x2578 - x2577 * x2700 + 4 x2578^2 - x2578 * x2579 - x2578 * x2701 + 4 x2579^2 - x2579 * x2580 - x2579 * x2702 + 4 x2580^2 - x2580 * x2581 - x2580 * x2703 + 4 x2581^2 - x2581 * x2582 - x2581 * x2704 + 4 x2582^2 - x2582 * x2583 - x2582 * x2705 + 4 x2583^2 - x2583 * x2584 - x2583 * x2706 + 3.5 x2584^2 - x2584 * x2707 + 3.5 x2585^2 - x2585 * x2586 - x2585 * x2708 + 4 x2586^2 - x2586 * x2587 - x2586 * x2709 + 4 x2587^2 - x2587 * x2588 - x2587 * x2710 + 4 x2588^2 - x2588 * x2589 - x2588 * x2711 + 4 x2589^2 - x2589 * x2590 - x2589 * x2712 + 4 x2590^2 - x2590 * x2591 - x2590 * x2713 + 4 x2591^2 - x2591 * x2592 - x2591 * x2714 + 4 x2592^2 - x2592 * x2593 - x2592 * x2715 + 4 x2593^2 - x2593 * x2594 - x2593 * x2716 + 4 x2594^2 - x2594 * x2595 - x2594 * x2717 + 4 x2595^2 - x2595 * x2596 - x2595 * x2718 + 4 x2596^2 - x2596 * x2597 - x2596 * x2719 + 4 x2597^2 - x2597 * x2598 - x2597 * x2720 + 4 x2598^2 - x2598 * x2599 - x2598 * x2721 + 4 x2599^2 - x2599 * x2600 - x2599 * x2722 + 4 x2600^2 - x2600 * x2601 - x2600 * x2723 + 4 x2601^2 - x2601 * x2602 - x2601 * x2724 + 4 x2602^2 - x2602 * x2603 - x2602 * x2725 + 4 x2603^2 - x2603 * x2604 - x2603 * x2726 + 4 x2604^2 - x2604 * x2605 - x2604 * x2727 + 4 x2605^2 - x2605 * x2606 - x2605 * x2728 + 4 x2606^2 - x2606 * x2607 - x2606 * x2729 + 4 x2607^2 - x2607 * x2608 - x2607 * x2730 + 4 x2608^2 - x2608 * x2609 - x2608 * x2731 + 4 x2609^2 - x2609 * x2610 - x2609 * x2732 + 4 x2610^2 - x2610 * x2611 - x2610 * x2733 + 4 x2611^2 - x2611 * x2612 - x2611 * x2734 + 4 x2612^2 - x2612 * x2613 - x2612 * x2735 + 4 x2613^2 - x2613 * x2614 - x2613 * x2736 + 4 x2614^2 - x2614 * x2615 - x2614 * x2737 + 4 x2615^2 - x2615 * x2616 - x2615 * x2738 + 4 x2616^2 - x2616 * x2617 - x2616 * x2739 + 4 x2617^2 - x2617 * x2618 - x2617 * x2740 + 4 x2618^2 - x2618 * x2619 - x2618 * x2741 + 4 x2619^2 - x2619 * x2620 - x2619 * x2742 + 4 x2620^2 - x2620 * x2621 - x2620 * x2743 + 4 x2621^2 - x2621 * x2622 - x2621 * x2744 + 4 x2622^2 - x2622 * x2623 - x2622 * x2745 + 4 x2623^2 - x2623 * x2624 - x2623 * x2746 + 4 x2624^2 - x2624 * x2625 - x2624 * x2747 + 4 x2625^2 - x2625 * x2626 - x2625 * x2748 + 4 x2626^2 - x2626 * x2627 - x2626 * x2749 + 4 x2627^2 - x2627 * x2628 - x2627 * x2750 + 4 x2628^2 - x2628 * x2629 - x2628 * x2751 + 4 x2629^2 - x2629 * x2630 - x2629 * x2752 + 4 x2630^2 - x2630 * x2631 - x2630 * x2753 + 4 x2631^2 - x2631 * x2632 - x2631 * x2754 + 4 x2632^2 - x2632 * x2633 - x2632 * x2755 + 4 x2633^2 - x2633 * x2634 - x2633 * x2756 + 4 x2634^2 - x2634 * x2635 - x2634 * x2757 + 4 x2635^2 - x2635 * x2636 - x2635 * x2758 + 4 x2636^2 - x2636 * x2637 - x2636 * x2759 + 4 x2637^2 - x2637 * x2638 - x2637 * x2760 + 4 x2638^2 - x2638 * x2639 - x2638 * x2761 + 4 x2639^2 - x2639 * x2640 - x2639 * x2762 + 4 x2640^2 - x2640 * x2641 - x2640 * x2763 + 4 x2641^2 - x2641 * x2642 - x2641 * x2764 + 4 x2642^2 - x2642 * x2643 - x2642 * x2765 + 4 x2643^2 - x2643 * x2644 - x2643 * x2766 + 4 x2644^2 - x2644 * x2645 - x2644 * x2767 + 4 x2645^2 - x2645 * x2646 - x2645 * x2768 + 4 x2646^2 - x2646 * x2647 - x2646 * x2769 + 4 x2647^2 - x2647 * x2648 - x2647 * x2770 + 4 x2648^2 - x2648 * x2649 - x2648 * x2771 + 4 x2649^2 - x2649 * x2650 - x2649 * x2772 + 4 x2650^2 - x2650 * x2651 - x2650 * x2773 + 4 x2651^2 - x2651 * x2652 - x2651 * x2774 + 4 x2652^2 - x2652 * x2653 - x2652 * x2775 + 4 x2653^2 - x2653 * x2654 - x2653 * x2776 + 4 x2654^2 - x2654 * x2655 - x2654 * x2777 + 4 x2655^2 - x2655 * x2656 - x2655 * x2778 + 4 x2656^2 - x2656 * x2657 - x2656 * x2779 + 4 x2657^2 - x2657 * x2658 - x2657 * x2780 + 4 x2658^2 - x2658 * x2659 - x2658 * x2781 + 4 x2659^2 - x2659 * x2660 - x2659 * x2782 + 4 x2660^2 - x2660 * x2661 - x2660 * x2783 + 4 x2661^2 - x2661 * x2662 - x2661 * x2784 + 4 x2662^2 - x2662 * x2663 - x2662 * x2785 + 4 x2663^2 - x2663 * x2664 - x2663 * x2786 + 4 x2664^2 - x2664 * x2665 - x2664 * x2787 + 4 x2665^2 - x2665 * x2666 - x2665 * x2788 + 4 x2666^2 - x2666 * x2667 - x2666 * x2789 + 4 x2667^2 - x2667 * x2668 - x2667 * x2790 + 4 x2668^2 - x2668 * x2669 - x2668 * x2791 + 4 x2669^2 - x2669 * x2670 - x2669 * x2792 + 4 x2670^2 - x2670 * x2671 - x2670 * x2793 + 4 x2671^2 - x2671 * x2672 - x2671 * x2794 + 4 x2672^2 - x2672 * x2673 - x2672 * x2795 + 4 x2673^2 - x2673 * x2674 - x2673 * x2796 + 4 x2674^2 - x2674 * x2675 - x2674 * x2797 + 4 x2675^2 - x2675 * x2676 - x2675 * x2798 + 4 x2676^2 - x2676 * x2677 - x2676 * x2799 + 4 x2677^2 - x2677 * x2678 - x2677 * x2800 + 4 x2678^2 - x2678 * x2679 - x2678 * x2801 + 4 x2679^2 - x2679 * x2680 - x2679 * x2802 + 4 x2680^2 - x2680 * x2681 - x2680 * x2803 + 4 x2681^2 - x2681 * x2682 - x2681 * x2804 + 4 x2682^2 - x2682 * x2683 - x2682 * x2805 + 4 x2683^2 - x2683 * x2684 - x2683 * x2806 + 4 x2684^2 - x2684 * x2685 - x2684 * x2807 + 4 x2685^2 - x2685 * x2686 - x2685 * x2808 + 4 x2686^2 - x2686 * x2687 - x2686 * x2809 + 4 x2687^2 - x2687 * x2688 - x2687 * x2810 + 4 x2688^2 - x2688 * x2689 - x2688 * x2811 + 4 x2689^2 - x2689 * x2690 - x2689 * x2812 + 4 x2690^2 - x2690 * x2691 - x2690 * x2813 + 4 x2691^2 - x2691 * x2692 - x2691 * x2814 + 4 x2692^2 - x2692 * x2693 - x2692 * x2815 + 4 x2693^2 - x2693 * x2694 - x2693 * x2816 + 4 x2694^2 - x2694 * x2695 - x2694 * x2817 + 4 x2695^2 - x2695 * x2696 - x2695 * x2818 + 4 x2696^2 - x2696 * x2697 - x2696 * x2819 + 4 x2697^2 - x2697 * x2698 - x2697 * x2820 + 4 x2698^2 - x2698 * x2699 - x2698 * x2821 + 4 x2699^2 - x2699 * x2700 - x2699 * x2822 + 4 x2700^2 - x2700 * x2701 - x2700 * x2823 + 4 x2701^2 - x2701 * x2702 - x2701 * x2824 + 4 x2702^2 - x2702 * x2703 - x2702 * x2825 + 4 x2703^2 - x2703 * x2704 - x2703 * x2826 + 4 x2704^2 - x2704 * x2705 - x2704 * x2827 + 4 x2705^2 - x2705 * x2706 - x2705 * x2828 + 4 x2706^2 - x2706 * x2707 - x2706 * x2829 + 3.5 x2707^2 - x2707 * x2830 + 3.5 x2708^2 - x2708 * x2709 - x2708 * x2831 + 4 x2709^2 - x2709 * x2710 - x2709 * x2832 + 4 x2710^2 - x2710 * x2711 - x2710 * x2833 + 4 x2711^2 - x2711 * x2712 - x2711 * x2834 + 4 x2712^2 - x2712 * x2713 - x2712 * x2835 + 4 x2713^2 - x2713 * x2714 - x2713 * x2836 + 4 x2714^2 - x2714 * x2715 - x2714 * x2837 + 4 x2715^2 - x2715 * x2716 - x2715 * x2838 + 4 x2716^2 - x2716 * x2717 - x2716 * x2839 + 4 x2717^2 - x2717 * x2718 - x2717 * x2840 + 4 x2718^2 - x2718 * x2719 - x2718 * x2841 + 4 x2719^2 - x2719 * x2720 - x2719 * x2842 + 4 x2720^2 - x2720 * x2721 - x2720 * x2843 + 4 x2721^2 - x2721 * x2722 - x2721 * x2844 + 4 x2722^2 - x2722 * x2723 - x2722 * x2845 + 4 x2723^2 - x2723 * x2724 - x2723 * x2846 + 4 x2724^2 - x2724 * x2725 - x2724 * x2847 + 4 x2725^2 - x2725 * x2726 - x2725 * x2848 + 4 x2726^2 - x2726 * x2727 - x2726 * x2849 + 4 x2727^2 - x2727 * x2728 - x2727 * x2850 + 4 x2728^2 - x2728 * x2729 - x2728 * x2851 + 4 x2729^2 - x2729 * x2730 - x2729 * x2852 + 4 x2730^2 - x2730 * x2731 - x2730 * x2853 + 4 x2731^2 - x2731 * x2732 - x2731 * x2854 + 4 x2732^2 - x2732 * x2733 - x2732 * x2855 + 4 x2733^2 - x2733 * x2734 - x2733 * x2856 + 4 x2734^2 - x2734 * x2735 - x2734 * x2857 + 4 x2735^2 - x2735 * x2736 - x2735 * x2858 + 4 x2736^2 - x2736 * x2737 - x2736 * x2859 + 4 x2737^2 - x2737 * x2738 - x2737 * x2860 + 4 x2738^2 - x2738 * x2739 - x2738 * x2861 + 4 x2739^2 - x2739 * x2740 - x2739 * x2862 + 4 x2740^2 - x2740 * x2741 - x2740 * x2863 + 4 x2741^2 - x2741 * x2742 - x2741 * x2864 + 4 x2742^2 - x2742 * x2743 - x2742 * x2865 + 4 x2743^2 - x2743 * x2744 - x2743 * x2866 + 4 x2744^2 - x2744 * x2745 - x2744 * x2867 + 4 x2745^2 - x2745 * x2746 - x2745 * x2868 + 4 x2746^2 - x2746 * x2747 - x2746 * x2869 + 4 x2747^2 - x2747 * x2748 - x2747 * x2870 + 4 x2748^2 - x2748 * x2749 - x2748 * x2871 + 4 x2749^2 - x2749 * x2750 - x2749 * x2872 + 4 x2750^2 - x2750 * x2751 - x2750 * x2873 + 4 x2751^2 - x2751 * x2752 - x2751 * x2874 + 4 x2752^2 - x2752 * x2753 - x2752 * x2875 + 4 x2753^2 - x2753 * x2754 - x2753 * x2876 + 4 x2754^2 - x2754 * x2755 - x2754 * x2877 + 4 x2755^2 - x2755 * x2756 - x2755 * x2878 + 4 x2756^2 - x2756 * x2757 - x2756 * x2879 + 4 x2757^2 - x2757 * x2758 - x2757 * x2880 + 4 x2758^2 - x2758 * x2759 - x2758 * x2881 + 4 x2759^2 - x2759 * x2760 - x2759 * x2882 + 4 x2760^2 - x2760 * x2761 - x2760 * x2883 + 4 x2761^2 - x2761 * x2762 - x2761 * x2884 + 4 x2762^2 - x2762 * x2763 - x2762 * x2885 + 4 x2763^2 - x2763 * x2764 - x2763 * x2886 + 4 x2764^2 - x2764 * x2765 - x2764 * x2887 + 4 x2765^2 - x2765 * x2766 - x2765 * x2888 + 4 x2766^2 - x2766 * x2767 - x2766 * x2889 + 4 x2767^2 - x2767 * x2768 - x2767 * x2890 + 4 x2768^2 - x2768 * x2769 - x2768 * x2891 + 4 x2769^2 - x2769 * x2770 - x2769 * x2892 + 4 x2770^2 - x2770 * x2771 - x2770 * x2893 + 4 x2771^2 - x2771 * x2772 - x2771 * x2894 + 4 x2772^2 - x2772 * x2773 - x2772 * x2895 + 4 x2773^2 - x2773 * x2774 - x2773 * x2896 + 4 x2774^2 - x2774 * x2775 - x2774 * x2897 + 4 x2775^2 - x2775 * x2776 - x2775 * x2898 + 4 x2776^2 - x2776 * x2777 - x2776 * x2899 + 4 x2777^2 - x2777 * x2778 - x2777 * x2900 + 4 x2778^2 - x2778 * x2779 - x2778 * x2901 + 4 x2779^2 - x2779 * x2780 - x2779 * x2902 + 4 x2780^2 - x2780 * x2781 - x2780 * x2903 + 4 x2781^2 - x2781 * x2782 - x2781 * x2904 + 4 x2782^2 - x2782 * x2783 - x2782 * x2905 + 4 x2783^2 - x2783 * x2784 - x2783 * x2906 + 4 x2784^2 - x2784 * x2785 - x2784 * x2907 + 4 x2785^2 - x2785 * x2786 - x2785 * x2908 + 4 x2786^2 - x2786 * x2787 - x2786 * x2909 + 4 x2787^2 - x2787 * x2788 - x2787 * x2910 + 4 x2788^2 - x2788 * x2789 - x2788 * x2911 + 4 x2789^2 - x2789 * x2790 - x2789 * x2912 + 4 x2790^2 - x2790 * x2791 - x2790 * x2913 + 4 x2791^2 - x2791 * x2792 - x2791 * x2914 + 4 x2792^2 - x2792 * x2793 - x2792 * x2915 + 4 x2793^2 - x2793 * x2794 - x2793 * x2916 + 4 x2794^2 - x2794 * x2795 - x2794 * x2917 + 4 x2795^2 - x2795 * x2796 - x2795 * x2918 + 4 x2796^2 - x2796 * x2797 - x2796 * x2919 + 4 x2797^2 - x2797 * x2798 - x2797 * x2920 + 4 x2798^2 - x2798 * x2799 - x2798 * x2921 + 4 x2799^2 - x2799 * x2800 - x2799 * x2922 + 4 x2800^2 - x2800 * x2801 - x2800 * x2923 + 4 x2801^2 - x2801 * x2802 - x2801 * x2924 + 4 x2802^2 - x2802 * x2803 - x2802 * x2925 + 4 x2803^2 - x2803 * x2804 - x2803 * x2926 + 4 x2804^2 - x2804 * x2805 - x2804 * x2927 + 4 x2805^2 - x2805 * x2806 - x2805 * x2928 + 4 x2806^2 - x2806 * x2807 - x2806 * x2929 + 4 x2807^2 - x2807 * x2808 - x2807 * x2930 + 4 x2808^2 - x2808 * x2809 - x2808 * x2931 + 4 x2809^2 - x2809 * x2810 - x2809 * x2932 + 4 x2810^2 - x2810 * x2811 - x2810 * x2933 + 4 x2811^2 - x2811 * x2812 - x2811 * x2934 + 4 x2812^2 - x2812 * x2813 - x2812 * x2935 + 4 x2813^2 - x2813 * x2814 - x2813 * x2936 + 4 x2814^2 - x2814 * x2815 - x2814 * x2937 + 4 x2815^2 - x2815 * x2816 - x2815 * x2938 + 4 x2816^2 - x2816 * x2817 - x2816 * x2939 + 4 x2817^2 - x2817 * x2818 - x2817 * x2940 + 4 x2818^2 - x2818 * x2819 - x2818 * x2941 + 4 x2819^2 - x2819 * x2820 - x2819 * x2942 + 4 x2820^2 - x2820 * x2821 - x2820 * x2943 + 4 x2821^2 - x2821 * x2822 - x2821 * x2944 + 4 x2822^2 - x2822 * x2823 - x2822 * x2945 + 4 x2823^2 - x2823 * x2824 - x2823 * x2946 + 4 x2824^2 - x2824 * x2825 - x2824 * x2947 + 4 x2825^2 - x2825 * x2826 - x2825 * x2948 + 4 x2826^2 - x2826 * x2827 - x2826 * x2949 + 4 x2827^2 - x2827 * x2828 - x2827 * x2950 + 4 x2828^2 - x2828 * x2829 - x2828 * x2951 + 4 x2829^2 - x2829 * x2830 - x2829 * x2952 + 3.5 x2830^2 - x2830 * x2953 + 3.5 x2831^2 - x2831 * x2832 - x2831 * x2954 + 4 x2832^2 - x2832 * x2833 - x2832 * x2955 + 4 x2833^2 - x2833 * x2834 - x2833 * x2956 + 4 x2834^2 - x2834 * x2835 - x2834 * x2957 + 4 x2835^2 - x2835 * x2836 - x2835 * x2958 + 4 x2836^2 - x2836 * x2837 - x2836 * x2959 + 4 x2837^2 - x2837 * x2838 - x2837 * x2960 + 4 x2838^2 - x2838 * x2839 - x2838 * x2961 + 4 x2839^2 - x2839 * x2840 - x2839 * x2962 + 4 x2840^2 - x2840 * x2841 - x2840 * x2963 + 4 x2841^2 - x2841 * x2842 - x2841 * x2964 + 4 x2842^2 - x2842 * x2843 - x2842 * x2965 + 4 x2843^2 - x2843 * x2844 - x2843 * x2966 + 4 x2844^2 - x2844 * x2845 - x2844 * x2967 + 4 x2845^2 - x2845 * x2846 - x2845 * x2968 + 4 x2846^2 - x2846 * x2847 - x2846 * x2969 + 4 x2847^2 - x2847 * x2848 - x2847 * x2970 + 4 x2848^2 - x2848 * x2849 - x2848 * x2971 + 4 x2849^2 - x2849 * x2850 - x2849 * x2972 + 4 x2850^2 - x2850 * x2851 - x2850 * x2973 + 4 x2851^2 - x2851 * x2852 - x2851 * x2974 + 4 x2852^2 - x2852 * x2853 - x2852 * x2975 + 4 x2853^2 - x2853 * x2854 - x2853 * x2976 + 4 x2854^2 - x2854 * x2855 - x2854 * x2977 + 4 x2855^2 - x2855 * x2856 - x2855 * x2978 + 4 x2856^2 - x2856 * x2857 - x2856 * x2979 + 4 x2857^2 - x2857 * x2858 - x2857 * x2980 + 4 x2858^2 - x2858 * x2859 - x2858 * x2981 + 4 x2859^2 - x2859 * x2860 - x2859 * x2982 + 4 x2860^2 - x2860 * x2861 - x2860 * x2983 + 4 x2861^2 - x2861 * x2862 - x2861 * x2984 + 4 x2862^2 - x2862 * x2863 - x2862 * x2985 + 4 x2863^2 - x2863 * x2864 - x2863 * x2986 + 4 x2864^2 - x2864 * x2865 - x2864 * x2987 + 4 x2865^2 - x2865 * x2866 - x2865 * x2988 + 4 x2866^2 - x2866 * x2867 - x2866 * x2989 + 4 x2867^2 - x2867 * x2868 - x2867 * x2990 + 4 x2868^2 - x2868 * x2869 - x2868 * x2991 + 4 x2869^2 - x2869 * x2870 - x2869 * x2992 + 4 x2870^2 - x2870 * x2871 - x2870 * x2993 + 4 x2871^2 - x2871 * x2872 - x2871 * x2994 + 4 x2872^2 - x2872 * x2873 - x2872 * x2995 + 4 x2873^2 - x2873 * x2874 - x2873 * x2996 + 4 x2874^2 - x2874 * x2875 - x2874 * x2997 + 4 x2875^2 - x2875 * x2876 - x2875 * x2998 + 4 x2876^2 - x2876 * x2877 - x2876 * x2999 + 4 x2877^2 - x2877 * x2878 - x2877 * x3000 + 4 x2878^2 - x2878 * x2879 - x2878 * x3001 + 4 x2879^2 - x2879 * x2880 - x2879 * x3002 + 4 x2880^2 - x2880 * x2881 - x2880 * x3003 + 4 x2881^2 - x2881 * x2882 - x2881 * x3004 + 4 x2882^2 - x2882 * x2883 - x2882 * x3005 + 4 x2883^2 - x2883 * x2884 - x2883 * x3006 + 4 x2884^2 - x2884 * x2885 - x2884 * x3007 + 4 x2885^2 - x2885 * x2886 - x2885 * x3008 + 4 x2886^2 - x2886 * x2887 - x2886 * x3009 + 4 x2887^2 - x2887 * x2888 - x2887 * x3010 + 4 x2888^2 - x2888 * x2889 - x2888 * x3011 + 4 x2889^2 - x2889 * x2890 - x2889 * x3012 + 4 x2890^2 - x2890 * x2891 - x2890 * x3013 + 4 x2891^2 - x2891 * x2892 - x2891 * x3014 + 4 x2892^2 - x2892 * x2893 - x2892 * x3015 + 4 x2893^2 - x2893 * x2894 - x2893 * x3016 + 4 x2894^2 - x2894 * x2895 - x2894 * x3017 + 4 x2895^2 - x2895 * x2896 - x2895 * x3018 + 4 x2896^2 - x2896 * x2897 - x2896 * x3019 + 4 x2897^2 - x2897 * x2898 - x2897 * x3020 + 4 x2898^2 - x2898 * x2899 - x2898 * x3021 + 4 x2899^2 - x2899 * x2900 - x2899 * x3022 + 4 x2900^2 - x2900 * x2901 - x2900 * x3023 + 4 x2901^2 - x2901 * x2902 - x2901 * x3024 + 4 x2902^2 - x2902 * x2903 - x2902 * x3025 + 4 x2903^2 - x2903 * x2904 - x2903 * x3026 + 4 x2904^2 - x2904 * x2905 - x2904 * x3027 + 4 x2905^2 - x2905 * x2906 - x2905 * x3028 + 4 x2906^2 - x2906 * x2907 - x2906 * x3029 + 4 x2907^2 - x2907 * x2908 - x2907 * x3030 + 4 x2908^2 - x2908 * x2909 - x2908 * x3031 + 4 x2909^2 - x2909 * x2910 - x2909 * x3032 + 4 x2910^2 - x2910 * x2911 - x2910 * x3033 + 4 x2911^2 - x2911 * x2912 - x2911 * x3034 + 4 x2912^2 - x2912 * x2913 - x2912 * x3035 + 4 x2913^2 - x2913 * x2914 - x2913 * x3036 + 4 x2914^2 - x2914 * x2915 - x2914 * x3037 + 4 x2915^2 - x2915 * x2916 - x2915 * x3038 + 4 x2916^2 - x2916 * x2917 - x2916 * x3039 + 4 x2917^2 - x2917 * x2918 - x2917 * x3040 + 4 x2918^2 - x2918 * x2919 - x2918 * x3041 + 4 x2919^2 - x2919 * x2920 - x2919 * x3042 + 4 x2920^2 - x2920 * x2921 - x2920 * x3043 + 4 x2921^2 - x2921 * x2922 - x2921 * x3044 + 4 x2922^2 - x2922 * x2923 - x2922 * x3045 + 4 x2923^2 - x2923 * x2924 - x2923 * x3046 + 4 x2924^2 - x2924 * x2925 - x2924 * x3047 + 4 x2925^2 - x2925 * x2926 - x2925 * x3048 + 4 x2926^2 - x2926 * x2927 - x2926 * x3049 + 4 x2927^2 - x2927 * x2928 - x2927 * x3050 + 4 x2928^2 - x2928 * x2929 - x2928 * x3051 + 4 x2929^2 - x2929 * x2930 - x2929 * x3052 + 4 x2930^2 - x2930 * x2931 - x2930 * x3053 + 4 x2931^2 - x2931 * x2932 - x2931 * x3054 + 4 x2932^2 - x2932 * x2933 - x2932 * x3055 + 4 x2933^2 - x2933 * x2934 - x2933 * x3056 + 4 x2934^2 - x2934 * x2935 - x2934 * x3057 + 4 x2935^2 - x2935 * x2936 - x2935 * x3058 + 4 x2936^2 - x2936 * x2937 - x2936 * x3059 + 4 x2937^2 - x2937 * x2938 - x2937 * x3060 + 4 x2938^2 - x2938 * x2939 - x2938 * x3061 + 4 x2939^2 - x2939 * x2940 - x2939 * x3062 + 4 x2940^2 - x2940 * x2941 - x2940 * x3063 + 4 x2941^2 - x2941 * x2942 - x2941 * x3064 + 4 x2942^2 - x2942 * x2943 - x2942 * x3065 + 4 x2943^2 - x2943 * x2944 - x2943 * x3066 + 4 x2944^2 - x2944 * x2945 - x2944 * x3067 + 4 x2945^2 - x2945 * x2946 - x2945 * x3068 + 4 x2946^2 - x2946 * x2947 - x2946 * x3069 + 4 x2947^2 - x2947 * x2948 - x2947 * x3070 + 4 x2948^2 - x2948 * x2949 - x2948 * x3071 + 4 x2949^2 - x2949 * x2950 - x2949 * x3072 + 4 x2950^2 - x2950 * x2951 - x2950 * x3073 + 4 x2951^2 - x2951 * x2952 - x2951 * x3074 + 4 x2952^2 - x2952 * x2953 - x2952 * x3075 + 3.5 x2953^2 - x2953 * x3076 + 3.5 x2954^2 - x2954 * x2955 - x2954 * x3077 + 4 x2955^2 - x2955 * x2956 - x2955 * x3078 + 4 x2956^2 - x2956 * x2957 - x2956 * x3079 + 4 x2957^2 - x2957 * x2958 - x2957 * x3080 + 4 x2958^2 - x2958 * x2959 - x2958 * x3081 + 4 x2959^2 - x2959 * x2960 - x2959 * x3082 + 4 x2960^2 - x2960 * x2961 - x2960 * x3083 + 4 x2961^2 - x2961 * x2962 - x2961 * x3084 + 4 x2962^2 - x2962 * x2963 - x2962 * x3085 + 4 x2963^2 - x2963 * x2964 - x2963 * x3086 + 4 x2964^2 - x2964 * x2965 - x2964 * x3087 + 4 x2965^2 - x2965 * x2966 - x2965 * x3088 + 4 x2966^2 - x2966 * x2967 - x2966 * x3089 + 4 x2967^2 - x2967 * x2968 - x2967 * x3090 + 4 x2968^2 - x2968 * x2969 - x2968 * x3091 + 4 x2969^2 - x2969 * x2970 - x2969 * x3092 + 4 x2970^2 - x2970 * x2971 - x2970 * x3093 + 4 x2971^2 - x2971 * x2972 - x2971 * x3094 + 4 x2972^2 - x2972 * x2973 - x2972 * x3095 + 4 x2973^2 - x2973 * x2974 - x2973 * x3096 + 4 x2974^2 - x2974 * x2975 - x2974 * x3097 + 4 x2975^2 - x2975 * x2976 - x2975 * x3098 + 4 x2976^2 - x2976 * x2977 - x2976 * x3099 + 4 x2977^2 - x2977 * x2978 - x2977 * x3100 + 4 x2978^2 - x2978 * x2979 - x2978 * x3101 + 4 x2979^2 - x2979 * x2980 - x2979 * x3102 + 4 x2980^2 - x2980 * x2981 - x2980 * x3103 + 4 x2981^2 - x2981 * x2982 - x2981 * x3104 + 4 x2982^2 - x2982 * x2983 - x2982 * x3105 + 4 x2983^2 - x2983 * x2984 - x2983 * x3106 + 4 x2984^2 - x2984 * x2985 - x2984 * x3107 + 4 x2985^2 - x2985 * x2986 - x2985 * x3108 + 4 x2986^2 - x2986 * x2987 - x2986 * x3109 + 4 x2987^2 - x2987 * x2988 - x2987 * x3110 + 4 x2988^2 - x2988 * x2989 - x2988 * x3111 + 4 x2989^2 - x2989 * x2990 - x2989 * x3112 + 4 x2990^2 - x2990 * x2991 - x2990 * x3113 + 4 x2991^2 - x2991 * x2992 - x2991 * x3114 + 4 x2992^2 - x2992 * x2993 - x2992 * x3115 + 4 x2993^2 - x2993 * x2994 - x2993 * x3116 + 4 x2994^2 - x2994 * x2995 - x2994 * x3117 + 4 x2995^2 - x2995 * x2996 - x2995 * x3118 + 4 x2996^2 - x2996 * x2997 - x2996 * x3119 + 4 x2997^2 - x2997 * x2998 - x2997 * x3120 + 4 x2998^2 - x2998 * x2999 - x2998 * x3121 + 4 x2999^2 - x2999 * x3000 - x2999 * x3122 + 4 x3000^2 - x3000 * x3001 - x3000 * x3123 + 4 x3001^2 - x3001 * x3002 - x3001 * x3124 + 4 x3002^2 - x3002 * x3003 - x3002 * x3125 + 4 x3003^2 - x3003 * x3004 - x3003 * x3126 + 4 x3004^2 - x3004 * x3005 - x3004 * x3127 + 4 x3005^2 - x3005 * x3006 - x3005 * x3128 + 4 x3006^2 - x3006 * x3007 - x3006 * x3129 + 4 x3007^2 - x3007 * x3008 - x3007 * x3130 + 4 x3008^2 - x3008 * x3009 - x3008 * x3131 + 4 x3009^2 - x3009 * x3010 - x3009 * x3132 + 4 x3010^2 - x3010 * x3011 - x3010 * x3133 + 4 x3011^2 - x3011 * x3012 - x3011 * x3134 + 4 x3012^2 - x3012 * x3013 - x3012 * x3135 + 4 x3013^2 - x3013 * x3014 - x3013 * x3136 + 4 x3014^2 - x3014 * x3015 - x3014 * x3137 + 4 x3015^2 - x3015 * x3016 - x3015 * x3138 + 4 x3016^2 - x3016 * x3017 - x3016 * x3139 + 4 x3017^2 - x3017 * x3018 - x3017 * x3140 + 4 x3018^2 - x3018 * x3019 - x3018 * x3141 + 4 x3019^2 - x3019 * x3020 - x3019 * x3142 + 4 x3020^2 - x3020 * x3021 - x3020 * x3143 + 4 x3021^2 - x3021 * x3022 - x3021 * x3144 + 4 x3022^2 - x3022 * x3023 - x3022 * x3145 + 4 x3023^2 - x3023 * x3024 - x3023 * x3146 + 4 x3024^2 - x3024 * x3025 - x3024 * x3147 + 4 x3025^2 - x3025 * x3026 - x3025 * x3148 + 4 x3026^2 - x3026 * x3027 - x3026 * x3149 + 4 x3027^2 - x3027 * x3028 - x3027 * x3150 + 4 x3028^2 - x3028 * x3029 - x3028 * x3151 + 4 x3029^2 - x3029 * x3030 - x3029 * x3152 + 4 x3030^2 - x3030 * x3031 - x3030 * x3153 + 4 x3031^2 - x3031 * x3032 - x3031 * x3154 + 4 x3032^2 - x3032 * x3033 - x3032 * x3155 + 4 x3033^2 - x3033 * x3034 - x3033 * x3156 + 4 x3034^2 - x3034 * x3035 - x3034 * x3157 + 4 x3035^2 - x3035 * x3036 - x3035 * x3158 + 4 x3036^2 - x3036 * x3037 - x3036 * x3159 + 4 x3037^2 - x3037 * x3038 - x3037 * x3160 + 4 x3038^2 - x3038 * x3039 - x3038 * x3161 + 4 x3039^2 - x3039 * x3040 - x3039 * x3162 + 4 x3040^2 - x3040 * x3041 - x3040 * x3163 + 4 x3041^2 - x3041 * x3042 - x3041 * x3164 + 4 x3042^2 - x3042 * x3043 - x3042 * x3165 + 4 x3043^2 - x3043 * x3044 - x3043 * x3166 + 4 x3044^2 - x3044 * x3045 - x3044 * x3167 + 4 x3045^2 - x3045 * x3046 - x3045 * x3168 + 4 x3046^2 - x3046 * x3047 - x3046 * x3169 + 4 x3047^2 - x3047 * x3048 - x3047 * x3170 + 4 x3048^2 - x3048 * x3049 - x3048 * x3171 + 4 x3049^2 - x3049 * x3050 - x3049 * x3172 + 4 x3050^2 - x3050 * x3051 - x3050 * x3173 + 4 x3051^2 - x3051 * x3052 - x3051 * x3174 + 4 x3052^2 - x3052 * x3053 - x3052 * x3175 + 4 x3053^2 - x3053 * x3054 - x3053 * x3176 + 4 x3054^2 - x3054 * x3055 - x3054 * x3177 + 4 x3055^2 - x3055 * x3056 - x3055 * x3178 + 4 x3056^2 - x3056 * x3057 - x3056 * x3179 + 4 x3057^2 - x3057 * x3058 - x3057 * x3180 + 4 x3058^2 - x3058 * x3059 - x3058 * x3181 + 4 x3059^2 - x3059 * x3060 - x3059 * x3182 + 4 x3060^2 - x3060 * x3061 - x3060 * x3183 + 4 x3061^2 - x3061 * x3062 - x3061 * x3184 + 4 x3062^2 - x3062 * x3063 - x3062 * x3185 + 4 x3063^2 - x3063 * x3064 - x3063 * x3186 + 4 x3064^2 - x3064 * x3065 - x3064 * x3187 + 4 x3065^2 - x3065 * x3066 - x3065 * x3188 + 4 x3066^2 - x3066 * x3067 - x3066 * x3189 + 4 x3067^2 - x3067 * x3068 - x3067 * x3190 + 4 x3068^2 - x3068 * x3069 - x3068 * x3191 + 4 x3069^2 - x3069 * x3070 - x3069 * x3192 + 4 x3070^2 - x3070 * x3071 - x3070 * x3193 + 4 x3071^2 - x3071 * x3072 - x3071 * x3194 + 4 x3072^2 - x3072 * x3073 - x3072 * x3195 + 4 x3073^2 - x3073 * x3074 - x3073 * x3196 + 4 x3074^2 - x3074 * x3075 - x3074 * x3197 + 4 x3075^2 - x3075 * x3076 - x3075 * x3198 + 3.5 x3076^2 - x3076 * x3199 + 3.5 x3077^2 - x3077 * x3078 - x3077 * x3200 + 4 x3078^2 - x3078 * x3079 - x3078 * x3201 + 4 x3079^2 - x3079 * x3080 - x3079 * x3202 + 4 x3080^2 - x3080 * x3081 - x3080 * x3203 + 4 x3081^2 - x3081 * x3082 - x3081 * x3204 + 4 x3082^2 - x3082 * x3083 - x3082 * x3205 + 4 x3083^2 - x3083 * x3084 - x3083 * x3206 + 4 x3084^2 - x3084 * x3085 - x3084 * x3207 + 4 x3085^2 - x3085 * x3086 - x3085 * x3208 + 4 x3086^2 - x3086 * x3087 - x3086 * x3209 + 4 x3087^2 - x3087 * x3088 - x3087 * x3210 + 4 x3088^2 - x3088 * x3089 - x3088 * x3211 + 4 x3089^2 - x3089 * x3090 - x3089 * x3212 + 4 x3090^2 - x3090 * x3091 - x3090 * x3213 + 4 x3091^2 - x3091 * x3092 - x3091 * x3214 + 4 x3092^2 - x3092 * x3093 - x3092 * x3215 + 4 x3093^2 - x3093 * x3094 - x3093 * x3216 + 4 x3094^2 - x3094 * x3095 - x3094 * x3217 + 4 x3095^2 - x3095 * x3096 - x3095 * x3218 + 4 x3096^2 - x3096 * x3097 - x3096 * x3219 + 4 x3097^2 - x3097 * x3098 - x3097 * x3220 + 4 x3098^2 - x3098 * x3099 - x3098 * x3221 + 4 x3099^2 - x3099 * x3100 - x3099 * x3222 + 4 x3100^2 - x3100 * x3101 - x3100 * x3223 + 4 x3101^2 - x3101 * x3102 - x3101 * x3224 + 4 x3102^2 - x3102 * x3103 - x3102 * x3225 + 4 x3103^2 - x3103 * x3104 - x3103 * x3226 + 4 x3104^2 - x3104 * x3105 - x3104 * x3227 + 4 x3105^2 - x3105 * x3106 - x3105 * x3228 + 4 x3106^2 - x3106 * x3107 - x3106 * x3229 + 4 x3107^2 - x3107 * x3108 - x3107 * x3230 + 4 x3108^2 - x3108 * x3109 - x3108 * x3231 + 4 x3109^2 - x3109 * x3110 - x3109 * x3232 + 4 x3110^2 - x3110 * x3111 - x3110 * x3233 + 4 x3111^2 - x3111 * x3112 - x3111 * x3234 + 4 x3112^2 - x3112 * x3113 - x3112 * x3235 + 4 x3113^2 - x3113 * x3114 - x3113 * x3236 + 4 x3114^2 - x3114 * x3115 - x3114 * x3237 + 4 x3115^2 - x3115 * x3116 - x3115 * x3238 + 4 x3116^2 - x3116 * x3117 - x3116 * x3239 + 4 x3117^2 - x3117 * x3118 - x3117 * x3240 + 4 x3118^2 - x3118 * x3119 - x3118 * x3241 + 4 x3119^2 - x3119 * x3120 - x3119 * x3242 + 4 x3120^2 - x3120 * x3121 - x3120 * x3243 + 4 x3121^2 - x3121 * x3122 - x3121 * x3244 + 4 x3122^2 - x3122 * x3123 - x3122 * x3245 + 4 x3123^2 - x3123 * x3124 - x3123 * x3246 + 4 x3124^2 - x3124 * x3125 - x3124 * x3247 + 4 x3125^2 - x3125 * x3126 - x3125 * x3248 + 4 x3126^2 - x3126 * x3127 - x3126 * x3249 + 4 x3127^2 - x3127 * x3128 - x3127 * x3250 + 4 x3128^2 - x3128 * x3129 - x3128 * x3251 + 4 x3129^2 - x3129 * x3130 - x3129 * x3252 + 4 x3130^2 - x3130 * x3131 - x3130 * x3253 + 4 x3131^2 - x3131 * x3132 - x3131 * x3254 + 4 x3132^2 - x3132 * x3133 - x3132 * x3255 + 4 x3133^2 - x3133 * x3134 - x3133 * x3256 + 4 x3134^2 - x3134 * x3135 - x3134 * x3257 + 4 x3135^2 - x3135 * x3136 - x3135 * x3258 + 4 x3136^2 - x3136 * x3137 - x3136 * x3259 + 4 x3137^2 - x3137 * x3138 - x3137 * x3260 + 4 x3138^2 - x3138 * x3139 - x3138 * x3261 + 4 x3139^2 - x3139 * x3140 - x3139 * x3262 + 4 x3140^2 - x3140 * x3141 - x3140 * x3263 + 4 x3141^2 - x3141 * x3142 - x3141 * x3264 + 4 x3142^2 - x3142 * x3143 - x3142 * x3265 + 4 x3143^2 - x3143 * x3144 - x3143 * x3266 + 4 x3144^2 - x3144 * x3145 - x3144 * x3267 + 4 x3145^2 - x3145 * x3146 - x3145 * x3268 + 4 x3146^2 - x3146 * x3147 - x3146 * x3269 + 4 x3147^2 - x3147 * x3148 - x3147 * x3270 + 4 x3148^2 - x3148 * x3149 - x3148 * x3271 + 4 x3149^2 - x3149 * x3150 - x3149 * x3272 + 4 x3150^2 - x3150 * x3151 - x3150 * x3273 + 4 x3151^2 - x3151 * x3152 - x3151 * x3274 + 4 x3152^2 - x3152 * x3153 - x3152 * x3275 + 4 x3153^2 - x3153 * x3154 - x3153 * x3276 + 4 x3154^2 - x3154 * x3155 - x3154 * x3277 + 4 x3155^2 - x3155 * x3156 - x3155 * x3278 + 4 x3156^2 - x3156 * x3157 - x3156 * x3279 + 4 x3157^2 - x3157 * x3158 - x3157 * x3280 + 4 x3158^2 - x3158 * x3159 - x3158 * x3281 + 4 x3159^2 - x3159 * x3160 - x3159 * x3282 + 4 x3160^2 - x3160 * x3161 - x3160 * x3283 + 4 x3161^2 - x3161 * x3162 - x3161 * x3284 + 4 x3162^2 - x3162 * x3163 - x3162 * x3285 + 4 x3163^2 - x3163 * x3164 - x3163 * x3286 + 4 x3164^2 - x3164 * x3165 - x3164 * x3287 + 4 x3165^2 - x3165 * x3166 - x3165 * x3288 + 4 x3166^2 - x3166 * x3167 - x3166 * x3289 + 4 x3167^2 - x3167 * x3168 - x3167 * x3290 + 4 x3168^2 - x3168 * x3169 - x3168 * x3291 + 4 x3169^2 - x3169 * x3170 - x3169 * x3292 + 4 x3170^2 - x3170 * x3171 - x3170 * x3293 + 4 x3171^2 - x3171 * x3172 - x3171 * x3294 + 4 x3172^2 - x3172 * x3173 - x3172 * x3295 + 4 x3173^2 - x3173 * x3174 - x3173 * x3296 + 4 x3174^2 - x3174 * x3175 - x3174 * x3297 + 4 x3175^2 - x3175 * x3176 - x3175 * x3298 + 4 x3176^2 - x3176 * x3177 - x3176 * x3299 + 4 x3177^2 - x3177 * x3178 - x3177 * x3300 + 4 x3178^2 - x3178 * x3179 - x3178 * x3301 + 4 x3179^2 - x3179 * x3180 - x3179 * x3302 + 4 x3180^2 - x3180 * x3181 - x3180 * x3303 + 4 x3181^2 - x3181 * x3182 - x3181 * x3304 + 4 x3182^2 - x3182 * x3183 - x3182 * x3305 + 4 x3183^2 - x3183 * x3184 - x3183 * x3306 + 4 x3184^2 - x3184 * x3185 - x3184 * x3307 + 4 x3185^2 - x3185 * x3186 - x3185 * x3308 + 4 x3186^2 - x3186 * x3187 - x3186 * x3309 + 4 x3187^2 - x3187 * x3188 - x3187 * x3310 + 4 x3188^2 - x3188 * x3189 - x3188 * x3311 + 4 x3189^2 - x3189 * x3190 - x3189 * x3312 + 4 x3190^2 - x3190 * x3191 - x3190 * x3313 + 4 x3191^2 - x3191 * x3192 - x3191 * x3314 + 4 x3192^2 - x3192 * x3193 - x3192 * x3315 + 4 x3193^2 - x3193 * x3194 - x3193 * x3316 + 4 x3194^2 - x3194 * x3195 - x3194 * x3317 + 4 x3195^2 - x3195 * x3196 - x3195 * x3318 + 4 x3196^2 - x3196 * x3197 - x3196 * x3319 + 4 x3197^2 - x3197 * x3198 - x3197 * x3320 + 4 x3198^2 - x3198 * x3199 - x3198 * x3321 + 3.5 x3199^2 - x3199 * x3322 + 3.5 x3200^2 - x3200 * x3201 - x3200 * x3323 + 4 x3201^2 - x3201 * x3202 - x3201 * x3324 + 4 x3202^2 - x3202 * x3203 - x3202 * x3325 + 4 x3203^2 - x3203 * x3204 - x3203 * x3326 + 4 x3204^2 - x3204 * x3205 - x3204 * x3327 + 4 x3205^2 - x3205 * x3206 - x3205 * x3328 + 4 x3206^2 - x3206 * x3207 - x3206 * x3329 + 4 x3207^2 - x3207 * x3208 - x3207 * x3330 + 4 x3208^2 - x3208 * x3209 - x3208 * x3331 + 4 x3209^2 - x3209 * x3210 - x3209 * x3332 + 4 x3210^2 - x3210 * x3211 - x3210 * x3333 + 4 x3211^2 - x3211 * x3212 - x3211 * x3334 + 4 x3212^2 - x3212 * x3213 - x3212 * x3335 + 4 x3213^2 - x3213 * x3214 - x3213 * x3336 + 4 x3214^2 - x3214 * x3215 - x3214 * x3337 + 4 x3215^2 - x3215 * x3216 - x3215 * x3338 + 4 x3216^2 - x3216 * x3217 - x3216 * x3339 + 4 x3217^2 - x3217 * x3218 - x3217 * x3340 + 4 x3218^2 - x3218 * x3219 - x3218 * x3341 + 4 x3219^2 - x3219 * x3220 - x3219 * x3342 + 4 x3220^2 - x3220 * x3221 - x3220 * x3343 + 4 x3221^2 - x3221 * x3222 - x3221 * x3344 + 4 x3222^2 - x3222 * x3223 - x3222 * x3345 + 4 x3223^2 - x3223 * x3224 - x3223 * x3346 + 4 x3224^2 - x3224 * x3225 - x3224 * x3347 + 4 x3225^2 - x3225 * x3226 - x3225 * x3348 + 4 x3226^2 - x3226 * x3227 - x3226 * x3349 + 4 x3227^2 - x3227 * x3228 - x3227 * x3350 + 4 x3228^2 - x3228 * x3229 - x3228 * x3351 + 4 x3229^2 - x3229 * x3230 - x3229 * x3352 + 4 x3230^2 - x3230 * x3231 - x3230 * x3353 + 4 x3231^2 - x3231 * x3232 - x3231 * x3354 + 4 x3232^2 - x3232 * x3233 - x3232 * x3355 + 4 x3233^2 - x3233 * x3234 - x3233 * x3356 + 4 x3234^2 - x3234 * x3235 - x3234 * x3357 + 4 x3235^2 - x3235 * x3236 - x3235 * x3358 + 4 x3236^2 - x3236 * x3237 - x3236 * x3359 + 4 x3237^2 - x3237 * x3238 - x3237 * x3360 + 4 x3238^2 - x3238 * x3239 - x3238 * x3361 + 4 x3239^2 - x3239 * x3240 - x3239 * x3362 + 4 x3240^2 - x3240 * x3241 - x3240 * x3363 + 4 x3241^2 - x3241 * x3242 - x3241 * x3364 + 4 x3242^2 - x3242 * x3243 - x3242 * x3365 + 4 x3243^2 - x3243 * x3244 - x3243 * x3366 + 4 x3244^2 - x3244 * x3245 - x3244 * x3367 + 4 x3245^2 - x3245 * x3246 - x3245 * x3368 + 4 x3246^2 - x3246 * x3247 - x3246 * x3369 + 4 x3247^2 - x3247 * x3248 - x3247 * x3370 + 4 x3248^2 - x3248 * x3249 - x3248 * x3371 + 4 x3249^2 - x3249 * x3250 - x3249 * x3372 + 4 x3250^2 - x3250 * x3251 - x3250 * x3373 + 4 x3251^2 - x3251 * x3252 - x3251 * x3374 + 4 x3252^2 - x3252 * x3253 - x3252 * x3375 + 4 x3253^2 - x3253 * x3254 - x3253 * x3376 + 4 x3254^2 - x3254 * x3255 - x3254 * x3377 + 4 x3255^2 - x3255 * x3256 - x3255 * x3378 + 4 x3256^2 - x3256 * x3257 - x3256 * x3379 + 4 x3257^2 - x3257 * x3258 - x3257 * x3380 + 4 x3258^2 - x3258 * x3259 - x3258 * x3381 + 4 x3259^2 - x3259 * x3260 - x3259 * x3382 + 4 x3260^2 - x3260 * x3261 - x3260 * x3383 + 4 x3261^2 - x3261 * x3262 - x3261 * x3384 + 4 x3262^2 - x3262 * x3263 - x3262 * x3385 + 4 x3263^2 - x3263 * x3264 - x3263 * x3386 + 4 x3264^2 - x3264 * x3265 - x3264 * x3387 + 4 x3265^2 - x3265 * x3266 - x3265 * x3388 + 4 x3266^2 - x3266 * x3267 - x3266 * x3389 + 4 x3267^2 - x3267 * x3268 - x3267 * x3390 + 4 x3268^2 - x3268 * x3269 - x3268 * x3391 + 4 x3269^2 - x3269 * x3270 - x3269 * x3392 + 4 x3270^2 - x3270 * x3271 - x3270 * x3393 + 4 x3271^2 - x3271 * x3272 - x3271 * x3394 + 4 x3272^2 - x3272 * x3273 - x3272 * x3395 + 4 x3273^2 - x3273 * x3274 - x3273 * x3396 + 4 x3274^2 - x3274 * x3275 - x3274 * x3397 + 4 x3275^2 - x3275 * x3276 - x3275 * x3398 + 4 x3276^2 - x3276 * x3277 - x3276 * x3399 + 4 x3277^2 - x3277 * x3278 - x3277 * x3400 + 4 x3278^2 - x3278 * x3279 - x3278 * x3401 + 4 x3279^2 - x3279 * x3280 - x3279 * x3402 + 4 x3280^2 - x3280 * x3281 - x3280 * x3403 + 4 x3281^2 - x3281 * x3282 - x3281 * x3404 + 4 x3282^2 - x3282 * x3283 - x3282 * x3405 + 4 x3283^2 - x3283 * x3284 - x3283 * x3406 + 4 x3284^2 - x3284 * x3285 - x3284 * x3407 + 4 x3285^2 - x3285 * x3286 - x3285 * x3408 + 4 x3286^2 - x3286 * x3287 - x3286 * x3409 + 4 x3287^2 - x3287 * x3288 - x3287 * x3410 + 4 x3288^2 - x3288 * x3289 - x3288 * x3411 + 4 x3289^2 - x3289 * x3290 - x3289 * x3412 + 4 x3290^2 - x3290 * x3291 - x3290 * x3413 + 4 x3291^2 - x3291 * x3292 - x3291 * x3414 + 4 x3292^2 - x3292 * x3293 - x3292 * x3415 + 4 x3293^2 - x3293 * x3294 - x3293 * x3416 + 4 x3294^2 - x3294 * x3295 - x3294 * x3417 + 4 x3295^2 - x3295 * x3296 - x3295 * x3418 + 4 x3296^2 - x3296 * x3297 - x3296 * x3419 + 4 x3297^2 - x3297 * x3298 - x3297 * x3420 + 4 x3298^2 - x3298 * x3299 - x3298 * x3421 + 4 x3299^2 - x3299 * x3300 - x3299 * x3422 + 4 x3300^2 - x3300 * x3301 - x3300 * x3423 + 4 x3301^2 - x3301 * x3302 - x3301 * x3424 + 4 x3302^2 - x3302 * x3303 - x3302 * x3425 + 4 x3303^2 - x3303 * x3304 - x3303 * x3426 + 4 x3304^2 - x3304 * x3305 - x3304 * x3427 + 4 x3305^2 - x3305 * x3306 - x3305 * x3428 + 4 x3306^2 - x3306 * x3307 - x3306 * x3429 + 4 x3307^2 - x3307 * x3308 - x3307 * x3430 + 4 x3308^2 - x3308 * x3309 - x3308 * x3431 + 4 x3309^2 - x3309 * x3310 - x3309 * x3432 + 4 x3310^2 - x3310 * x3311 - x3310 * x3433 + 4 x3311^2 - x3311 * x3312 - x3311 * x3434 + 4 x3312^2 - x3312 * x3313 - x3312 * x3435 + 4 x3313^2 - x3313 * x3314 - x3313 * x3436 + 4 x3314^2 - x3314 * x3315 - x3314 * x3437 + 4 x3315^2 - x3315 * x3316 - x3315 * x3438 + 4 x3316^2 - x3316 * x3317 - x3316 * x3439 + 4 x3317^2 - x3317 * x3318 - x3317 * x3440 + 4 x3318^2 - x3318 * x3319 - x3318 * x3441 + 4 x3319^2 - x3319 * x3320 - x3319 * x3442 + 4 x3320^2 - x3320 * x3321 - x3320 * x3443 + 4 x3321^2 - x3321 * x3322 - x3321 * x3444 + 3.5 x3322^2 - x3322 * x3445 + 3.5 x3323^2 - x3323 * x3324 - x3323 * x3446 + 4 x3324^2 - x3324 * x3325 - x3324 * x3447 + 4 x3325^2 - x3325 * x3326 - x3325 * x3448 + 4 x3326^2 - x3326 * x3327 - x3326 * x3449 + 4 x3327^2 - x3327 * x3328 - x3327 * x3450 + 4 x3328^2 - x3328 * x3329 - x3328 * x3451 + 4 x3329^2 - x3329 * x3330 - x3329 * x3452 + 4 x3330^2 - x3330 * x3331 - x3330 * x3453 + 4 x3331^2 - x3331 * x3332 - x3331 * x3454 + 4 x3332^2 - x3332 * x3333 - x3332 * x3455 + 4 x3333^2 - x3333 * x3334 - x3333 * x3456 + 4 x3334^2 - x3334 * x3335 - x3334 * x3457 + 4 x3335^2 - x3335 * x3336 - x3335 * x3458 + 4 x3336^2 - x3336 * x3337 - x3336 * x3459 + 4 x3337^2 - x3337 * x3338 - x3337 * x3460 + 4 x3338^2 - x3338 * x3339 - x3338 * x3461 + 4 x3339^2 - x3339 * x3340 - x3339 * x3462 + 4 x3340^2 - x3340 * x3341 - x3340 * x3463 + 4 x3341^2 - x3341 * x3342 - x3341 * x3464 + 4 x3342^2 - x3342 * x3343 - x3342 * x3465 + 4 x3343^2 - x3343 * x3344 - x3343 * x3466 + 4 x3344^2 - x3344 * x3345 - x3344 * x3467 + 4 x3345^2 - x3345 * x3346 - x3345 * x3468 + 4 x3346^2 - x3346 * x3347 - x3346 * x3469 + 4 x3347^2 - x3347 * x3348 - x3347 * x3470 + 4 x3348^2 - x3348 * x3349 - x3348 * x3471 + 4 x3349^2 - x3349 * x3350 - x3349 * x3472 + 4 x3350^2 - x3350 * x3351 - x3350 * x3473 + 4 x3351^2 - x3351 * x3352 - x3351 * x3474 + 4 x3352^2 - x3352 * x3353 - x3352 * x3475 + 4 x3353^2 - x3353 * x3354 - x3353 * x3476 + 4 x3354^2 - x3354 * x3355 - x3354 * x3477 + 4 x3355^2 - x3355 * x3356 - x3355 * x3478 + 4 x3356^2 - x3356 * x3357 - x3356 * x3479 + 4 x3357^2 - x3357 * x3358 - x3357 * x3480 + 4 x3358^2 - x3358 * x3359 - x3358 * x3481 + 4 x3359^2 - x3359 * x3360 - x3359 * x3482 + 4 x3360^2 - x3360 * x3361 - x3360 * x3483 + 4 x3361^2 - x3361 * x3362 - x3361 * x3484 + 4 x3362^2 - x3362 * x3363 - x3362 * x3485 + 4 x3363^2 - x3363 * x3364 - x3363 * x3486 + 4 x3364^2 - x3364 * x3365 - x3364 * x3487 + 4 x3365^2 - x3365 * x3366 - x3365 * x3488 + 4 x3366^2 - x3366 * x3367 - x3366 * x3489 + 4 x3367^2 - x3367 * x3368 - x3367 * x3490 + 4 x3368^2 - x3368 * x3369 - x3368 * x3491 + 4 x3369^2 - x3369 * x3370 - x3369 * x3492 + 4 x3370^2 - x3370 * x3371 - x3370 * x3493 + 4 x3371^2 - x3371 * x3372 - x3371 * x3494 + 4 x3372^2 - x3372 * x3373 - x3372 * x3495 + 4 x3373^2 - x3373 * x3374 - x3373 * x3496 + 4 x3374^2 - x3374 * x3375 - x3374 * x3497 + 4 x3375^2 - x3375 * x3376 - x3375 * x3498 + 4 x3376^2 - x3376 * x3377 - x3376 * x3499 + 4 x3377^2 - x3377 * x3378 - x3377 * x3500 + 4 x3378^2 - x3378 * x3379 - x3378 * x3501 + 4 x3379^2 - x3379 * x3380 - x3379 * x3502 + 4 x3380^2 - x3380 * x3381 - x3380 * x3503 + 4 x3381^2 - x3381 * x3382 - x3381 * x3504 + 4 x3382^2 - x3382 * x3383 - x3382 * x3505 + 4 x3383^2 - x3383 * x3384 - x3383 * x3506 + 4 x3384^2 - x3384 * x3385 - x3384 * x3507 + 4 x3385^2 - x3385 * x3386 - x3385 * x3508 + 4 x3386^2 - x3386 * x3387 - x3386 * x3509 + 4 x3387^2 - x3387 * x3388 - x3387 * x3510 + 4 x3388^2 - x3388 * x3389 - x3388 * x3511 + 4 x3389^2 - x3389 * x3390 - x3389 * x3512 + 4 x3390^2 - x3390 * x3391 - x3390 * x3513 + 4 x3391^2 - x3391 * x3392 - x3391 * x3514 + 4 x3392^2 - x3392 * x3393 - x3392 * x3515 + 4 x3393^2 - x3393 * x3394 - x3393 * x3516 + 4 x3394^2 - x3394 * x3395 - x3394 * x3517 + 4 x3395^2 - x3395 * x3396 - x3395 * x3518 + 4 x3396^2 - x3396 * x3397 - x3396 * x3519 + 4 x3397^2 - x3397 * x3398 - x3397 * x3520 + 4 x3398^2 - x3398 * x3399 - x3398 * x3521 + 4 x3399^2 - x3399 * x3400 - x3399 * x3522 + 4 x3400^2 - x3400 * x3401 - x3400 * x3523 + 4 x3401^2 - x3401 * x3402 - x3401 * x3524 + 4 x3402^2 - x3402 * x3403 - x3402 * x3525 + 4 x3403^2 - x3403 * x3404 - x3403 * x3526 + 4 x3404^2 - x3404 * x3405 - x3404 * x3527 + 4 x3405^2 - x3405 * x3406 - x3405 * x3528 + 4 x3406^2 - x3406 * x3407 - x3406 * x3529 + 4 x3407^2 - x3407 * x3408 - x3407 * x3530 + 4 x3408^2 - x3408 * x3409 - x3408 * x3531 + 4 x3409^2 - x3409 * x3410 - x3409 * x3532 + 4 x3410^2 - x3410 * x3411 - x3410 * x3533 + 4 x3411^2 - x3411 * x3412 - x3411 * x3534 + 4 x3412^2 - x3412 * x3413 - x3412 * x3535 + 4 x3413^2 - x3413 * x3414 - x3413 * x3536 + 4 x3414^2 - x3414 * x3415 - x3414 * x3537 + 4 x3415^2 - x3415 * x3416 - x3415 * x3538 + 4 x3416^2 - x3416 * x3417 - x3416 * x3539 + 4 x3417^2 - x3417 * x3418 - x3417 * x3540 + 4 x3418^2 - x3418 * x3419 - x3418 * x3541 + 4 x3419^2 - x3419 * x3420 - x3419 * x3542 + 4 x3420^2 - x3420 * x3421 - x3420 * x3543 + 4 x3421^2 - x3421 * x3422 - x3421 * x3544 + 4 x3422^2 - x3422 * x3423 - x3422 * x3545 + 4 x3423^2 - x3423 * x3424 - x3423 * x3546 + 4 x3424^2 - x3424 * x3425 - x3424 * x3547 + 4 x3425^2 - x3425 * x3426 - x3425 * x3548 + 4 x3426^2 - x3426 * x3427 - x3426 * x3549 + 4 x3427^2 - x3427 * x3428 - x3427 * x3550 + 4 x3428^2 - x3428 * x3429 - x3428 * x3551 + 4 x3429^2 - x3429 * x3430 - x3429 * x3552 + 4 x3430^2 - x3430 * x3431 - x3430 * x3553 + 4 x3431^2 - x3431 * x3432 - x3431 * x3554 + 4 x3432^2 - x3432 * x3433 - x3432 * x3555 + 4 x3433^2 - x3433 * x3434 - x3433 * x3556 + 4 x3434^2 - x3434 * x3435 - x3434 * x3557 + 4 x3435^2 - x3435 * x3436 - x3435 * x3558 + 4 x3436^2 - x3436 * x3437 - x3436 * x3559 + 4 x3437^2 - x3437 * x3438 - x3437 * x3560 + 4 x3438^2 - x3438 * x3439 - x3438 * x3561 + 4 x3439^2 - x3439 * x3440 - x3439 * x3562 + 4 x3440^2 - x3440 * x3441 - x3440 * x3563 + 4 x3441^2 - x3441 * x3442 - x3441 * x3564 + 4 x3442^2 - x3442 * x3443 - x3442 * x3565 + 4 x3443^2 - x3443 * x3444 - x3443 * x3566 + 4 x3444^2 - x3444 * x3445 - x3444 * x3567 + 3.5 x3445^2 - x3445 * x3568 + 3.5 x3446^2 - x3446 * x3447 - x3446 * x3569 + 4 x3447^2 - x3447 * x3448 - x3447 * x3570 + 4 x3448^2 - x3448 * x3449 - x3448 * x3571 + 4 x3449^2 - x3449 * x3450 - x3449 * x3572 + 4 x3450^2 - x3450 * x3451 - x3450 * x3573 + 4 x3451^2 - x3451 * x3452 - x3451 * x3574 + 4 x3452^2 - x3452 * x3453 - x3452 * x3575 + 4 x3453^2 - x3453 * x3454 - x3453 * x3576 + 4 x3454^2 - x3454 * x3455 - x3454 * x3577 + 4 x3455^2 - x3455 * x3456 - x3455 * x3578 + 4 x3456^2 - x3456 * x3457 - x3456 * x3579 + 4 x3457^2 - x3457 * x3458 - x3457 * x3580 + 4 x3458^2 - x3458 * x3459 - x3458 * x3581 + 4 x3459^2 - x3459 * x3460 - x3459 * x3582 + 4 x3460^2 - x3460 * x3461 - x3460 * x3583 + 4 x3461^2 - x3461 * x3462 - x3461 * x3584 + 4 x3462^2 - x3462 * x3463 - x3462 * x3585 + 4 x3463^2 - x3463 * x3464 - x3463 * x3586 + 4 x3464^2 - x3464 * x3465 - x3464 * x3587 + 4 x3465^2 - x3465 * x3466 - x3465 * x3588 + 4 x3466^2 - x3466 * x3467 - x3466 * x3589 + 4 x3467^2 - x3467 * x3468 - x3467 * x3590 + 4 x3468^2 - x3468 * x3469 - x3468 * x3591 + 4 x3469^2 - x3469 * x3470 - x3469 * x3592 + 4 x3470^2 - x3470 * x3471 - x3470 * x3593 + 4 x3471^2 - x3471 * x3472 - x3471 * x3594 + 4 x3472^2 - x3472 * x3473 - x3472 * x3595 + 4 x3473^2 - x3473 * x3474 - x3473 * x3596 + 4 x3474^2 - x3474 * x3475 - x3474 * x3597 + 4 x3475^2 - x3475 * x3476 - x3475 * x3598 + 4 x3476^2 - x3476 * x3477 - x3476 * x3599 + 4 x3477^2 - x3477 * x3478 - x3477 * x3600 + 4 x3478^2 - x3478 * x3479 - x3478 * x3601 + 4 x3479^2 - x3479 * x3480 - x3479 * x3602 + 4 x3480^2 - x3480 * x3481 - x3480 * x3603 + 4 x3481^2 - x3481 * x3482 - x3481 * x3604 + 4 x3482^2 - x3482 * x3483 - x3482 * x3605 + 4 x3483^2 - x3483 * x3484 - x3483 * x3606 + 4 x3484^2 - x3484 * x3485 - x3484 * x3607 + 4 x3485^2 - x3485 * x3486 - x3485 * x3608 + 4 x3486^2 - x3486 * x3487 - x3486 * x3609 + 4 x3487^2 - x3487 * x3488 - x3487 * x3610 + 4 x3488^2 - x3488 * x3489 - x3488 * x3611 + 4 x3489^2 - x3489 * x3490 - x3489 * x3612 + 4 x3490^2 - x3490 * x3491 - x3490 * x3613 + 4 x3491^2 - x3491 * x3492 - x3491 * x3614 + 4 x3492^2 - x3492 * x3493 - x3492 * x3615 + 4 x3493^2 - x3493 * x3494 - x3493 * x3616 + 4 x3494^2 - x3494 * x3495 - x3494 * x3617 + 4 x3495^2 - x3495 * x3496 - x3495 * x3618 + 4 x3496^2 - x3496 * x3497 - x3496 * x3619 + 4 x3497^2 - x3497 * x3498 - x3497 * x3620 + 4 x3498^2 - x3498 * x3499 - x3498 * x3621 + 4 x3499^2 - x3499 * x3500 - x3499 * x3622 + 4 x3500^2 - x3500 * x3501 - x3500 * x3623 + 4 x3501^2 - x3501 * x3502 - x3501 * x3624 + 4 x3502^2 - x3502 * x3503 - x3502 * x3625 + 4 x3503^2 - x3503 * x3504 - x3503 * x3626 + 4 x3504^2 - x3504 * x3505 - x3504 * x3627 + 4 x3505^2 - x3505 * x3506 - x3505 * x3628 + 4 x3506^2 - x3506 * x3507 - x3506 * x3629 + 4 x3507^2 - x3507 * x3508 - x3507 * x3630 + 4 x3508^2 - x3508 * x3509 - x3508 * x3631 + 4 x3509^2 - x3509 * x3510 - x3509 * x3632 + 4 x3510^2 - x3510 * x3511 - x3510 * x3633 + 4 x3511^2 - x3511 * x3512 - x3511 * x3634 + 4 x3512^2 - x3512 * x3513 - x3512 * x3635 + 4 x3513^2 - x3513 * x3514 - x3513 * x3636 + 4 x3514^2 - x3514 * x3515 - x3514 * x3637 + 4 x3515^2 - x3515 * x3516 - x3515 * x3638 + 4 x3516^2 - x3516 * x3517 - x3516 * x3639 + 4 x3517^2 - x3517 * x3518 - x3517 * x3640 + 4 x3518^2 - x3518 * x3519 - x3518 * x3641 + 4 x3519^2 - x3519 * x3520 - x3519 * x3642 + 4 x3520^2 - x3520 * x3521 - x3520 * x3643 + 4 x3521^2 - x3521 * x3522 - x3521 * x3644 + 4 x3522^2 - x3522 * x3523 - x3522 * x3645 + 4 x3523^2 - x3523 * x3524 - x3523 * x3646 + 4 x3524^2 - x3524 * x3525 - x3524 * x3647 + 4 x3525^2 - x3525 * x3526 - x3525 * x3648 + 4 x3526^2 - x3526 * x3527 - x3526 * x3649 + 4 x3527^2 - x3527 * x3528 - x3527 * x3650 + 4 x3528^2 - x3528 * x3529 - x3528 * x3651 + 4 x3529^2 - x3529 * x3530 - x3529 * x3652 + 4 x3530^2 - x3530 * x3531 - x3530 * x3653 + 4 x3531^2 - x3531 * x3532 - x3531 * x3654 + 4 x3532^2 - x3532 * x3533 - x3532 * x3655 + 4 x3533^2 - x3533 * x3534 - x3533 * x3656 + 4 x3534^2 - x3534 * x3535 - x3534 * x3657 + 4 x3535^2 - x3535 * x3536 - x3535 * x3658 + 4 x3536^2 - x3536 * x3537 - x3536 * x3659 + 4 x3537^2 - x3537 * x3538 - x3537 * x3660 + 4 x3538^2 - x3538 * x3539 - x3538 * x3661 + 4 x3539^2 - x3539 * x3540 - x3539 * x3662 + 4 x3540^2 - x3540 * x3541 - x3540 * x3663 + 4 x3541^2 - x3541 * x3542 - x3541 * x3664 + 4 x3542^2 - x3542 * x3543 - x3542 * x3665 + 4 x3543^2 - x3543 * x3544 - x3543 * x3666 + 4 x3544^2 - x3544 * x3545 - x3544 * x3667 + 4 x3545^2 - x3545 * x3546 - x3545 * x3668 + 4 x3546^2 - x3546 * x3547 - x3546 * x3669 + 4 x3547^2 - x3547 * x3548 - x3547 * x3670 + 4 x3548^2 - x3548 * x3549 - x3548 * x3671 + 4 x3549^2 - x3549 * x3550 - x3549 * x3672 + 4 x3550^2 - x3550 * x3551 - x3550 * x3673 + 4 x3551^2 - x3551 * x3552 - x3551 * x3674 + 4 x3552^2 - x3552 * x3553 - x3552 * x3675 + 4 x3553^2 - x3553 * x3554 - x3553 * x3676 + 4 x3554^2 - x3554 * x3555 - x3554 * x3677 + 4 x3555^2 - x3555 * x3556 - x3555 * x3678 + 4 x3556^2 - x3556 * x3557 - x3556 * x3679 + 4 x3557^2 - x3557 * x3558 - x3557 * x3680 + 4 x3558^2 - x3558 * x3559 - x3558 * x3681 + 4 x3559^2 - x3559 * x3560 - x3559 * x3682 + 4 x3560^2 - x3560 * x3561 - x3560 * x3683 + 4 x3561^2 - x3561 * x3562 - x3561 * x3684 + 4 x3562^2 - x3562 * x3563 - x3562 * x3685 + 4 x3563^2 - x3563 * x3564 - x3563 * x3686 + 4 x3564^2 - x3564 * x3565 - x3564 * x3687 + 4 x3565^2 - x3565 * x3566 - x3565 * x3688 + 4 x3566^2 - x3566 * x3567 - x3566 * x3689 + 4 x3567^2 - x3567 * x3568 - x3567 * x3690 + 3.5 x3568^2 - x3568 * x3691 + 3.5 x3569^2 - x3569 * x3570 - x3569 * x3692 + 4 x3570^2 - x3570 * x3571 - x3570 * x3693 + 4 x3571^2 - x3571 * x3572 - x3571 * x3694 + 4 x3572^2 - x3572 * x3573 - x3572 * x3695 + 4 x3573^2 - x3573 * x3574 - x3573 * x3696 + 4 x3574^2 - x3574 * x3575 - x3574 * x3697 + 4 x3575^2 - x3575 * x3576 - x3575 * x3698 + 4 x3576^2 - x3576 * x3577 - x3576 * x3699 + 4 x3577^2 - x3577 * x3578 - x3577 * x3700 + 4 x3578^2 - x3578 * x3579 - x3578 * x3701 + 4 x3579^2 - x3579 * x3580 - x3579 * x3702 + 4 x3580^2 - x3580 * x3581 - x3580 * x3703 + 4 x3581^2 - x3581 * x3582 - x3581 * x3704 + 4 x3582^2 - x3582 * x3583 - x3582 * x3705 + 4 x3583^2 - x3583 * x3584 - x3583 * x3706 + 4 x3584^2 - x3584 * x3585 - x3584 * x3707 + 4 x3585^2 - x3585 * x3586 - x3585 * x3708 + 4 x3586^2 - x3586 * x3587 - x3586 * x3709 + 4 x3587^2 - x3587 * x3588 - x3587 * x3710 + 4 x3588^2 - x3588 * x3589 - x3588 * x3711 + 4 x3589^2 - x3589 * x3590 - x3589 * x3712 + 4 x3590^2 - x3590 * x3591 - x3590 * x3713 + 4 x3591^2 - x3591 * x3592 - x3591 * x3714 + 4 x3592^2 - x3592 * x3593 - x3592 * x3715 + 4 x3593^2 - x3593 * x3594 - x3593 * x3716 + 4 x3594^2 - x3594 * x3595 - x3594 * x3717 + 4 x3595^2 - x3595 * x3596 - x3595 * x3718 + 4 x3596^2 - x3596 * x3597 - x3596 * x3719 + 4 x3597^2 - x3597 * x3598 - x3597 * x3720 + 4 x3598^2 - x3598 * x3599 - x3598 * x3721 + 4 x3599^2 - x3599 * x3600 - x3599 * x3722 + 4 x3600^2 - x3600 * x3601 - x3600 * x3723 + 4 x3601^2 - x3601 * x3602 - x3601 * x3724 + 4 x3602^2 - x3602 * x3603 - x3602 * x3725 + 4 x3603^2 - x3603 * x3604 - x3603 * x3726 + 4 x3604^2 - x3604 * x3605 - x3604 * x3727 + 4 x3605^2 - x3605 * x3606 - x3605 * x3728 + 4 x3606^2 - x3606 * x3607 - x3606 * x3729 + 4 x3607^2 - x3607 * x3608 - x3607 * x3730 + 4 x3608^2 - x3608 * x3609 - x3608 * x3731 + 4 x3609^2 - x3609 * x3610 - x3609 * x3732 + 4 x3610^2 - x3610 * x3611 - x3610 * x3733 + 4 x3611^2 - x3611 * x3612 - x3611 * x3734 + 4 x3612^2 - x3612 * x3613 - x3612 * x3735 + 4 x3613^2 - x3613 * x3614 - x3613 * x3736 + 4 x3614^2 - x3614 * x3615 - x3614 * x3737 + 4 x3615^2 - x3615 * x3616 - x3615 * x3738 + 4 x3616^2 - x3616 * x3617 - x3616 * x3739 + 4 x3617^2 - x3617 * x3618 - x3617 * x3740 + 4 x3618^2 - x3618 * x3619 - x3618 * x3741 + 4 x3619^2 - x3619 * x3620 - x3619 * x3742 + 4 x3620^2 - x3620 * x3621 - x3620 * x3743 + 4 x3621^2 - x3621 * x3622 - x3621 * x3744 + 4 x3622^2 - x3622 * x3623 - x3622 * x3745 + 4 x3623^2 - x3623 * x3624 - x3623 * x3746 + 4 x3624^2 - x3624 * x3625 - x3624 * x3747 + 4 x3625^2 - x3625 * x3626 - x3625 * x3748 + 4 x3626^2 - x3626 * x3627 - x3626 * x3749 + 4 x3627^2 - x3627 * x3628 - x3627 * x3750 + 4 x3628^2 - x3628 * x3629 - x3628 * x3751 + 4 x3629^2 - x3629 * x3630 - x3629 * x3752 + 4 x3630^2 - x3630 * x3631 - x3630 * x3753 + 4 x3631^2 - x3631 * x3632 - x3631 * x3754 + 4 x3632^2 - x3632 * x3633 - x3632 * x3755 + 4 x3633^2 - x3633 * x3634 - x3633 * x3756 + 4 x3634^2 - x3634 * x3635 - x3634 * x3757 + 4 x3635^2 - x3635 * x3636 - x3635 * x3758 + 4 x3636^2 - x3636 * x3637 - x3636 * x3759 + 4 x3637^2 - x3637 * x3638 - x3637 * x3760 + 4 x3638^2 - x3638 * x3639 - x3638 * x3761 + 4 x3639^2 - x3639 * x3640 - x3639 * x3762 + 4 x3640^2 - x3640 * x3641 - x3640 * x3763 + 4 x3641^2 - x3641 * x3642 - x3641 * x3764 + 4 x3642^2 - x3642 * x3643 - x3642 * x3765 + 4 x3643^2 - x3643 * x3644 - x3643 * x3766 + 4 x3644^2 - x3644 * x3645 - x3644 * x3767 + 4 x3645^2 - x3645 * x3646 - x3645 * x3768 + 4 x3646^2 - x3646 * x3647 - x3646 * x3769 + 4 x3647^2 - x3647 * x3648 - x3647 * x3770 + 4 x3648^2 - x3648 * x3649 - x3648 * x3771 + 4 x3649^2 - x3649 * x3650 - x3649 * x3772 + 4 x3650^2 - x3650 * x3651 - x3650 * x3773 + 4 x3651^2 - x3651 * x3652 - x3651 * x3774 + 4 x3652^2 - x3652 * x3653 - x3652 * x3775 + 4 x3653^2 - x3653 * x3654 - x3653 * x3776 + 4 x3654^2 - x3654 * x3655 - x3654 * x3777 + 4 x3655^2 - x3655 * x3656 - x3655 * x3778 + 4 x3656^2 - x3656 * x3657 - x3656 * x3779 + 4 x3657^2 - x3657 * x3658 - x3657 * x3780 + 4 x3658^2 - x3658 * x3659 - x3658 * x3781 + 4 x3659^2 - x3659 * x3660 - x3659 * x3782 + 4 x3660^2 - x3660 * x3661 - x3660 * x3783 + 4 x3661^2 - x3661 * x3662 - x3661 * x3784 + 4 x3662^2 - x3662 * x3663 - x3662 * x3785 + 4 x3663^2 - x3663 * x3664 - x3663 * x3786 + 4 x3664^2 - x3664 * x3665 - x3664 * x3787 + 4 x3665^2 - x3665 * x3666 - x3665 * x3788 + 4 x3666^2 - x3666 * x3667 - x3666 * x3789 + 4 x3667^2 - x3667 * x3668 - x3667 * x3790 + 4 x3668^2 - x3668 * x3669 - x3668 * x3791 + 4 x3669^2 - x3669 * x3670 - x3669 * x3792 + 4 x3670^2 - x3670 * x3671 - x3670 * x3793 + 4 x3671^2 - x3671 * x3672 - x3671 * x3794 + 4 x3672^2 - x3672 * x3673 - x3672 * x3795 + 4 x3673^2 - x3673 * x3674 - x3673 * x3796 + 4 x3674^2 - x3674 * x3675 - x3674 * x3797 + 4 x3675^2 - x3675 * x3676 - x3675 * x3798 + 4 x3676^2 - x3676 * x3677 - x3676 * x3799 + 4 x3677^2 - x3677 * x3678 - x3677 * x3800 + 4 x3678^2 - x3678 * x3679 - x3678 * x3801 + 4 x3679^2 - x3679 * x3680 - x3679 * x3802 + 4 x3680^2 - x3680 * x3681 - x3680 * x3803 + 4 x3681^2 - x3681 * x3682 - x3681 * x3804 + 4 x3682^2 - x3682 * x3683 - x3682 * x3805 + 4 x3683^2 - x3683 * x3684 - x3683 * x3806 + 4 x3684^2 - x3684 * x3685 - x3684 * x3807 + 4 x3685^2 - x3685 * x3686 - x3685 * x3808 + 4 x3686^2 - x3686 * x3687 - x3686 * x3809 + 4 x3687^2 - x3687 * x3688 - x3687 * x3810 + 4 x3688^2 - x3688 * x3689 - x3688 * x3811 + 4 x3689^2 - x3689 * x3690 - x3689 * x3812 + 4 x3690^2 - x3690 * x3691 - x3690 * x3813 + 3.5 x3691^2 - x3691 * x3814 + 3.5 x3692^2 - x3692 * x3693 - x3692 * x3815 + 4 x3693^2 - x3693 * x3694 - x3693 * x3816 + 4 x3694^2 - x3694 * x3695 - x3694 * x3817 + 4 x3695^2 - x3695 * x3696 - x3695 * x3818 + 4 x3696^2 - x3696 * x3697 - x3696 * x3819 + 4 x3697^2 - x3697 * x3698 - x3697 * x3820 + 4 x3698^2 - x3698 * x3699 - x3698 * x3821 + 4 x3699^2 - x3699 * x3700 - x3699 * x3822 + 4 x3700^2 - x3700 * x3701 - x3700 * x3823 + 4 x3701^2 - x3701 * x3702 - x3701 * x3824 + 4 x3702^2 - x3702 * x3703 - x3702 * x3825 + 4 x3703^2 - x3703 * x3704 - x3703 * x3826 + 4 x3704^2 - x3704 * x3705 - x3704 * x3827 + 4 x3705^2 - x3705 * x3706 - x3705 * x3828 + 4 x3706^2 - x3706 * x3707 - x3706 * x3829 + 4 x3707^2 - x3707 * x3708 - x3707 * x3830 + 4 x3708^2 - x3708 * x3709 - x3708 * x3831 + 4 x3709^2 - x3709 * x3710 - x3709 * x3832 + 4 x3710^2 - x3710 * x3711 - x3710 * x3833 + 4 x3711^2 - x3711 * x3712 - x3711 * x3834 + 4 x3712^2 - x3712 * x3713 - x3712 * x3835 + 4 x3713^2 - x3713 * x3714 - x3713 * x3836 + 4 x3714^2 - x3714 * x3715 - x3714 * x3837 + 4 x3715^2 - x3715 * x3716 - x3715 * x3838 + 4 x3716^2 - x3716 * x3717 - x3716 * x3839 + 4 x3717^2 - x3717 * x3718 - x3717 * x3840 + 4 x3718^2 - x3718 * x3719 - x3718 * x3841 + 4 x3719^2 - x3719 * x3720 - x3719 * x3842 + 4 x3720^2 - x3720 * x3721 - x3720 * x3843 + 4 x3721^2 - x3721 * x3722 - x3721 * x3844 + 4 x3722^2 - x3722 * x3723 - x3722 * x3845 + 4 x3723^2 - x3723 * x3724 - x3723 * x3846 + 4 x3724^2 - x3724 * x3725 - x3724 * x3847 + 4 x3725^2 - x3725 * x3726 - x3725 * x3848 + 4 x3726^2 - x3726 * x3727 - x3726 * x3849 + 4 x3727^2 - x3727 * x3728 - x3727 * x3850 + 4 x3728^2 - x3728 * x3729 - x3728 * x3851 + 4 x3729^2 - x3729 * x3730 - x3729 * x3852 + 4 x3730^2 - x3730 * x3731 - x3730 * x3853 + 4 x3731^2 - x3731 * x3732 - x3731 * x3854 + 4 x3732^2 - x3732 * x3733 - x3732 * x3855 + 4 x3733^2 - x3733 * x3734 - x3733 * x3856 + 4 x3734^2 - x3734 * x3735 - x3734 * x3857 + 4 x3735^2 - x3735 * x3736 - x3735 * x3858 + 4 x3736^2 - x3736 * x3737 - x3736 * x3859 + 4 x3737^2 - x3737 * x3738 - x3737 * x3860 + 4 x3738^2 - x3738 * x3739 - x3738 * x3861 + 4 x3739^2 - x3739 * x3740 - x3739 * x3862 + 4 x3740^2 - x3740 * x3741 - x3740 * x3863 + 4 x3741^2 - x3741 * x3742 - x3741 * x3864 + 4 x3742^2 - x3742 * x3743 - x3742 * x3865 + 4 x3743^2 - x3743 * x3744 - x3743 * x3866 + 4 x3744^2 - x3744 * x3745 - x3744 * x3867 + 4 x3745^2 - x3745 * x3746 - x3745 * x3868 + 4 x3746^2 - x3746 * x3747 - x3746 * x3869 + 4 x3747^2 - x3747 * x3748 - x3747 * x3870 + 4 x3748^2 - x3748 * x3749 - x3748 * x3871 + 4 x3749^2 - x3749 * x3750 - x3749 * x3872 + 4 x3750^2 - x3750 * x3751 - x3750 * x3873 + 4 x3751^2 - x3751 * x3752 - x3751 * x3874 + 4 x3752^2 - x3752 * x3753 - x3752 * x3875 + 4 x3753^2 - x3753 * x3754 - x3753 * x3876 + 4 x3754^2 - x3754 * x3755 - x3754 * x3877 + 4 x3755^2 - x3755 * x3756 - x3755 * x3878 + 4 x3756^2 - x3756 * x3757 - x3756 * x3879 + 4 x3757^2 - x3757 * x3758 - x3757 * x3880 + 4 x3758^2 - x3758 * x3759 - x3758 * x3881 + 4 x3759^2 - x3759 * x3760 - x3759 * x3882 + 4 x3760^2 - x3760 * x3761 - x3760 * x3883 + 4 x3761^2 - x3761 * x3762 - x3761 * x3884 + 4 x3762^2 - x3762 * x3763 - x3762 * x3885 + 4 x3763^2 - x3763 * x3764 - x3763 * x3886 + 4 x3764^2 - x3764 * x3765 - x3764 * x3887 + 4 x3765^2 - x3765 * x3766 - x3765 * x3888 + 4 x3766^2 - x3766 * x3767 - x3766 * x3889 + 4 x3767^2 - x3767 * x3768 - x3767 * x3890 + 4 x3768^2 - x3768 * x3769 - x3768 * x3891 + 4 x3769^2 - x3769 * x3770 - x3769 * x3892 + 4 x3770^2 - x3770 * x3771 - x3770 * x3893 + 4 x3771^2 - x3771 * x3772 - x3771 * x3894 + 4 x3772^2 - x3772 * x3773 - x3772 * x3895 + 4 x3773^2 - x3773 * x3774 - x3773 * x3896 + 4 x3774^2 - x3774 * x3775 - x3774 * x3897 + 4 x3775^2 - x3775 * x3776 - x3775 * x3898 + 4 x3776^2 - x3776 * x3777 - x3776 * x3899 + 4 x3777^2 - x3777 * x3778 - x3777 * x3900 + 4 x3778^2 - x3778 * x3779 - x3778 * x3901 + 4 x3779^2 - x3779 * x3780 - x3779 * x3902 + 4 x3780^2 - x3780 * x3781 - x3780 * x3903 + 4 x3781^2 - x3781 * x3782 - x3781 * x3904 + 4 x3782^2 - x3782 * x3783 - x3782 * x3905 + 4 x3783^2 - x3783 * x3784 - x3783 * x3906 + 4 x3784^2 - x3784 * x3785 - x3784 * x3907 + 4 x3785^2 - x3785 * x3786 - x3785 * x3908 + 4 x3786^2 - x3786 * x3787 - x3786 * x3909 + 4 x3787^2 - x3787 * x3788 - x3787 * x3910 + 4 x3788^2 - x3788 * x3789 - x3788 * x3911 + 4 x3789^2 - x3789 * x3790 - x3789 * x3912 + 4 x3790^2 - x3790 * x3791 - x3790 * x3913 + 4 x3791^2 - x3791 * x3792 - x3791 * x3914 + 4 x3792^2 - x3792 * x3793 - x3792 * x3915 + 4 x3793^2 - x3793 * x3794 - x3793 * x3916 + 4 x3794^2 - x3794 * x3795 - x3794 * x3917 + 4 x3795^2 - x3795 * x3796 - x3795 * x3918 + 4 x3796^2 - x3796 * x3797 - x3796 * x3919 + 4 x3797^2 - x3797 * x3798 - x3797 * x3920 + 4 x3798^2 - x3798 * x3799 - x3798 * x3921 + 4 x3799^2 - x3799 * x3800 - x3799 * x3922 + 4 x3800^2 - x3800 * x3801 - x3800 * x3923 + 4 x3801^2 - x3801 * x3802 - x3801 * x3924 + 4 x3802^2 - x3802 * x3803 - x3802 * x3925 + 4 x3803^2 - x3803 * x3804 - x3803 * x3926 + 4 x3804^2 - x3804 * x3805 - x3804 * x3927 + 4 x3805^2 - x3805 * x3806 - x3805 * x3928 + 4 x3806^2 - x3806 * x3807 - x3806 * x3929 + 4 x3807^2 - x3807 * x3808 - x3807 * x3930 + 4 x3808^2 - x3808 * x3809 - x3808 * x3931 + 4 x3809^2 - x3809 * x3810 - x3809 * x3932 + 4 x3810^2 - x3810 * x3811 - x3810 * x3933 + 4 x3811^2 - x3811 * x3812 - x3811 * x3934 + 4 x3812^2 - x3812 * x3813 - x3812 * x3935 + 4 x3813^2 - x3813 * x3814 - x3813 * x3936 + 3.5 x3814^2 - x3814 * x3937 + 3.5 x3815^2 - x3815 * x3816 - x3815 * x3938 + 4 x3816^2 - x3816 * x3817 - x3816 * x3939 + 4 x3817^2 - x3817 * x3818 - x3817 * x3940 + 4 x3818^2 - x3818 * x3819 - x3818 * x3941 + 4 x3819^2 - x3819 * x3820 - x3819 * x3942 + 4 x3820^2 - x3820 * x3821 - x3820 * x3943 + 4 x3821^2 - x3821 * x3822 - x3821 * x3944 + 4 x3822^2 - x3822 * x3823 - x3822 * x3945 + 4 x3823^2 - x3823 * x3824 - x3823 * x3946 + 4 x3824^2 - x3824 * x3825 - x3824 * x3947 + 4 x3825^2 - x3825 * x3826 - x3825 * x3948 + 4 x3826^2 - x3826 * x3827 - x3826 * x3949 + 4 x3827^2 - x3827 * x3828 - x3827 * x3950 + 4 x3828^2 - x3828 * x3829 - x3828 * x3951 + 4 x3829^2 - x3829 * x3830 - x3829 * x3952 + 4 x3830^2 - x3830 * x3831 - x3830 * x3953 + 4 x3831^2 - x3831 * x3832 - x3831 * x3954 + 4 x3832^2 - x3832 * x3833 - x3832 * x3955 + 4 x3833^2 - x3833 * x3834 - x3833 * x3956 + 4 x3834^2 - x3834 * x3835 - x3834 * x3957 + 4 x3835^2 - x3835 * x3836 - x3835 * x3958 + 4 x3836^2 - x3836 * x3837 - x3836 * x3959 + 4 x3837^2 - x3837 * x3838 - x3837 * x3960 + 4 x3838^2 - x3838 * x3839 - x3838 * x3961 + 4 x3839^2 - x3839 * x3840 - x3839 * x3962 + 4 x3840^2 - x3840 * x3841 - x3840 * x3963 + 4 x3841^2 - x3841 * x3842 - x3841 * x3964 + 4 x3842^2 - x3842 * x3843 - x3842 * x3965 + 4 x3843^2 - x3843 * x3844 - x3843 * x3966 + 4 x3844^2 - x3844 * x3845 - x3844 * x3967 + 4 x3845^2 - x3845 * x3846 - x3845 * x3968 + 4 x3846^2 - x3846 * x3847 - x3846 * x3969 + 4 x3847^2 - x3847 * x3848 - x3847 * x3970 + 4 x3848^2 - x3848 * x3849 - x3848 * x3971 + 4 x3849^2 - x3849 * x3850 - x3849 * x3972 + 4 x3850^2 - x3850 * x3851 - x3850 * x3973 + 4 x3851^2 - x3851 * x3852 - x3851 * x3974 + 4 x3852^2 - x3852 * x3853 - x3852 * x3975 + 4 x3853^2 - x3853 * x3854 - x3853 * x3976 + 4 x3854^2 - x3854 * x3855 - x3854 * x3977 + 4 x3855^2 - x3855 * x3856 - x3855 * x3978 + 4 x3856^2 - x3856 * x3857 - x3856 * x3979 + 4 x3857^2 - x3857 * x3858 - x3857 * x3980 + 4 x3858^2 - x3858 * x3859 - x3858 * x3981 + 4 x3859^2 - x3859 * x3860 - x3859 * x3982 + 4 x3860^2 - x3860 * x3861 - x3860 * x3983 + 4 x3861^2 - x3861 * x3862 - x3861 * x3984 + 4 x3862^2 - x3862 * x3863 - x3862 * x3985 + 4 x3863^2 - x3863 * x3864 - x3863 * x3986 + 4 x3864^2 - x3864 * x3865 - x3864 * x3987 + 4 x3865^2 - x3865 * x3866 - x3865 * x3988 + 4 x3866^2 - x3866 * x3867 - x3866 * x3989 + 4 x3867^2 - x3867 * x3868 - x3867 * x3990 + 4 x3868^2 - x3868 * x3869 - x3868 * x3991 + 4 x3869^2 - x3869 * x3870 - x3869 * x3992 + 4 x3870^2 - x3870 * x3871 - x3870 * x3993 + 4 x3871^2 - x3871 * x3872 - x3871 * x3994 + 4 x3872^2 - x3872 * x3873 - x3872 * x3995 + 4 x3873^2 - x3873 * x3874 - x3873 * x3996 + 4 x3874^2 - x3874 * x3875 - x3874 * x3997 + 4 x3875^2 - x3875 * x3876 - x3875 * x3998 + 4 x3876^2 - x3876 * x3877 - x3876 * x3999 + 4 x3877^2 - x3877 * x3878 - x3877 * x4000 + 4 x3878^2 - x3878 * x3879 - x3878 * x4001 + 4 x3879^2 - x3879 * x3880 - x3879 * x4002 + 4 x3880^2 - x3880 * x3881 - x3880 * x4003 + 4 x3881^2 - x3881 * x3882 - x3881 * x4004 + 4 x3882^2 - x3882 * x3883 - x3882 * x4005 + 4 x3883^2 - x3883 * x3884 - x3883 * x4006 + 4 x3884^2 - x3884 * x3885 - x3884 * x4007 + 4 x3885^2 - x3885 * x3886 - x3885 * x4008 + 4 x3886^2 - x3886 * x3887 - x3886 * x4009 + 4 x3887^2 - x3887 * x3888 - x3887 * x4010 + 4 x3888^2 - x3888 * x3889 - x3888 * x4011 + 4 x3889^2 - x3889 * x3890 - x3889 * x4012 + 4 x3890^2 - x3890 * x3891 - x3890 * x4013 + 4 x3891^2 - x3891 * x3892 - x3891 * x4014 + 4 x3892^2 - x3892 * x3893 - x3892 * x4015 + 4 x3893^2 - x3893 * x3894 - x3893 * x4016 + 4 x3894^2 - x3894 * x3895 - x3894 * x4017 + 4 x3895^2 - x3895 * x3896 - x3895 * x4018 + 4 x3896^2 - x3896 * x3897 - x3896 * x4019 + 4 x3897^2 - x3897 * x3898 - x3897 * x4020 + 4 x3898^2 - x3898 * x3899 - x3898 * x4021 + 4 x3899^2 - x3899 * x3900 - x3899 * x4022 + 4 x3900^2 - x3900 * x3901 - x3900 * x4023 + 4 x3901^2 - x3901 * x3902 - x3901 * x4024 + 4 x3902^2 - x3902 * x3903 - x3902 * x4025 + 4 x3903^2 - x3903 * x3904 - x3903 * x4026 + 4 x3904^2 - x3904 * x3905 - x3904 * x4027 + 4 x3905^2 - x3905 * x3906 - x3905 * x4028 + 4 x3906^2 - x3906 * x3907 - x3906 * x4029 + 4 x3907^2 - x3907 * x3908 - x3907 * x4030 + 4 x3908^2 - x3908 * x3909 - x3908 * x4031 + 4 x3909^2 - x3909 * x3910 - x3909 * x4032 + 4 x3910^2 - x3910 * x3911 - x3910 * x4033 + 4 x3911^2 - x3911 * x3912 - x3911 * x4034 + 4 x3912^2 - x3912 * x3913 - x3912 * x4035 + 4 x3913^2 - x3913 * x3914 - x3913 * x4036 + 4 x3914^2 - x3914 * x3915 - x3914 * x4037 + 4 x3915^2 - x3915 * x3916 - x3915 * x4038 + 4 x3916^2 - x3916 * x3917 - x3916 * x4039 + 4 x3917^2 - x3917 * x3918 - x3917 * x4040 + 4 x3918^2 - x3918 * x3919 - x3918 * x4041 + 4 x3919^2 - x3919 * x3920 - x3919 * x4042 + 4 x3920^2 - x3920 * x3921 - x3920 * x4043 + 4 x3921^2 - x3921 * x3922 - x3921 * x4044 + 4 x3922^2 - x3922 * x3923 - x3922 * x4045 + 4 x3923^2 - x3923 * x3924 - x3923 * x4046 + 4 x3924^2 - x3924 * x3925 - x3924 * x4047 + 4 x3925^2 - x3925 * x3926 - x3925 * x4048 + 4 x3926^2 - x3926 * x3927 - x3926 * x4049 + 4 x3927^2 - x3927 * x3928 - x3927 * x4050 + 4 x3928^2 - x3928 * x3929 - x3928 * x4051 + 4 x3929^2 - x3929 * x3930 - x3929 * x4052 + 4 x3930^2 - x3930 * x3931 - x3930 * x4053 + 4 x3931^2 - x3931 * x3932 - x3931 * x4054 + 4 x3932^2 - x3932 * x3933 - x3932 * x4055 + 4 x3933^2 - x3933 * x3934 - x3933 * x4056 + 4 x3934^2 - x3934 * x3935 - x3934 * x4057 + 4 x3935^2 - x3935 * x3936 - x3935 * x4058 + 4 x3936^2 - x3936 * x3937 - x3936 * x4059 + 3.5 x3937^2 - x3937 * x4060 + 3.5 x3938^2 - x3938 * x3939 - x3938 * x4061 + 4 x3939^2 - x3939 * x3940 - x3939 * x4062 + 4 x3940^2 - x3940 * x3941 - x3940 * x4063 + 4 x3941^2 - x3941 * x3942 - x3941 * x4064 + 4 x3942^2 - x3942 * x3943 - x3942 * x4065 + 4 x3943^2 - x3943 * x3944 - x3943 * x4066 + 4 x3944^2 - x3944 * x3945 - x3944 * x4067 + 4 x3945^2 - x3945 * x3946 - x3945 * x4068 + 4 x3946^2 - x3946 * x3947 - x3946 * x4069 + 4 x3947^2 - x3947 * x3948 - x3947 * x4070 + 4 x3948^2 - x3948 * x3949 - x3948 * x4071 + 4 x3949^2 - x3949 * x3950 - x3949 * x4072 + 4 x3950^2 - x3950 * x3951 - x3950 * x4073 + 4 x3951^2 - x3951 * x3952 - x3951 * x4074 + 4 x3952^2 - x3952 * x3953 - x3952 * x4075 + 4 x3953^2 - x3953 * x3954 - x3953 * x4076 + 4 x3954^2 - x3954 * x3955 - x3954 * x4077 + 4 x3955^2 - x3955 * x3956 - x3955 * x4078 + 4 x3956^2 - x3956 * x3957 - x3956 * x4079 + 4 x3957^2 - x3957 * x3958 - x3957 * x4080 + 4 x3958^2 - x3958 * x3959 - x3958 * x4081 + 4 x3959^2 - x3959 * x3960 - x3959 * x4082 + 4 x3960^2 - x3960 * x3961 - x3960 * x4083 + 4 x3961^2 - x3961 * x3962 - x3961 * x4084 + 4 x3962^2 - x3962 * x3963 - x3962 * x4085 + 4 x3963^2 - x3963 * x3964 - x3963 * x4086 + 4 x3964^2 - x3964 * x3965 - x3964 * x4087 + 4 x3965^2 - x3965 * x3966 - x3965 * x4088 + 4 x3966^2 - x3966 * x3967 - x3966 * x4089 + 4 x3967^2 - x3967 * x3968 - x3967 * x4090 + 4 x3968^2 - x3968 * x3969 - x3968 * x4091 + 4 x3969^2 - x3969 * x3970 - x3969 * x4092 + 4 x3970^2 - x3970 * x3971 - x3970 * x4093 + 4 x3971^2 - x3971 * x3972 - x3971 * x4094 + 4 x3972^2 - x3972 * x3973 - x3972 * x4095 + 4 x3973^2 - x3973 * x3974 - x3973 * x4096 + 4 x3974^2 - x3974 * x3975 - x3974 * x4097 + 4 x3975^2 - x3975 * x3976 - x3975 * x4098 + 4 x3976^2 - x3976 * x3977 - x3976 * x4099 + 4 x3977^2 - x3977 * x3978 - x3977 * x4100 + 4 x3978^2 - x3978 * x3979 - x3978 * x4101 + 4 x3979^2 - x3979 * x3980 - x3979 * x4102 + 4 x3980^2 - x3980 * x3981 - x3980 * x4103 + 4 x3981^2 - x3981 * x3982 - x3981 * x4104 + 4 x3982^2 - x3982 * x3983 - x3982 * x4105 + 4 x3983^2 - x3983 * x3984 - x3983 * x4106 + 4 x3984^2 - x3984 * x3985 - x3984 * x4107 + 4 x3985^2 - x3985 * x3986 - x3985 * x4108 + 4 x3986^2 - x3986 * x3987 - x3986 * x4109 + 4 x3987^2 - x3987 * x3988 - x3987 * x4110 + 4 x3988^2 - x3988 * x3989 - x3988 * x4111 + 4 x3989^2 - x3989 * x3990 - x3989 * x4112 + 4 x3990^2 - x3990 * x3991 - x3990 * x4113 + 4 x3991^2 - x3991 * x3992 - x3991 * x4114 + 4 x3992^2 - x3992 * x3993 - x3992 * x4115 + 4 x3993^2 - x3993 * x3994 - x3993 * x4116 + 4 x3994^2 - x3994 * x3995 - x3994 * x4117 + 4 x3995^2 - x3995 * x3996 - x3995 * x4118 + 4 x3996^2 - x3996 * x3997 - x3996 * x4119 + 4 x3997^2 - x3997 * x3998 - x3997 * x4120 + 4 x3998^2 - x3998 * x3999 - x3998 * x4121 + 4 x3999^2 - x3999 * x4000 - x3999 * x4122 + 4 x4000^2 - x4000 * x4001 - x4000 * x4123 + 4 x4001^2 - x4001 * x4002 - x4001 * x4124 + 4 x4002^2 - x4002 * x4003 - x4002 * x4125 + 4 x4003^2 - x4003 * x4004 - x4003 * x4126 + 4 x4004^2 - x4004 * x4005 - x4004 * x4127 + 4 x4005^2 - x4005 * x4006 - x4005 * x4128 + 4 x4006^2 - x4006 * x4007 - x4006 * x4129 + 4 x4007^2 - x4007 * x4008 - x4007 * x4130 + 4 x4008^2 - x4008 * x4009 - x4008 * x4131 + 4 x4009^2 - x4009 * x4010 - x4009 * x4132 + 4 x4010^2 - x4010 * x4011 - x4010 * x4133 + 4 x4011^2 - x4011 * x4012 - x4011 * x4134 + 4 x4012^2 - x4012 * x4013 - x4012 * x4135 + 4 x4013^2 - x4013 * x4014 - x4013 * x4136 + 4 x4014^2 - x4014 * x4015 - x4014 * x4137 + 4 x4015^2 - x4015 * x4016 - x4015 * x4138 + 4 x4016^2 - x4016 * x4017 - x4016 * x4139 + 4 x4017^2 - x4017 * x4018 - x4017 * x4140 + 4 x4018^2 - x4018 * x4019 - x4018 * x4141 + 4 x4019^2 - x4019 * x4020 - x4019 * x4142 + 4 x4020^2 - x4020 * x4021 - x4020 * x4143 + 4 x4021^2 - x4021 * x4022 - x4021 * x4144 + 4 x4022^2 - x4022 * x4023 - x4022 * x4145 + 4 x4023^2 - x4023 * x4024 - x4023 * x4146 + 4 x4024^2 - x4024 * x4025 - x4024 * x4147 + 4 x4025^2 - x4025 * x4026 - x4025 * x4148 + 4 x4026^2 - x4026 * x4027 - x4026 * x4149 + 4 x4027^2 - x4027 * x4028 - x4027 * x4150 + 4 x4028^2 - x4028 * x4029 - x4028 * x4151 + 4 x4029^2 - x4029 * x4030 - x4029 * x4152 + 4 x4030^2 - x4030 * x4031 - x4030 * x4153 + 4 x4031^2 - x4031 * x4032 - x4031 * x4154 + 4 x4032^2 - x4032 * x4033 - x4032 * x4155 + 4 x4033^2 - x4033 * x4034 - x4033 * x4156 + 4 x4034^2 - x4034 * x4035 - x4034 * x4157 + 4 x4035^2 - x4035 * x4036 - x4035 * x4158 + 4 x4036^2 - x4036 * x4037 - x4036 * x4159 + 4 x4037^2 - x4037 * x4038 - x4037 * x4160 + 4 x4038^2 - x4038 * x4039 - x4038 * x4161 + 4 x4039^2 - x4039 * x4040 - x4039 * x4162 + 4 x4040^2 - x4040 * x4041 - x4040 * x4163 + 4 x4041^2 - x4041 * x4042 - x4041 * x4164 + 4 x4042^2 - x4042 * x4043 - x4042 * x4165 + 4 x4043^2 - x4043 * x4044 - x4043 * x4166 + 4 x4044^2 - x4044 * x4045 - x4044 * x4167 + 4 x4045^2 - x4045 * x4046 - x4045 * x4168 + 4 x4046^2 - x4046 * x4047 - x4046 * x4169 + 4 x4047^2 - x4047 * x4048 - x4047 * x4170 + 4 x4048^2 - x4048 * x4049 - x4048 * x4171 + 4 x4049^2 - x4049 * x4050 - x4049 * x4172 + 4 x4050^2 - x4050 * x4051 - x4050 * x4173 + 4 x4051^2 - x4051 * x4052 - x4051 * x4174 + 4 x4052^2 - x4052 * x4053 - x4052 * x4175 + 4 x4053^2 - x4053 * x4054 - x4053 * x4176 + 4 x4054^2 - x4054 * x4055 - x4054 * x4177 + 4 x4055^2 - x4055 * x4056 - x4055 * x4178 + 4 x4056^2 - x4056 * x4057 - x4056 * x4179 + 4 x4057^2 - x4057 * x4058 - x4057 * x4180 + 4 x4058^2 - x4058 * x4059 - x4058 * x4181 + 4 x4059^2 - x4059 * x4060 - x4059 * x4182 + 3.5 x4060^2 - x4060 * x4183 + 3.5 x4061^2 - x4061 * x4062 - x4061 * x4184 + 4 x4062^2 - x4062 * x4063 - x4062 * x4185 + 4 x4063^2 - x4063 * x4064 - x4063 * x4186 + 4 x4064^2 - x4064 * x4065 - x4064 * x4187 + 4 x4065^2 - x4065 * x4066 - x4065 * x4188 + 4 x4066^2 - x4066 * x4067 - x4066 * x4189 + 4 x4067^2 - x4067 * x4068 - x4067 * x4190 + 4 x4068^2 - x4068 * x4069 - x4068 * x4191 + 4 x4069^2 - x4069 * x4070 - x4069 * x4192 + 4 x4070^2 - x4070 * x4071 - x4070 * x4193 + 4 x4071^2 - x4071 * x4072 - x4071 * x4194 + 4 x4072^2 - x4072 * x4073 - x4072 * x4195 + 4 x4073^2 - x4073 * x4074 - x4073 * x4196 + 4 x4074^2 - x4074 * x4075 - x4074 * x4197 + 4 x4075^2 - x4075 * x4076 - x4075 * x4198 + 4 x4076^2 - x4076 * x4077 - x4076 * x4199 + 4 x4077^2 - x4077 * x4078 - x4077 * x4200 + 4 x4078^2 - x4078 * x4079 - x4078 * x4201 + 4 x4079^2 - x4079 * x4080 - x4079 * x4202 + 4 x4080^2 - x4080 * x4081 - x4080 * x4203 + 4 x4081^2 - x4081 * x4082 - x4081 * x4204 + 4 x4082^2 - x4082 * x4083 - x4082 * x4205 + 4 x4083^2 - x4083 * x4084 - x4083 * x4206 + 4 x4084^2 - x4084 * x4085 - x4084 * x4207 + 4 x4085^2 - x4085 * x4086 - x4085 * x4208 + 4 x4086^2 - x4086 * x4087 - x4086 * x4209 + 4 x4087^2 - x4087 * x4088 - x4087 * x4210 + 4 x4088^2 - x4088 * x4089 - x4088 * x4211 + 4 x4089^2 - x4089 * x4090 - x4089 * x4212 + 4 x4090^2 - x4090 * x4091 - x4090 * x4213 + 4 x4091^2 - x4091 * x4092 - x4091 * x4214 + 4 x4092^2 - x4092 * x4093 - x4092 * x4215 + 4 x4093^2 - x4093 * x4094 - x4093 * x4216 + 4 x4094^2 - x4094 * x4095 - x4094 * x4217 + 4 x4095^2 - x4095 * x4096 - x4095 * x4218 + 4 x4096^2 - x4096 * x4097 - x4096 * x4219 + 4 x4097^2 - x4097 * x4098 - x4097 * x4220 + 4 x4098^2 - x4098 * x4099 - x4098 * x4221 + 4 x4099^2 - x4099 * x4100 - x4099 * x4222 + 4 x4100^2 - x4100 * x4101 - x4100 * x4223 + 4 x4101^2 - x4101 * x4102 - x4101 * x4224 + 4 x4102^2 - x4102 * x4103 - x4102 * x4225 + 4 x4103^2 - x4103 * x4104 - x4103 * x4226 + 4 x4104^2 - x4104 * x4105 - x4104 * x4227 + 4 x4105^2 - x4105 * x4106 - x4105 * x4228 + 4 x4106^2 - x4106 * x4107 - x4106 * x4229 + 4 x4107^2 - x4107 * x4108 - x4107 * x4230 + 4 x4108^2 - x4108 * x4109 - x4108 * x4231 + 4 x4109^2 - x4109 * x4110 - x4109 * x4232 + 4 x4110^2 - x4110 * x4111 - x4110 * x4233 + 4 x4111^2 - x4111 * x4112 - x4111 * x4234 + 4 x4112^2 - x4112 * x4113 - x4112 * x4235 + 4 x4113^2 - x4113 * x4114 - x4113 * x4236 + 4 x4114^2 - x4114 * x4115 - x4114 * x4237 + 4 x4115^2 - x4115 * x4116 - x4115 * x4238 + 4 x4116^2 - x4116 * x4117 - x4116 * x4239 + 4 x4117^2 - x4117 * x4118 - x4117 * x4240 + 4 x4118^2 - x4118 * x4119 - x4118 * x4241 + 4 x4119^2 - x4119 * x4120 - x4119 * x4242 + 4 x4120^2 - x4120 * x4121 - x4120 * x4243 + 4 x4121^2 - x4121 * x4122 - x4121 * x4244 + 4 x4122^2 - x4122 * x4123 - x4122 * x4245 + 4 x4123^2 - x4123 * x4124 - x4123 * x4246 + 4 x4124^2 - x4124 * x4125 - x4124 * x4247 + 4 x4125^2 - x4125 * x4126 - x4125 * x4248 + 4 x4126^2 - x4126 * x4127 - x4126 * x4249 + 4 x4127^2 - x4127 * x4128 - x4127 * x4250 + 4 x4128^2 - x4128 * x4129 - x4128 * x4251 + 4 x4129^2 - x4129 * x4130 - x4129 * x4252 + 4 x4130^2 - x4130 * x4131 - x4130 * x4253 + 4 x4131^2 - x4131 * x4132 - x4131 * x4254 + 4 x4132^2 - x4132 * x4133 - x4132 * x4255 + 4 x4133^2 - x4133 * x4134 - x4133 * x4256 + 4 x4134^2 - x4134 * x4135 - x4134 * x4257 + 4 x4135^2 - x4135 * x4136 - x4135 * x4258 + 4 x4136^2 - x4136 * x4137 - x4136 * x4259 + 4 x4137^2 - x4137 * x4138 - x4137 * x4260 + 4 x4138^2 - x4138 * x4139 - x4138 * x4261 + 4 x4139^2 - x4139 * x4140 - x4139 * x4262 + 4 x4140^2 - x4140 * x4141 - x4140 * x4263 + 4 x4141^2 - x4141 * x4142 - x4141 * x4264 + 4 x4142^2 - x4142 * x4143 - x4142 * x4265 + 4 x4143^2 - x4143 * x4144 - x4143 * x4266 + 4 x4144^2 - x4144 * x4145 - x4144 * x4267 + 4 x4145^2 - x4145 * x4146 - x4145 * x4268 + 4 x4146^2 - x4146 * x4147 - x4146 * x4269 + 4 x4147^2 - x4147 * x4148 - x4147 * x4270 + 4 x4148^2 - x4148 * x4149 - x4148 * x4271 + 4 x4149^2 - x4149 * x4150 - x4149 * x4272 + 4 x4150^2 - x4150 * x4151 - x4150 * x4273 + 4 x4151^2 - x4151 * x4152 - x4151 * x4274 + 4 x4152^2 - x4152 * x4153 - x4152 * x4275 + 4 x4153^2 - x4153 * x4154 - x4153 * x4276 + 4 x4154^2 - x4154 * x4155 - x4154 * x4277 + 4 x4155^2 - x4155 * x4156 - x4155 * x4278 + 4 x4156^2 - x4156 * x4157 - x4156 * x4279 + 4 x4157^2 - x4157 * x4158 - x4157 * x4280 + 4 x4158^2 - x4158 * x4159 - x4158 * x4281 + 4 x4159^2 - x4159 * x4160 - x4159 * x4282 + 4 x4160^2 - x4160 * x4161 - x4160 * x4283 + 4 x4161^2 - x4161 * x4162 - x4161 * x4284 + 4 x4162^2 - x4162 * x4163 - x4162 * x4285 + 4 x4163^2 - x4163 * x4164 - x4163 * x4286 + 4 x4164^2 - x4164 * x4165 - x4164 * x4287 + 4 x4165^2 - x4165 * x4166 - x4165 * x4288 + 4 x4166^2 - x4166 * x4167 - x4166 * x4289 + 4 x4167^2 - x4167 * x4168 - x4167 * x4290 + 4 x4168^2 - x4168 * x4169 - x4168 * x4291 + 4 x4169^2 - x4169 * x4170 - x4169 * x4292 + 4 x4170^2 - x4170 * x4171 - x4170 * x4293 + 4 x4171^2 - x4171 * x4172 - x4171 * x4294 + 4 x4172^2 - x4172 * x4173 - x4172 * x4295 + 4 x4173^2 - x4173 * x4174 - x4173 * x4296 + 4 x4174^2 - x4174 * x4175 - x4174 * x4297 + 4 x4175^2 - x4175 * x4176 - x4175 * x4298 + 4 x4176^2 - x4176 * x4177 - x4176 * x4299 + 4 x4177^2 - x4177 * x4178 - x4177 * x4300 + 4 x4178^2 - x4178 * x4179 - x4178 * x4301 + 4 x4179^2 - x4179 * x4180 - x4179 * x4302 + 4 x4180^2 - x4180 * x4181 - x4180 * x4303 + 4 x4181^2 - x4181 * x4182 - x4181 * x4304 + 4 x4182^2 - x4182 * x4183 - x4182 * x4305 + 3.5 x4183^2 - x4183 * x4306 + 3.5 x4184^2 - x4184 * x4185 - x4184 * x4307 + 4 x4185^2 - x4185 * x4186 - x4185 * x4308 + 4 x4186^2 - x4186 * x4187 - x4186 * x4309 + 4 x4187^2 - x4187 * x4188 - x4187 * x4310 + 4 x4188^2 - x4188 * x4189 - x4188 * x4311 + 4 x4189^2 - x4189 * x4190 - x4189 * x4312 + 4 x4190^2 - x4190 * x4191 - x4190 * x4313 + 4 x4191^2 - x4191 * x4192 - x4191 * x4314 + 4 x4192^2 - x4192 * x4193 - x4192 * x4315 + 4 x4193^2 - x4193 * x4194 - x4193 * x4316 + 4 x4194^2 - x4194 * x4195 - x4194 * x4317 + 4 x4195^2 - x4195 * x4196 - x4195 * x4318 + 4 x4196^2 - x4196 * x4197 - x4196 * x4319 + 4 x4197^2 - x4197 * x4198 - x4197 * x4320 + 4 x4198^2 - x4198 * x4199 - x4198 * x4321 + 4 x4199^2 - x4199 * x4200 - x4199 * x4322 + 4 x4200^2 - x4200 * x4201 - x4200 * x4323 + 4 x4201^2 - x4201 * x4202 - x4201 * x4324 + 4 x4202^2 - x4202 * x4203 - x4202 * x4325 + 4 x4203^2 - x4203 * x4204 - x4203 * x4326 + 4 x4204^2 - x4204 * x4205 - x4204 * x4327 + 4 x4205^2 - x4205 * x4206 - x4205 * x4328 + 4 x4206^2 - x4206 * x4207 - x4206 * x4329 + 4 x4207^2 - x4207 * x4208 - x4207 * x4330 + 4 x4208^2 - x4208 * x4209 - x4208 * x4331 + 4 x4209^2 - x4209 * x4210 - x4209 * x4332 + 4 x4210^2 - x4210 * x4211 - x4210 * x4333 + 4 x4211^2 - x4211 * x4212 - x4211 * x4334 + 4 x4212^2 - x4212 * x4213 - x4212 * x4335 + 4 x4213^2 - x4213 * x4214 - x4213 * x4336 + 4 x4214^2 - x4214 * x4215 - x4214 * x4337 + 4 x4215^2 - x4215 * x4216 - x4215 * x4338 + 4 x4216^2 - x4216 * x4217 - x4216 * x4339 + 4 x4217^2 - x4217 * x4218 - x4217 * x4340 + 4 x4218^2 - x4218 * x4219 - x4218 * x4341 + 4 x4219^2 - x4219 * x4220 - x4219 * x4342 + 4 x4220^2 - x4220 * x4221 - x4220 * x4343 + 4 x4221^2 - x4221 * x4222 - x4221 * x4344 + 4 x4222^2 - x4222 * x4223 - x4222 * x4345 + 4 x4223^2 - x4223 * x4224 - x4223 * x4346 + 4 x4224^2 - x4224 * x4225 - x4224 * x4347 + 4 x4225^2 - x4225 * x4226 - x4225 * x4348 + 4 x4226^2 - x4226 * x4227 - x4226 * x4349 + 4 x4227^2 - x4227 * x4228 - x4227 * x4350 + 4 x4228^2 - x4228 * x4229 - x4228 * x4351 + 4 x4229^2 - x4229 * x4230 - x4229 * x4352 + 4 x4230^2 - x4230 * x4231 - x4230 * x4353 + 4 x4231^2 - x4231 * x4232 - x4231 * x4354 + 4 x4232^2 - x4232 * x4233 - x4232 * x4355 + 4 x4233^2 - x4233 * x4234 - x4233 * x4356 + 4 x4234^2 - x4234 * x4235 - x4234 * x4357 + 4 x4235^2 - x4235 * x4236 - x4235 * x4358 + 4 x4236^2 - x4236 * x4237 - x4236 * x4359 + 4 x4237^2 - x4237 * x4238 - x4237 * x4360 + 4 x4238^2 - x4238 * x4239 - x4238 * x4361 + 4 x4239^2 - x4239 * x4240 - x4239 * x4362 + 4 x4240^2 - x4240 * x4241 - x4240 * x4363 + 4 x4241^2 - x4241 * x4242 - x4241 * x4364 + 4 x4242^2 - x4242 * x4243 - x4242 * x4365 + 4 x4243^2 - x4243 * x4244 - x4243 * x4366 + 4 x4244^2 - x4244 * x4245 - x4244 * x4367 + 4 x4245^2 - x4245 * x4246 - x4245 * x4368 + 4 x4246^2 - x4246 * x4247 - x4246 * x4369 + 4 x4247^2 - x4247 * x4248 - x4247 * x4370 + 4 x4248^2 - x4248 * x4249 - x4248 * x4371 + 4 x4249^2 - x4249 * x4250 - x4249 * x4372 + 4 x4250^2 - x4250 * x4251 - x4250 * x4373 + 4 x4251^2 - x4251 * x4252 - x4251 * x4374 + 4 x4252^2 - x4252 * x4253 - x4252 * x4375 + 4 x4253^2 - x4253 * x4254 - x4253 * x4376 + 4 x4254^2 - x4254 * x4255 - x4254 * x4377 + 4 x4255^2 - x4255 * x4256 - x4255 * x4378 + 4 x4256^2 - x4256 * x4257 - x4256 * x4379 + 4 x4257^2 - x4257 * x4258 - x4257 * x4380 + 4 x4258^2 - x4258 * x4259 - x4258 * x4381 + 4 x4259^2 - x4259 * x4260 - x4259 * x4382 + 4 x4260^2 - x4260 * x4261 - x4260 * x4383 + 4 x4261^2 - x4261 * x4262 - x4261 * x4384 + 4 x4262^2 - x4262 * x4263 - x4262 * x4385 + 4 x4263^2 - x4263 * x4264 - x4263 * x4386 + 4 x4264^2 - x4264 * x4265 - x4264 * x4387 + 4 x4265^2 - x4265 * x4266 - x4265 * x4388 + 4 x4266^2 - x4266 * x4267 - x4266 * x4389 + 4 x4267^2 - x4267 * x4268 - x4267 * x4390 + 4 x4268^2 - x4268 * x4269 - x4268 * x4391 + 4 x4269^2 - x4269 * x4270 - x4269 * x4392 + 4 x4270^2 - x4270 * x4271 - x4270 * x4393 + 4 x4271^2 - x4271 * x4272 - x4271 * x4394 + 4 x4272^2 - x4272 * x4273 - x4272 * x4395 + 4 x4273^2 - x4273 * x4274 - x4273 * x4396 + 4 x4274^2 - x4274 * x4275 - x4274 * x4397 + 4 x4275^2 - x4275 * x4276 - x4275 * x4398 + 4 x4276^2 - x4276 * x4277 - x4276 * x4399 + 4 x4277^2 - x4277 * x4278 - x4277 * x4400 + 4 x4278^2 - x4278 * x4279 - x4278 * x4401 + 4 x4279^2 - x4279 * x4280 - x4279 * x4402 + 4 x4280^2 - x4280 * x4281 - x4280 * x4403 + 4 x4281^2 - x4281 * x4282 - x4281 * x4404 + 4 x4282^2 - x4282 * x4283 - x4282 * x4405 + 4 x4283^2 - x4283 * x4284 - x4283 * x4406 + 4 x4284^2 - x4284 * x4285 - x4284 * x4407 + 4 x4285^2 - x4285 * x4286 - x4285 * x4408 + 4 x4286^2 - x4286 * x4287 - x4286 * x4409 + 4 x4287^2 - x4287 * x4288 - x4287 * x4410 + 4 x4288^2 - x4288 * x4289 - x4288 * x4411 + 4 x4289^2 - x4289 * x4290 - x4289 * x4412 + 4 x4290^2 - x4290 * x4291 - x4290 * x4413 + 4 x4291^2 - x4291 * x4292 - x4291 * x4414 + 4 x4292^2 - x4292 * x4293 - x4292 * x4415 + 4 x4293^2 - x4293 * x4294 - x4293 * x4416 + 4 x4294^2 - x4294 * x4295 - x4294 * x4417 + 4 x4295^2 - x4295 * x4296 - x4295 * x4418 + 4 x4296^2 - x4296 * x4297 - x4296 * x4419 + 4 x4297^2 - x4297 * x4298 - x4297 * x4420 + 4 x4298^2 - x4298 * x4299 - x4298 * x4421 + 4 x4299^2 - x4299 * x4300 - x4299 * x4422 + 4 x4300^2 - x4300 * x4301 - x4300 * x4423 + 4 x4301^2 - x4301 * x4302 - x4301 * x4424 + 4 x4302^2 - x4302 * x4303 - x4302 * x4425 + 4 x4303^2 - x4303 * x4304 - x4303 * x4426 + 4 x4304^2 - x4304 * x4305 - x4304 * x4427 + 4 x4305^2 - x4305 * x4306 - x4305 * x4428 + 3.5 x4306^2 - x4306 * x4429 + 3.5 x4307^2 - x4307 * x4308 - x4307 * x4430 + 4 x4308^2 - x4308 * x4309 - x4308 * x4431 + 4 x4309^2 - x4309 * x4310 - x4309 * x4432 + 4 x4310^2 - x4310 * x4311 - x4310 * x4433 + 4 x4311^2 - x4311 * x4312 - x4311 * x4434 + 4 x4312^2 - x4312 * x4313 - x4312 * x4435 + 4 x4313^2 - x4313 * x4314 - x4313 * x4436 + 4 x4314^2 - x4314 * x4315 - x4314 * x4437 + 4 x4315^2 - x4315 * x4316 - x4315 * x4438 + 4 x4316^2 - x4316 * x4317 - x4316 * x4439 + 4 x4317^2 - x4317 * x4318 - x4317 * x4440 + 4 x4318^2 - x4318 * x4319 - x4318 * x4441 + 4 x4319^2 - x4319 * x4320 - x4319 * x4442 + 4 x4320^2 - x4320 * x4321 - x4320 * x4443 + 4 x4321^2 - x4321 * x4322 - x4321 * x4444 + 4 x4322^2 - x4322 * x4323 - x4322 * x4445 + 4 x4323^2 - x4323 * x4324 - x4323 * x4446 + 4 x4324^2 - x4324 * x4325 - x4324 * x4447 + 4 x4325^2 - x4325 * x4326 - x4325 * x4448 + 4 x4326^2 - x4326 * x4327 - x4326 * x4449 + 4 x4327^2 - x4327 * x4328 - x4327 * x4450 + 4 x4328^2 - x4328 * x4329 - x4328 * x4451 + 4 x4329^2 - x4329 * x4330 - x4329 * x4452 + 4 x4330^2 - x4330 * x4331 - x4330 * x4453 + 4 x4331^2 - x4331 * x4332 - x4331 * x4454 + 4 x4332^2 - x4332 * x4333 - x4332 * x4455 + 4 x4333^2 - x4333 * x4334 - x4333 * x4456 + 4 x4334^2 - x4334 * x4335 - x4334 * x4457 + 4 x4335^2 - x4335 * x4336 - x4335 * x4458 + 4 x4336^2 - x4336 * x4337 - x4336 * x4459 + 4 x4337^2 - x4337 * x4338 - x4337 * x4460 + 4 x4338^2 - x4338 * x4339 - x4338 * x4461 + 4 x4339^2 - x4339 * x4340 - x4339 * x4462 + 4 x4340^2 - x4340 * x4341 - x4340 * x4463 + 4 x4341^2 - x4341 * x4342 - x4341 * x4464 + 4 x4342^2 - x4342 * x4343 - x4342 * x4465 + 4 x4343^2 - x4343 * x4344 - x4343 * x4466 + 4 x4344^2 - x4344 * x4345 - x4344 * x4467 + 4 x4345^2 - x4345 * x4346 - x4345 * x4468 + 4 x4346^2 - x4346 * x4347 - x4346 * x4469 + 4 x4347^2 - x4347 * x4348 - x4347 * x4470 + 4 x4348^2 - x4348 * x4349 - x4348 * x4471 + 4 x4349^2 - x4349 * x4350 - x4349 * x4472 + 4 x4350^2 - x4350 * x4351 - x4350 * x4473 + 4 x4351^2 - x4351 * x4352 - x4351 * x4474 + 4 x4352^2 - x4352 * x4353 - x4352 * x4475 + 4 x4353^2 - x4353 * x4354 - x4353 * x4476 + 4 x4354^2 - x4354 * x4355 - x4354 * x4477 + 4 x4355^2 - x4355 * x4356 - x4355 * x4478 + 4 x4356^2 - x4356 * x4357 - x4356 * x4479 + 4 x4357^2 - x4357 * x4358 - x4357 * x4480 + 4 x4358^2 - x4358 * x4359 - x4358 * x4481 + 4 x4359^2 - x4359 * x4360 - x4359 * x4482 + 4 x4360^2 - x4360 * x4361 - x4360 * x4483 + 4 x4361^2 - x4361 * x4362 - x4361 * x4484 + 4 x4362^2 - x4362 * x4363 - x4362 * x4485 + 4 x4363^2 - x4363 * x4364 - x4363 * x4486 + 4 x4364^2 - x4364 * x4365 - x4364 * x4487 + 4 x4365^2 - x4365 * x4366 - x4365 * x4488 + 4 x4366^2 - x4366 * x4367 - x4366 * x4489 + 4 x4367^2 - x4367 * x4368 - x4367 * x4490 + 4 x4368^2 - x4368 * x4369 - x4368 * x4491 + 4 x4369^2 - x4369 * x4370 - x4369 * x4492 + 4 x4370^2 - x4370 * x4371 - x4370 * x4493 + 4 x4371^2 - x4371 * x4372 - x4371 * x4494 + 4 x4372^2 - x4372 * x4373 - x4372 * x4495 + 4 x4373^2 - x4373 * x4374 - x4373 * x4496 + 4 x4374^2 - x4374 * x4375 - x4374 * x4497 + 4 x4375^2 - x4375 * x4376 - x4375 * x4498 + 4 x4376^2 - x4376 * x4377 - x4376 * x4499 + 4 x4377^2 - x4377 * x4378 - x4377 * x4500 + 4 x4378^2 - x4378 * x4379 - x4378 * x4501 + 4 x4379^2 - x4379 * x4380 - x4379 * x4502 + 4 x4380^2 - x4380 * x4381 - x4380 * x4503 + 4 x4381^2 - x4381 * x4382 - x4381 * x4504 + 4 x4382^2 - x4382 * x4383 - x4382 * x4505 + 4 x4383^2 - x4383 * x4384 - x4383 * x4506 + 4 x4384^2 - x4384 * x4385 - x4384 * x4507 + 4 x4385^2 - x4385 * x4386 - x4385 * x4508 + 4 x4386^2 - x4386 * x4387 - x4386 * x4509 + 4 x4387^2 - x4387 * x4388 - x4387 * x4510 + 4 x4388^2 - x4388 * x4389 - x4388 * x4511 + 4 x4389^2 - x4389 * x4390 - x4389 * x4512 + 4 x4390^2 - x4390 * x4391 - x4390 * x4513 + 4 x4391^2 - x4391 * x4392 - x4391 * x4514 + 4 x4392^2 - x4392 * x4393 - x4392 * x4515 + 4 x4393^2 - x4393 * x4394 - x4393 * x4516 + 4 x4394^2 - x4394 * x4395 - x4394 * x4517 + 4 x4395^2 - x4395 * x4396 - x4395 * x4518 + 4 x4396^2 - x4396 * x4397 - x4396 * x4519 + 4 x4397^2 - x4397 * x4398 - x4397 * x4520 + 4 x4398^2 - x4398 * x4399 - x4398 * x4521 + 4 x4399^2 - x4399 * x4400 - x4399 * x4522 + 4 x4400^2 - x4400 * x4401 - x4400 * x4523 + 4 x4401^2 - x4401 * x4402 - x4401 * x4524 + 4 x4402^2 - x4402 * x4403 - x4402 * x4525 + 4 x4403^2 - x4403 * x4404 - x4403 * x4526 + 4 x4404^2 - x4404 * x4405 - x4404 * x4527 + 4 x4405^2 - x4405 * x4406 - x4405 * x4528 + 4 x4406^2 - x4406 * x4407 - x4406 * x4529 + 4 x4407^2 - x4407 * x4408 - x4407 * x4530 + 4 x4408^2 - x4408 * x4409 - x4408 * x4531 + 4 x4409^2 - x4409 * x4410 - x4409 * x4532 + 4 x4410^2 - x4410 * x4411 - x4410 * x4533 + 4 x4411^2 - x4411 * x4412 - x4411 * x4534 + 4 x4412^2 - x4412 * x4413 - x4412 * x4535 + 4 x4413^2 - x4413 * x4414 - x4413 * x4536 + 4 x4414^2 - x4414 * x4415 - x4414 * x4537 + 4 x4415^2 - x4415 * x4416 - x4415 * x4538 + 4 x4416^2 - x4416 * x4417 - x4416 * x4539 + 4 x4417^2 - x4417 * x4418 - x4417 * x4540 + 4 x4418^2 - x4418 * x4419 - x4418 * x4541 + 4 x4419^2 - x4419 * x4420 - x4419 * x4542 + 4 x4420^2 - x4420 * x4421 - x4420 * x4543 + 4 x4421^2 - x4421 * x4422 - x4421 * x4544 + 4 x4422^2 - x4422 * x4423 - x4422 * x4545 + 4 x4423^2 - x4423 * x4424 - x4423 * x4546 + 4 x4424^2 - x4424 * x4425 - x4424 * x4547 + 4 x4425^2 - x4425 * x4426 - x4425 * x4548 + 4 x4426^2 - x4426 * x4427 - x4426 * x4549 + 4 x4427^2 - x4427 * x4428 - x4427 * x4550 + 4 x4428^2 - x4428 * x4429 - x4428 * x4551 + 3.5 x4429^2 - x4429 * x4552 + 3.5 x4430^2 - x4430 * x4431 - x4430 * x4553 + 4 x4431^2 - x4431 * x4432 - x4431 * x4554 + 4 x4432^2 - x4432 * x4433 - x4432 * x4555 + 4 x4433^2 - x4433 * x4434 - x4433 * x4556 + 4 x4434^2 - x4434 * x4435 - x4434 * x4557 + 4 x4435^2 - x4435 * x4436 - x4435 * x4558 + 4 x4436^2 - x4436 * x4437 - x4436 * x4559 + 4 x4437^2 - x4437 * x4438 - x4437 * x4560 + 4 x4438^2 - x4438 * x4439 - x4438 * x4561 + 4 x4439^2 - x4439 * x4440 - x4439 * x4562 + 4 x4440^2 - x4440 * x4441 - x4440 * x4563 + 4 x4441^2 - x4441 * x4442 - x4441 * x4564 + 4 x4442^2 - x4442 * x4443 - x4442 * x4565 + 4 x4443^2 - x4443 * x4444 - x4443 * x4566 + 4 x4444^2 - x4444 * x4445 - x4444 * x4567 + 4 x4445^2 - x4445 * x4446 - x4445 * x4568 + 4 x4446^2 - x4446 * x4447 - x4446 * x4569 + 4 x4447^2 - x4447 * x4448 - x4447 * x4570 + 4 x4448^2 - x4448 * x4449 - x4448 * x4571 + 4 x4449^2 - x4449 * x4450 - x4449 * x4572 + 4 x4450^2 - x4450 * x4451 - x4450 * x4573 + 4 x4451^2 - x4451 * x4452 - x4451 * x4574 + 4 x4452^2 - x4452 * x4453 - x4452 * x4575 + 4 x4453^2 - x4453 * x4454 - x4453 * x4576 + 4 x4454^2 - x4454 * x4455 - x4454 * x4577 + 4 x4455^2 - x4455 * x4456 - x4455 * x4578 + 4 x4456^2 - x4456 * x4457 - x4456 * x4579 + 4 x4457^2 - x4457 * x4458 - x4457 * x4580 + 4 x4458^2 - x4458 * x4459 - x4458 * x4581 + 4 x4459^2 - x4459 * x4460 - x4459 * x4582 + 4 x4460^2 - x4460 * x4461 - x4460 * x4583 + 4 x4461^2 - x4461 * x4462 - x4461 * x4584 + 4 x4462^2 - x4462 * x4463 - x4462 * x4585 + 4 x4463^2 - x4463 * x4464 - x4463 * x4586 + 4 x4464^2 - x4464 * x4465 - x4464 * x4587 + 4 x4465^2 - x4465 * x4466 - x4465 * x4588 + 4 x4466^2 - x4466 * x4467 - x4466 * x4589 + 4 x4467^2 - x4467 * x4468 - x4467 * x4590 + 4 x4468^2 - x4468 * x4469 - x4468 * x4591 + 4 x4469^2 - x4469 * x4470 - x4469 * x4592 + 4 x4470^2 - x4470 * x4471 - x4470 * x4593 + 4 x4471^2 - x4471 * x4472 - x4471 * x4594 + 4 x4472^2 - x4472 * x4473 - x4472 * x4595 + 4 x4473^2 - x4473 * x4474 - x4473 * x4596 + 4 x4474^2 - x4474 * x4475 - x4474 * x4597 + 4 x4475^2 - x4475 * x4476 - x4475 * x4598 + 4 x4476^2 - x4476 * x4477 - x4476 * x4599 + 4 x4477^2 - x4477 * x4478 - x4477 * x4600 + 4 x4478^2 - x4478 * x4479 - x4478 * x4601 + 4 x4479^2 - x4479 * x4480 - x4479 * x4602 + 4 x4480^2 - x4480 * x4481 - x4480 * x4603 + 4 x4481^2 - x4481 * x4482 - x4481 * x4604 + 4 x4482^2 - x4482 * x4483 - x4482 * x4605 + 4 x4483^2 - x4483 * x4484 - x4483 * x4606 + 4 x4484^2 - x4484 * x4485 - x4484 * x4607 + 4 x4485^2 - x4485 * x4486 - x4485 * x4608 + 4 x4486^2 - x4486 * x4487 - x4486 * x4609 + 4 x4487^2 - x4487 * x4488 - x4487 * x4610 + 4 x4488^2 - x4488 * x4489 - x4488 * x4611 + 4 x4489^2 - x4489 * x4490 - x4489 * x4612 + 4 x4490^2 - x4490 * x4491 - x4490 * x4613 + 4 x4491^2 - x4491 * x4492 - x4491 * x4614 + 4 x4492^2 - x4492 * x4493 - x4492 * x4615 + 4 x4493^2 - x4493 * x4494 - x4493 * x4616 + 4 x4494^2 - x4494 * x4495 - x4494 * x4617 + 4 x4495^2 - x4495 * x4496 - x4495 * x4618 + 4 x4496^2 - x4496 * x4497 - x4496 * x4619 + 4 x4497^2 - x4497 * x4498 - x4497 * x4620 + 4 x4498^2 - x4498 * x4499 - x4498 * x4621 + 4 x4499^2 - x4499 * x4500 - x4499 * x4622 + 4 x4500^2 - x4500 * x4501 - x4500 * x4623 + 4 x4501^2 - x4501 * x4502 - x4501 * x4624 + 4 x4502^2 - x4502 * x4503 - x4502 * x4625 + 4 x4503^2 - x4503 * x4504 - x4503 * x4626 + 4 x4504^2 - x4504 * x4505 - x4504 * x4627 + 4 x4505^2 - x4505 * x4506 - x4505 * x4628 + 4 x4506^2 - x4506 * x4507 - x4506 * x4629 + 4 x4507^2 - x4507 * x4508 - x4507 * x4630 + 4 x4508^2 - x4508 * x4509 - x4508 * x4631 + 4 x4509^2 - x4509 * x4510 - x4509 * x4632 + 4 x4510^2 - x4510 * x4511 - x4510 * x4633 + 4 x4511^2 - x4511 * x4512 - x4511 * x4634 + 4 x4512^2 - x4512 * x4513 - x4512 * x4635 + 4 x4513^2 - x4513 * x4514 - x4513 * x4636 + 4 x4514^2 - x4514 * x4515 - x4514 * x4637 + 4 x4515^2 - x4515 * x4516 - x4515 * x4638 + 4 x4516^2 - x4516 * x4517 - x4516 * x4639 + 4 x4517^2 - x4517 * x4518 - x4517 * x4640 + 4 x4518^2 - x4518 * x4519 - x4518 * x4641 + 4 x4519^2 - x4519 * x4520 - x4519 * x4642 + 4 x4520^2 - x4520 * x4521 - x4520 * x4643 + 4 x4521^2 - x4521 * x4522 - x4521 * x4644 + 4 x4522^2 - x4522 * x4523 - x4522 * x4645 + 4 x4523^2 - x4523 * x4524 - x4523 * x4646 + 4 x4524^2 - x4524 * x4525 - x4524 * x4647 + 4 x4525^2 - x4525 * x4526 - x4525 * x4648 + 4 x4526^2 - x4526 * x4527 - x4526 * x4649 + 4 x4527^2 - x4527 * x4528 - x4527 * x4650 + 4 x4528^2 - x4528 * x4529 - x4528 * x4651 + 4 x4529^2 - x4529 * x4530 - x4529 * x4652 + 4 x4530^2 - x4530 * x4531 - x4530 * x4653 + 4 x4531^2 - x4531 * x4532 - x4531 * x4654 + 4 x4532^2 - x4532 * x4533 - x4532 * x4655 + 4 x4533^2 - x4533 * x4534 - x4533 * x4656 + 4 x4534^2 - x4534 * x4535 - x4534 * x4657 + 4 x4535^2 - x4535 * x4536 - x4535 * x4658 + 4 x4536^2 - x4536 * x4537 - x4536 * x4659 + 4 x4537^2 - x4537 * x4538 - x4537 * x4660 + 4 x4538^2 - x4538 * x4539 - x4538 * x4661 + 4 x4539^2 - x4539 * x4540 - x4539 * x4662 + 4 x4540^2 - x4540 * x4541 - x4540 * x4663 + 4 x4541^2 - x4541 * x4542 - x4541 * x4664 + 4 x4542^2 - x4542 * x4543 - x4542 * x4665 + 4 x4543^2 - x4543 * x4544 - x4543 * x4666 + 4 x4544^2 - x4544 * x4545 - x4544 * x4667 + 4 x4545^2 - x4545 * x4546 - x4545 * x4668 + 4 x4546^2 - x4546 * x4547 - x4546 * x4669 + 4 x4547^2 - x4547 * x4548 - x4547 * x4670 + 4 x4548^2 - x4548 * x4549 - x4548 * x4671 + 4 x4549^2 - x4549 * x4550 - x4549 * x4672 + 4 x4550^2 - x4550 * x4551 - x4550 * x4673 + 4 x4551^2 - x4551 * x4552 - x4551 * x4674 + 3.5 x4552^2 - x4552 * x4675 + 3.5 x4553^2 - x4553 * x4554 - x4553 * x4676 + 4 x4554^2 - x4554 * x4555 - x4554 * x4677 + 4 x4555^2 - x4555 * x4556 - x4555 * x4678 + 4 x4556^2 - x4556 * x4557 - x4556 * x4679 + 4 x4557^2 - x4557 * x4558 - x4557 * x4680 + 4 x4558^2 - x4558 * x4559 - x4558 * x4681 + 4 x4559^2 - x4559 * x4560 - x4559 * x4682 + 4 x4560^2 - x4560 * x4561 - x4560 * x4683 + 4 x4561^2 - x4561 * x4562 - x4561 * x4684 + 4 x4562^2 - x4562 * x4563 - x4562 * x4685 + 4 x4563^2 - x4563 * x4564 - x4563 * x4686 + 4 x4564^2 - x4564 * x4565 - x4564 * x4687 + 4 x4565^2 - x4565 * x4566 - x4565 * x4688 + 4 x4566^2 - x4566 * x4567 - x4566 * x4689 + 4 x4567^2 - x4567 * x4568 - x4567 * x4690 + 4 x4568^2 - x4568 * x4569 - x4568 * x4691 + 4 x4569^2 - x4569 * x4570 - x4569 * x4692 + 4 x4570^2 - x4570 * x4571 - x4570 * x4693 + 4 x4571^2 - x4571 * x4572 - x4571 * x4694 + 4 x4572^2 - x4572 * x4573 - x4572 * x4695 + 4 x4573^2 - x4573 * x4574 - x4573 * x4696 + 4 x4574^2 - x4574 * x4575 - x4574 * x4697 + 4 x4575^2 - x4575 * x4576 - x4575 * x4698 + 4 x4576^2 - x4576 * x4577 - x4576 * x4699 + 4 x4577^2 - x4577 * x4578 - x4577 * x4700 + 4 x4578^2 - x4578 * x4579 - x4578 * x4701 + 4 x4579^2 - x4579 * x4580 - x4579 * x4702 + 4 x4580^2 - x4580 * x4581 - x4580 * x4703 + 4 x4581^2 - x4581 * x4582 - x4581 * x4704 + 4 x4582^2 - x4582 * x4583 - x4582 * x4705 + 4 x4583^2 - x4583 * x4584 - x4583 * x4706 + 4 x4584^2 - x4584 * x4585 - x4584 * x4707 + 4 x4585^2 - x4585 * x4586 - x4585 * x4708 + 4 x4586^2 - x4586 * x4587 - x4586 * x4709 + 4 x4587^2 - x4587 * x4588 - x4587 * x4710 + 4 x4588^2 - x4588 * x4589 - x4588 * x4711 + 4 x4589^2 - x4589 * x4590 - x4589 * x4712 + 4 x4590^2 - x4590 * x4591 - x4590 * x4713 + 4 x4591^2 - x4591 * x4592 - x4591 * x4714 + 4 x4592^2 - x4592 * x4593 - x4592 * x4715 + 4 x4593^2 - x4593 * x4594 - x4593 * x4716 + 4 x4594^2 - x4594 * x4595 - x4594 * x4717 + 4 x4595^2 - x4595 * x4596 - x4595 * x4718 + 4 x4596^2 - x4596 * x4597 - x4596 * x4719 + 4 x4597^2 - x4597 * x4598 - x4597 * x4720 + 4 x4598^2 - x4598 * x4599 - x4598 * x4721 + 4 x4599^2 - x4599 * x4600 - x4599 * x4722 + 4 x4600^2 - x4600 * x4601 - x4600 * x4723 + 4 x4601^2 - x4601 * x4602 - x4601 * x4724 + 4 x4602^2 - x4602 * x4603 - x4602 * x4725 + 4 x4603^2 - x4603 * x4604 - x4603 * x4726 + 4 x4604^2 - x4604 * x4605 - x4604 * x4727 + 4 x4605^2 - x4605 * x4606 - x4605 * x4728 + 4 x4606^2 - x4606 * x4607 - x4606 * x4729 + 4 x4607^2 - x4607 * x4608 - x4607 * x4730 + 4 x4608^2 - x4608 * x4609 - x4608 * x4731 + 4 x4609^2 - x4609 * x4610 - x4609 * x4732 + 4 x4610^2 - x4610 * x4611 - x4610 * x4733 + 4 x4611^2 - x4611 * x4612 - x4611 * x4734 + 4 x4612^2 - x4612 * x4613 - x4612 * x4735 + 4 x4613^2 - x4613 * x4614 - x4613 * x4736 + 4 x4614^2 - x4614 * x4615 - x4614 * x4737 + 4 x4615^2 - x4615 * x4616 - x4615 * x4738 + 4 x4616^2 - x4616 * x4617 - x4616 * x4739 + 4 x4617^2 - x4617 * x4618 - x4617 * x4740 + 4 x4618^2 - x4618 * x4619 - x4618 * x4741 + 4 x4619^2 - x4619 * x4620 - x4619 * x4742 + 4 x4620^2 - x4620 * x4621 - x4620 * x4743 + 4 x4621^2 - x4621 * x4622 - x4621 * x4744 + 4 x4622^2 - x4622 * x4623 - x4622 * x4745 + 4 x4623^2 - x4623 * x4624 - x4623 * x4746 + 4 x4624^2 - x4624 * x4625 - x4624 * x4747 + 4 x4625^2 - x4625 * x4626 - x4625 * x4748 + 4 x4626^2 - x4626 * x4627 - x4626 * x4749 + 4 x4627^2 - x4627 * x4628 - x4627 * x4750 + 4 x4628^2 - x4628 * x4629 - x4628 * x4751 + 4 x4629^2 - x4629 * x4630 - x4629 * x4752 + 4 x4630^2 - x4630 * x4631 - x4630 * x4753 + 4 x4631^2 - x4631 * x4632 - x4631 * x4754 + 4 x4632^2 - x4632 * x4633 - x4632 * x4755 + 4 x4633^2 - x4633 * x4634 - x4633 * x4756 + 4 x4634^2 - x4634 * x4635 - x4634 * x4757 + 4 x4635^2 - x4635 * x4636 - x4635 * x4758 + 4 x4636^2 - x4636 * x4637 - x4636 * x4759 + 4 x4637^2 - x4637 * x4638 - x4637 * x4760 + 4 x4638^2 - x4638 * x4639 - x4638 * x4761 + 4 x4639^2 - x4639 * x4640 - x4639 * x4762 + 4 x4640^2 - x4640 * x4641 - x4640 * x4763 + 4 x4641^2 - x4641 * x4642 - x4641 * x4764 + 4 x4642^2 - x4642 * x4643 - x4642 * x4765 + 4 x4643^2 - x4643 * x4644 - x4643 * x4766 + 4 x4644^2 - x4644 * x4645 - x4644 * x4767 + 4 x4645^2 - x4645 * x4646 - x4645 * x4768 + 4 x4646^2 - x4646 * x4647 - x4646 * x4769 + 4 x4647^2 - x4647 * x4648 - x4647 * x4770 + 4 x4648^2 - x4648 * x4649 - x4648 * x4771 + 4 x4649^2 - x4649 * x4650 - x4649 * x4772 + 4 x4650^2 - x4650 * x4651 - x4650 * x4773 + 4 x4651^2 - x4651 * x4652 - x4651 * x4774 + 4 x4652^2 - x4652 * x4653 - x4652 * x4775 + 4 x4653^2 - x4653 * x4654 - x4653 * x4776 + 4 x4654^2 - x4654 * x4655 - x4654 * x4777 + 4 x4655^2 - x4655 * x4656 - x4655 * x4778 + 4 x4656^2 - x4656 * x4657 - x4656 * x4779 + 4 x4657^2 - x4657 * x4658 - x4657 * x4780 + 4 x4658^2 - x4658 * x4659 - x4658 * x4781 + 4 x4659^2 - x4659 * x4660 - x4659 * x4782 + 4 x4660^2 - x4660 * x4661 - x4660 * x4783 + 4 x4661^2 - x4661 * x4662 - x4661 * x4784 + 4 x4662^2 - x4662 * x4663 - x4662 * x4785 + 4 x4663^2 - x4663 * x4664 - x4663 * x4786 + 4 x4664^2 - x4664 * x4665 - x4664 * x4787 + 4 x4665^2 - x4665 * x4666 - x4665 * x4788 + 4 x4666^2 - x4666 * x4667 - x4666 * x4789 + 4 x4667^2 - x4667 * x4668 - x4667 * x4790 + 4 x4668^2 - x4668 * x4669 - x4668 * x4791 + 4 x4669^2 - x4669 * x4670 - x4669 * x4792 + 4 x4670^2 - x4670 * x4671 - x4670 * x4793 + 4 x4671^2 - x4671 * x4672 - x4671 * x4794 + 4 x4672^2 - x4672 * x4673 - x4672 * x4795 + 4 x4673^2 - x4673 * x4674 - x4673 * x4796 + 4 x4674^2 - x4674 * x4675 - x4674 * x4797 + 3.5 x4675^2 - x4675 * x4798 + 3.5 x4676^2 - x4676 * x4677 - x4676 * x4799 + 4 x4677^2 - x4677 * x4678 - x4677 * x4800 + 4 x4678^2 - x4678 * x4679 - x4678 * x4801 + 4 x4679^2 - x4679 * x4680 - x4679 * x4802 + 4 x4680^2 - x4680 * x4681 - x4680 * x4803 + 4 x4681^2 - x4681 * x4682 - x4681 * x4804 + 4 x4682^2 - x4682 * x4683 - x4682 * x4805 + 4 x4683^2 - x4683 * x4684 - x4683 * x4806 + 4 x4684^2 - x4684 * x4685 - x4684 * x4807 + 4 x4685^2 - x4685 * x4686 - x4685 * x4808 + 4 x4686^2 - x4686 * x4687 - x4686 * x4809 + 4 x4687^2 - x4687 * x4688 - x4687 * x4810 + 4 x4688^2 - x4688 * x4689 - x4688 * x4811 + 4 x4689^2 - x4689 * x4690 - x4689 * x4812 + 4 x4690^2 - x4690 * x4691 - x4690 * x4813 + 4 x4691^2 - x4691 * x4692 - x4691 * x4814 + 4 x4692^2 - x4692 * x4693 - x4692 * x4815 + 4 x4693^2 - x4693 * x4694 - x4693 * x4816 + 4 x4694^2 - x4694 * x4695 - x4694 * x4817 + 4 x4695^2 - x4695 * x4696 - x4695 * x4818 + 4 x4696^2 - x4696 * x4697 - x4696 * x4819 + 4 x4697^2 - x4697 * x4698 - x4697 * x4820 + 4 x4698^2 - x4698 * x4699 - x4698 * x4821 + 4 x4699^2 - x4699 * x4700 - x4699 * x4822 + 4 x4700^2 - x4700 * x4701 - x4700 * x4823 + 4 x4701^2 - x4701 * x4702 - x4701 * x4824 + 4 x4702^2 - x4702 * x4703 - x4702 * x4825 + 4 x4703^2 - x4703 * x4704 - x4703 * x4826 + 4 x4704^2 - x4704 * x4705 - x4704 * x4827 + 4 x4705^2 - x4705 * x4706 - x4705 * x4828 + 4 x4706^2 - x4706 * x4707 - x4706 * x4829 + 4 x4707^2 - x4707 * x4708 - x4707 * x4830 + 4 x4708^2 - x4708 * x4709 - x4708 * x4831 + 4 x4709^2 - x4709 * x4710 - x4709 * x4832 + 4 x4710^2 - x4710 * x4711 - x4710 * x4833 + 4 x4711^2 - x4711 * x4712 - x4711 * x4834 + 4 x4712^2 - x4712 * x4713 - x4712 * x4835 + 4 x4713^2 - x4713 * x4714 - x4713 * x4836 + 4 x4714^2 - x4714 * x4715 - x4714 * x4837 + 4 x4715^2 - x4715 * x4716 - x4715 * x4838 + 4 x4716^2 - x4716 * x4717 - x4716 * x4839 + 4 x4717^2 - x4717 * x4718 - x4717 * x4840 + 4 x4718^2 - x4718 * x4719 - x4718 * x4841 + 4 x4719^2 - x4719 * x4720 - x4719 * x4842 + 4 x4720^2 - x4720 * x4721 - x4720 * x4843 + 4 x4721^2 - x4721 * x4722 - x4721 * x4844 + 4 x4722^2 - x4722 * x4723 - x4722 * x4845 + 4 x4723^2 - x4723 * x4724 - x4723 * x4846 + 4 x4724^2 - x4724 * x4725 - x4724 * x4847 + 4 x4725^2 - x4725 * x4726 - x4725 * x4848 + 4 x4726^2 - x4726 * x4727 - x4726 * x4849 + 4 x4727^2 - x4727 * x4728 - x4727 * x4850 + 4 x4728^2 - x4728 * x4729 - x4728 * x4851 + 4 x4729^2 - x4729 * x4730 - x4729 * x4852 + 4 x4730^2 - x4730 * x4731 - x4730 * x4853 + 4 x4731^2 - x4731 * x4732 - x4731 * x4854 + 4 x4732^2 - x4732 * x4733 - x4732 * x4855 + 4 x4733^2 - x4733 * x4734 - x4733 * x4856 + 4 x4734^2 - x4734 * x4735 - x4734 * x4857 + 4 x4735^2 - x4735 * x4736 - x4735 * x4858 + 4 x4736^2 - x4736 * x4737 - x4736 * x4859 + 4 x4737^2 - x4737 * x4738 - x4737 * x4860 + 4 x4738^2 - x4738 * x4739 - x4738 * x4861 + 4 x4739^2 - x4739 * x4740 - x4739 * x4862 + 4 x4740^2 - x4740 * x4741 - x4740 * x4863 + 4 x4741^2 - x4741 * x4742 - x4741 * x4864 + 4 x4742^2 - x4742 * x4743 - x4742 * x4865 + 4 x4743^2 - x4743 * x4744 - x4743 * x4866 + 4 x4744^2 - x4744 * x4745 - x4744 * x4867 + 4 x4745^2 - x4745 * x4746 - x4745 * x4868 + 4 x4746^2 - x4746 * x4747 - x4746 * x4869 + 4 x4747^2 - x4747 * x4748 - x4747 * x4870 + 4 x4748^2 - x4748 * x4749 - x4748 * x4871 + 4 x4749^2 - x4749 * x4750 - x4749 * x4872 + 4 x4750^2 - x4750 * x4751 - x4750 * x4873 + 4 x4751^2 - x4751 * x4752 - x4751 * x4874 + 4 x4752^2 - x4752 * x4753 - x4752 * x4875 + 4 x4753^2 - x4753 * x4754 - x4753 * x4876 + 4 x4754^2 - x4754 * x4755 - x4754 * x4877 + 4 x4755^2 - x4755 * x4756 - x4755 * x4878 + 4 x4756^2 - x4756 * x4757 - x4756 * x4879 + 4 x4757^2 - x4757 * x4758 - x4757 * x4880 + 4 x4758^2 - x4758 * x4759 - x4758 * x4881 + 4 x4759^2 - x4759 * x4760 - x4759 * x4882 + 4 x4760^2 - x4760 * x4761 - x4760 * x4883 + 4 x4761^2 - x4761 * x4762 - x4761 * x4884 + 4 x4762^2 - x4762 * x4763 - x4762 * x4885 + 4 x4763^2 - x4763 * x4764 - x4763 * x4886 + 4 x4764^2 - x4764 * x4765 - x4764 * x4887 + 4 x4765^2 - x4765 * x4766 - x4765 * x4888 + 4 x4766^2 - x4766 * x4767 - x4766 * x4889 + 4 x4767^2 - x4767 * x4768 - x4767 * x4890 + 4 x4768^2 - x4768 * x4769 - x4768 * x4891 + 4 x4769^2 - x4769 * x4770 - x4769 * x4892 + 4 x4770^2 - x4770 * x4771 - x4770 * x4893 + 4 x4771^2 - x4771 * x4772 - x4771 * x4894 + 4 x4772^2 - x4772 * x4773 - x4772 * x4895 + 4 x4773^2 - x4773 * x4774 - x4773 * x4896 + 4 x4774^2 - x4774 * x4775 - x4774 * x4897 + 4 x4775^2 - x4775 * x4776 - x4775 * x4898 + 4 x4776^2 - x4776 * x4777 - x4776 * x4899 + 4 x4777^2 - x4777 * x4778 - x4777 * x4900 + 4 x4778^2 - x4778 * x4779 - x4778 * x4901 + 4 x4779^2 - x4779 * x4780 - x4779 * x4902 + 4 x4780^2 - x4780 * x4781 - x4780 * x4903 + 4 x4781^2 - x4781 * x4782 - x4781 * x4904 + 4 x4782^2 - x4782 * x4783 - x4782 * x4905 + 4 x4783^2 - x4783 * x4784 - x4783 * x4906 + 4 x4784^2 - x4784 * x4785 - x4784 * x4907 + 4 x4785^2 - x4785 * x4786 - x4785 * x4908 + 4 x4786^2 - x4786 * x4787 - x4786 * x4909 + 4 x4787^2 - x4787 * x4788 - x4787 * x4910 + 4 x4788^2 - x4788 * x4789 - x4788 * x4911 + 4 x4789^2 - x4789 * x4790 - x4789 * x4912 + 4 x4790^2 - x4790 * x4791 - x4790 * x4913 + 4 x4791^2 - x4791 * x4792 - x4791 * x4914 + 4 x4792^2 - x4792 * x4793 - x4792 * x4915 + 4 x4793^2 - x4793 * x4794 - x4793 * x4916 + 4 x4794^2 - x4794 * x4795 - x4794 * x4917 + 4 x4795^2 - x4795 * x4796 - x4795 * x4918 + 4 x4796^2 - x4796 * x4797 - x4796 * x4919 + 4 x4797^2 - x4797 * x4798 - x4797 * x4920 + 3.5 x4798^2 - x4798 * x4921 + 3.5 x4799^2 - x4799 * x4800 - x4799 * x4922 + 4 x4800^2 - x4800 * x4801 - x4800 * x4923 + 4 x4801^2 - x4801 * x4802 - x4801 * x4924 + 4 x4802^2 - x4802 * x4803 - x4802 * x4925 + 4 x4803^2 - x4803 * x4804 - x4803 * x4926 + 4 x4804^2 - x4804 * x4805 - x4804 * x4927 + 4 x4805^2 - x4805 * x4806 - x4805 * x4928 + 4 x4806^2 - x4806 * x4807 - x4806 * x4929 + 4 x4807^2 - x4807 * x4808 - x4807 * x4930 + 4 x4808^2 - x4808 * x4809 - x4808 * x4931 + 4 x4809^2 - x4809 * x4810 - x4809 * x4932 + 4 x4810^2 - x4810 * x4811 - x4810 * x4933 + 4 x4811^2 - x4811 * x4812 - x4811 * x4934 + 4 x4812^2 - x4812 * x4813 - x4812 * x4935 + 4 x4813^2 - x4813 * x4814 - x4813 * x4936 + 4 x4814^2 - x4814 * x4815 - x4814 * x4937 + 4 x4815^2 - x4815 * x4816 - x4815 * x4938 + 4 x4816^2 - x4816 * x4817 - x4816 * x4939 + 4 x4817^2 - x4817 * x4818 - x4817 * x4940 + 4 x4818^2 - x4818 * x4819 - x4818 * x4941 + 4 x4819^2 - x4819 * x4820 - x4819 * x4942 + 4 x4820^2 - x4820 * x4821 - x4820 * x4943 + 4 x4821^2 - x4821 * x4822 - x4821 * x4944 + 4 x4822^2 - x4822 * x4823 - x4822 * x4945 + 4 x4823^2 - x4823 * x4824 - x4823 * x4946 + 4 x4824^2 - x4824 * x4825 - x4824 * x4947 + 4 x4825^2 - x4825 * x4826 - x4825 * x4948 + 4 x4826^2 - x4826 * x4827 - x4826 * x4949 + 4 x4827^2 - x4827 * x4828 - x4827 * x4950 + 4 x4828^2 - x4828 * x4829 - x4828 * x4951 + 4 x4829^2 - x4829 * x4830 - x4829 * x4952 + 4 x4830^2 - x4830 * x4831 - x4830 * x4953 + 4 x4831^2 - x4831 * x4832 - x4831 * x4954 + 4 x4832^2 - x4832 * x4833 - x4832 * x4955 + 4 x4833^2 - x4833 * x4834 - x4833 * x4956 + 4 x4834^2 - x4834 * x4835 - x4834 * x4957 + 4 x4835^2 - x4835 * x4836 - x4835 * x4958 + 4 x4836^2 - x4836 * x4837 - x4836 * x4959 + 4 x4837^2 - x4837 * x4838 - x4837 * x4960 + 4 x4838^2 - x4838 * x4839 - x4838 * x4961 + 4 x4839^2 - x4839 * x4840 - x4839 * x4962 + 4 x4840^2 - x4840 * x4841 - x4840 * x4963 + 4 x4841^2 - x4841 * x4842 - x4841 * x4964 + 4 x4842^2 - x4842 * x4843 - x4842 * x4965 + 4 x4843^2 - x4843 * x4844 - x4843 * x4966 + 4 x4844^2 - x4844 * x4845 - x4844 * x4967 + 4 x4845^2 - x4845 * x4846 - x4845 * x4968 + 4 x4846^2 - x4846 * x4847 - x4846 * x4969 + 4 x4847^2 - x4847 * x4848 - x4847 * x4970 + 4 x4848^2 - x4848 * x4849 - x4848 * x4971 + 4 x4849^2 - x4849 * x4850 - x4849 * x4972 + 4 x4850^2 - x4850 * x4851 - x4850 * x4973 + 4 x4851^2 - x4851 * x4852 - x4851 * x4974 + 4 x4852^2 - x4852 * x4853 - x4852 * x4975 + 4 x4853^2 - x4853 * x4854 - x4853 * x4976 + 4 x4854^2 - x4854 * x4855 - x4854 * x4977 + 4 x4855^2 - x4855 * x4856 - x4855 * x4978 + 4 x4856^2 - x4856 * x4857 - x4856 * x4979 + 4 x4857^2 - x4857 * x4858 - x4857 * x4980 + 4 x4858^2 - x4858 * x4859 - x4858 * x4981 + 4 x4859^2 - x4859 * x4860 - x4859 * x4982 + 4 x4860^2 - x4860 * x4861 - x4860 * x4983 + 4 x4861^2 - x4861 * x4862 - x4861 * x4984 + 4 x4862^2 - x4862 * x4863 - x4862 * x4985 + 4 x4863^2 - x4863 * x4864 - x4863 * x4986 + 4 x4864^2 - x4864 * x4865 - x4864 * x4987 + 4 x4865^2 - x4865 * x4866 - x4865 * x4988 + 4 x4866^2 - x4866 * x4867 - x4866 * x4989 + 4 x4867^2 - x4867 * x4868 - x4867 * x4990 + 4 x4868^2 - x4868 * x4869 - x4868 * x4991 + 4 x4869^2 - x4869 * x4870 - x4869 * x4992 + 4 x4870^2 - x4870 * x4871 - x4870 * x4993 + 4 x4871^2 - x4871 * x4872 - x4871 * x4994 + 4 x4872^2 - x4872 * x4873 - x4872 * x4995 + 4 x4873^2 - x4873 * x4874 - x4873 * x4996 + 4 x4874^2 - x4874 * x4875 - x4874 * x4997 + 4 x4875^2 - x4875 * x4876 - x4875 * x4998 + 4 x4876^2 - x4876 * x4877 - x4876 * x4999 + 4 x4877^2 - x4877 * x4878 - x4877 * x5000 + 4 x4878^2 - x4878 * x4879 - x4878 * x5001 + 4 x4879^2 - x4879 * x4880 - x4879 * x5002 + 4 x4880^2 - x4880 * x4881 - x4880 * x5003 + 4 x4881^2 - x4881 * x4882 - x4881 * x5004 + 4 x4882^2 - x4882 * x4883 - x4882 * x5005 + 4 x4883^2 - x4883 * x4884 - x4883 * x5006 + 4 x4884^2 - x4884 * x4885 - x4884 * x5007 + 4 x4885^2 - x4885 * x4886 - x4885 * x5008 + 4 x4886^2 - x4886 * x4887 - x4886 * x5009 + 4 x4887^2 - x4887 * x4888 - x4887 * x5010 + 4 x4888^2 - x4888 * x4889 - x4888 * x5011 + 4 x4889^2 - x4889 * x4890 - x4889 * x5012 + 4 x4890^2 - x4890 * x4891 - x4890 * x5013 + 4 x4891^2 - x4891 * x4892 - x4891 * x5014 + 4 x4892^2 - x4892 * x4893 - x4892 * x5015 + 4 x4893^2 - x4893 * x4894 - x4893 * x5016 + 4 x4894^2 - x4894 * x4895 - x4894 * x5017 + 4 x4895^2 - x4895 * x4896 - x4895 * x5018 + 4 x4896^2 - x4896 * x4897 - x4896 * x5019 + 4 x4897^2 - x4897 * x4898 - x4897 * x5020 + 4 x4898^2 - x4898 * x4899 - x4898 * x5021 + 4 x4899^2 - x4899 * x4900 - x4899 * x5022 + 4 x4900^2 - x4900 * x4901 - x4900 * x5023 + 4 x4901^2 - x4901 * x4902 - x4901 * x5024 + 4 x4902^2 - x4902 * x4903 - x4902 * x5025 + 4 x4903^2 - x4903 * x4904 - x4903 * x5026 + 4 x4904^2 - x4904 * x4905 - x4904 * x5027 + 4 x4905^2 - x4905 * x4906 - x4905 * x5028 + 4 x4906^2 - x4906 * x4907 - x4906 * x5029 + 4 x4907^2 - x4907 * x4908 - x4907 * x5030 + 4 x4908^2 - x4908 * x4909 - x4908 * x5031 + 4 x4909^2 - x4909 * x4910 - x4909 * x5032 + 4 x4910^2 - x4910 * x4911 - x4910 * x5033 + 4 x4911^2 - x4911 * x4912 - x4911 * x5034 + 4 x4912^2 - x4912 * x4913 - x4912 * x5035 + 4 x4913^2 - x4913 * x4914 - x4913 * x5036 + 4 x4914^2 - x4914 * x4915 - x4914 * x5037 + 4 x4915^2 - x4915 * x4916 - x4915 * x5038 + 4 x4916^2 - x4916 * x4917 - x4916 * x5039 + 4 x4917^2 - x4917 * x4918 - x4917 * x5040 + 4 x4918^2 - x4918 * x4919 - x4918 * x5041 + 4 x4919^2 - x4919 * x4920 - x4919 * x5042 + 4 x4920^2 - x4920 * x4921 - x4920 * x5043 + 3.5 x4921^2 - x4921 * x5044 + 3.5 x4922^2 - x4922 * x4923 - x4922 * x5045 + 4 x4923^2 - x4923 * x4924 - x4923 * x5046 + 4 x4924^2 - x4924 * x4925 - x4924 * x5047 + 4 x4925^2 - x4925 * x4926 - x4925 * x5048 + 4 x4926^2 - x4926 * x4927 - x4926 * x5049 + 4 x4927^2 - x4927 * x4928 - x4927 * x5050 + 4 x4928^2 - x4928 * x4929 - x4928 * x5051 + 4 x4929^2 - x4929 * x4930 - x4929 * x5052 + 4 x4930^2 - x4930 * x4931 - x4930 * x5053 + 4 x4931^2 - x4931 * x4932 - x4931 * x5054 + 4 x4932^2 - x4932 * x4933 - x4932 * x5055 + 4 x4933^2 - x4933 * x4934 - x4933 * x5056 + 4 x4934^2 - x4934 * x4935 - x4934 * x5057 + 4 x4935^2 - x4935 * x4936 - x4935 * x5058 + 4 x4936^2 - x4936 * x4937 - x4936 * x5059 + 4 x4937^2 - x4937 * x4938 - x4937 * x5060 + 4 x4938^2 - x4938 * x4939 - x4938 * x5061 + 4 x4939^2 - x4939 * x4940 - x4939 * x5062 + 4 x4940^2 - x4940 * x4941 - x4940 * x5063 + 4 x4941^2 - x4941 * x4942 - x4941 * x5064 + 4 x4942^2 - x4942 * x4943 - x4942 * x5065 + 4 x4943^2 - x4943 * x4944 - x4943 * x5066 + 4 x4944^2 - x4944 * x4945 - x4944 * x5067 + 4 x4945^2 - x4945 * x4946 - x4945 * x5068 + 4 x4946^2 - x4946 * x4947 - x4946 * x5069 + 4 x4947^2 - x4947 * x4948 - x4947 * x5070 + 4 x4948^2 - x4948 * x4949 - x4948 * x5071 + 4 x4949^2 - x4949 * x4950 - x4949 * x5072 + 4 x4950^2 - x4950 * x4951 - x4950 * x5073 + 4 x4951^2 - x4951 * x4952 - x4951 * x5074 + 4 x4952^2 - x4952 * x4953 - x4952 * x5075 + 4 x4953^2 - x4953 * x4954 - x4953 * x5076 + 4 x4954^2 - x4954 * x4955 - x4954 * x5077 + 4 x4955^2 - x4955 * x4956 - x4955 * x5078 + 4 x4956^2 - x4956 * x4957 - x4956 * x5079 + 4 x4957^2 - x4957 * x4958 - x4957 * x5080 + 4 x4958^2 - x4958 * x4959 - x4958 * x5081 + 4 x4959^2 - x4959 * x4960 - x4959 * x5082 + 4 x4960^2 - x4960 * x4961 - x4960 * x5083 + 4 x4961^2 - x4961 * x4962 - x4961 * x5084 + 4 x4962^2 - x4962 * x4963 - x4962 * x5085 + 4 x4963^2 - x4963 * x4964 - x4963 * x5086 + 4 x4964^2 - x4964 * x4965 - x4964 * x5087 + 4 x4965^2 - x4965 * x4966 - x4965 * x5088 + 4 x4966^2 - x4966 * x4967 - x4966 * x5089 + 4 x4967^2 - x4967 * x4968 - x4967 * x5090 + 4 x4968^2 - x4968 * x4969 - x4968 * x5091 + 4 x4969^2 - x4969 * x4970 - x4969 * x5092 + 4 x4970^2 - x4970 * x4971 - x4970 * x5093 + 4 x4971^2 - x4971 * x4972 - x4971 * x5094 + 4 x4972^2 - x4972 * x4973 - x4972 * x5095 + 4 x4973^2 - x4973 * x4974 - x4973 * x5096 + 4 x4974^2 - x4974 * x4975 - x4974 * x5097 + 4 x4975^2 - x4975 * x4976 - x4975 * x5098 + 4 x4976^2 - x4976 * x4977 - x4976 * x5099 + 4 x4977^2 - x4977 * x4978 - x4977 * x5100 + 4 x4978^2 - x4978 * x4979 - x4978 * x5101 + 4 x4979^2 - x4979 * x4980 - x4979 * x5102 + 4 x4980^2 - x4980 * x4981 - x4980 * x5103 + 4 x4981^2 - x4981 * x4982 - x4981 * x5104 + 4 x4982^2 - x4982 * x4983 - x4982 * x5105 + 4 x4983^2 - x4983 * x4984 - x4983 * x5106 + 4 x4984^2 - x4984 * x4985 - x4984 * x5107 + 4 x4985^2 - x4985 * x4986 - x4985 * x5108 + 4 x4986^2 - x4986 * x4987 - x4986 * x5109 + 4 x4987^2 - x4987 * x4988 - x4987 * x5110 + 4 x4988^2 - x4988 * x4989 - x4988 * x5111 + 4 x4989^2 - x4989 * x4990 - x4989 * x5112 + 4 x4990^2 - x4990 * x4991 - x4990 * x5113 + 4 x4991^2 - x4991 * x4992 - x4991 * x5114 + 4 x4992^2 - x4992 * x4993 - x4992 * x5115 + 4 x4993^2 - x4993 * x4994 - x4993 * x5116 + 4 x4994^2 - x4994 * x4995 - x4994 * x5117 + 4 x4995^2 - x4995 * x4996 - x4995 * x5118 + 4 x4996^2 - x4996 * x4997 - x4996 * x5119 + 4 x4997^2 - x4997 * x4998 - x4997 * x5120 + 4 x4998^2 - x4998 * x4999 - x4998 * x5121 + 4 x4999^2 - x4999 * x5000 - x4999 * x5122 + 4 x5000^2 - x5000 * x5001 - x5000 * x5123 + 4 x5001^2 - x5001 * x5002 - x5001 * x5124 + 4 x5002^2 - x5002 * x5003 - x5002 * x5125 + 4 x5003^2 - x5003 * x5004 - x5003 * x5126 + 4 x5004^2 - x5004 * x5005 - x5004 * x5127 + 4 x5005^2 - x5005 * x5006 - x5005 * x5128 + 4 x5006^2 - x5006 * x5007 - x5006 * x5129 + 4 x5007^2 - x5007 * x5008 - x5007 * x5130 + 4 x5008^2 - x5008 * x5009 - x5008 * x5131 + 4 x5009^2 - x5009 * x5010 - x5009 * x5132 + 4 x5010^2 - x5010 * x5011 - x5010 * x5133 + 4 x5011^2 - x5011 * x5012 - x5011 * x5134 + 4 x5012^2 - x5012 * x5013 - x5012 * x5135 + 4 x5013^2 - x5013 * x5014 - x5013 * x5136 + 4 x5014^2 - x5014 * x5015 - x5014 * x5137 + 4 x5015^2 - x5015 * x5016 - x5015 * x5138 + 4 x5016^2 - x5016 * x5017 - x5016 * x5139 + 4 x5017^2 - x5017 * x5018 - x5017 * x5140 + 4 x5018^2 - x5018 * x5019 - x5018 * x5141 + 4 x5019^2 - x5019 * x5020 - x5019 * x5142 + 4 x5020^2 - x5020 * x5021 - x5020 * x5143 + 4 x5021^2 - x5021 * x5022 - x5021 * x5144 + 4 x5022^2 - x5022 * x5023 - x5022 * x5145 + 4 x5023^2 - x5023 * x5024 - x5023 * x5146 + 4 x5024^2 - x5024 * x5025 - x5024 * x5147 + 4 x5025^2 - x5025 * x5026 - x5025 * x5148 + 4 x5026^2 - x5026 * x5027 - x5026 * x5149 + 4 x5027^2 - x5027 * x5028 - x5027 * x5150 + 4 x5028^2 - x5028 * x5029 - x5028 * x5151 + 4 x5029^2 - x5029 * x5030 - x5029 * x5152 + 4 x5030^2 - x5030 * x5031 - x5030 * x5153 + 4 x5031^2 - x5031 * x5032 - x5031 * x5154 + 4 x5032^2 - x5032 * x5033 - x5032 * x5155 + 4 x5033^2 - x5033 * x5034 - x5033 * x5156 + 4 x5034^2 - x5034 * x5035 - x5034 * x5157 + 4 x5035^2 - x5035 * x5036 - x5035 * x5158 + 4 x5036^2 - x5036 * x5037 - x5036 * x5159 + 4 x5037^2 - x5037 * x5038 - x5037 * x5160 + 4 x5038^2 - x5038 * x5039 - x5038 * x5161 + 4 x5039^2 - x5039 * x5040 - x5039 * x5162 + 4 x5040^2 - x5040 * x5041 - x5040 * x5163 + 4 x5041^2 - x5041 * x5042 - x5041 * x5164 + 4 x5042^2 - x5042 * x5043 - x5042 * x5165 + 4 x5043^2 - x5043 * x5044 - x5043 * x5166 + 3.5 x5044^2 - x5044 * x5167 + 3.5 x5045^2 - x5045 * x5046 - x5045 * x5168 + 4 x5046^2 - x5046 * x5047 - x5046 * x5169 + 4 x5047^2 - x5047 * x5048 - x5047 * x5170 + 4 x5048^2 - x5048 * x5049 - x5048 * x5171 + 4 x5049^2 - x5049 * x5050 - x5049 * x5172 + 4 x5050^2 - x5050 * x5051 - x5050 * x5173 + 4 x5051^2 - x5051 * x5052 - x5051 * x5174 + 4 x5052^2 - x5052 * x5053 - x5052 * x5175 + 4 x5053^2 - x5053 * x5054 - x5053 * x5176 + 4 x5054^2 - x5054 * x5055 - x5054 * x5177 + 4 x5055^2 - x5055 * x5056 - x5055 * x5178 + 4 x5056^2 - x5056 * x5057 - x5056 * x5179 + 4 x5057^2 - x5057 * x5058 - x5057 * x5180 + 4 x5058^2 - x5058 * x5059 - x5058 * x5181 + 4 x5059^2 - x5059 * x5060 - x5059 * x5182 + 4 x5060^2 - x5060 * x5061 - x5060 * x5183 + 4 x5061^2 - x5061 * x5062 - x5061 * x5184 + 4 x5062^2 - x5062 * x5063 - x5062 * x5185 + 4 x5063^2 - x5063 * x5064 - x5063 * x5186 + 4 x5064^2 - x5064 * x5065 - x5064 * x5187 + 4 x5065^2 - x5065 * x5066 - x5065 * x5188 + 4 x5066^2 - x5066 * x5067 - x5066 * x5189 + 4 x5067^2 - x5067 * x5068 - x5067 * x5190 + 4 x5068^2 - x5068 * x5069 - x5068 * x5191 + 4 x5069^2 - x5069 * x5070 - x5069 * x5192 + 4 x5070^2 - x5070 * x5071 - x5070 * x5193 + 4 x5071^2 - x5071 * x5072 - x5071 * x5194 + 4 x5072^2 - x5072 * x5073 - x5072 * x5195 + 4 x5073^2 - x5073 * x5074 - x5073 * x5196 + 4 x5074^2 - x5074 * x5075 - x5074 * x5197 + 4 x5075^2 - x5075 * x5076 - x5075 * x5198 + 4 x5076^2 - x5076 * x5077 - x5076 * x5199 + 4 x5077^2 - x5077 * x5078 - x5077 * x5200 + 4 x5078^2 - x5078 * x5079 - x5078 * x5201 + 4 x5079^2 - x5079 * x5080 - x5079 * x5202 + 4 x5080^2 - x5080 * x5081 - x5080 * x5203 + 4 x5081^2 - x5081 * x5082 - x5081 * x5204 + 4 x5082^2 - x5082 * x5083 - x5082 * x5205 + 4 x5083^2 - x5083 * x5084 - x5083 * x5206 + 4 x5084^2 - x5084 * x5085 - x5084 * x5207 + 4 x5085^2 - x5085 * x5086 - x5085 * x5208 + 4 x5086^2 - x5086 * x5087 - x5086 * x5209 + 4 x5087^2 - x5087 * x5088 - x5087 * x5210 + 4 x5088^2 - x5088 * x5089 - x5088 * x5211 + 4 x5089^2 - x5089 * x5090 - x5089 * x5212 + 4 x5090^2 - x5090 * x5091 - x5090 * x5213 + 4 x5091^2 - x5091 * x5092 - x5091 * x5214 + 4 x5092^2 - x5092 * x5093 - x5092 * x5215 + 4 x5093^2 - x5093 * x5094 - x5093 * x5216 + 4 x5094^2 - x5094 * x5095 - x5094 * x5217 + 4 x5095^2 - x5095 * x5096 - x5095 * x5218 + 4 x5096^2 - x5096 * x5097 - x5096 * x5219 + 4 x5097^2 - x5097 * x5098 - x5097 * x5220 + 4 x5098^2 - x5098 * x5099 - x5098 * x5221 + 4 x5099^2 - x5099 * x5100 - x5099 * x5222 + 4 x5100^2 - x5100 * x5101 - x5100 * x5223 + 4 x5101^2 - x5101 * x5102 - x5101 * x5224 + 4 x5102^2 - x5102 * x5103 - x5102 * x5225 + 4 x5103^2 - x5103 * x5104 - x5103 * x5226 + 4 x5104^2 - x5104 * x5105 - x5104 * x5227 + 4 x5105^2 - x5105 * x5106 - x5105 * x5228 + 4 x5106^2 - x5106 * x5107 - x5106 * x5229 + 4 x5107^2 - x5107 * x5108 - x5107 * x5230 + 4 x5108^2 - x5108 * x5109 - x5108 * x5231 + 4 x5109^2 - x5109 * x5110 - x5109 * x5232 + 4 x5110^2 - x5110 * x5111 - x5110 * x5233 + 4 x5111^2 - x5111 * x5112 - x5111 * x5234 + 4 x5112^2 - x5112 * x5113 - x5112 * x5235 + 4 x5113^2 - x5113 * x5114 - x5113 * x5236 + 4 x5114^2 - x5114 * x5115 - x5114 * x5237 + 4 x5115^2 - x5115 * x5116 - x5115 * x5238 + 4 x5116^2 - x5116 * x5117 - x5116 * x5239 + 4 x5117^2 - x5117 * x5118 - x5117 * x5240 + 4 x5118^2 - x5118 * x5119 - x5118 * x5241 + 4 x5119^2 - x5119 * x5120 - x5119 * x5242 + 4 x5120^2 - x5120 * x5121 - x5120 * x5243 + 4 x5121^2 - x5121 * x5122 - x5121 * x5244 + 4 x5122^2 - x5122 * x5123 - x5122 * x5245 + 4 x5123^2 - x5123 * x5124 - x5123 * x5246 + 4 x5124^2 - x5124 * x5125 - x5124 * x5247 + 4 x5125^2 - x5125 * x5126 - x5125 * x5248 + 4 x5126^2 - x5126 * x5127 - x5126 * x5249 + 4 x5127^2 - x5127 * x5128 - x5127 * x5250 + 4 x5128^2 - x5128 * x5129 - x5128 * x5251 + 4 x5129^2 - x5129 * x5130 - x5129 * x5252 + 4 x5130^2 - x5130 * x5131 - x5130 * x5253 + 4 x5131^2 - x5131 * x5132 - x5131 * x5254 + 4 x5132^2 - x5132 * x5133 - x5132 * x5255 + 4 x5133^2 - x5133 * x5134 - x5133 * x5256 + 4 x5134^2 - x5134 * x5135 - x5134 * x5257 + 4 x5135^2 - x5135 * x5136 - x5135 * x5258 + 4 x5136^2 - x5136 * x5137 - x5136 * x5259 + 4 x5137^2 - x5137 * x5138 - x5137 * x5260 + 4 x5138^2 - x5138 * x5139 - x5138 * x5261 + 4 x5139^2 - x5139 * x5140 - x5139 * x5262 + 4 x5140^2 - x5140 * x5141 - x5140 * x5263 + 4 x5141^2 - x5141 * x5142 - x5141 * x5264 + 4 x5142^2 - x5142 * x5143 - x5142 * x5265 + 4 x5143^2 - x5143 * x5144 - x5143 * x5266 + 4 x5144^2 - x5144 * x5145 - x5144 * x5267 + 4 x5145^2 - x5145 * x5146 - x5145 * x5268 + 4 x5146^2 - x5146 * x5147 - x5146 * x5269 + 4 x5147^2 - x5147 * x5148 - x5147 * x5270 + 4 x5148^2 - x5148 * x5149 - x5148 * x5271 + 4 x5149^2 - x5149 * x5150 - x5149 * x5272 + 4 x5150^2 - x5150 * x5151 - x5150 * x5273 + 4 x5151^2 - x5151 * x5152 - x5151 * x5274 + 4 x5152^2 - x5152 * x5153 - x5152 * x5275 + 4 x5153^2 - x5153 * x5154 - x5153 * x5276 + 4 x5154^2 - x5154 * x5155 - x5154 * x5277 + 4 x5155^2 - x5155 * x5156 - x5155 * x5278 + 4 x5156^2 - x5156 * x5157 - x5156 * x5279 + 4 x5157^2 - x5157 * x5158 - x5157 * x5280 + 4 x5158^2 - x5158 * x5159 - x5158 * x5281 + 4 x5159^2 - x5159 * x5160 - x5159 * x5282 + 4 x5160^2 - x5160 * x5161 - x5160 * x5283 + 4 x5161^2 - x5161 * x5162 - x5161 * x5284 + 4 x5162^2 - x5162 * x5163 - x5162 * x5285 + 4 x5163^2 - x5163 * x5164 - x5163 * x5286 + 4 x5164^2 - x5164 * x5165 - x5164 * x5287 + 4 x5165^2 - x5165 * x5166 - x5165 * x5288 + 4 x5166^2 - x5166 * x5167 - x5166 * x5289 + 3.5 x5167^2 - x5167 * x5290 + 3.5 x5168^2 - x5168 * x5169 - x5168 * x5291 + 4 x5169^2 - x5169 * x5170 - x5169 * x5292 + 4 x5170^2 - x5170 * x5171 - x5170 * x5293 + 4 x5171^2 - x5171 * x5172 - x5171 * x5294 + 4 x5172^2 - x5172 * x5173 - x5172 * x5295 + 4 x5173^2 - x5173 * x5174 - x5173 * x5296 + 4 x5174^2 - x5174 * x5175 - x5174 * x5297 + 4 x5175^2 - x5175 * x5176 - x5175 * x5298 + 4 x5176^2 - x5176 * x5177 - x5176 * x5299 + 4 x5177^2 - x5177 * x5178 - x5177 * x5300 + 4 x5178^2 - x5178 * x5179 - x5178 * x5301 + 4 x5179^2 - x5179 * x5180 - x5179 * x5302 + 4 x5180^2 - x5180 * x5181 - x5180 * x5303 + 4 x5181^2 - x5181 * x5182 - x5181 * x5304 + 4 x5182^2 - x5182 * x5183 - x5182 * x5305 + 4 x5183^2 - x5183 * x5184 - x5183 * x5306 + 4 x5184^2 - x5184 * x5185 - x5184 * x5307 + 4 x5185^2 - x5185 * x5186 - x5185 * x5308 + 4 x5186^2 - x5186 * x5187 - x5186 * x5309 + 4 x5187^2 - x5187 * x5188 - x5187 * x5310 + 4 x5188^2 - x5188 * x5189 - x5188 * x5311 + 4 x5189^2 - x5189 * x5190 - x5189 * x5312 + 4 x5190^2 - x5190 * x5191 - x5190 * x5313 + 4 x5191^2 - x5191 * x5192 - x5191 * x5314 + 4 x5192^2 - x5192 * x5193 - x5192 * x5315 + 4 x5193^2 - x5193 * x5194 - x5193 * x5316 + 4 x5194^2 - x5194 * x5195 - x5194 * x5317 + 4 x5195^2 - x5195 * x5196 - x5195 * x5318 + 4 x5196^2 - x5196 * x5197 - x5196 * x5319 + 4 x5197^2 - x5197 * x5198 - x5197 * x5320 + 4 x5198^2 - x5198 * x5199 - x5198 * x5321 + 4 x5199^2 - x5199 * x5200 - x5199 * x5322 + 4 x5200^2 - x5200 * x5201 - x5200 * x5323 + 4 x5201^2 - x5201 * x5202 - x5201 * x5324 + 4 x5202^2 - x5202 * x5203 - x5202 * x5325 + 4 x5203^2 - x5203 * x5204 - x5203 * x5326 + 4 x5204^2 - x5204 * x5205 - x5204 * x5327 + 4 x5205^2 - x5205 * x5206 - x5205 * x5328 + 4 x5206^2 - x5206 * x5207 - x5206 * x5329 + 4 x5207^2 - x5207 * x5208 - x5207 * x5330 + 4 x5208^2 - x5208 * x5209 - x5208 * x5331 + 4 x5209^2 - x5209 * x5210 - x5209 * x5332 + 4 x5210^2 - x5210 * x5211 - x5210 * x5333 + 4 x5211^2 - x5211 * x5212 - x5211 * x5334 + 4 x5212^2 - x5212 * x5213 - x5212 * x5335 + 4 x5213^2 - x5213 * x5214 - x5213 * x5336 + 4 x5214^2 - x5214 * x5215 - x5214 * x5337 + 4 x5215^2 - x5215 * x5216 - x5215 * x5338 + 4 x5216^2 - x5216 * x5217 - x5216 * x5339 + 4 x5217^2 - x5217 * x5218 - x5217 * x5340 + 4 x5218^2 - x5218 * x5219 - x5218 * x5341 + 4 x5219^2 - x5219 * x5220 - x5219 * x5342 + 4 x5220^2 - x5220 * x5221 - x5220 * x5343 + 4 x5221^2 - x5221 * x5222 - x5221 * x5344 + 4 x5222^2 - x5222 * x5223 - x5222 * x5345 + 4 x5223^2 - x5223 * x5224 - x5223 * x5346 + 4 x5224^2 - x5224 * x5225 - x5224 * x5347 + 4 x5225^2 - x5225 * x5226 - x5225 * x5348 + 4 x5226^2 - x5226 * x5227 - x5226 * x5349 + 4 x5227^2 - x5227 * x5228 - x5227 * x5350 + 4 x5228^2 - x5228 * x5229 - x5228 * x5351 + 4 x5229^2 - x5229 * x5230 - x5229 * x5352 + 4 x5230^2 - x5230 * x5231 - x5230 * x5353 + 4 x5231^2 - x5231 * x5232 - x5231 * x5354 + 4 x5232^2 - x5232 * x5233 - x5232 * x5355 + 4 x5233^2 - x5233 * x5234 - x5233 * x5356 + 4 x5234^2 - x5234 * x5235 - x5234 * x5357 + 4 x5235^2 - x5235 * x5236 - x5235 * x5358 + 4 x5236^2 - x5236 * x5237 - x5236 * x5359 + 4 x5237^2 - x5237 * x5238 - x5237 * x5360 + 4 x5238^2 - x5238 * x5239 - x5238 * x5361 + 4 x5239^2 - x5239 * x5240 - x5239 * x5362 + 4 x5240^2 - x5240 * x5241 - x5240 * x5363 + 4 x5241^2 - x5241 * x5242 - x5241 * x5364 + 4 x5242^2 - x5242 * x5243 - x5242 * x5365 + 4 x5243^2 - x5243 * x5244 - x5243 * x5366 + 4 x5244^2 - x5244 * x5245 - x5244 * x5367 + 4 x5245^2 - x5245 * x5246 - x5245 * x5368 + 4 x5246^2 - x5246 * x5247 - x5246 * x5369 + 4 x5247^2 - x5247 * x5248 - x5247 * x5370 + 4 x5248^2 - x5248 * x5249 - x5248 * x5371 + 4 x5249^2 - x5249 * x5250 - x5249 * x5372 + 4 x5250^2 - x5250 * x5251 - x5250 * x5373 + 4 x5251^2 - x5251 * x5252 - x5251 * x5374 + 4 x5252^2 - x5252 * x5253 - x5252 * x5375 + 4 x5253^2 - x5253 * x5254 - x5253 * x5376 + 4 x5254^2 - x5254 * x5255 - x5254 * x5377 + 4 x5255^2 - x5255 * x5256 - x5255 * x5378 + 4 x5256^2 - x5256 * x5257 - x5256 * x5379 + 4 x5257^2 - x5257 * x5258 - x5257 * x5380 + 4 x5258^2 - x5258 * x5259 - x5258 * x5381 + 4 x5259^2 - x5259 * x5260 - x5259 * x5382 + 4 x5260^2 - x5260 * x5261 - x5260 * x5383 + 4 x5261^2 - x5261 * x5262 - x5261 * x5384 + 4 x5262^2 - x5262 * x5263 - x5262 * x5385 + 4 x5263^2 - x5263 * x5264 - x5263 * x5386 + 4 x5264^2 - x5264 * x5265 - x5264 * x5387 + 4 x5265^2 - x5265 * x5266 - x5265 * x5388 + 4 x5266^2 - x5266 * x5267 - x5266 * x5389 + 4 x5267^2 - x5267 * x5268 - x5267 * x5390 + 4 x5268^2 - x5268 * x5269 - x5268 * x5391 + 4 x5269^2 - x5269 * x5270 - x5269 * x5392 + 4 x5270^2 - x5270 * x5271 - x5270 * x5393 + 4 x5271^2 - x5271 * x5272 - x5271 * x5394 + 4 x5272^2 - x5272 * x5273 - x5272 * x5395 + 4 x5273^2 - x5273 * x5274 - x5273 * x5396 + 4 x5274^2 - x5274 * x5275 - x5274 * x5397 + 4 x5275^2 - x5275 * x5276 - x5275 * x5398 + 4 x5276^2 - x5276 * x5277 - x5276 * x5399 + 4 x5277^2 - x5277 * x5278 - x5277 * x5400 + 4 x5278^2 - x5278 * x5279 - x5278 * x5401 + 4 x5279^2 - x5279 * x5280 - x5279 * x5402 + 4 x5280^2 - x5280 * x5281 - x5280 * x5403 + 4 x5281^2 - x5281 * x5282 - x5281 * x5404 + 4 x5282^2 - x5282 * x5283 - x5282 * x5405 + 4 x5283^2 - x5283 * x5284 - x5283 * x5406 + 4 x5284^2 - x5284 * x5285 - x5284 * x5407 + 4 x5285^2 - x5285 * x5286 - x5285 * x5408 + 4 x5286^2 - x5286 * x5287 - x5286 * x5409 + 4 x5287^2 - x5287 * x5288 - x5287 * x5410 + 4 x5288^2 - x5288 * x5289 - x5288 * x5411 + 4 x5289^2 - x5289 * x5290 - x5289 * x5412 + 3.5 x5290^2 - x5290 * x5413 + 3.5 x5291^2 - x5291 * x5292 - x5291 * x5414 + 4 x5292^2 - x5292 * x5293 - x5292 * x5415 + 4 x5293^2 - x5293 * x5294 - x5293 * x5416 + 4 x5294^2 - x5294 * x5295 - x5294 * x5417 + 4 x5295^2 - x5295 * x5296 - x5295 * x5418 + 4 x5296^2 - x5296 * x5297 - x5296 * x5419 + 4 x5297^2 - x5297 * x5298 - x5297 * x5420 + 4 x5298^2 - x5298 * x5299 - x5298 * x5421 + 4 x5299^2 - x5299 * x5300 - x5299 * x5422 + 4 x5300^2 - x5300 * x5301 - x5300 * x5423 + 4 x5301^2 - x5301 * x5302 - x5301 * x5424 + 4 x5302^2 - x5302 * x5303 - x5302 * x5425 + 4 x5303^2 - x5303 * x5304 - x5303 * x5426 + 4 x5304^2 - x5304 * x5305 - x5304 * x5427 + 4 x5305^2 - x5305 * x5306 - x5305 * x5428 + 4 x5306^2 - x5306 * x5307 - x5306 * x5429 + 4 x5307^2 - x5307 * x5308 - x5307 * x5430 + 4 x5308^2 - x5308 * x5309 - x5308 * x5431 + 4 x5309^2 - x5309 * x5310 - x5309 * x5432 + 4 x5310^2 - x5310 * x5311 - x5310 * x5433 + 4 x5311^2 - x5311 * x5312 - x5311 * x5434 + 4 x5312^2 - x5312 * x5313 - x5312 * x5435 + 4 x5313^2 - x5313 * x5314 - x5313 * x5436 + 4 x5314^2 - x5314 * x5315 - x5314 * x5437 + 4 x5315^2 - x5315 * x5316 - x5315 * x5438 + 4 x5316^2 - x5316 * x5317 - x5316 * x5439 + 4 x5317^2 - x5317 * x5318 - x5317 * x5440 + 4 x5318^2 - x5318 * x5319 - x5318 * x5441 + 4 x5319^2 - x5319 * x5320 - x5319 * x5442 + 4 x5320^2 - x5320 * x5321 - x5320 * x5443 + 4 x5321^2 - x5321 * x5322 - x5321 * x5444 + 4 x5322^2 - x5322 * x5323 - x5322 * x5445 + 4 x5323^2 - x5323 * x5324 - x5323 * x5446 + 4 x5324^2 - x5324 * x5325 - x5324 * x5447 + 4 x5325^2 - x5325 * x5326 - x5325 * x5448 + 4 x5326^2 - x5326 * x5327 - x5326 * x5449 + 4 x5327^2 - x5327 * x5328 - x5327 * x5450 + 4 x5328^2 - x5328 * x5329 - x5328 * x5451 + 4 x5329^2 - x5329 * x5330 - x5329 * x5452 + 4 x5330^2 - x5330 * x5331 - x5330 * x5453 + 4 x5331^2 - x5331 * x5332 - x5331 * x5454 + 4 x5332^2 - x5332 * x5333 - x5332 * x5455 + 4 x5333^2 - x5333 * x5334 - x5333 * x5456 + 4 x5334^2 - x5334 * x5335 - x5334 * x5457 + 4 x5335^2 - x5335 * x5336 - x5335 * x5458 + 4 x5336^2 - x5336 * x5337 - x5336 * x5459 + 4 x5337^2 - x5337 * x5338 - x5337 * x5460 + 4 x5338^2 - x5338 * x5339 - x5338 * x5461 + 4 x5339^2 - x5339 * x5340 - x5339 * x5462 + 4 x5340^2 - x5340 * x5341 - x5340 * x5463 + 4 x5341^2 - x5341 * x5342 - x5341 * x5464 + 4 x5342^2 - x5342 * x5343 - x5342 * x5465 + 4 x5343^2 - x5343 * x5344 - x5343 * x5466 + 4 x5344^2 - x5344 * x5345 - x5344 * x5467 + 4 x5345^2 - x5345 * x5346 - x5345 * x5468 + 4 x5346^2 - x5346 * x5347 - x5346 * x5469 + 4 x5347^2 - x5347 * x5348 - x5347 * x5470 + 4 x5348^2 - x5348 * x5349 - x5348 * x5471 + 4 x5349^2 - x5349 * x5350 - x5349 * x5472 + 4 x5350^2 - x5350 * x5351 - x5350 * x5473 + 4 x5351^2 - x5351 * x5352 - x5351 * x5474 + 4 x5352^2 - x5352 * x5353 - x5352 * x5475 + 4 x5353^2 - x5353 * x5354 - x5353 * x5476 + 4 x5354^2 - x5354 * x5355 - x5354 * x5477 + 4 x5355^2 - x5355 * x5356 - x5355 * x5478 + 4 x5356^2 - x5356 * x5357 - x5356 * x5479 + 4 x5357^2 - x5357 * x5358 - x5357 * x5480 + 4 x5358^2 - x5358 * x5359 - x5358 * x5481 + 4 x5359^2 - x5359 * x5360 - x5359 * x5482 + 4 x5360^2 - x5360 * x5361 - x5360 * x5483 + 4 x5361^2 - x5361 * x5362 - x5361 * x5484 + 4 x5362^2 - x5362 * x5363 - x5362 * x5485 + 4 x5363^2 - x5363 * x5364 - x5363 * x5486 + 4 x5364^2 - x5364 * x5365 - x5364 * x5487 + 4 x5365^2 - x5365 * x5366 - x5365 * x5488 + 4 x5366^2 - x5366 * x5367 - x5366 * x5489 + 4 x5367^2 - x5367 * x5368 - x5367 * x5490 + 4 x5368^2 - x5368 * x5369 - x5368 * x5491 + 4 x5369^2 - x5369 * x5370 - x5369 * x5492 + 4 x5370^2 - x5370 * x5371 - x5370 * x5493 + 4 x5371^2 - x5371 * x5372 - x5371 * x5494 + 4 x5372^2 - x5372 * x5373 - x5372 * x5495 + 4 x5373^2 - x5373 * x5374 - x5373 * x5496 + 4 x5374^2 - x5374 * x5375 - x5374 * x5497 + 4 x5375^2 - x5375 * x5376 - x5375 * x5498 + 4 x5376^2 - x5376 * x5377 - x5376 * x5499 + 4 x5377^2 - x5377 * x5378 - x5377 * x5500 + 4 x5378^2 - x5378 * x5379 - x5378 * x5501 + 4 x5379^2 - x5379 * x5380 - x5379 * x5502 + 4 x5380^2 - x5380 * x5381 - x5380 * x5503 + 4 x5381^2 - x5381 * x5382 - x5381 * x5504 + 4 x5382^2 - x5382 * x5383 - x5382 * x5505 + 4 x5383^2 - x5383 * x5384 - x5383 * x5506 + 4 x5384^2 - x5384 * x5385 - x5384 * x5507 + 4 x5385^2 - x5385 * x5386 - x5385 * x5508 + 4 x5386^2 - x5386 * x5387 - x5386 * x5509 + 4 x5387^2 - x5387 * x5388 - x5387 * x5510 + 4 x5388^2 - x5388 * x5389 - x5388 * x5511 + 4 x5389^2 - x5389 * x5390 - x5389 * x5512 + 4 x5390^2 - x5390 * x5391 - x5390 * x5513 + 4 x5391^2 - x5391 * x5392 - x5391 * x5514 + 4 x5392^2 - x5392 * x5393 - x5392 * x5515 + 4 x5393^2 - x5393 * x5394 - x5393 * x5516 + 4 x5394^2 - x5394 * x5395 - x5394 * x5517 + 4 x5395^2 - x5395 * x5396 - x5395 * x5518 + 4 x5396^2 - x5396 * x5397 - x5396 * x5519 + 4 x5397^2 - x5397 * x5398 - x5397 * x5520 + 4 x5398^2 - x5398 * x5399 - x5398 * x5521 + 4 x5399^2 - x5399 * x5400 - x5399 * x5522 + 4 x5400^2 - x5400 * x5401 - x5400 * x5523 + 4 x5401^2 - x5401 * x5402 - x5401 * x5524 + 4 x5402^2 - x5402 * x5403 - x5402 * x5525 + 4 x5403^2 - x5403 * x5404 - x5403 * x5526 + 4 x5404^2 - x5404 * x5405 - x5404 * x5527 + 4 x5405^2 - x5405 * x5406 - x5405 * x5528 + 4 x5406^2 - x5406 * x5407 - x5406 * x5529 + 4 x5407^2 - x5407 * x5408 - x5407 * x5530 + 4 x5408^2 - x5408 * x5409 - x5408 * x5531 + 4 x5409^2 - x5409 * x5410 - x5409 * x5532 + 4 x5410^2 - x5410 * x5411 - x5410 * x5533 + 4 x5411^2 - x5411 * x5412 - x5411 * x5534 + 4 x5412^2 - x5412 * x5413 - x5412 * x5535 + 3.5 x5413^2 - x5413 * x5536 + 3.5 x5414^2 - x5414 * x5415 - x5414 * x5537 + 4 x5415^2 - x5415 * x5416 - x5415 * x5538 + 4 x5416^2 - x5416 * x5417 - x5416 * x5539 + 4 x5417^2 - x5417 * x5418 - x5417 * x5540 + 4 x5418^2 - x5418 * x5419 - x5418 * x5541 + 4 x5419^2 - x5419 * x5420 - x5419 * x5542 + 4 x5420^2 - x5420 * x5421 - x5420 * x5543 + 4 x5421^2 - x5421 * x5422 - x5421 * x5544 + 4 x5422^2 - x5422 * x5423 - x5422 * x5545 + 4 x5423^2 - x5423 * x5424 - x5423 * x5546 + 4 x5424^2 - x5424 * x5425 - x5424 * x5547 + 4 x5425^2 - x5425 * x5426 - x5425 * x5548 + 4 x5426^2 - x5426 * x5427 - x5426 * x5549 + 4 x5427^2 - x5427 * x5428 - x5427 * x5550 + 4 x5428^2 - x5428 * x5429 - x5428 * x5551 + 4 x5429^2 - x5429 * x5430 - x5429 * x5552 + 4 x5430^2 - x5430 * x5431 - x5430 * x5553 + 4 x5431^2 - x5431 * x5432 - x5431 * x5554 + 4 x5432^2 - x5432 * x5433 - x5432 * x5555 + 4 x5433^2 - x5433 * x5434 - x5433 * x5556 + 4 x5434^2 - x5434 * x5435 - x5434 * x5557 + 4 x5435^2 - x5435 * x5436 - x5435 * x5558 + 4 x5436^2 - x5436 * x5437 - x5436 * x5559 + 4 x5437^2 - x5437 * x5438 - x5437 * x5560 + 4 x5438^2 - x5438 * x5439 - x5438 * x5561 + 4 x5439^2 - x5439 * x5440 - x5439 * x5562 + 4 x5440^2 - x5440 * x5441 - x5440 * x5563 + 4 x5441^2 - x5441 * x5442 - x5441 * x5564 + 4 x5442^2 - x5442 * x5443 - x5442 * x5565 + 4 x5443^2 - x5443 * x5444 - x5443 * x5566 + 4 x5444^2 - x5444 * x5445 - x5444 * x5567 + 4 x5445^2 - x5445 * x5446 - x5445 * x5568 + 4 x5446^2 - x5446 * x5447 - x5446 * x5569 + 4 x5447^2 - x5447 * x5448 - x5447 * x5570 + 4 x5448^2 - x5448 * x5449 - x5448 * x5571 + 4 x5449^2 - x5449 * x5450 - x5449 * x5572 + 4 x5450^2 - x5450 * x5451 - x5450 * x5573 + 4 x5451^2 - x5451 * x5452 - x5451 * x5574 + 4 x5452^2 - x5452 * x5453 - x5452 * x5575 + 4 x5453^2 - x5453 * x5454 - x5453 * x5576 + 4 x5454^2 - x5454 * x5455 - x5454 * x5577 + 4 x5455^2 - x5455 * x5456 - x5455 * x5578 + 4 x5456^2 - x5456 * x5457 - x5456 * x5579 + 4 x5457^2 - x5457 * x5458 - x5457 * x5580 + 4 x5458^2 - x5458 * x5459 - x5458 * x5581 + 4 x5459^2 - x5459 * x5460 - x5459 * x5582 + 4 x5460^2 - x5460 * x5461 - x5460 * x5583 + 4 x5461^2 - x5461 * x5462 - x5461 * x5584 + 4 x5462^2 - x5462 * x5463 - x5462 * x5585 + 4 x5463^2 - x5463 * x5464 - x5463 * x5586 + 4 x5464^2 - x5464 * x5465 - x5464 * x5587 + 4 x5465^2 - x5465 * x5466 - x5465 * x5588 + 4 x5466^2 - x5466 * x5467 - x5466 * x5589 + 4 x5467^2 - x5467 * x5468 - x5467 * x5590 + 4 x5468^2 - x5468 * x5469 - x5468 * x5591 + 4 x5469^2 - x5469 * x5470 - x5469 * x5592 + 4 x5470^2 - x5470 * x5471 - x5470 * x5593 + 4 x5471^2 - x5471 * x5472 - x5471 * x5594 + 4 x5472^2 - x5472 * x5473 - x5472 * x5595 + 4 x5473^2 - x5473 * x5474 - x5473 * x5596 + 4 x5474^2 - x5474 * x5475 - x5474 * x5597 + 4 x5475^2 - x5475 * x5476 - x5475 * x5598 + 4 x5476^2 - x5476 * x5477 - x5476 * x5599 + 4 x5477^2 - x5477 * x5478 - x5477 * x5600 + 4 x5478^2 - x5478 * x5479 - x5478 * x5601 + 4 x5479^2 - x5479 * x5480 - x5479 * x5602 + 4 x5480^2 - x5480 * x5481 - x5480 * x5603 + 4 x5481^2 - x5481 * x5482 - x5481 * x5604 + 4 x5482^2 - x5482 * x5483 - x5482 * x5605 + 4 x5483^2 - x5483 * x5484 - x5483 * x5606 + 4 x5484^2 - x5484 * x5485 - x5484 * x5607 + 4 x5485^2 - x5485 * x5486 - x5485 * x5608 + 4 x5486^2 - x5486 * x5487 - x5486 * x5609 + 4 x5487^2 - x5487 * x5488 - x5487 * x5610 + 4 x5488^2 - x5488 * x5489 - x5488 * x5611 + 4 x5489^2 - x5489 * x5490 - x5489 * x5612 + 4 x5490^2 - x5490 * x5491 - x5490 * x5613 + 4 x5491^2 - x5491 * x5492 - x5491 * x5614 + 4 x5492^2 - x5492 * x5493 - x5492 * x5615 + 4 x5493^2 - x5493 * x5494 - x5493 * x5616 + 4 x5494^2 - x5494 * x5495 - x5494 * x5617 + 4 x5495^2 - x5495 * x5496 - x5495 * x5618 + 4 x5496^2 - x5496 * x5497 - x5496 * x5619 + 4 x5497^2 - x5497 * x5498 - x5497 * x5620 + 4 x5498^2 - x5498 * x5499 - x5498 * x5621 + 4 x5499^2 - x5499 * x5500 - x5499 * x5622 + 4 x5500^2 - x5500 * x5501 - x5500 * x5623 + 4 x5501^2 - x5501 * x5502 - x5501 * x5624 + 4 x5502^2 - x5502 * x5503 - x5502 * x5625 + 4 x5503^2 - x5503 * x5504 - x5503 * x5626 + 4 x5504^2 - x5504 * x5505 - x5504 * x5627 + 4 x5505^2 - x5505 * x5506 - x5505 * x5628 + 4 x5506^2 - x5506 * x5507 - x5506 * x5629 + 4 x5507^2 - x5507 * x5508 - x5507 * x5630 + 4 x5508^2 - x5508 * x5509 - x5508 * x5631 + 4 x5509^2 - x5509 * x5510 - x5509 * x5632 + 4 x5510^2 - x5510 * x5511 - x5510 * x5633 + 4 x5511^2 - x5511 * x5512 - x5511 * x5634 + 4 x5512^2 - x5512 * x5513 - x5512 * x5635 + 4 x5513^2 - x5513 * x5514 - x5513 * x5636 + 4 x5514^2 - x5514 * x5515 - x5514 * x5637 + 4 x5515^2 - x5515 * x5516 - x5515 * x5638 + 4 x5516^2 - x5516 * x5517 - x5516 * x5639 + 4 x5517^2 - x5517 * x5518 - x5517 * x5640 + 4 x5518^2 - x5518 * x5519 - x5518 * x5641 + 4 x5519^2 - x5519 * x5520 - x5519 * x5642 + 4 x5520^2 - x5520 * x5521 - x5520 * x5643 + 4 x5521^2 - x5521 * x5522 - x5521 * x5644 + 4 x5522^2 - x5522 * x5523 - x5522 * x5645 + 4 x5523^2 - x5523 * x5524 - x5523 * x5646 + 4 x5524^2 - x5524 * x5525 - x5524 * x5647 + 4 x5525^2 - x5525 * x5526 - x5525 * x5648 + 4 x5526^2 - x5526 * x5527 - x5526 * x5649 + 4 x5527^2 - x5527 * x5528 - x5527 * x5650 + 4 x5528^2 - x5528 * x5529 - x5528 * x5651 + 4 x5529^2 - x5529 * x5530 - x5529 * x5652 + 4 x5530^2 - x5530 * x5531 - x5530 * x5653 + 4 x5531^2 - x5531 * x5532 - x5531 * x5654 + 4 x5532^2 - x5532 * x5533 - x5532 * x5655 + 4 x5533^2 - x5533 * x5534 - x5533 * x5656 + 4 x5534^2 - x5534 * x5535 - x5534 * x5657 + 4 x5535^2 - x5535 * x5536 - x5535 * x5658 + 3.5 x5536^2 - x5536 * x5659 + 3.5 x5537^2 - x5537 * x5538 - x5537 * x5660 + 4 x5538^2 - x5538 * x5539 - x5538 * x5661 + 4 x5539^2 - x5539 * x5540 - x5539 * x5662 + 4 x5540^2 - x5540 * x5541 - x5540 * x5663 + 4 x5541^2 - x5541 * x5542 - x5541 * x5664 + 4 x5542^2 - x5542 * x5543 - x5542 * x5665 + 4 x5543^2 - x5543 * x5544 - x5543 * x5666 + 4 x5544^2 - x5544 * x5545 - x5544 * x5667 + 4 x5545^2 - x5545 * x5546 - x5545 * x5668 + 4 x5546^2 - x5546 * x5547 - x5546 * x5669 + 4 x5547^2 - x5547 * x5548 - x5547 * x5670 + 4 x5548^2 - x5548 * x5549 - x5548 * x5671 + 4 x5549^2 - x5549 * x5550 - x5549 * x5672 + 4 x5550^2 - x5550 * x5551 - x5550 * x5673 + 4 x5551^2 - x5551 * x5552 - x5551 * x5674 + 4 x5552^2 - x5552 * x5553 - x5552 * x5675 + 4 x5553^2 - x5553 * x5554 - x5553 * x5676 + 4 x5554^2 - x5554 * x5555 - x5554 * x5677 + 4 x5555^2 - x5555 * x5556 - x5555 * x5678 + 4 x5556^2 - x5556 * x5557 - x5556 * x5679 + 4 x5557^2 - x5557 * x5558 - x5557 * x5680 + 4 x5558^2 - x5558 * x5559 - x5558 * x5681 + 4 x5559^2 - x5559 * x5560 - x5559 * x5682 + 4 x5560^2 - x5560 * x5561 - x5560 * x5683 + 4 x5561^2 - x5561 * x5562 - x5561 * x5684 + 4 x5562^2 - x5562 * x5563 - x5562 * x5685 + 4 x5563^2 - x5563 * x5564 - x5563 * x5686 + 4 x5564^2 - x5564 * x5565 - x5564 * x5687 + 4 x5565^2 - x5565 * x5566 - x5565 * x5688 + 4 x5566^2 - x5566 * x5567 - x5566 * x5689 + 4 x5567^2 - x5567 * x5568 - x5567 * x5690 + 4 x5568^2 - x5568 * x5569 - x5568 * x5691 + 4 x5569^2 - x5569 * x5570 - x5569 * x5692 + 4 x5570^2 - x5570 * x5571 - x5570 * x5693 + 4 x5571^2 - x5571 * x5572 - x5571 * x5694 + 4 x5572^2 - x5572 * x5573 - x5572 * x5695 + 4 x5573^2 - x5573 * x5574 - x5573 * x5696 + 4 x5574^2 - x5574 * x5575 - x5574 * x5697 + 4 x5575^2 - x5575 * x5576 - x5575 * x5698 + 4 x5576^2 - x5576 * x5577 - x5576 * x5699 + 4 x5577^2 - x5577 * x5578 - x5577 * x5700 + 4 x5578^2 - x5578 * x5579 - x5578 * x5701 + 4 x5579^2 - x5579 * x5580 - x5579 * x5702 + 4 x5580^2 - x5580 * x5581 - x5580 * x5703 + 4 x5581^2 - x5581 * x5582 - x5581 * x5704 + 4 x5582^2 - x5582 * x5583 - x5582 * x5705 + 4 x5583^2 - x5583 * x5584 - x5583 * x5706 + 4 x5584^2 - x5584 * x5585 - x5584 * x5707 + 4 x5585^2 - x5585 * x5586 - x5585 * x5708 + 4 x5586^2 - x5586 * x5587 - x5586 * x5709 + 4 x5587^2 - x5587 * x5588 - x5587 * x5710 + 4 x5588^2 - x5588 * x5589 - x5588 * x5711 + 4 x5589^2 - x5589 * x5590 - x5589 * x5712 + 4 x5590^2 - x5590 * x5591 - x5590 * x5713 + 4 x5591^2 - x5591 * x5592 - x5591 * x5714 + 4 x5592^2 - x5592 * x5593 - x5592 * x5715 + 4 x5593^2 - x5593 * x5594 - x5593 * x5716 + 4 x5594^2 - x5594 * x5595 - x5594 * x5717 + 4 x5595^2 - x5595 * x5596 - x5595 * x5718 + 4 x5596^2 - x5596 * x5597 - x5596 * x5719 + 4 x5597^2 - x5597 * x5598 - x5597 * x5720 + 4 x5598^2 - x5598 * x5599 - x5598 * x5721 + 4 x5599^2 - x5599 * x5600 - x5599 * x5722 + 4 x5600^2 - x5600 * x5601 - x5600 * x5723 + 4 x5601^2 - x5601 * x5602 - x5601 * x5724 + 4 x5602^2 - x5602 * x5603 - x5602 * x5725 + 4 x5603^2 - x5603 * x5604 - x5603 * x5726 + 4 x5604^2 - x5604 * x5605 - x5604 * x5727 + 4 x5605^2 - x5605 * x5606 - x5605 * x5728 + 4 x5606^2 - x5606 * x5607 - x5606 * x5729 + 4 x5607^2 - x5607 * x5608 - x5607 * x5730 + 4 x5608^2 - x5608 * x5609 - x5608 * x5731 + 4 x5609^2 - x5609 * x5610 - x5609 * x5732 + 4 x5610^2 - x5610 * x5611 - x5610 * x5733 + 4 x5611^2 - x5611 * x5612 - x5611 * x5734 + 4 x5612^2 - x5612 * x5613 - x5612 * x5735 + 4 x5613^2 - x5613 * x5614 - x5613 * x5736 + 4 x5614^2 - x5614 * x5615 - x5614 * x5737 + 4 x5615^2 - x5615 * x5616 - x5615 * x5738 + 4 x5616^2 - x5616 * x5617 - x5616 * x5739 + 4 x5617^2 - x5617 * x5618 - x5617 * x5740 + 4 x5618^2 - x5618 * x5619 - x5618 * x5741 + 4 x5619^2 - x5619 * x5620 - x5619 * x5742 + 4 x5620^2 - x5620 * x5621 - x5620 * x5743 + 4 x5621^2 - x5621 * x5622 - x5621 * x5744 + 4 x5622^2 - x5622 * x5623 - x5622 * x5745 + 4 x5623^2 - x5623 * x5624 - x5623 * x5746 + 4 x5624^2 - x5624 * x5625 - x5624 * x5747 + 4 x5625^2 - x5625 * x5626 - x5625 * x5748 + 4 x5626^2 - x5626 * x5627 - x5626 * x5749 + 4 x5627^2 - x5627 * x5628 - x5627 * x5750 + 4 x5628^2 - x5628 * x5629 - x5628 * x5751 + 4 x5629^2 - x5629 * x5630 - x5629 * x5752 + 4 x5630^2 - x5630 * x5631 - x5630 * x5753 + 4 x5631^2 - x5631 * x5632 - x5631 * x5754 + 4 x5632^2 - x5632 * x5633 - x5632 * x5755 + 4 x5633^2 - x5633 * x5634 - x5633 * x5756 + 4 x5634^2 - x5634 * x5635 - x5634 * x5757 + 4 x5635^2 - x5635 * x5636 - x5635 * x5758 + 4 x5636^2 - x5636 * x5637 - x5636 * x5759 + 4 x5637^2 - x5637 * x5638 - x5637 * x5760 + 4 x5638^2 - x5638 * x5639 - x5638 * x5761 + 4 x5639^2 - x5639 * x5640 - x5639 * x5762 + 4 x5640^2 - x5640 * x5641 - x5640 * x5763 + 4 x5641^2 - x5641 * x5642 - x5641 * x5764 + 4 x5642^2 - x5642 * x5643 - x5642 * x5765 + 4 x5643^2 - x5643 * x5644 - x5643 * x5766 + 4 x5644^2 - x5644 * x5645 - x5644 * x5767 + 4 x5645^2 - x5645 * x5646 - x5645 * x5768 + 4 x5646^2 - x5646 * x5647 - x5646 * x5769 + 4 x5647^2 - x5647 * x5648 - x5647 * x5770 + 4 x5648^2 - x5648 * x5649 - x5648 * x5771 + 4 x5649^2 - x5649 * x5650 - x5649 * x5772 + 4 x5650^2 - x5650 * x5651 - x5650 * x5773 + 4 x5651^2 - x5651 * x5652 - x5651 * x5774 + 4 x5652^2 - x5652 * x5653 - x5652 * x5775 + 4 x5653^2 - x5653 * x5654 - x5653 * x5776 + 4 x5654^2 - x5654 * x5655 - x5654 * x5777 + 4 x5655^2 - x5655 * x5656 - x5655 * x5778 + 4 x5656^2 - x5656 * x5657 - x5656 * x5779 + 4 x5657^2 - x5657 * x5658 - x5657 * x5780 + 4 x5658^2 - x5658 * x5659 - x5658 * x5781 + 3.5 x5659^2 - x5659 * x5782 + 3.5 x5660^2 - x5660 * x5661 - x5660 * x5783 + 4 x5661^2 - x5661 * x5662 - x5661 * x5784 + 4 x5662^2 - x5662 * x5663 - x5662 * x5785 + 4 x5663^2 - x5663 * x5664 - x5663 * x5786 + 4 x5664^2 - x5664 * x5665 - x5664 * x5787 + 4 x5665^2 - x5665 * x5666 - x5665 * x5788 + 4 x5666^2 - x5666 * x5667 - x5666 * x5789 + 4 x5667^2 - x5667 * x5668 - x5667 * x5790 + 4 x5668^2 - x5668 * x5669 - x5668 * x5791 + 4 x5669^2 - x5669 * x5670 - x5669 * x5792 + 4 x5670^2 - x5670 * x5671 - x5670 * x5793 + 4 x5671^2 - x5671 * x5672 - x5671 * x5794 + 4 x5672^2 - x5672 * x5673 - x5672 * x5795 + 4 x5673^2 - x5673 * x5674 - x5673 * x5796 + 4 x5674^2 - x5674 * x5675 - x5674 * x5797 + 4 x5675^2 - x5675 * x5676 - x5675 * x5798 + 4 x5676^2 - x5676 * x5677 - x5676 * x5799 + 4 x5677^2 - x5677 * x5678 - x5677 * x5800 + 4 x5678^2 - x5678 * x5679 - x5678 * x5801 + 4 x5679^2 - x5679 * x5680 - x5679 * x5802 + 4 x5680^2 - x5680 * x5681 - x5680 * x5803 + 4 x5681^2 - x5681 * x5682 - x5681 * x5804 + 4 x5682^2 - x5682 * x5683 - x5682 * x5805 + 4 x5683^2 - x5683 * x5684 - x5683 * x5806 + 4 x5684^2 - x5684 * x5685 - x5684 * x5807 + 4 x5685^2 - x5685 * x5686 - x5685 * x5808 + 4 x5686^2 - x5686 * x5687 - x5686 * x5809 + 4 x5687^2 - x5687 * x5688 - x5687 * x5810 + 4 x5688^2 - x5688 * x5689 - x5688 * x5811 + 4 x5689^2 - x5689 * x5690 - x5689 * x5812 + 4 x5690^2 - x5690 * x5691 - x5690 * x5813 + 4 x5691^2 - x5691 * x5692 - x5691 * x5814 + 4 x5692^2 - x5692 * x5693 - x5692 * x5815 + 4 x5693^2 - x5693 * x5694 - x5693 * x5816 + 4 x5694^2 - x5694 * x5695 - x5694 * x5817 + 4 x5695^2 - x5695 * x5696 - x5695 * x5818 + 4 x5696^2 - x5696 * x5697 - x5696 * x5819 + 4 x5697^2 - x5697 * x5698 - x5697 * x5820 + 4 x5698^2 - x5698 * x5699 - x5698 * x5821 + 4 x5699^2 - x5699 * x5700 - x5699 * x5822 + 4 x5700^2 - x5700 * x5701 - x5700 * x5823 + 4 x5701^2 - x5701 * x5702 - x5701 * x5824 + 4 x5702^2 - x5702 * x5703 - x5702 * x5825 + 4 x5703^2 - x5703 * x5704 - x5703 * x5826 + 4 x5704^2 - x5704 * x5705 - x5704 * x5827 + 4 x5705^2 - x5705 * x5706 - x5705 * x5828 + 4 x5706^2 - x5706 * x5707 - x5706 * x5829 + 4 x5707^2 - x5707 * x5708 - x5707 * x5830 + 4 x5708^2 - x5708 * x5709 - x5708 * x5831 + 4 x5709^2 - x5709 * x5710 - x5709 * x5832 + 4 x5710^2 - x5710 * x5711 - x5710 * x5833 + 4 x5711^2 - x5711 * x5712 - x5711 * x5834 + 4 x5712^2 - x5712 * x5713 - x5712 * x5835 + 4 x5713^2 - x5713 * x5714 - x5713 * x5836 + 4 x5714^2 - x5714 * x5715 - x5714 * x5837 + 4 x5715^2 - x5715 * x5716 - x5715 * x5838 + 4 x5716^2 - x5716 * x5717 - x5716 * x5839 + 4 x5717^2 - x5717 * x5718 - x5717 * x5840 + 4 x5718^2 - x5718 * x5719 - x5718 * x5841 + 4 x5719^2 - x5719 * x5720 - x5719 * x5842 + 4 x5720^2 - x5720 * x5721 - x5720 * x5843 + 4 x5721^2 - x5721 * x5722 - x5721 * x5844 + 4 x5722^2 - x5722 * x5723 - x5722 * x5845 + 4 x5723^2 - x5723 * x5724 - x5723 * x5846 + 4 x5724^2 - x5724 * x5725 - x5724 * x5847 + 4 x5725^2 - x5725 * x5726 - x5725 * x5848 + 4 x5726^2 - x5726 * x5727 - x5726 * x5849 + 4 x5727^2 - x5727 * x5728 - x5727 * x5850 + 4 x5728^2 - x5728 * x5729 - x5728 * x5851 + 4 x5729^2 - x5729 * x5730 - x5729 * x5852 + 4 x5730^2 - x5730 * x5731 - x5730 * x5853 + 4 x5731^2 - x5731 * x5732 - x5731 * x5854 + 4 x5732^2 - x5732 * x5733 - x5732 * x5855 + 4 x5733^2 - x5733 * x5734 - x5733 * x5856 + 4 x5734^2 - x5734 * x5735 - x5734 * x5857 + 4 x5735^2 - x5735 * x5736 - x5735 * x5858 + 4 x5736^2 - x5736 * x5737 - x5736 * x5859 + 4 x5737^2 - x5737 * x5738 - x5737 * x5860 + 4 x5738^2 - x5738 * x5739 - x5738 * x5861 + 4 x5739^2 - x5739 * x5740 - x5739 * x5862 + 4 x5740^2 - x5740 * x5741 - x5740 * x5863 + 4 x5741^2 - x5741 * x5742 - x5741 * x5864 + 4 x5742^2 - x5742 * x5743 - x5742 * x5865 + 4 x5743^2 - x5743 * x5744 - x5743 * x5866 + 4 x5744^2 - x5744 * x5745 - x5744 * x5867 + 4 x5745^2 - x5745 * x5746 - x5745 * x5868 + 4 x5746^2 - x5746 * x5747 - x5746 * x5869 + 4 x5747^2 - x5747 * x5748 - x5747 * x5870 + 4 x5748^2 - x5748 * x5749 - x5748 * x5871 + 4 x5749^2 - x5749 * x5750 - x5749 * x5872 + 4 x5750^2 - x5750 * x5751 - x5750 * x5873 + 4 x5751^2 - x5751 * x5752 - x5751 * x5874 + 4 x5752^2 - x5752 * x5753 - x5752 * x5875 + 4 x5753^2 - x5753 * x5754 - x5753 * x5876 + 4 x5754^2 - x5754 * x5755 - x5754 * x5877 + 4 x5755^2 - x5755 * x5756 - x5755 * x5878 + 4 x5756^2 - x5756 * x5757 - x5756 * x5879 + 4 x5757^2 - x5757 * x5758 - x5757 * x5880 + 4 x5758^2 - x5758 * x5759 - x5758 * x5881 + 4 x5759^2 - x5759 * x5760 - x5759 * x5882 + 4 x5760^2 - x5760 * x5761 - x5760 * x5883 + 4 x5761^2 - x5761 * x5762 - x5761 * x5884 + 4 x5762^2 - x5762 * x5763 - x5762 * x5885 + 4 x5763^2 - x5763 * x5764 - x5763 * x5886 + 4 x5764^2 - x5764 * x5765 - x5764 * x5887 + 4 x5765^2 - x5765 * x5766 - x5765 * x5888 + 4 x5766^2 - x5766 * x5767 - x5766 * x5889 + 4 x5767^2 - x5767 * x5768 - x5767 * x5890 + 4 x5768^2 - x5768 * x5769 - x5768 * x5891 + 4 x5769^2 - x5769 * x5770 - x5769 * x5892 + 4 x5770^2 - x5770 * x5771 - x5770 * x5893 + 4 x5771^2 - x5771 * x5772 - x5771 * x5894 + 4 x5772^2 - x5772 * x5773 - x5772 * x5895 + 4 x5773^2 - x5773 * x5774 - x5773 * x5896 + 4 x5774^2 - x5774 * x5775 - x5774 * x5897 + 4 x5775^2 - x5775 * x5776 - x5775 * x5898 + 4 x5776^2 - x5776 * x5777 - x5776 * x5899 + 4 x5777^2 - x5777 * x5778 - x5777 * x5900 + 4 x5778^2 - x5778 * x5779 - x5778 * x5901 + 4 x5779^2 - x5779 * x5780 - x5779 * x5902 + 4 x5780^2 - x5780 * x5781 - x5780 * x5903 + 4 x5781^2 - x5781 * x5782 - x5781 * x5904 + 3.5 x5782^2 - x5782 * x5905 + 3.5 x5783^2 - x5783 * x5784 - x5783 * x5906 + 4 x5784^2 - x5784 * x5785 - x5784 * x5907 + 4 x5785^2 - x5785 * x5786 - x5785 * x5908 + 4 x5786^2 - x5786 * x5787 - x5786 * x5909 + 4 x5787^2 - x5787 * x5788 - x5787 * x5910 + 4 x5788^2 - x5788 * x5789 - x5788 * x5911 + 4 x5789^2 - x5789 * x5790 - x5789 * x5912 + 4 x5790^2 - x5790 * x5791 - x5790 * x5913 + 4 x5791^2 - x5791 * x5792 - x5791 * x5914 + 4 x5792^2 - x5792 * x5793 - x5792 * x5915 + 4 x5793^2 - x5793 * x5794 - x5793 * x5916 + 4 x5794^2 - x5794 * x5795 - x5794 * x5917 + 4 x5795^2 - x5795 * x5796 - x5795 * x5918 + 4 x5796^2 - x5796 * x5797 - x5796 * x5919 + 4 x5797^2 - x5797 * x5798 - x5797 * x5920 + 4 x5798^2 - x5798 * x5799 - x5798 * x5921 + 4 x5799^2 - x5799 * x5800 - x5799 * x5922 + 4 x5800^2 - x5800 * x5801 - x5800 * x5923 + 4 x5801^2 - x5801 * x5802 - x5801 * x5924 + 4 x5802^2 - x5802 * x5803 - x5802 * x5925 + 4 x5803^2 - x5803 * x5804 - x5803 * x5926 + 4 x5804^2 - x5804 * x5805 - x5804 * x5927 + 4 x5805^2 - x5805 * x5806 - x5805 * x5928 + 4 x5806^2 - x5806 * x5807 - x5806 * x5929 + 4 x5807^2 - x5807 * x5808 - x5807 * x5930 + 4 x5808^2 - x5808 * x5809 - x5808 * x5931 + 4 x5809^2 - x5809 * x5810 - x5809 * x5932 + 4 x5810^2 - x5810 * x5811 - x5810 * x5933 + 4 x5811^2 - x5811 * x5812 - x5811 * x5934 + 4 x5812^2 - x5812 * x5813 - x5812 * x5935 + 4 x5813^2 - x5813 * x5814 - x5813 * x5936 + 4 x5814^2 - x5814 * x5815 - x5814 * x5937 + 4 x5815^2 - x5815 * x5816 - x5815 * x5938 + 4 x5816^2 - x5816 * x5817 - x5816 * x5939 + 4 x5817^2 - x5817 * x5818 - x5817 * x5940 + 4 x5818^2 - x5818 * x5819 - x5818 * x5941 + 4 x5819^2 - x5819 * x5820 - x5819 * x5942 + 4 x5820^2 - x5820 * x5821 - x5820 * x5943 + 4 x5821^2 - x5821 * x5822 - x5821 * x5944 + 4 x5822^2 - x5822 * x5823 - x5822 * x5945 + 4 x5823^2 - x5823 * x5824 - x5823 * x5946 + 4 x5824^2 - x5824 * x5825 - x5824 * x5947 + 4 x5825^2 - x5825 * x5826 - x5825 * x5948 + 4 x5826^2 - x5826 * x5827 - x5826 * x5949 + 4 x5827^2 - x5827 * x5828 - x5827 * x5950 + 4 x5828^2 - x5828 * x5829 - x5828 * x5951 + 4 x5829^2 - x5829 * x5830 - x5829 * x5952 + 4 x5830^2 - x5830 * x5831 - x5830 * x5953 + 4 x5831^2 - x5831 * x5832 - x5831 * x5954 + 4 x5832^2 - x5832 * x5833 - x5832 * x5955 + 4 x5833^2 - x5833 * x5834 - x5833 * x5956 + 4 x5834^2 - x5834 * x5835 - x5834 * x5957 + 4 x5835^2 - x5835 * x5836 - x5835 * x5958 + 4 x5836^2 - x5836 * x5837 - x5836 * x5959 + 4 x5837^2 - x5837 * x5838 - x5837 * x5960 + 4 x5838^2 - x5838 * x5839 - x5838 * x5961 + 4 x5839^2 - x5839 * x5840 - x5839 * x5962 + 4 x5840^2 - x5840 * x5841 - x5840 * x5963 + 4 x5841^2 - x5841 * x5842 - x5841 * x5964 + 4 x5842^2 - x5842 * x5843 - x5842 * x5965 + 4 x5843^2 - x5843 * x5844 - x5843 * x5966 + 4 x5844^2 - x5844 * x5845 - x5844 * x5967 + 4 x5845^2 - x5845 * x5846 - x5845 * x5968 + 4 x5846^2 - x5846 * x5847 - x5846 * x5969 + 4 x5847^2 - x5847 * x5848 - x5847 * x5970 + 4 x5848^2 - x5848 * x5849 - x5848 * x5971 + 4 x5849^2 - x5849 * x5850 - x5849 * x5972 + 4 x5850^2 - x5850 * x5851 - x5850 * x5973 + 4 x5851^2 - x5851 * x5852 - x5851 * x5974 + 4 x5852^2 - x5852 * x5853 - x5852 * x5975 + 4 x5853^2 - x5853 * x5854 - x5853 * x5976 + 4 x5854^2 - x5854 * x5855 - x5854 * x5977 + 4 x5855^2 - x5855 * x5856 - x5855 * x5978 + 4 x5856^2 - x5856 * x5857 - x5856 * x5979 + 4 x5857^2 - x5857 * x5858 - x5857 * x5980 + 4 x5858^2 - x5858 * x5859 - x5858 * x5981 + 4 x5859^2 - x5859 * x5860 - x5859 * x5982 + 4 x5860^2 - x5860 * x5861 - x5860 * x5983 + 4 x5861^2 - x5861 * x5862 - x5861 * x5984 + 4 x5862^2 - x5862 * x5863 - x5862 * x5985 + 4 x5863^2 - x5863 * x5864 - x5863 * x5986 + 4 x5864^2 - x5864 * x5865 - x5864 * x5987 + 4 x5865^2 - x5865 * x5866 - x5865 * x5988 + 4 x5866^2 - x5866 * x5867 - x5866 * x5989 + 4 x5867^2 - x5867 * x5868 - x5867 * x5990 + 4 x5868^2 - x5868 * x5869 - x5868 * x5991 + 4 x5869^2 - x5869 * x5870 - x5869 * x5992 + 4 x5870^2 - x5870 * x5871 - x5870 * x5993 + 4 x5871^2 - x5871 * x5872 - x5871 * x5994 + 4 x5872^2 - x5872 * x5873 - x5872 * x5995 + 4 x5873^2 - x5873 * x5874 - x5873 * x5996 + 4 x5874^2 - x5874 * x5875 - x5874 * x5997 + 4 x5875^2 - x5875 * x5876 - x5875 * x5998 + 4 x5876^2 - x5876 * x5877 - x5876 * x5999 + 4 x5877^2 - x5877 * x5878 - x5877 * x6000 + 4 x5878^2 - x5878 * x5879 - x5878 * x6001 + 4 x5879^2 - x5879 * x5880 - x5879 * x6002 + 4 x5880^2 - x5880 * x5881 - x5880 * x6003 + 4 x5881^2 - x5881 * x5882 - x5881 * x6004 + 4 x5882^2 - x5882 * x5883 - x5882 * x6005 + 4 x5883^2 - x5883 * x5884 - x5883 * x6006 + 4 x5884^2 - x5884 * x5885 - x5884 * x6007 + 4 x5885^2 - x5885 * x5886 - x5885 * x6008 + 4 x5886^2 - x5886 * x5887 - x5886 * x6009 + 4 x5887^2 - x5887 * x5888 - x5887 * x6010 + 4 x5888^2 - x5888 * x5889 - x5888 * x6011 + 4 x5889^2 - x5889 * x5890 - x5889 * x6012 + 4 x5890^2 - x5890 * x5891 - x5890 * x6013 + 4 x5891^2 - x5891 * x5892 - x5891 * x6014 + 4 x5892^2 - x5892 * x5893 - x5892 * x6015 + 4 x5893^2 - x5893 * x5894 - x5893 * x6016 + 4 x5894^2 - x5894 * x5895 - x5894 * x6017 + 4 x5895^2 - x5895 * x5896 - x5895 * x6018 + 4 x5896^2 - x5896 * x5897 - x5896 * x6019 + 4 x5897^2 - x5897 * x5898 - x5897 * x6020 + 4 x5898^2 - x5898 * x5899 - x5898 * x6021 + 4 x5899^2 - x5899 * x5900 - x5899 * x6022 + 4 x5900^2 - x5900 * x5901 - x5900 * x6023 + 4 x5901^2 - x5901 * x5902 - x5901 * x6024 + 4 x5902^2 - x5902 * x5903 - x5902 * x6025 + 4 x5903^2 - x5903 * x5904 - x5903 * x6026 + 4 x5904^2 - x5904 * x5905 - x5904 * x6027 + 3.5 x5905^2 - x5905 * x6028 + 3.5 x5906^2 - x5906 * x5907 - x5906 * x6029 + 4 x5907^2 - x5907 * x5908 - x5907 * x6030 + 4 x5908^2 - x5908 * x5909 - x5908 * x6031 + 4 x5909^2 - x5909 * x5910 - x5909 * x6032 + 4 x5910^2 - x5910 * x5911 - x5910 * x6033 + 4 x5911^2 - x5911 * x5912 - x5911 * x6034 + 4 x5912^2 - x5912 * x5913 - x5912 * x6035 + 4 x5913^2 - x5913 * x5914 - x5913 * x6036 + 4 x5914^2 - x5914 * x5915 - x5914 * x6037 + 4 x5915^2 - x5915 * x5916 - x5915 * x6038 + 4 x5916^2 - x5916 * x5917 - x5916 * x6039 + 4 x5917^2 - x5917 * x5918 - x5917 * x6040 + 4 x5918^2 - x5918 * x5919 - x5918 * x6041 + 4 x5919^2 - x5919 * x5920 - x5919 * x6042 + 4 x5920^2 - x5920 * x5921 - x5920 * x6043 + 4 x5921^2 - x5921 * x5922 - x5921 * x6044 + 4 x5922^2 - x5922 * x5923 - x5922 * x6045 + 4 x5923^2 - x5923 * x5924 - x5923 * x6046 + 4 x5924^2 - x5924 * x5925 - x5924 * x6047 + 4 x5925^2 - x5925 * x5926 - x5925 * x6048 + 4 x5926^2 - x5926 * x5927 - x5926 * x6049 + 4 x5927^2 - x5927 * x5928 - x5927 * x6050 + 4 x5928^2 - x5928 * x5929 - x5928 * x6051 + 4 x5929^2 - x5929 * x5930 - x5929 * x6052 + 4 x5930^2 - x5930 * x5931 - x5930 * x6053 + 4 x5931^2 - x5931 * x5932 - x5931 * x6054 + 4 x5932^2 - x5932 * x5933 - x5932 * x6055 + 4 x5933^2 - x5933 * x5934 - x5933 * x6056 + 4 x5934^2 - x5934 * x5935 - x5934 * x6057 + 4 x5935^2 - x5935 * x5936 - x5935 * x6058 + 4 x5936^2 - x5936 * x5937 - x5936 * x6059 + 4 x5937^2 - x5937 * x5938 - x5937 * x6060 + 4 x5938^2 - x5938 * x5939 - x5938 * x6061 + 4 x5939^2 - x5939 * x5940 - x5939 * x6062 + 4 x5940^2 - x5940 * x5941 - x5940 * x6063 + 4 x5941^2 - x5941 * x5942 - x5941 * x6064 + 4 x5942^2 - x5942 * x5943 - x5942 * x6065 + 4 x5943^2 - x5943 * x5944 - x5943 * x6066 + 4 x5944^2 - x5944 * x5945 - x5944 * x6067 + 4 x5945^2 - x5945 * x5946 - x5945 * x6068 + 4 x5946^2 - x5946 * x5947 - x5946 * x6069 + 4 x5947^2 - x5947 * x5948 - x5947 * x6070 + 4 x5948^2 - x5948 * x5949 - x5948 * x6071 + 4 x5949^2 - x5949 * x5950 - x5949 * x6072 + 4 x5950^2 - x5950 * x5951 - x5950 * x6073 + 4 x5951^2 - x5951 * x5952 - x5951 * x6074 + 4 x5952^2 - x5952 * x5953 - x5952 * x6075 + 4 x5953^2 - x5953 * x5954 - x5953 * x6076 + 4 x5954^2 - x5954 * x5955 - x5954 * x6077 + 4 x5955^2 - x5955 * x5956 - x5955 * x6078 + 4 x5956^2 - x5956 * x5957 - x5956 * x6079 + 4 x5957^2 - x5957 * x5958 - x5957 * x6080 + 4 x5958^2 - x5958 * x5959 - x5958 * x6081 + 4 x5959^2 - x5959 * x5960 - x5959 * x6082 + 4 x5960^2 - x5960 * x5961 - x5960 * x6083 + 4 x5961^2 - x5961 * x5962 - x5961 * x6084 + 4 x5962^2 - x5962 * x5963 - x5962 * x6085 + 4 x5963^2 - x5963 * x5964 - x5963 * x6086 + 4 x5964^2 - x5964 * x5965 - x5964 * x6087 + 4 x5965^2 - x5965 * x5966 - x5965 * x6088 + 4 x5966^2 - x5966 * x5967 - x5966 * x6089 + 4 x5967^2 - x5967 * x5968 - x5967 * x6090 + 4 x5968^2 - x5968 * x5969 - x5968 * x6091 + 4 x5969^2 - x5969 * x5970 - x5969 * x6092 + 4 x5970^2 - x5970 * x5971 - x5970 * x6093 + 4 x5971^2 - x5971 * x5972 - x5971 * x6094 + 4 x5972^2 - x5972 * x5973 - x5972 * x6095 + 4 x5973^2 - x5973 * x5974 - x5973 * x6096 + 4 x5974^2 - x5974 * x5975 - x5974 * x6097 + 4 x5975^2 - x5975 * x5976 - x5975 * x6098 + 4 x5976^2 - x5976 * x5977 - x5976 * x6099 + 4 x5977^2 - x5977 * x5978 - x5977 * x6100 + 4 x5978^2 - x5978 * x5979 - x5978 * x6101 + 4 x5979^2 - x5979 * x5980 - x5979 * x6102 + 4 x5980^2 - x5980 * x5981 - x5980 * x6103 + 4 x5981^2 - x5981 * x5982 - x5981 * x6104 + 4 x5982^2 - x5982 * x5983 - x5982 * x6105 + 4 x5983^2 - x5983 * x5984 - x5983 * x6106 + 4 x5984^2 - x5984 * x5985 - x5984 * x6107 + 4 x5985^2 - x5985 * x5986 - x5985 * x6108 + 4 x5986^2 - x5986 * x5987 - x5986 * x6109 + 4 x5987^2 - x5987 * x5988 - x5987 * x6110 + 4 x5988^2 - x5988 * x5989 - x5988 * x6111 + 4 x5989^2 - x5989 * x5990 - x5989 * x6112 + 4 x5990^2 - x5990 * x5991 - x5990 * x6113 + 4 x5991^2 - x5991 * x5992 - x5991 * x6114 + 4 x5992^2 - x5992 * x5993 - x5992 * x6115 + 4 x5993^2 - x5993 * x5994 - x5993 * x6116 + 4 x5994^2 - x5994 * x5995 - x5994 * x6117 + 4 x5995^2 - x5995 * x5996 - x5995 * x6118 + 4 x5996^2 - x5996 * x5997 - x5996 * x6119 + 4 x5997^2 - x5997 * x5998 - x5997 * x6120 + 4 x5998^2 - x5998 * x5999 - x5998 * x6121 + 4 x5999^2 - x5999 * x6000 - x5999 * x6122 + 4 x6000^2 - x6000 * x6001 - x6000 * x6123 + 4 x6001^2 - x6001 * x6002 - x6001 * x6124 + 4 x6002^2 - x6002 * x6003 - x6002 * x6125 + 4 x6003^2 - x6003 * x6004 - x6003 * x6126 + 4 x6004^2 - x6004 * x6005 - x6004 * x6127 + 4 x6005^2 - x6005 * x6006 - x6005 * x6128 + 4 x6006^2 - x6006 * x6007 - x6006 * x6129 + 4 x6007^2 - x6007 * x6008 - x6007 * x6130 + 4 x6008^2 - x6008 * x6009 - x6008 * x6131 + 4 x6009^2 - x6009 * x6010 - x6009 * x6132 + 4 x6010^2 - x6010 * x6011 - x6010 * x6133 + 4 x6011^2 - x6011 * x6012 - x6011 * x6134 + 4 x6012^2 - x6012 * x6013 - x6012 * x6135 + 4 x6013^2 - x6013 * x6014 - x6013 * x6136 + 4 x6014^2 - x6014 * x6015 - x6014 * x6137 + 4 x6015^2 - x6015 * x6016 - x6015 * x6138 + 4 x6016^2 - x6016 * x6017 - x6016 * x6139 + 4 x6017^2 - x6017 * x6018 - x6017 * x6140 + 4 x6018^2 - x6018 * x6019 - x6018 * x6141 + 4 x6019^2 - x6019 * x6020 - x6019 * x6142 + 4 x6020^2 - x6020 * x6021 - x6020 * x6143 + 4 x6021^2 - x6021 * x6022 - x6021 * x6144 + 4 x6022^2 - x6022 * x6023 - x6022 * x6145 + 4 x6023^2 - x6023 * x6024 - x6023 * x6146 + 4 x6024^2 - x6024 * x6025 - x6024 * x6147 + 4 x6025^2 - x6025 * x6026 - x6025 * x6148 + 4 x6026^2 - x6026 * x6027 - x6026 * x6149 + 4 x6027^2 - x6027 * x6028 - x6027 * x6150 + 3.5 x6028^2 - x6028 * x6151 + 3.5 x6029^2 - x6029 * x6030 - x6029 * x6152 + 4 x6030^2 - x6030 * x6031 - x6030 * x6153 + 4 x6031^2 - x6031 * x6032 - x6031 * x6154 + 4 x6032^2 - x6032 * x6033 - x6032 * x6155 + 4 x6033^2 - x6033 * x6034 - x6033 * x6156 + 4 x6034^2 - x6034 * x6035 - x6034 * x6157 + 4 x6035^2 - x6035 * x6036 - x6035 * x6158 + 4 x6036^2 - x6036 * x6037 - x6036 * x6159 + 4 x6037^2 - x6037 * x6038 - x6037 * x6160 + 4 x6038^2 - x6038 * x6039 - x6038 * x6161 + 4 x6039^2 - x6039 * x6040 - x6039 * x6162 + 4 x6040^2 - x6040 * x6041 - x6040 * x6163 + 4 x6041^2 - x6041 * x6042 - x6041 * x6164 + 4 x6042^2 - x6042 * x6043 - x6042 * x6165 + 4 x6043^2 - x6043 * x6044 - x6043 * x6166 + 4 x6044^2 - x6044 * x6045 - x6044 * x6167 + 4 x6045^2 - x6045 * x6046 - x6045 * x6168 + 4 x6046^2 - x6046 * x6047 - x6046 * x6169 + 4 x6047^2 - x6047 * x6048 - x6047 * x6170 + 4 x6048^2 - x6048 * x6049 - x6048 * x6171 + 4 x6049^2 - x6049 * x6050 - x6049 * x6172 + 4 x6050^2 - x6050 * x6051 - x6050 * x6173 + 4 x6051^2 - x6051 * x6052 - x6051 * x6174 + 4 x6052^2 - x6052 * x6053 - x6052 * x6175 + 4 x6053^2 - x6053 * x6054 - x6053 * x6176 + 4 x6054^2 - x6054 * x6055 - x6054 * x6177 + 4 x6055^2 - x6055 * x6056 - x6055 * x6178 + 4 x6056^2 - x6056 * x6057 - x6056 * x6179 + 4 x6057^2 - x6057 * x6058 - x6057 * x6180 + 4 x6058^2 - x6058 * x6059 - x6058 * x6181 + 4 x6059^2 - x6059 * x6060 - x6059 * x6182 + 4 x6060^2 - x6060 * x6061 - x6060 * x6183 + 4 x6061^2 - x6061 * x6062 - x6061 * x6184 + 4 x6062^2 - x6062 * x6063 - x6062 * x6185 + 4 x6063^2 - x6063 * x6064 - x6063 * x6186 + 4 x6064^2 - x6064 * x6065 - x6064 * x6187 + 4 x6065^2 - x6065 * x6066 - x6065 * x6188 + 4 x6066^2 - x6066 * x6067 - x6066 * x6189 + 4 x6067^2 - x6067 * x6068 - x6067 * x6190 + 4 x6068^2 - x6068 * x6069 - x6068 * x6191 + 4 x6069^2 - x6069 * x6070 - x6069 * x6192 + 4 x6070^2 - x6070 * x6071 - x6070 * x6193 + 4 x6071^2 - x6071 * x6072 - x6071 * x6194 + 4 x6072^2 - x6072 * x6073 - x6072 * x6195 + 4 x6073^2 - x6073 * x6074 - x6073 * x6196 + 4 x6074^2 - x6074 * x6075 - x6074 * x6197 + 4 x6075^2 - x6075 * x6076 - x6075 * x6198 + 4 x6076^2 - x6076 * x6077 - x6076 * x6199 + 4 x6077^2 - x6077 * x6078 - x6077 * x6200 + 4 x6078^2 - x6078 * x6079 - x6078 * x6201 + 4 x6079^2 - x6079 * x6080 - x6079 * x6202 + 4 x6080^2 - x6080 * x6081 - x6080 * x6203 + 4 x6081^2 - x6081 * x6082 - x6081 * x6204 + 4 x6082^2 - x6082 * x6083 - x6082 * x6205 + 4 x6083^2 - x6083 * x6084 - x6083 * x6206 + 4 x6084^2 - x6084 * x6085 - x6084 * x6207 + 4 x6085^2 - x6085 * x6086 - x6085 * x6208 + 4 x6086^2 - x6086 * x6087 - x6086 * x6209 + 4 x6087^2 - x6087 * x6088 - x6087 * x6210 + 4 x6088^2 - x6088 * x6089 - x6088 * x6211 + 4 x6089^2 - x6089 * x6090 - x6089 * x6212 + 4 x6090^2 - x6090 * x6091 - x6090 * x6213 + 4 x6091^2 - x6091 * x6092 - x6091 * x6214 + 4 x6092^2 - x6092 * x6093 - x6092 * x6215 + 4 x6093^2 - x6093 * x6094 - x6093 * x6216 + 4 x6094^2 - x6094 * x6095 - x6094 * x6217 + 4 x6095^2 - x6095 * x6096 - x6095 * x6218 + 4 x6096^2 - x6096 * x6097 - x6096 * x6219 + 4 x6097^2 - x6097 * x6098 - x6097 * x6220 + 4 x6098^2 - x6098 * x6099 - x6098 * x6221 + 4 x6099^2 - x6099 * x6100 - x6099 * x6222 + 4 x6100^2 - x6100 * x6101 - x6100 * x6223 + 4 x6101^2 - x6101 * x6102 - x6101 * x6224 + 4 x6102^2 - x6102 * x6103 - x6102 * x6225 + 4 x6103^2 - x6103 * x6104 - x6103 * x6226 + 4 x6104^2 - x6104 * x6105 - x6104 * x6227 + 4 x6105^2 - x6105 * x6106 - x6105 * x6228 + 4 x6106^2 - x6106 * x6107 - x6106 * x6229 + 4 x6107^2 - x6107 * x6108 - x6107 * x6230 + 4 x6108^2 - x6108 * x6109 - x6108 * x6231 + 4 x6109^2 - x6109 * x6110 - x6109 * x6232 + 4 x6110^2 - x6110 * x6111 - x6110 * x6233 + 4 x6111^2 - x6111 * x6112 - x6111 * x6234 + 4 x6112^2 - x6112 * x6113 - x6112 * x6235 + 4 x6113^2 - x6113 * x6114 - x6113 * x6236 + 4 x6114^2 - x6114 * x6115 - x6114 * x6237 + 4 x6115^2 - x6115 * x6116 - x6115 * x6238 + 4 x6116^2 - x6116 * x6117 - x6116 * x6239 + 4 x6117^2 - x6117 * x6118 - x6117 * x6240 + 4 x6118^2 - x6118 * x6119 - x6118 * x6241 + 4 x6119^2 - x6119 * x6120 - x6119 * x6242 + 4 x6120^2 - x6120 * x6121 - x6120 * x6243 + 4 x6121^2 - x6121 * x6122 - x6121 * x6244 + 4 x6122^2 - x6122 * x6123 - x6122 * x6245 + 4 x6123^2 - x6123 * x6124 - x6123 * x6246 + 4 x6124^2 - x6124 * x6125 - x6124 * x6247 + 4 x6125^2 - x6125 * x6126 - x6125 * x6248 + 4 x6126^2 - x6126 * x6127 - x6126 * x6249 + 4 x6127^2 - x6127 * x6128 - x6127 * x6250 + 4 x6128^2 - x6128 * x6129 - x6128 * x6251 + 4 x6129^2 - x6129 * x6130 - x6129 * x6252 + 4 x6130^2 - x6130 * x6131 - x6130 * x6253 + 4 x6131^2 - x6131 * x6132 - x6131 * x6254 + 4 x6132^2 - x6132 * x6133 - x6132 * x6255 + 4 x6133^2 - x6133 * x6134 - x6133 * x6256 + 4 x6134^2 - x6134 * x6135 - x6134 * x6257 + 4 x6135^2 - x6135 * x6136 - x6135 * x6258 + 4 x6136^2 - x6136 * x6137 - x6136 * x6259 + 4 x6137^2 - x6137 * x6138 - x6137 * x6260 + 4 x6138^2 - x6138 * x6139 - x6138 * x6261 + 4 x6139^2 - x6139 * x6140 - x6139 * x6262 + 4 x6140^2 - x6140 * x6141 - x6140 * x6263 + 4 x6141^2 - x6141 * x6142 - x6141 * x6264 + 4 x6142^2 - x6142 * x6143 - x6142 * x6265 + 4 x6143^2 - x6143 * x6144 - x6143 * x6266 + 4 x6144^2 - x6144 * x6145 - x6144 * x6267 + 4 x6145^2 - x6145 * x6146 - x6145 * x6268 + 4 x6146^2 - x6146 * x6147 - x6146 * x6269 + 4 x6147^2 - x6147 * x6148 - x6147 * x6270 + 4 x6148^2 - x6148 * x6149 - x6148 * x6271 + 4 x6149^2 - x6149 * x6150 - x6149 * x6272 + 4 x6150^2 - x6150 * x6151 - x6150 * x6273 + 3.5 x6151^2 - x6151 * x6274 + 3.5 x6152^2 - x6152 * x6153 - x6152 * x6275 + 4 x6153^2 - x6153 * x6154 - x6153 * x6276 + 4 x6154^2 - x6154 * x6155 - x6154 * x6277 + 4 x6155^2 - x6155 * x6156 - x6155 * x6278 + 4 x6156^2 - x6156 * x6157 - x6156 * x6279 + 4 x6157^2 - x6157 * x6158 - x6157 * x6280 + 4 x6158^2 - x6158 * x6159 - x6158 * x6281 + 4 x6159^2 - x6159 * x6160 - x6159 * x6282 + 4 x6160^2 - x6160 * x6161 - x6160 * x6283 + 4 x6161^2 - x6161 * x6162 - x6161 * x6284 + 4 x6162^2 - x6162 * x6163 - x6162 * x6285 + 4 x6163^2 - x6163 * x6164 - x6163 * x6286 + 4 x6164^2 - x6164 * x6165 - x6164 * x6287 + 4 x6165^2 - x6165 * x6166 - x6165 * x6288 + 4 x6166^2 - x6166 * x6167 - x6166 * x6289 + 4 x6167^2 - x6167 * x6168 - x6167 * x6290 + 4 x6168^2 - x6168 * x6169 - x6168 * x6291 + 4 x6169^2 - x6169 * x6170 - x6169 * x6292 + 4 x6170^2 - x6170 * x6171 - x6170 * x6293 + 4 x6171^2 - x6171 * x6172 - x6171 * x6294 + 4 x6172^2 - x6172 * x6173 - x6172 * x6295 + 4 x6173^2 - x6173 * x6174 - x6173 * x6296 + 4 x6174^2 - x6174 * x6175 - x6174 * x6297 + 4 x6175^2 - x6175 * x6176 - x6175 * x6298 + 4 x6176^2 - x6176 * x6177 - x6176 * x6299 + 4 x6177^2 - x6177 * x6178 - x6177 * x6300 + 4 x6178^2 - x6178 * x6179 - x6178 * x6301 + 4 x6179^2 - x6179 * x6180 - x6179 * x6302 + 4 x6180^2 - x6180 * x6181 - x6180 * x6303 + 4 x6181^2 - x6181 * x6182 - x6181 * x6304 + 4 x6182^2 - x6182 * x6183 - x6182 * x6305 + 4 x6183^2 - x6183 * x6184 - x6183 * x6306 + 4 x6184^2 - x6184 * x6185 - x6184 * x6307 + 4 x6185^2 - x6185 * x6186 - x6185 * x6308 + 4 x6186^2 - x6186 * x6187 - x6186 * x6309 + 4 x6187^2 - x6187 * x6188 - x6187 * x6310 + 4 x6188^2 - x6188 * x6189 - x6188 * x6311 + 4 x6189^2 - x6189 * x6190 - x6189 * x6312 + 4 x6190^2 - x6190 * x6191 - x6190 * x6313 + 4 x6191^2 - x6191 * x6192 - x6191 * x6314 + 4 x6192^2 - x6192 * x6193 - x6192 * x6315 + 4 x6193^2 - x6193 * x6194 - x6193 * x6316 + 4 x6194^2 - x6194 * x6195 - x6194 * x6317 + 4 x6195^2 - x6195 * x6196 - x6195 * x6318 + 4 x6196^2 - x6196 * x6197 - x6196 * x6319 + 4 x6197^2 - x6197 * x6198 - x6197 * x6320 + 4 x6198^2 - x6198 * x6199 - x6198 * x6321 + 4 x6199^2 - x6199 * x6200 - x6199 * x6322 + 4 x6200^2 - x6200 * x6201 - x6200 * x6323 + 4 x6201^2 - x6201 * x6202 - x6201 * x6324 + 4 x6202^2 - x6202 * x6203 - x6202 * x6325 + 4 x6203^2 - x6203 * x6204 - x6203 * x6326 + 4 x6204^2 - x6204 * x6205 - x6204 * x6327 + 4 x6205^2 - x6205 * x6206 - x6205 * x6328 + 4 x6206^2 - x6206 * x6207 - x6206 * x6329 + 4 x6207^2 - x6207 * x6208 - x6207 * x6330 + 4 x6208^2 - x6208 * x6209 - x6208 * x6331 + 4 x6209^2 - x6209 * x6210 - x6209 * x6332 + 4 x6210^2 - x6210 * x6211 - x6210 * x6333 + 4 x6211^2 - x6211 * x6212 - x6211 * x6334 + 4 x6212^2 - x6212 * x6213 - x6212 * x6335 + 4 x6213^2 - x6213 * x6214 - x6213 * x6336 + 4 x6214^2 - x6214 * x6215 - x6214 * x6337 + 4 x6215^2 - x6215 * x6216 - x6215 * x6338 + 4 x6216^2 - x6216 * x6217 - x6216 * x6339 + 4 x6217^2 - x6217 * x6218 - x6217 * x6340 + 4 x6218^2 - x6218 * x6219 - x6218 * x6341 + 4 x6219^2 - x6219 * x6220 - x6219 * x6342 + 4 x6220^2 - x6220 * x6221 - x6220 * x6343 + 4 x6221^2 - x6221 * x6222 - x6221 * x6344 + 4 x6222^2 - x6222 * x6223 - x6222 * x6345 + 4 x6223^2 - x6223 * x6224 - x6223 * x6346 + 4 x6224^2 - x6224 * x6225 - x6224 * x6347 + 4 x6225^2 - x6225 * x6226 - x6225 * x6348 + 4 x6226^2 - x6226 * x6227 - x6226 * x6349 + 4 x6227^2 - x6227 * x6228 - x6227 * x6350 + 4 x6228^2 - x6228 * x6229 - x6228 * x6351 + 4 x6229^2 - x6229 * x6230 - x6229 * x6352 + 4 x6230^2 - x6230 * x6231 - x6230 * x6353 + 4 x6231^2 - x6231 * x6232 - x6231 * x6354 + 4 x6232^2 - x6232 * x6233 - x6232 * x6355 + 4 x6233^2 - x6233 * x6234 - x6233 * x6356 + 4 x6234^2 - x6234 * x6235 - x6234 * x6357 + 4 x6235^2 - x6235 * x6236 - x6235 * x6358 + 4 x6236^2 - x6236 * x6237 - x6236 * x6359 + 4 x6237^2 - x6237 * x6238 - x6237 * x6360 + 4 x6238^2 - x6238 * x6239 - x6238 * x6361 + 4 x6239^2 - x6239 * x6240 - x6239 * x6362 + 4 x6240^2 - x6240 * x6241 - x6240 * x6363 + 4 x6241^2 - x6241 * x6242 - x6241 * x6364 + 4 x6242^2 - x6242 * x6243 - x6242 * x6365 + 4 x6243^2 - x6243 * x6244 - x6243 * x6366 + 4 x6244^2 - x6244 * x6245 - x6244 * x6367 + 4 x6245^2 - x6245 * x6246 - x6245 * x6368 + 4 x6246^2 - x6246 * x6247 - x6246 * x6369 + 4 x6247^2 - x6247 * x6248 - x6247 * x6370 + 4 x6248^2 - x6248 * x6249 - x6248 * x6371 + 4 x6249^2 - x6249 * x6250 - x6249 * x6372 + 4 x6250^2 - x6250 * x6251 - x6250 * x6373 + 4 x6251^2 - x6251 * x6252 - x6251 * x6374 + 4 x6252^2 - x6252 * x6253 - x6252 * x6375 + 4 x6253^2 - x6253 * x6254 - x6253 * x6376 + 4 x6254^2 - x6254 * x6255 - x6254 * x6377 + 4 x6255^2 - x6255 * x6256 - x6255 * x6378 + 4 x6256^2 - x6256 * x6257 - x6256 * x6379 + 4 x6257^2 - x6257 * x6258 - x6257 * x6380 + 4 x6258^2 - x6258 * x6259 - x6258 * x6381 + 4 x6259^2 - x6259 * x6260 - x6259 * x6382 + 4 x6260^2 - x6260 * x6261 - x6260 * x6383 + 4 x6261^2 - x6261 * x6262 - x6261 * x6384 + 4 x6262^2 - x6262 * x6263 - x6262 * x6385 + 4 x6263^2 - x6263 * x6264 - x6263 * x6386 + 4 x6264^2 - x6264 * x6265 - x6264 * x6387 + 4 x6265^2 - x6265 * x6266 - x6265 * x6388 + 4 x6266^2 - x6266 * x6267 - x6266 * x6389 + 4 x6267^2 - x6267 * x6268 - x6267 * x6390 + 4 x6268^2 - x6268 * x6269 - x6268 * x6391 + 4 x6269^2 - x6269 * x6270 - x6269 * x6392 + 4 x6270^2 - x6270 * x6271 - x6270 * x6393 + 4 x6271^2 - x6271 * x6272 - x6271 * x6394 + 4 x6272^2 - x6272 * x6273 - x6272 * x6395 + 4 x6273^2 - x6273 * x6274 - x6273 * x6396 + 3.5 x6274^2 - x6274 * x6397 + 3.5 x6275^2 - x6275 * x6276 - x6275 * x6398 + 4 x6276^2 - x6276 * x6277 - x6276 * x6399 + 4 x6277^2 - x6277 * x6278 - x6277 * x6400 + 4 x6278^2 - x6278 * x6279 - x6278 * x6401 + 4 x6279^2 - x6279 * x6280 - x6279 * x6402 + 4 x6280^2 - x6280 * x6281 - x6280 * x6403 + 4 x6281^2 - x6281 * x6282 - x6281 * x6404 + 4 x6282^2 - x6282 * x6283 - x6282 * x6405 + 4 x6283^2 - x6283 * x6284 - x6283 * x6406 + 4 x6284^2 - x6284 * x6285 - x6284 * x6407 + 4 x6285^2 - x6285 * x6286 - x6285 * x6408 + 4 x6286^2 - x6286 * x6287 - x6286 * x6409 + 4 x6287^2 - x6287 * x6288 - x6287 * x6410 + 4 x6288^2 - x6288 * x6289 - x6288 * x6411 + 4 x6289^2 - x6289 * x6290 - x6289 * x6412 + 4 x6290^2 - x6290 * x6291 - x6290 * x6413 + 4 x6291^2 - x6291 * x6292 - x6291 * x6414 + 4 x6292^2 - x6292 * x6293 - x6292 * x6415 + 4 x6293^2 - x6293 * x6294 - x6293 * x6416 + 4 x6294^2 - x6294 * x6295 - x6294 * x6417 + 4 x6295^2 - x6295 * x6296 - x6295 * x6418 + 4 x6296^2 - x6296 * x6297 - x6296 * x6419 + 4 x6297^2 - x6297 * x6298 - x6297 * x6420 + 4 x6298^2 - x6298 * x6299 - x6298 * x6421 + 4 x6299^2 - x6299 * x6300 - x6299 * x6422 + 4 x6300^2 - x6300 * x6301 - x6300 * x6423 + 4 x6301^2 - x6301 * x6302 - x6301 * x6424 + 4 x6302^2 - x6302 * x6303 - x6302 * x6425 + 4 x6303^2 - x6303 * x6304 - x6303 * x6426 + 4 x6304^2 - x6304 * x6305 - x6304 * x6427 + 4 x6305^2 - x6305 * x6306 - x6305 * x6428 + 4 x6306^2 - x6306 * x6307 - x6306 * x6429 + 4 x6307^2 - x6307 * x6308 - x6307 * x6430 + 4 x6308^2 - x6308 * x6309 - x6308 * x6431 + 4 x6309^2 - x6309 * x6310 - x6309 * x6432 + 4 x6310^2 - x6310 * x6311 - x6310 * x6433 + 4 x6311^2 - x6311 * x6312 - x6311 * x6434 + 4 x6312^2 - x6312 * x6313 - x6312 * x6435 + 4 x6313^2 - x6313 * x6314 - x6313 * x6436 + 4 x6314^2 - x6314 * x6315 - x6314 * x6437 + 4 x6315^2 - x6315 * x6316 - x6315 * x6438 + 4 x6316^2 - x6316 * x6317 - x6316 * x6439 + 4 x6317^2 - x6317 * x6318 - x6317 * x6440 + 4 x6318^2 - x6318 * x6319 - x6318 * x6441 + 4 x6319^2 - x6319 * x6320 - x6319 * x6442 + 4 x6320^2 - x6320 * x6321 - x6320 * x6443 + 4 x6321^2 - x6321 * x6322 - x6321 * x6444 + 4 x6322^2 - x6322 * x6323 - x6322 * x6445 + 4 x6323^2 - x6323 * x6324 - x6323 * x6446 + 4 x6324^2 - x6324 * x6325 - x6324 * x6447 + 4 x6325^2 - x6325 * x6326 - x6325 * x6448 + 4 x6326^2 - x6326 * x6327 - x6326 * x6449 + 4 x6327^2 - x6327 * x6328 - x6327 * x6450 + 4 x6328^2 - x6328 * x6329 - x6328 * x6451 + 4 x6329^2 - x6329 * x6330 - x6329 * x6452 + 4 x6330^2 - x6330 * x6331 - x6330 * x6453 + 4 x6331^2 - x6331 * x6332 - x6331 * x6454 + 4 x6332^2 - x6332 * x6333 - x6332 * x6455 + 4 x6333^2 - x6333 * x6334 - x6333 * x6456 + 4 x6334^2 - x6334 * x6335 - x6334 * x6457 + 4 x6335^2 - x6335 * x6336 - x6335 * x6458 + 4 x6336^2 - x6336 * x6337 - x6336 * x6459 + 4 x6337^2 - x6337 * x6338 - x6337 * x6460 + 4 x6338^2 - x6338 * x6339 - x6338 * x6461 + 4 x6339^2 - x6339 * x6340 - x6339 * x6462 + 4 x6340^2 - x6340 * x6341 - x6340 * x6463 + 4 x6341^2 - x6341 * x6342 - x6341 * x6464 + 4 x6342^2 - x6342 * x6343 - x6342 * x6465 + 4 x6343^2 - x6343 * x6344 - x6343 * x6466 + 4 x6344^2 - x6344 * x6345 - x6344 * x6467 + 4 x6345^2 - x6345 * x6346 - x6345 * x6468 + 4 x6346^2 - x6346 * x6347 - x6346 * x6469 + 4 x6347^2 - x6347 * x6348 - x6347 * x6470 + 4 x6348^2 - x6348 * x6349 - x6348 * x6471 + 4 x6349^2 - x6349 * x6350 - x6349 * x6472 + 4 x6350^2 - x6350 * x6351 - x6350 * x6473 + 4 x6351^2 - x6351 * x6352 - x6351 * x6474 + 4 x6352^2 - x6352 * x6353 - x6352 * x6475 + 4 x6353^2 - x6353 * x6354 - x6353 * x6476 + 4 x6354^2 - x6354 * x6355 - x6354 * x6477 + 4 x6355^2 - x6355 * x6356 - x6355 * x6478 + 4 x6356^2 - x6356 * x6357 - x6356 * x6479 + 4 x6357^2 - x6357 * x6358 - x6357 * x6480 + 4 x6358^2 - x6358 * x6359 - x6358 * x6481 + 4 x6359^2 - x6359 * x6360 - x6359 * x6482 + 4 x6360^2 - x6360 * x6361 - x6360 * x6483 + 4 x6361^2 - x6361 * x6362 - x6361 * x6484 + 4 x6362^2 - x6362 * x6363 - x6362 * x6485 + 4 x6363^2 - x6363 * x6364 - x6363 * x6486 + 4 x6364^2 - x6364 * x6365 - x6364 * x6487 + 4 x6365^2 - x6365 * x6366 - x6365 * x6488 + 4 x6366^2 - x6366 * x6367 - x6366 * x6489 + 4 x6367^2 - x6367 * x6368 - x6367 * x6490 + 4 x6368^2 - x6368 * x6369 - x6368 * x6491 + 4 x6369^2 - x6369 * x6370 - x6369 * x6492 + 4 x6370^2 - x6370 * x6371 - x6370 * x6493 + 4 x6371^2 - x6371 * x6372 - x6371 * x6494 + 4 x6372^2 - x6372 * x6373 - x6372 * x6495 + 4 x6373^2 - x6373 * x6374 - x6373 * x6496 + 4 x6374^2 - x6374 * x6375 - x6374 * x6497 + 4 x6375^2 - x6375 * x6376 - x6375 * x6498 + 4 x6376^2 - x6376 * x6377 - x6376 * x6499 + 4 x6377^2 - x6377 * x6378 - x6377 * x6500 + 4 x6378^2 - x6378 * x6379 - x6378 * x6501 + 4 x6379^2 - x6379 * x6380 - x6379 * x6502 + 4 x6380^2 - x6380 * x6381 - x6380 * x6503 + 4 x6381^2 - x6381 * x6382 - x6381 * x6504 + 4 x6382^2 - x6382 * x6383 - x6382 * x6505 + 4 x6383^2 - x6383 * x6384 - x6383 * x6506 + 4 x6384^2 - x6384 * x6385 - x6384 * x6507 + 4 x6385^2 - x6385 * x6386 - x6385 * x6508 + 4 x6386^2 - x6386 * x6387 - x6386 * x6509 + 4 x6387^2 - x6387 * x6388 - x6387 * x6510 + 4 x6388^2 - x6388 * x6389 - x6388 * x6511 + 4 x6389^2 - x6389 * x6390 - x6389 * x6512 + 4 x6390^2 - x6390 * x6391 - x6390 * x6513 + 4 x6391^2 - x6391 * x6392 - x6391 * x6514 + 4 x6392^2 - x6392 * x6393 - x6392 * x6515 + 4 x6393^2 - x6393 * x6394 - x6393 * x6516 + 4 x6394^2 - x6394 * x6395 - x6394 * x6517 + 4 x6395^2 - x6395 * x6396 - x6395 * x6518 + 4 x6396^2 - x6396 * x6397 - x6396 * x6519 + 3.5 x6397^2 - x6397 * x6520 + 3.5 x6398^2 - x6398 * x6399 - x6398 * x6521 + 4 x6399^2 - x6399 * x6400 - x6399 * x6522 + 4 x6400^2 - x6400 * x6401 - x6400 * x6523 + 4 x6401^2 - x6401 * x6402 - x6401 * x6524 + 4 x6402^2 - x6402 * x6403 - x6402 * x6525 + 4 x6403^2 - x6403 * x6404 - x6403 * x6526 + 4 x6404^2 - x6404 * x6405 - x6404 * x6527 + 4 x6405^2 - x6405 * x6406 - x6405 * x6528 + 4 x6406^2 - x6406 * x6407 - x6406 * x6529 + 4 x6407^2 - x6407 * x6408 - x6407 * x6530 + 4 x6408^2 - x6408 * x6409 - x6408 * x6531 + 4 x6409^2 - x6409 * x6410 - x6409 * x6532 + 4 x6410^2 - x6410 * x6411 - x6410 * x6533 + 4 x6411^2 - x6411 * x6412 - x6411 * x6534 + 4 x6412^2 - x6412 * x6413 - x6412 * x6535 + 4 x6413^2 - x6413 * x6414 - x6413 * x6536 + 4 x6414^2 - x6414 * x6415 - x6414 * x6537 + 4 x6415^2 - x6415 * x6416 - x6415 * x6538 + 4 x6416^2 - x6416 * x6417 - x6416 * x6539 + 4 x6417^2 - x6417 * x6418 - x6417 * x6540 + 4 x6418^2 - x6418 * x6419 - x6418 * x6541 + 4 x6419^2 - x6419 * x6420 - x6419 * x6542 + 4 x6420^2 - x6420 * x6421 - x6420 * x6543 + 4 x6421^2 - x6421 * x6422 - x6421 * x6544 + 4 x6422^2 - x6422 * x6423 - x6422 * x6545 + 4 x6423^2 - x6423 * x6424 - x6423 * x6546 + 4 x6424^2 - x6424 * x6425 - x6424 * x6547 + 4 x6425^2 - x6425 * x6426 - x6425 * x6548 + 4 x6426^2 - x6426 * x6427 - x6426 * x6549 + 4 x6427^2 - x6427 * x6428 - x6427 * x6550 + 4 x6428^2 - x6428 * x6429 - x6428 * x6551 + 4 x6429^2 - x6429 * x6430 - x6429 * x6552 + 4 x6430^2 - x6430 * x6431 - x6430 * x6553 + 4 x6431^2 - x6431 * x6432 - x6431 * x6554 + 4 x6432^2 - x6432 * x6433 - x6432 * x6555 + 4 x6433^2 - x6433 * x6434 - x6433 * x6556 + 4 x6434^2 - x6434 * x6435 - x6434 * x6557 + 4 x6435^2 - x6435 * x6436 - x6435 * x6558 + 4 x6436^2 - x6436 * x6437 - x6436 * x6559 + 4 x6437^2 - x6437 * x6438 - x6437 * x6560 + 4 x6438^2 - x6438 * x6439 - x6438 * x6561 + 4 x6439^2 - x6439 * x6440 - x6439 * x6562 + 4 x6440^2 - x6440 * x6441 - x6440 * x6563 + 4 x6441^2 - x6441 * x6442 - x6441 * x6564 + 4 x6442^2 - x6442 * x6443 - x6442 * x6565 + 4 x6443^2 - x6443 * x6444 - x6443 * x6566 + 4 x6444^2 - x6444 * x6445 - x6444 * x6567 + 4 x6445^2 - x6445 * x6446 - x6445 * x6568 + 4 x6446^2 - x6446 * x6447 - x6446 * x6569 + 4 x6447^2 - x6447 * x6448 - x6447 * x6570 + 4 x6448^2 - x6448 * x6449 - x6448 * x6571 + 4 x6449^2 - x6449 * x6450 - x6449 * x6572 + 4 x6450^2 - x6450 * x6451 - x6450 * x6573 + 4 x6451^2 - x6451 * x6452 - x6451 * x6574 + 4 x6452^2 - x6452 * x6453 - x6452 * x6575 + 4 x6453^2 - x6453 * x6454 - x6453 * x6576 + 4 x6454^2 - x6454 * x6455 - x6454 * x6577 + 4 x6455^2 - x6455 * x6456 - x6455 * x6578 + 4 x6456^2 - x6456 * x6457 - x6456 * x6579 + 4 x6457^2 - x6457 * x6458 - x6457 * x6580 + 4 x6458^2 - x6458 * x6459 - x6458 * x6581 + 4 x6459^2 - x6459 * x6460 - x6459 * x6582 + 4 x6460^2 - x6460 * x6461 - x6460 * x6583 + 4 x6461^2 - x6461 * x6462 - x6461 * x6584 + 4 x6462^2 - x6462 * x6463 - x6462 * x6585 + 4 x6463^2 - x6463 * x6464 - x6463 * x6586 + 4 x6464^2 - x6464 * x6465 - x6464 * x6587 + 4 x6465^2 - x6465 * x6466 - x6465 * x6588 + 4 x6466^2 - x6466 * x6467 - x6466 * x6589 + 4 x6467^2 - x6467 * x6468 - x6467 * x6590 + 4 x6468^2 - x6468 * x6469 - x6468 * x6591 + 4 x6469^2 - x6469 * x6470 - x6469 * x6592 + 4 x6470^2 - x6470 * x6471 - x6470 * x6593 + 4 x6471^2 - x6471 * x6472 - x6471 * x6594 + 4 x6472^2 - x6472 * x6473 - x6472 * x6595 + 4 x6473^2 - x6473 * x6474 - x6473 * x6596 + 4 x6474^2 - x6474 * x6475 - x6474 * x6597 + 4 x6475^2 - x6475 * x6476 - x6475 * x6598 + 4 x6476^2 - x6476 * x6477 - x6476 * x6599 + 4 x6477^2 - x6477 * x6478 - x6477 * x6600 + 4 x6478^2 - x6478 * x6479 - x6478 * x6601 + 4 x6479^2 - x6479 * x6480 - x6479 * x6602 + 4 x6480^2 - x6480 * x6481 - x6480 * x6603 + 4 x6481^2 - x6481 * x6482 - x6481 * x6604 + 4 x6482^2 - x6482 * x6483 - x6482 * x6605 + 4 x6483^2 - x6483 * x6484 - x6483 * x6606 + 4 x6484^2 - x6484 * x6485 - x6484 * x6607 + 4 x6485^2 - x6485 * x6486 - x6485 * x6608 + 4 x6486^2 - x6486 * x6487 - x6486 * x6609 + 4 x6487^2 - x6487 * x6488 - x6487 * x6610 + 4 x6488^2 - x6488 * x6489 - x6488 * x6611 + 4 x6489^2 - x6489 * x6490 - x6489 * x6612 + 4 x6490^2 - x6490 * x6491 - x6490 * x6613 + 4 x6491^2 - x6491 * x6492 - x6491 * x6614 + 4 x6492^2 - x6492 * x6493 - x6492 * x6615 + 4 x6493^2 - x6493 * x6494 - x6493 * x6616 + 4 x6494^2 - x6494 * x6495 - x6494 * x6617 + 4 x6495^2 - x6495 * x6496 - x6495 * x6618 + 4 x6496^2 - x6496 * x6497 - x6496 * x6619 + 4 x6497^2 - x6497 * x6498 - x6497 * x6620 + 4 x6498^2 - x6498 * x6499 - x6498 * x6621 + 4 x6499^2 - x6499 * x6500 - x6499 * x6622 + 4 x6500^2 - x6500 * x6501 - x6500 * x6623 + 4 x6501^2 - x6501 * x6502 - x6501 * x6624 + 4 x6502^2 - x6502 * x6503 - x6502 * x6625 + 4 x6503^2 - x6503 * x6504 - x6503 * x6626 + 4 x6504^2 - x6504 * x6505 - x6504 * x6627 + 4 x6505^2 - x6505 * x6506 - x6505 * x6628 + 4 x6506^2 - x6506 * x6507 - x6506 * x6629 + 4 x6507^2 - x6507 * x6508 - x6507 * x6630 + 4 x6508^2 - x6508 * x6509 - x6508 * x6631 + 4 x6509^2 - x6509 * x6510 - x6509 * x6632 + 4 x6510^2 - x6510 * x6511 - x6510 * x6633 + 4 x6511^2 - x6511 * x6512 - x6511 * x6634 + 4 x6512^2 - x6512 * x6513 - x6512 * x6635 + 4 x6513^2 - x6513 * x6514 - x6513 * x6636 + 4 x6514^2 - x6514 * x6515 - x6514 * x6637 + 4 x6515^2 - x6515 * x6516 - x6515 * x6638 + 4 x6516^2 - x6516 * x6517 - x6516 * x6639 + 4 x6517^2 - x6517 * x6518 - x6517 * x6640 + 4 x6518^2 - x6518 * x6519 - x6518 * x6641 + 4 x6519^2 - x6519 * x6520 - x6519 * x6642 + 3.5 x6520^2 - x6520 * x6643 + 3.5 x6521^2 - x6521 * x6522 - x6521 * x6644 + 4 x6522^2 - x6522 * x6523 - x6522 * x6645 + 4 x6523^2 - x6523 * x6524 - x6523 * x6646 + 4 x6524^2 - x6524 * x6525 - x6524 * x6647 + 4 x6525^2 - x6525 * x6526 - x6525 * x6648 + 4 x6526^2 - x6526 * x6527 - x6526 * x6649 + 4 x6527^2 - x6527 * x6528 - x6527 * x6650 + 4 x6528^2 - x6528 * x6529 - x6528 * x6651 + 4 x6529^2 - x6529 * x6530 - x6529 * x6652 + 4 x6530^2 - x6530 * x6531 - x6530 * x6653 + 4 x6531^2 - x6531 * x6532 - x6531 * x6654 + 4 x6532^2 - x6532 * x6533 - x6532 * x6655 + 4 x6533^2 - x6533 * x6534 - x6533 * x6656 + 4 x6534^2 - x6534 * x6535 - x6534 * x6657 + 4 x6535^2 - x6535 * x6536 - x6535 * x6658 + 4 x6536^2 - x6536 * x6537 - x6536 * x6659 + 4 x6537^2 - x6537 * x6538 - x6537 * x6660 + 4 x6538^2 - x6538 * x6539 - x6538 * x6661 + 4 x6539^2 - x6539 * x6540 - x6539 * x6662 + 4 x6540^2 - x6540 * x6541 - x6540 * x6663 + 4 x6541^2 - x6541 * x6542 - x6541 * x6664 + 4 x6542^2 - x6542 * x6543 - x6542 * x6665 + 4 x6543^2 - x6543 * x6544 - x6543 * x6666 + 4 x6544^2 - x6544 * x6545 - x6544 * x6667 + 4 x6545^2 - x6545 * x6546 - x6545 * x6668 + 4 x6546^2 - x6546 * x6547 - x6546 * x6669 + 4 x6547^2 - x6547 * x6548 - x6547 * x6670 + 4 x6548^2 - x6548 * x6549 - x6548 * x6671 + 4 x6549^2 - x6549 * x6550 - x6549 * x6672 + 4 x6550^2 - x6550 * x6551 - x6550 * x6673 + 4 x6551^2 - x6551 * x6552 - x6551 * x6674 + 4 x6552^2 - x6552 * x6553 - x6552 * x6675 + 4 x6553^2 - x6553 * x6554 - x6553 * x6676 + 4 x6554^2 - x6554 * x6555 - x6554 * x6677 + 4 x6555^2 - x6555 * x6556 - x6555 * x6678 + 4 x6556^2 - x6556 * x6557 - x6556 * x6679 + 4 x6557^2 - x6557 * x6558 - x6557 * x6680 + 4 x6558^2 - x6558 * x6559 - x6558 * x6681 + 4 x6559^2 - x6559 * x6560 - x6559 * x6682 + 4 x6560^2 - x6560 * x6561 - x6560 * x6683 + 4 x6561^2 - x6561 * x6562 - x6561 * x6684 + 4 x6562^2 - x6562 * x6563 - x6562 * x6685 + 4 x6563^2 - x6563 * x6564 - x6563 * x6686 + 4 x6564^2 - x6564 * x6565 - x6564 * x6687 + 4 x6565^2 - x6565 * x6566 - x6565 * x6688 + 4 x6566^2 - x6566 * x6567 - x6566 * x6689 + 4 x6567^2 - x6567 * x6568 - x6567 * x6690 + 4 x6568^2 - x6568 * x6569 - x6568 * x6691 + 4 x6569^2 - x6569 * x6570 - x6569 * x6692 + 4 x6570^2 - x6570 * x6571 - x6570 * x6693 + 4 x6571^2 - x6571 * x6572 - x6571 * x6694 + 4 x6572^2 - x6572 * x6573 - x6572 * x6695 + 4 x6573^2 - x6573 * x6574 - x6573 * x6696 + 4 x6574^2 - x6574 * x6575 - x6574 * x6697 + 4 x6575^2 - x6575 * x6576 - x6575 * x6698 + 4 x6576^2 - x6576 * x6577 - x6576 * x6699 + 4 x6577^2 - x6577 * x6578 - x6577 * x6700 + 4 x6578^2 - x6578 * x6579 - x6578 * x6701 + 4 x6579^2 - x6579 * x6580 - x6579 * x6702 + 4 x6580^2 - x6580 * x6581 - x6580 * x6703 + 4 x6581^2 - x6581 * x6582 - x6581 * x6704 + 4 x6582^2 - x6582 * x6583 - x6582 * x6705 + 4 x6583^2 - x6583 * x6584 - x6583 * x6706 + 4 x6584^2 - x6584 * x6585 - x6584 * x6707 + 4 x6585^2 - x6585 * x6586 - x6585 * x6708 + 4 x6586^2 - x6586 * x6587 - x6586 * x6709 + 4 x6587^2 - x6587 * x6588 - x6587 * x6710 + 4 x6588^2 - x6588 * x6589 - x6588 * x6711 + 4 x6589^2 - x6589 * x6590 - x6589 * x6712 + 4 x6590^2 - x6590 * x6591 - x6590 * x6713 + 4 x6591^2 - x6591 * x6592 - x6591 * x6714 + 4 x6592^2 - x6592 * x6593 - x6592 * x6715 + 4 x6593^2 - x6593 * x6594 - x6593 * x6716 + 4 x6594^2 - x6594 * x6595 - x6594 * x6717 + 4 x6595^2 - x6595 * x6596 - x6595 * x6718 + 4 x6596^2 - x6596 * x6597 - x6596 * x6719 + 4 x6597^2 - x6597 * x6598 - x6597 * x6720 + 4 x6598^2 - x6598 * x6599 - x6598 * x6721 + 4 x6599^2 - x6599 * x6600 - x6599 * x6722 + 4 x6600^2 - x6600 * x6601 - x6600 * x6723 + 4 x6601^2 - x6601 * x6602 - x6601 * x6724 + 4 x6602^2 - x6602 * x6603 - x6602 * x6725 + 4 x6603^2 - x6603 * x6604 - x6603 * x6726 + 4 x6604^2 - x6604 * x6605 - x6604 * x6727 + 4 x6605^2 - x6605 * x6606 - x6605 * x6728 + 4 x6606^2 - x6606 * x6607 - x6606 * x6729 + 4 x6607^2 - x6607 * x6608 - x6607 * x6730 + 4 x6608^2 - x6608 * x6609 - x6608 * x6731 + 4 x6609^2 - x6609 * x6610 - x6609 * x6732 + 4 x6610^2 - x6610 * x6611 - x6610 * x6733 + 4 x6611^2 - x6611 * x6612 - x6611 * x6734 + 4 x6612^2 - x6612 * x6613 - x6612 * x6735 + 4 x6613^2 - x6613 * x6614 - x6613 * x6736 + 4 x6614^2 - x6614 * x6615 - x6614 * x6737 + 4 x6615^2 - x6615 * x6616 - x6615 * x6738 + 4 x6616^2 - x6616 * x6617 - x6616 * x6739 + 4 x6617^2 - x6617 * x6618 - x6617 * x6740 + 4 x6618^2 - x6618 * x6619 - x6618 * x6741 + 4 x6619^2 - x6619 * x6620 - x6619 * x6742 + 4 x6620^2 - x6620 * x6621 - x6620 * x6743 + 4 x6621^2 - x6621 * x6622 - x6621 * x6744 + 4 x6622^2 - x6622 * x6623 - x6622 * x6745 + 4 x6623^2 - x6623 * x6624 - x6623 * x6746 + 4 x6624^2 - x6624 * x6625 - x6624 * x6747 + 4 x6625^2 - x6625 * x6626 - x6625 * x6748 + 4 x6626^2 - x6626 * x6627 - x6626 * x6749 + 4 x6627^2 - x6627 * x6628 - x6627 * x6750 + 4 x6628^2 - x6628 * x6629 - x6628 * x6751 + 4 x6629^2 - x6629 * x6630 - x6629 * x6752 + 4 x6630^2 - x6630 * x6631 - x6630 * x6753 + 4 x6631^2 - x6631 * x6632 - x6631 * x6754 + 4 x6632^2 - x6632 * x6633 - x6632 * x6755 + 4 x6633^2 - x6633 * x6634 - x6633 * x6756 + 4 x6634^2 - x6634 * x6635 - x6634 * x6757 + 4 x6635^2 - x6635 * x6636 - x6635 * x6758 + 4 x6636^2 - x6636 * x6637 - x6636 * x6759 + 4 x6637^2 - x6637 * x6638 - x6637 * x6760 + 4 x6638^2 - x6638 * x6639 - x6638 * x6761 + 4 x6639^2 - x6639 * x6640 - x6639 * x6762 + 4 x6640^2 - x6640 * x6641 - x6640 * x6763 + 4 x6641^2 - x6641 * x6642 - x6641 * x6764 + 4 x6642^2 - x6642 * x6643 - x6642 * x6765 + 3.5 x6643^2 - x6643 * x6766 + 3.5 x6644^2 - x6644 * x6645 - x6644 * x6767 + 4 x6645^2 - x6645 * x6646 - x6645 * x6768 + 4 x6646^2 - x6646 * x6647 - x6646 * x6769 + 4 x6647^2 - x6647 * x6648 - x6647 * x6770 + 4 x6648^2 - x6648 * x6649 - x6648 * x6771 + 4 x6649^2 - x6649 * x6650 - x6649 * x6772 + 4 x6650^2 - x6650 * x6651 - x6650 * x6773 + 4 x6651^2 - x6651 * x6652 - x6651 * x6774 + 4 x6652^2 - x6652 * x6653 - x6652 * x6775 + 4 x6653^2 - x6653 * x6654 - x6653 * x6776 + 4 x6654^2 - x6654 * x6655 - x6654 * x6777 + 4 x6655^2 - x6655 * x6656 - x6655 * x6778 + 4 x6656^2 - x6656 * x6657 - x6656 * x6779 + 4 x6657^2 - x6657 * x6658 - x6657 * x6780 + 4 x6658^2 - x6658 * x6659 - x6658 * x6781 + 4 x6659^2 - x6659 * x6660 - x6659 * x6782 + 4 x6660^2 - x6660 * x6661 - x6660 * x6783 + 4 x6661^2 - x6661 * x6662 - x6661 * x6784 + 4 x6662^2 - x6662 * x6663 - x6662 * x6785 + 4 x6663^2 - x6663 * x6664 - x6663 * x6786 + 4 x6664^2 - x6664 * x6665 - x6664 * x6787 + 4 x6665^2 - x6665 * x6666 - x6665 * x6788 + 4 x6666^2 - x6666 * x6667 - x6666 * x6789 + 4 x6667^2 - x6667 * x6668 - x6667 * x6790 + 4 x6668^2 - x6668 * x6669 - x6668 * x6791 + 4 x6669^2 - x6669 * x6670 - x6669 * x6792 + 4 x6670^2 - x6670 * x6671 - x6670 * x6793 + 4 x6671^2 - x6671 * x6672 - x6671 * x6794 + 4 x6672^2 - x6672 * x6673 - x6672 * x6795 + 4 x6673^2 - x6673 * x6674 - x6673 * x6796 + 4 x6674^2 - x6674 * x6675 - x6674 * x6797 + 4 x6675^2 - x6675 * x6676 - x6675 * x6798 + 4 x6676^2 - x6676 * x6677 - x6676 * x6799 + 4 x6677^2 - x6677 * x6678 - x6677 * x6800 + 4 x6678^2 - x6678 * x6679 - x6678 * x6801 + 4 x6679^2 - x6679 * x6680 - x6679 * x6802 + 4 x6680^2 - x6680 * x6681 - x6680 * x6803 + 4 x6681^2 - x6681 * x6682 - x6681 * x6804 + 4 x6682^2 - x6682 * x6683 - x6682 * x6805 + 4 x6683^2 - x6683 * x6684 - x6683 * x6806 + 4 x6684^2 - x6684 * x6685 - x6684 * x6807 + 4 x6685^2 - x6685 * x6686 - x6685 * x6808 + 4 x6686^2 - x6686 * x6687 - x6686 * x6809 + 4 x6687^2 - x6687 * x6688 - x6687 * x6810 + 4 x6688^2 - x6688 * x6689 - x6688 * x6811 + 4 x6689^2 - x6689 * x6690 - x6689 * x6812 + 4 x6690^2 - x6690 * x6691 - x6690 * x6813 + 4 x6691^2 - x6691 * x6692 - x6691 * x6814 + 4 x6692^2 - x6692 * x6693 - x6692 * x6815 + 4 x6693^2 - x6693 * x6694 - x6693 * x6816 + 4 x6694^2 - x6694 * x6695 - x6694 * x6817 + 4 x6695^2 - x6695 * x6696 - x6695 * x6818 + 4 x6696^2 - x6696 * x6697 - x6696 * x6819 + 4 x6697^2 - x6697 * x6698 - x6697 * x6820 + 4 x6698^2 - x6698 * x6699 - x6698 * x6821 + 4 x6699^2 - x6699 * x6700 - x6699 * x6822 + 4 x6700^2 - x6700 * x6701 - x6700 * x6823 + 4 x6701^2 - x6701 * x6702 - x6701 * x6824 + 4 x6702^2 - x6702 * x6703 - x6702 * x6825 + 4 x6703^2 - x6703 * x6704 - x6703 * x6826 + 4 x6704^2 - x6704 * x6705 - x6704 * x6827 + 4 x6705^2 - x6705 * x6706 - x6705 * x6828 + 4 x6706^2 - x6706 * x6707 - x6706 * x6829 + 4 x6707^2 - x6707 * x6708 - x6707 * x6830 + 4 x6708^2 - x6708 * x6709 - x6708 * x6831 + 4 x6709^2 - x6709 * x6710 - x6709 * x6832 + 4 x6710^2 - x6710 * x6711 - x6710 * x6833 + 4 x6711^2 - x6711 * x6712 - x6711 * x6834 + 4 x6712^2 - x6712 * x6713 - x6712 * x6835 + 4 x6713^2 - x6713 * x6714 - x6713 * x6836 + 4 x6714^2 - x6714 * x6715 - x6714 * x6837 + 4 x6715^2 - x6715 * x6716 - x6715 * x6838 + 4 x6716^2 - x6716 * x6717 - x6716 * x6839 + 4 x6717^2 - x6717 * x6718 - x6717 * x6840 + 4 x6718^2 - x6718 * x6719 - x6718 * x6841 + 4 x6719^2 - x6719 * x6720 - x6719 * x6842 + 4 x6720^2 - x6720 * x6721 - x6720 * x6843 + 4 x6721^2 - x6721 * x6722 - x6721 * x6844 + 4 x6722^2 - x6722 * x6723 - x6722 * x6845 + 4 x6723^2 - x6723 * x6724 - x6723 * x6846 + 4 x6724^2 - x6724 * x6725 - x6724 * x6847 + 4 x6725^2 - x6725 * x6726 - x6725 * x6848 + 4 x6726^2 - x6726 * x6727 - x6726 * x6849 + 4 x6727^2 - x6727 * x6728 - x6727 * x6850 + 4 x6728^2 - x6728 * x6729 - x6728 * x6851 + 4 x6729^2 - x6729 * x6730 - x6729 * x6852 + 4 x6730^2 - x6730 * x6731 - x6730 * x6853 + 4 x6731^2 - x6731 * x6732 - x6731 * x6854 + 4 x6732^2 - x6732 * x6733 - x6732 * x6855 + 4 x6733^2 - x6733 * x6734 - x6733 * x6856 + 4 x6734^2 - x6734 * x6735 - x6734 * x6857 + 4 x6735^2 - x6735 * x6736 - x6735 * x6858 + 4 x6736^2 - x6736 * x6737 - x6736 * x6859 + 4 x6737^2 - x6737 * x6738 - x6737 * x6860 + 4 x6738^2 - x6738 * x6739 - x6738 * x6861 + 4 x6739^2 - x6739 * x6740 - x6739 * x6862 + 4 x6740^2 - x6740 * x6741 - x6740 * x6863 + 4 x6741^2 - x6741 * x6742 - x6741 * x6864 + 4 x6742^2 - x6742 * x6743 - x6742 * x6865 + 4 x6743^2 - x6743 * x6744 - x6743 * x6866 + 4 x6744^2 - x6744 * x6745 - x6744 * x6867 + 4 x6745^2 - x6745 * x6746 - x6745 * x6868 + 4 x6746^2 - x6746 * x6747 - x6746 * x6869 + 4 x6747^2 - x6747 * x6748 - x6747 * x6870 + 4 x6748^2 - x6748 * x6749 - x6748 * x6871 + 4 x6749^2 - x6749 * x6750 - x6749 * x6872 + 4 x6750^2 - x6750 * x6751 - x6750 * x6873 + 4 x6751^2 - x6751 * x6752 - x6751 * x6874 + 4 x6752^2 - x6752 * x6753 - x6752 * x6875 + 4 x6753^2 - x6753 * x6754 - x6753 * x6876 + 4 x6754^2 - x6754 * x6755 - x6754 * x6877 + 4 x6755^2 - x6755 * x6756 - x6755 * x6878 + 4 x6756^2 - x6756 * x6757 - x6756 * x6879 + 4 x6757^2 - x6757 * x6758 - x6757 * x6880 + 4 x6758^2 - x6758 * x6759 - x6758 * x6881 + 4 x6759^2 - x6759 * x6760 - x6759 * x6882 + 4 x6760^2 - x6760 * x6761 - x6760 * x6883 + 4 x6761^2 - x6761 * x6762 - x6761 * x6884 + 4 x6762^2 - x6762 * x6763 - x6762 * x6885 + 4 x6763^2 - x6763 * x6764 - x6763 * x6886 + 4 x6764^2 - x6764 * x6765 - x6764 * x6887 + 4 x6765^2 - x6765 * x6766 - x6765 * x6888 + 3.5 x6766^2 - x6766 * x6889 + 3.5 x6767^2 - x6767 * x6768 - x6767 * x6890 + 4 x6768^2 - x6768 * x6769 - x6768 * x6891 + 4 x6769^2 - x6769 * x6770 - x6769 * x6892 + 4 x6770^2 - x6770 * x6771 - x6770 * x6893 + 4 x6771^2 - x6771 * x6772 - x6771 * x6894 + 4 x6772^2 - x6772 * x6773 - x6772 * x6895 + 4 x6773^2 - x6773 * x6774 - x6773 * x6896 + 4 x6774^2 - x6774 * x6775 - x6774 * x6897 + 4 x6775^2 - x6775 * x6776 - x6775 * x6898 + 4 x6776^2 - x6776 * x6777 - x6776 * x6899 + 4 x6777^2 - x6777 * x6778 - x6777 * x6900 + 4 x6778^2 - x6778 * x6779 - x6778 * x6901 + 4 x6779^2 - x6779 * x6780 - x6779 * x6902 + 4 x6780^2 - x6780 * x6781 - x6780 * x6903 + 4 x6781^2 - x6781 * x6782 - x6781 * x6904 + 4 x6782^2 - x6782 * x6783 - x6782 * x6905 + 4 x6783^2 - x6783 * x6784 - x6783 * x6906 + 4 x6784^2 - x6784 * x6785 - x6784 * x6907 + 4 x6785^2 - x6785 * x6786 - x6785 * x6908 + 4 x6786^2 - x6786 * x6787 - x6786 * x6909 + 4 x6787^2 - x6787 * x6788 - x6787 * x6910 + 4 x6788^2 - x6788 * x6789 - x6788 * x6911 + 4 x6789^2 - x6789 * x6790 - x6789 * x6912 + 4 x6790^2 - x6790 * x6791 - x6790 * x6913 + 4 x6791^2 - x6791 * x6792 - x6791 * x6914 + 4 x6792^2 - x6792 * x6793 - x6792 * x6915 + 4 x6793^2 - x6793 * x6794 - x6793 * x6916 + 4 x6794^2 - x6794 * x6795 - x6794 * x6917 + 4 x6795^2 - x6795 * x6796 - x6795 * x6918 + 4 x6796^2 - x6796 * x6797 - x6796 * x6919 + 4 x6797^2 - x6797 * x6798 - x6797 * x6920 + 4 x6798^2 - x6798 * x6799 - x6798 * x6921 + 4 x6799^2 - x6799 * x6800 - x6799 * x6922 + 4 x6800^2 - x6800 * x6801 - x6800 * x6923 + 4 x6801^2 - x6801 * x6802 - x6801 * x6924 + 4 x6802^2 - x6802 * x6803 - x6802 * x6925 + 4 x6803^2 - x6803 * x6804 - x6803 * x6926 + 4 x6804^2 - x6804 * x6805 - x6804 * x6927 + 4 x6805^2 - x6805 * x6806 - x6805 * x6928 + 4 x6806^2 - x6806 * x6807 - x6806 * x6929 + 4 x6807^2 - x6807 * x6808 - x6807 * x6930 + 4 x6808^2 - x6808 * x6809 - x6808 * x6931 + 4 x6809^2 - x6809 * x6810 - x6809 * x6932 + 4 x6810^2 - x6810 * x6811 - x6810 * x6933 + 4 x6811^2 - x6811 * x6812 - x6811 * x6934 + 4 x6812^2 - x6812 * x6813 - x6812 * x6935 + 4 x6813^2 - x6813 * x6814 - x6813 * x6936 + 4 x6814^2 - x6814 * x6815 - x6814 * x6937 + 4 x6815^2 - x6815 * x6816 - x6815 * x6938 + 4 x6816^2 - x6816 * x6817 - x6816 * x6939 + 4 x6817^2 - x6817 * x6818 - x6817 * x6940 + 4 x6818^2 - x6818 * x6819 - x6818 * x6941 + 4 x6819^2 - x6819 * x6820 - x6819 * x6942 + 4 x6820^2 - x6820 * x6821 - x6820 * x6943 + 4 x6821^2 - x6821 * x6822 - x6821 * x6944 + 4 x6822^2 - x6822 * x6823 - x6822 * x6945 + 4 x6823^2 - x6823 * x6824 - x6823 * x6946 + 4 x6824^2 - x6824 * x6825 - x6824 * x6947 + 4 x6825^2 - x6825 * x6826 - x6825 * x6948 + 4 x6826^2 - x6826 * x6827 - x6826 * x6949 + 4 x6827^2 - x6827 * x6828 - x6827 * x6950 + 4 x6828^2 - x6828 * x6829 - x6828 * x6951 + 4 x6829^2 - x6829 * x6830 - x6829 * x6952 + 4 x6830^2 - x6830 * x6831 - x6830 * x6953 + 4 x6831^2 - x6831 * x6832 - x6831 * x6954 + 4 x6832^2 - x6832 * x6833 - x6832 * x6955 + 4 x6833^2 - x6833 * x6834 - x6833 * x6956 + 4 x6834^2 - x6834 * x6835 - x6834 * x6957 + 4 x6835^2 - x6835 * x6836 - x6835 * x6958 + 4 x6836^2 - x6836 * x6837 - x6836 * x6959 + 4 x6837^2 - x6837 * x6838 - x6837 * x6960 + 4 x6838^2 - x6838 * x6839 - x6838 * x6961 + 4 x6839^2 - x6839 * x6840 - x6839 * x6962 + 4 x6840^2 - x6840 * x6841 - x6840 * x6963 + 4 x6841^2 - x6841 * x6842 - x6841 * x6964 + 4 x6842^2 - x6842 * x6843 - x6842 * x6965 + 4 x6843^2 - x6843 * x6844 - x6843 * x6966 + 4 x6844^2 - x6844 * x6845 - x6844 * x6967 + 4 x6845^2 - x6845 * x6846 - x6845 * x6968 + 4 x6846^2 - x6846 * x6847 - x6846 * x6969 + 4 x6847^2 - x6847 * x6848 - x6847 * x6970 + 4 x6848^2 - x6848 * x6849 - x6848 * x6971 + 4 x6849^2 - x6849 * x6850 - x6849 * x6972 + 4 x6850^2 - x6850 * x6851 - x6850 * x6973 + 4 x6851^2 - x6851 * x6852 - x6851 * x6974 + 4 x6852^2 - x6852 * x6853 - x6852 * x6975 + 4 x6853^2 - x6853 * x6854 - x6853 * x6976 + 4 x6854^2 - x6854 * x6855 - x6854 * x6977 + 4 x6855^2 - x6855 * x6856 - x6855 * x6978 + 4 x6856^2 - x6856 * x6857 - x6856 * x6979 + 4 x6857^2 - x6857 * x6858 - x6857 * x6980 + 4 x6858^2 - x6858 * x6859 - x6858 * x6981 + 4 x6859^2 - x6859 * x6860 - x6859 * x6982 + 4 x6860^2 - x6860 * x6861 - x6860 * x6983 + 4 x6861^2 - x6861 * x6862 - x6861 * x6984 + 4 x6862^2 - x6862 * x6863 - x6862 * x6985 + 4 x6863^2 - x6863 * x6864 - x6863 * x6986 + 4 x6864^2 - x6864 * x6865 - x6864 * x6987 + 4 x6865^2 - x6865 * x6866 - x6865 * x6988 + 4 x6866^2 - x6866 * x6867 - x6866 * x6989 + 4 x6867^2 - x6867 * x6868 - x6867 * x6990 + 4 x6868^2 - x6868 * x6869 - x6868 * x6991 + 4 x6869^2 - x6869 * x6870 - x6869 * x6992 + 4 x6870^2 - x6870 * x6871 - x6870 * x6993 + 4 x6871^2 - x6871 * x6872 - x6871 * x6994 + 4 x6872^2 - x6872 * x6873 - x6872 * x6995 + 4 x6873^2 - x6873 * x6874 - x6873 * x6996 + 4 x6874^2 - x6874 * x6875 - x6874 * x6997 + 4 x6875^2 - x6875 * x6876 - x6875 * x6998 + 4 x6876^2 - x6876 * x6877 - x6876 * x6999 + 4 x6877^2 - x6877 * x6878 - x6877 * x7000 + 4 x6878^2 - x6878 * x6879 - x6878 * x7001 + 4 x6879^2 - x6879 * x6880 - x6879 * x7002 + 4 x6880^2 - x6880 * x6881 - x6880 * x7003 + 4 x6881^2 - x6881 * x6882 - x6881 * x7004 + 4 x6882^2 - x6882 * x6883 - x6882 * x7005 + 4 x6883^2 - x6883 * x6884 - x6883 * x7006 + 4 x6884^2 - x6884 * x6885 - x6884 * x7007 + 4 x6885^2 - x6885 * x6886 - x6885 * x7008 + 4 x6886^2 - x6886 * x6887 - x6886 * x7009 + 4 x6887^2 - x6887 * x6888 - x6887 * x7010 + 4 x6888^2 - x6888 * x6889 - x6888 * x7011 + 3.5 x6889^2 - x6889 * x7012 + 3.5 x6890^2 - x6890 * x6891 - x6890 * x7013 + 4 x6891^2 - x6891 * x6892 - x6891 * x7014 + 4 x6892^2 - x6892 * x6893 - x6892 * x7015 + 4 x6893^2 - x6893 * x6894 - x6893 * x7016 + 4 x6894^2 - x6894 * x6895 - x6894 * x7017 + 4 x6895^2 - x6895 * x6896 - x6895 * x7018 + 4 x6896^2 - x6896 * x6897 - x6896 * x7019 + 4 x6897^2 - x6897 * x6898 - x6897 * x7020 + 4 x6898^2 - x6898 * x6899 - x6898 * x7021 + 4 x6899^2 - x6899 * x6900 - x6899 * x7022 + 4 x6900^2 - x6900 * x6901 - x6900 * x7023 + 4 x6901^2 - x6901 * x6902 - x6901 * x7024 + 4 x6902^2 - x6902 * x6903 - x6902 * x7025 + 4 x6903^2 - x6903 * x6904 - x6903 * x7026 + 4 x6904^2 - x6904 * x6905 - x6904 * x7027 + 4 x6905^2 - x6905 * x6906 - x6905 * x7028 + 4 x6906^2 - x6906 * x6907 - x6906 * x7029 + 4 x6907^2 - x6907 * x6908 - x6907 * x7030 + 4 x6908^2 - x6908 * x6909 - x6908 * x7031 + 4 x6909^2 - x6909 * x6910 - x6909 * x7032 + 4 x6910^2 - x6910 * x6911 - x6910 * x7033 + 4 x6911^2 - x6911 * x6912 - x6911 * x7034 + 4 x6912^2 - x6912 * x6913 - x6912 * x7035 + 4 x6913^2 - x6913 * x6914 - x6913 * x7036 + 4 x6914^2 - x6914 * x6915 - x6914 * x7037 + 4 x6915^2 - x6915 * x6916 - x6915 * x7038 + 4 x6916^2 - x6916 * x6917 - x6916 * x7039 + 4 x6917^2 - x6917 * x6918 - x6917 * x7040 + 4 x6918^2 - x6918 * x6919 - x6918 * x7041 + 4 x6919^2 - x6919 * x6920 - x6919 * x7042 + 4 x6920^2 - x6920 * x6921 - x6920 * x7043 + 4 x6921^2 - x6921 * x6922 - x6921 * x7044 + 4 x6922^2 - x6922 * x6923 - x6922 * x7045 + 4 x6923^2 - x6923 * x6924 - x6923 * x7046 + 4 x6924^2 - x6924 * x6925 - x6924 * x7047 + 4 x6925^2 - x6925 * x6926 - x6925 * x7048 + 4 x6926^2 - x6926 * x6927 - x6926 * x7049 + 4 x6927^2 - x6927 * x6928 - x6927 * x7050 + 4 x6928^2 - x6928 * x6929 - x6928 * x7051 + 4 x6929^2 - x6929 * x6930 - x6929 * x7052 + 4 x6930^2 - x6930 * x6931 - x6930 * x7053 + 4 x6931^2 - x6931 * x6932 - x6931 * x7054 + 4 x6932^2 - x6932 * x6933 - x6932 * x7055 + 4 x6933^2 - x6933 * x6934 - x6933 * x7056 + 4 x6934^2 - x6934 * x6935 - x6934 * x7057 + 4 x6935^2 - x6935 * x6936 - x6935 * x7058 + 4 x6936^2 - x6936 * x6937 - x6936 * x7059 + 4 x6937^2 - x6937 * x6938 - x6937 * x7060 + 4 x6938^2 - x6938 * x6939 - x6938 * x7061 + 4 x6939^2 - x6939 * x6940 - x6939 * x7062 + 4 x6940^2 - x6940 * x6941 - x6940 * x7063 + 4 x6941^2 - x6941 * x6942 - x6941 * x7064 + 4 x6942^2 - x6942 * x6943 - x6942 * x7065 + 4 x6943^2 - x6943 * x6944 - x6943 * x7066 + 4 x6944^2 - x6944 * x6945 - x6944 * x7067 + 4 x6945^2 - x6945 * x6946 - x6945 * x7068 + 4 x6946^2 - x6946 * x6947 - x6946 * x7069 + 4 x6947^2 - x6947 * x6948 - x6947 * x7070 + 4 x6948^2 - x6948 * x6949 - x6948 * x7071 + 4 x6949^2 - x6949 * x6950 - x6949 * x7072 + 4 x6950^2 - x6950 * x6951 - x6950 * x7073 + 4 x6951^2 - x6951 * x6952 - x6951 * x7074 + 4 x6952^2 - x6952 * x6953 - x6952 * x7075 + 4 x6953^2 - x6953 * x6954 - x6953 * x7076 + 4 x6954^2 - x6954 * x6955 - x6954 * x7077 + 4 x6955^2 - x6955 * x6956 - x6955 * x7078 + 4 x6956^2 - x6956 * x6957 - x6956 * x7079 + 4 x6957^2 - x6957 * x6958 - x6957 * x7080 + 4 x6958^2 - x6958 * x6959 - x6958 * x7081 + 4 x6959^2 - x6959 * x6960 - x6959 * x7082 + 4 x6960^2 - x6960 * x6961 - x6960 * x7083 + 4 x6961^2 - x6961 * x6962 - x6961 * x7084 + 4 x6962^2 - x6962 * x6963 - x6962 * x7085 + 4 x6963^2 - x6963 * x6964 - x6963 * x7086 + 4 x6964^2 - x6964 * x6965 - x6964 * x7087 + 4 x6965^2 - x6965 * x6966 - x6965 * x7088 + 4 x6966^2 - x6966 * x6967 - x6966 * x7089 + 4 x6967^2 - x6967 * x6968 - x6967 * x7090 + 4 x6968^2 - x6968 * x6969 - x6968 * x7091 + 4 x6969^2 - x6969 * x6970 - x6969 * x7092 + 4 x6970^2 - x6970 * x6971 - x6970 * x7093 + 4 x6971^2 - x6971 * x6972 - x6971 * x7094 + 4 x6972^2 - x6972 * x6973 - x6972 * x7095 + 4 x6973^2 - x6973 * x6974 - x6973 * x7096 + 4 x6974^2 - x6974 * x6975 - x6974 * x7097 + 4 x6975^2 - x6975 * x6976 - x6975 * x7098 + 4 x6976^2 - x6976 * x6977 - x6976 * x7099 + 4 x6977^2 - x6977 * x6978 - x6977 * x7100 + 4 x6978^2 - x6978 * x6979 - x6978 * x7101 + 4 x6979^2 - x6979 * x6980 - x6979 * x7102 + 4 x6980^2 - x6980 * x6981 - x6980 * x7103 + 4 x6981^2 - x6981 * x6982 - x6981 * x7104 + 4 x6982^2 - x6982 * x6983 - x6982 * x7105 + 4 x6983^2 - x6983 * x6984 - x6983 * x7106 + 4 x6984^2 - x6984 * x6985 - x6984 * x7107 + 4 x6985^2 - x6985 * x6986 - x6985 * x7108 + 4 x6986^2 - x6986 * x6987 - x6986 * x7109 + 4 x6987^2 - x6987 * x6988 - x6987 * x7110 + 4 x6988^2 - x6988 * x6989 - x6988 * x7111 + 4 x6989^2 - x6989 * x6990 - x6989 * x7112 + 4 x6990^2 - x6990 * x6991 - x6990 * x7113 + 4 x6991^2 - x6991 * x6992 - x6991 * x7114 + 4 x6992^2 - x6992 * x6993 - x6992 * x7115 + 4 x6993^2 - x6993 * x6994 - x6993 * x7116 + 4 x6994^2 - x6994 * x6995 - x6994 * x7117 + 4 x6995^2 - x6995 * x6996 - x6995 * x7118 + 4 x6996^2 - x6996 * x6997 - x6996 * x7119 + 4 x6997^2 - x6997 * x6998 - x6997 * x7120 + 4 x6998^2 - x6998 * x6999 - x6998 * x7121 + 4 x6999^2 - x6999 * x7000 - x6999 * x7122 + 4 x7000^2 - x7000 * x7001 - x7000 * x7123 + 4 x7001^2 - x7001 * x7002 - x7001 * x7124 + 4 x7002^2 - x7002 * x7003 - x7002 * x7125 + 4 x7003^2 - x7003 * x7004 - x7003 * x7126 + 4 x7004^2 - x7004 * x7005 - x7004 * x7127 + 4 x7005^2 - x7005 * x7006 - x7005 * x7128 + 4 x7006^2 - x7006 * x7007 - x7006 * x7129 + 4 x7007^2 - x7007 * x7008 - x7007 * x7130 + 4 x7008^2 - x7008 * x7009 - x7008 * x7131 + 4 x7009^2 - x7009 * x7010 - x7009 * x7132 + 4 x7010^2 - x7010 * x7011 - x7010 * x7133 + 4 x7011^2 - x7011 * x7012 - x7011 * x7134 + 3.5 x7012^2 - x7012 * x7135 + 3.5 x7013^2 - x7013 * x7014 - x7013 * x7136 + 4 x7014^2 - x7014 * x7015 - x7014 * x7137 + 4 x7015^2 - x7015 * x7016 - x7015 * x7138 + 4 x7016^2 - x7016 * x7017 - x7016 * x7139 + 4 x7017^2 - x7017 * x7018 - x7017 * x7140 + 4 x7018^2 - x7018 * x7019 - x7018 * x7141 + 4 x7019^2 - x7019 * x7020 - x7019 * x7142 + 4 x7020^2 - x7020 * x7021 - x7020 * x7143 + 4 x7021^2 - x7021 * x7022 - x7021 * x7144 + 4 x7022^2 - x7022 * x7023 - x7022 * x7145 + 4 x7023^2 - x7023 * x7024 - x7023 * x7146 + 4 x7024^2 - x7024 * x7025 - x7024 * x7147 + 4 x7025^2 - x7025 * x7026 - x7025 * x7148 + 4 x7026^2 - x7026 * x7027 - x7026 * x7149 + 4 x7027^2 - x7027 * x7028 - x7027 * x7150 + 4 x7028^2 - x7028 * x7029 - x7028 * x7151 + 4 x7029^2 - x7029 * x7030 - x7029 * x7152 + 4 x7030^2 - x7030 * x7031 - x7030 * x7153 + 4 x7031^2 - x7031 * x7032 - x7031 * x7154 + 4 x7032^2 - x7032 * x7033 - x7032 * x7155 + 4 x7033^2 - x7033 * x7034 - x7033 * x7156 + 4 x7034^2 - x7034 * x7035 - x7034 * x7157 + 4 x7035^2 - x7035 * x7036 - x7035 * x7158 + 4 x7036^2 - x7036 * x7037 - x7036 * x7159 + 4 x7037^2 - x7037 * x7038 - x7037 * x7160 + 4 x7038^2 - x7038 * x7039 - x7038 * x7161 + 4 x7039^2 - x7039 * x7040 - x7039 * x7162 + 4 x7040^2 - x7040 * x7041 - x7040 * x7163 + 4 x7041^2 - x7041 * x7042 - x7041 * x7164 + 4 x7042^2 - x7042 * x7043 - x7042 * x7165 + 4 x7043^2 - x7043 * x7044 - x7043 * x7166 + 4 x7044^2 - x7044 * x7045 - x7044 * x7167 + 4 x7045^2 - x7045 * x7046 - x7045 * x7168 + 4 x7046^2 - x7046 * x7047 - x7046 * x7169 + 4 x7047^2 - x7047 * x7048 - x7047 * x7170 + 4 x7048^2 - x7048 * x7049 - x7048 * x7171 + 4 x7049^2 - x7049 * x7050 - x7049 * x7172 + 4 x7050^2 - x7050 * x7051 - x7050 * x7173 + 4 x7051^2 - x7051 * x7052 - x7051 * x7174 + 4 x7052^2 - x7052 * x7053 - x7052 * x7175 + 4 x7053^2 - x7053 * x7054 - x7053 * x7176 + 4 x7054^2 - x7054 * x7055 - x7054 * x7177 + 4 x7055^2 - x7055 * x7056 - x7055 * x7178 + 4 x7056^2 - x7056 * x7057 - x7056 * x7179 + 4 x7057^2 - x7057 * x7058 - x7057 * x7180 + 4 x7058^2 - x7058 * x7059 - x7058 * x7181 + 4 x7059^2 - x7059 * x7060 - x7059 * x7182 + 4 x7060^2 - x7060 * x7061 - x7060 * x7183 + 4 x7061^2 - x7061 * x7062 - x7061 * x7184 + 4 x7062^2 - x7062 * x7063 - x7062 * x7185 + 4 x7063^2 - x7063 * x7064 - x7063 * x7186 + 4 x7064^2 - x7064 * x7065 - x7064 * x7187 + 4 x7065^2 - x7065 * x7066 - x7065 * x7188 + 4 x7066^2 - x7066 * x7067 - x7066 * x7189 + 4 x7067^2 - x7067 * x7068 - x7067 * x7190 + 4 x7068^2 - x7068 * x7069 - x7068 * x7191 + 4 x7069^2 - x7069 * x7070 - x7069 * x7192 + 4 x7070^2 - x7070 * x7071 - x7070 * x7193 + 4 x7071^2 - x7071 * x7072 - x7071 * x7194 + 4 x7072^2 - x7072 * x7073 - x7072 * x7195 + 4 x7073^2 - x7073 * x7074 - x7073 * x7196 + 4 x7074^2 - x7074 * x7075 - x7074 * x7197 + 4 x7075^2 - x7075 * x7076 - x7075 * x7198 + 4 x7076^2 - x7076 * x7077 - x7076 * x7199 + 4 x7077^2 - x7077 * x7078 - x7077 * x7200 + 4 x7078^2 - x7078 * x7079 - x7078 * x7201 + 4 x7079^2 - x7079 * x7080 - x7079 * x7202 + 4 x7080^2 - x7080 * x7081 - x7080 * x7203 + 4 x7081^2 - x7081 * x7082 - x7081 * x7204 + 4 x7082^2 - x7082 * x7083 - x7082 * x7205 + 4 x7083^2 - x7083 * x7084 - x7083 * x7206 + 4 x7084^2 - x7084 * x7085 - x7084 * x7207 + 4 x7085^2 - x7085 * x7086 - x7085 * x7208 + 4 x7086^2 - x7086 * x7087 - x7086 * x7209 + 4 x7087^2 - x7087 * x7088 - x7087 * x7210 + 4 x7088^2 - x7088 * x7089 - x7088 * x7211 + 4 x7089^2 - x7089 * x7090 - x7089 * x7212 + 4 x7090^2 - x7090 * x7091 - x7090 * x7213 + 4 x7091^2 - x7091 * x7092 - x7091 * x7214 + 4 x7092^2 - x7092 * x7093 - x7092 * x7215 + 4 x7093^2 - x7093 * x7094 - x7093 * x7216 + 4 x7094^2 - x7094 * x7095 - x7094 * x7217 + 4 x7095^2 - x7095 * x7096 - x7095 * x7218 + 4 x7096^2 - x7096 * x7097 - x7096 * x7219 + 4 x7097^2 - x7097 * x7098 - x7097 * x7220 + 4 x7098^2 - x7098 * x7099 - x7098 * x7221 + 4 x7099^2 - x7099 * x7100 - x7099 * x7222 + 4 x7100^2 - x7100 * x7101 - x7100 * x7223 + 4 x7101^2 - x7101 * x7102 - x7101 * x7224 + 4 x7102^2 - x7102 * x7103 - x7102 * x7225 + 4 x7103^2 - x7103 * x7104 - x7103 * x7226 + 4 x7104^2 - x7104 * x7105 - x7104 * x7227 + 4 x7105^2 - x7105 * x7106 - x7105 * x7228 + 4 x7106^2 - x7106 * x7107 - x7106 * x7229 + 4 x7107^2 - x7107 * x7108 - x7107 * x7230 + 4 x7108^2 - x7108 * x7109 - x7108 * x7231 + 4 x7109^2 - x7109 * x7110 - x7109 * x7232 + 4 x7110^2 - x7110 * x7111 - x7110 * x7233 + 4 x7111^2 - x7111 * x7112 - x7111 * x7234 + 4 x7112^2 - x7112 * x7113 - x7112 * x7235 + 4 x7113^2 - x7113 * x7114 - x7113 * x7236 + 4 x7114^2 - x7114 * x7115 - x7114 * x7237 + 4 x7115^2 - x7115 * x7116 - x7115 * x7238 + 4 x7116^2 - x7116 * x7117 - x7116 * x7239 + 4 x7117^2 - x7117 * x7118 - x7117 * x7240 + 4 x7118^2 - x7118 * x7119 - x7118 * x7241 + 4 x7119^2 - x7119 * x7120 - x7119 * x7242 + 4 x7120^2 - x7120 * x7121 - x7120 * x7243 + 4 x7121^2 - x7121 * x7122 - x7121 * x7244 + 4 x7122^2 - x7122 * x7123 - x7122 * x7245 + 4 x7123^2 - x7123 * x7124 - x7123 * x7246 + 4 x7124^2 - x7124 * x7125 - x7124 * x7247 + 4 x7125^2 - x7125 * x7126 - x7125 * x7248 + 4 x7126^2 - x7126 * x7127 - x7126 * x7249 + 4 x7127^2 - x7127 * x7128 - x7127 * x7250 + 4 x7128^2 - x7128 * x7129 - x7128 * x7251 + 4 x7129^2 - x7129 * x7130 - x7129 * x7252 + 4 x7130^2 - x7130 * x7131 - x7130 * x7253 + 4 x7131^2 - x7131 * x7132 - x7131 * x7254 + 4 x7132^2 - x7132 * x7133 - x7132 * x7255 + 4 x7133^2 - x7133 * x7134 - x7133 * x7256 + 4 x7134^2 - x7134 * x7135 - x7134 * x7257 + 3.5 x7135^2 - x7135 * x7258 + 3.5 x7136^2 - x7136 * x7137 - x7136 * x7259 + 4 x7137^2 - x7137 * x7138 - x7137 * x7260 + 4 x7138^2 - x7138 * x7139 - x7138 * x7261 + 4 x7139^2 - x7139 * x7140 - x7139 * x7262 + 4 x7140^2 - x7140 * x7141 - x7140 * x7263 + 4 x7141^2 - x7141 * x7142 - x7141 * x7264 + 4 x7142^2 - x7142 * x7143 - x7142 * x7265 + 4 x7143^2 - x7143 * x7144 - x7143 * x7266 + 4 x7144^2 - x7144 * x7145 - x7144 * x7267 + 4 x7145^2 - x7145 * x7146 - x7145 * x7268 + 4 x7146^2 - x7146 * x7147 - x7146 * x7269 + 4 x7147^2 - x7147 * x7148 - x7147 * x7270 + 4 x7148^2 - x7148 * x7149 - x7148 * x7271 + 4 x7149^2 - x7149 * x7150 - x7149 * x7272 + 4 x7150^2 - x7150 * x7151 - x7150 * x7273 + 4 x7151^2 - x7151 * x7152 - x7151 * x7274 + 4 x7152^2 - x7152 * x7153 - x7152 * x7275 + 4 x7153^2 - x7153 * x7154 - x7153 * x7276 + 4 x7154^2 - x7154 * x7155 - x7154 * x7277 + 4 x7155^2 - x7155 * x7156 - x7155 * x7278 + 4 x7156^2 - x7156 * x7157 - x7156 * x7279 + 4 x7157^2 - x7157 * x7158 - x7157 * x7280 + 4 x7158^2 - x7158 * x7159 - x7158 * x7281 + 4 x7159^2 - x7159 * x7160 - x7159 * x7282 + 4 x7160^2 - x7160 * x7161 - x7160 * x7283 + 4 x7161^2 - x7161 * x7162 - x7161 * x7284 + 4 x7162^2 - x7162 * x7163 - x7162 * x7285 + 4 x7163^2 - x7163 * x7164 - x7163 * x7286 + 4 x7164^2 - x7164 * x7165 - x7164 * x7287 + 4 x7165^2 - x7165 * x7166 - x7165 * x7288 + 4 x7166^2 - x7166 * x7167 - x7166 * x7289 + 4 x7167^2 - x7167 * x7168 - x7167 * x7290 + 4 x7168^2 - x7168 * x7169 - x7168 * x7291 + 4 x7169^2 - x7169 * x7170 - x7169 * x7292 + 4 x7170^2 - x7170 * x7171 - x7170 * x7293 + 4 x7171^2 - x7171 * x7172 - x7171 * x7294 + 4 x7172^2 - x7172 * x7173 - x7172 * x7295 + 4 x7173^2 - x7173 * x7174 - x7173 * x7296 + 4 x7174^2 - x7174 * x7175 - x7174 * x7297 + 4 x7175^2 - x7175 * x7176 - x7175 * x7298 + 4 x7176^2 - x7176 * x7177 - x7176 * x7299 + 4 x7177^2 - x7177 * x7178 - x7177 * x7300 + 4 x7178^2 - x7178 * x7179 - x7178 * x7301 + 4 x7179^2 - x7179 * x7180 - x7179 * x7302 + 4 x7180^2 - x7180 * x7181 - x7180 * x7303 + 4 x7181^2 - x7181 * x7182 - x7181 * x7304 + 4 x7182^2 - x7182 * x7183 - x7182 * x7305 + 4 x7183^2 - x7183 * x7184 - x7183 * x7306 + 4 x7184^2 - x7184 * x7185 - x7184 * x7307 + 4 x7185^2 - x7185 * x7186 - x7185 * x7308 + 4 x7186^2 - x7186 * x7187 - x7186 * x7309 + 4 x7187^2 - x7187 * x7188 - x7187 * x7310 + 4 x7188^2 - x7188 * x7189 - x7188 * x7311 + 4 x7189^2 - x7189 * x7190 - x7189 * x7312 + 4 x7190^2 - x7190 * x7191 - x7190 * x7313 + 4 x7191^2 - x7191 * x7192 - x7191 * x7314 + 4 x7192^2 - x7192 * x7193 - x7192 * x7315 + 4 x7193^2 - x7193 * x7194 - x7193 * x7316 + 4 x7194^2 - x7194 * x7195 - x7194 * x7317 + 4 x7195^2 - x7195 * x7196 - x7195 * x7318 + 4 x7196^2 - x7196 * x7197 - x7196 * x7319 + 4 x7197^2 - x7197 * x7198 - x7197 * x7320 + 4 x7198^2 - x7198 * x7199 - x7198 * x7321 + 4 x7199^2 - x7199 * x7200 - x7199 * x7322 + 4 x7200^2 - x7200 * x7201 - x7200 * x7323 + 4 x7201^2 - x7201 * x7202 - x7201 * x7324 + 4 x7202^2 - x7202 * x7203 - x7202 * x7325 + 4 x7203^2 - x7203 * x7204 - x7203 * x7326 + 4 x7204^2 - x7204 * x7205 - x7204 * x7327 + 4 x7205^2 - x7205 * x7206 - x7205 * x7328 + 4 x7206^2 - x7206 * x7207 - x7206 * x7329 + 4 x7207^2 - x7207 * x7208 - x7207 * x7330 + 4 x7208^2 - x7208 * x7209 - x7208 * x7331 + 4 x7209^2 - x7209 * x7210 - x7209 * x7332 + 4 x7210^2 - x7210 * x7211 - x7210 * x7333 + 4 x7211^2 - x7211 * x7212 - x7211 * x7334 + 4 x7212^2 - x7212 * x7213 - x7212 * x7335 + 4 x7213^2 - x7213 * x7214 - x7213 * x7336 + 4 x7214^2 - x7214 * x7215 - x7214 * x7337 + 4 x7215^2 - x7215 * x7216 - x7215 * x7338 + 4 x7216^2 - x7216 * x7217 - x7216 * x7339 + 4 x7217^2 - x7217 * x7218 - x7217 * x7340 + 4 x7218^2 - x7218 * x7219 - x7218 * x7341 + 4 x7219^2 - x7219 * x7220 - x7219 * x7342 + 4 x7220^2 - x7220 * x7221 - x7220 * x7343 + 4 x7221^2 - x7221 * x7222 - x7221 * x7344 + 4 x7222^2 - x7222 * x7223 - x7222 * x7345 + 4 x7223^2 - x7223 * x7224 - x7223 * x7346 + 4 x7224^2 - x7224 * x7225 - x7224 * x7347 + 4 x7225^2 - x7225 * x7226 - x7225 * x7348 + 4 x7226^2 - x7226 * x7227 - x7226 * x7349 + 4 x7227^2 - x7227 * x7228 - x7227 * x7350 + 4 x7228^2 - x7228 * x7229 - x7228 * x7351 + 4 x7229^2 - x7229 * x7230 - x7229 * x7352 + 4 x7230^2 - x7230 * x7231 - x7230 * x7353 + 4 x7231^2 - x7231 * x7232 - x7231 * x7354 + 4 x7232^2 - x7232 * x7233 - x7232 * x7355 + 4 x7233^2 - x7233 * x7234 - x7233 * x7356 + 4 x7234^2 - x7234 * x7235 - x7234 * x7357 + 4 x7235^2 - x7235 * x7236 - x7235 * x7358 + 4 x7236^2 - x7236 * x7237 - x7236 * x7359 + 4 x7237^2 - x7237 * x7238 - x7237 * x7360 + 4 x7238^2 - x7238 * x7239 - x7238 * x7361 + 4 x7239^2 - x7239 * x7240 - x7239 * x7362 + 4 x7240^2 - x7240 * x7241 - x7240 * x7363 + 4 x7241^2 - x7241 * x7242 - x7241 * x7364 + 4 x7242^2 - x7242 * x7243 - x7242 * x7365 + 4 x7243^2 - x7243 * x7244 - x7243 * x7366 + 4 x7244^2 - x7244 * x7245 - x7244 * x7367 + 4 x7245^2 - x7245 * x7246 - x7245 * x7368 + 4 x7246^2 - x7246 * x7247 - x7246 * x7369 + 4 x7247^2 - x7247 * x7248 - x7247 * x7370 + 4 x7248^2 - x7248 * x7249 - x7248 * x7371 + 4 x7249^2 - x7249 * x7250 - x7249 * x7372 + 4 x7250^2 - x7250 * x7251 - x7250 * x7373 + 4 x7251^2 - x7251 * x7252 - x7251 * x7374 + 4 x7252^2 - x7252 * x7253 - x7252 * x7375 + 4 x7253^2 - x7253 * x7254 - x7253 * x7376 + 4 x7254^2 - x7254 * x7255 - x7254 * x7377 + 4 x7255^2 - x7255 * x7256 - x7255 * x7378 + 4 x7256^2 - x7256 * x7257 - x7256 * x7379 + 4 x7257^2 - x7257 * x7258 - x7257 * x7380 + 3.5 x7258^2 - x7258 * x7381 + 3.5 x7259^2 - x7259 * x7260 - x7259 * x7382 + 4 x7260^2 - x7260 * x7261 - x7260 * x7383 + 4 x7261^2 - x7261 * x7262 - x7261 * x7384 + 4 x7262^2 - x7262 * x7263 - x7262 * x7385 + 4 x7263^2 - x7263 * x7264 - x7263 * x7386 + 4 x7264^2 - x7264 * x7265 - x7264 * x7387 + 4 x7265^2 - x7265 * x7266 - x7265 * x7388 + 4 x7266^2 - x7266 * x7267 - x7266 * x7389 + 4 x7267^2 - x7267 * x7268 - x7267 * x7390 + 4 x7268^2 - x7268 * x7269 - x7268 * x7391 + 4 x7269^2 - x7269 * x7270 - x7269 * x7392 + 4 x7270^2 - x7270 * x7271 - x7270 * x7393 + 4 x7271^2 - x7271 * x7272 - x7271 * x7394 + 4 x7272^2 - x7272 * x7273 - x7272 * x7395 + 4 x7273^2 - x7273 * x7274 - x7273 * x7396 + 4 x7274^2 - x7274 * x7275 - x7274 * x7397 + 4 x7275^2 - x7275 * x7276 - x7275 * x7398 + 4 x7276^2 - x7276 * x7277 - x7276 * x7399 + 4 x7277^2 - x7277 * x7278 - x7277 * x7400 + 4 x7278^2 - x7278 * x7279 - x7278 * x7401 + 4 x7279^2 - x7279 * x7280 - x7279 * x7402 + 4 x7280^2 - x7280 * x7281 - x7280 * x7403 + 4 x7281^2 - x7281 * x7282 - x7281 * x7404 + 4 x7282^2 - x7282 * x7283 - x7282 * x7405 + 4 x7283^2 - x7283 * x7284 - x7283 * x7406 + 4 x7284^2 - x7284 * x7285 - x7284 * x7407 + 4 x7285^2 - x7285 * x7286 - x7285 * x7408 + 4 x7286^2 - x7286 * x7287 - x7286 * x7409 + 4 x7287^2 - x7287 * x7288 - x7287 * x7410 + 4 x7288^2 - x7288 * x7289 - x7288 * x7411 + 4 x7289^2 - x7289 * x7290 - x7289 * x7412 + 4 x7290^2 - x7290 * x7291 - x7290 * x7413 + 4 x7291^2 - x7291 * x7292 - x7291 * x7414 + 4 x7292^2 - x7292 * x7293 - x7292 * x7415 + 4 x7293^2 - x7293 * x7294 - x7293 * x7416 + 4 x7294^2 - x7294 * x7295 - x7294 * x7417 + 4 x7295^2 - x7295 * x7296 - x7295 * x7418 + 4 x7296^2 - x7296 * x7297 - x7296 * x7419 + 4 x7297^2 - x7297 * x7298 - x7297 * x7420 + 4 x7298^2 - x7298 * x7299 - x7298 * x7421 + 4 x7299^2 - x7299 * x7300 - x7299 * x7422 + 4 x7300^2 - x7300 * x7301 - x7300 * x7423 + 4 x7301^2 - x7301 * x7302 - x7301 * x7424 + 4 x7302^2 - x7302 * x7303 - x7302 * x7425 + 4 x7303^2 - x7303 * x7304 - x7303 * x7426 + 4 x7304^2 - x7304 * x7305 - x7304 * x7427 + 4 x7305^2 - x7305 * x7306 - x7305 * x7428 + 4 x7306^2 - x7306 * x7307 - x7306 * x7429 + 4 x7307^2 - x7307 * x7308 - x7307 * x7430 + 4 x7308^2 - x7308 * x7309 - x7308 * x7431 + 4 x7309^2 - x7309 * x7310 - x7309 * x7432 + 4 x7310^2 - x7310 * x7311 - x7310 * x7433 + 4 x7311^2 - x7311 * x7312 - x7311 * x7434 + 4 x7312^2 - x7312 * x7313 - x7312 * x7435 + 4 x7313^2 - x7313 * x7314 - x7313 * x7436 + 4 x7314^2 - x7314 * x7315 - x7314 * x7437 + 4 x7315^2 - x7315 * x7316 - x7315 * x7438 + 4 x7316^2 - x7316 * x7317 - x7316 * x7439 + 4 x7317^2 - x7317 * x7318 - x7317 * x7440 + 4 x7318^2 - x7318 * x7319 - x7318 * x7441 + 4 x7319^2 - x7319 * x7320 - x7319 * x7442 + 4 x7320^2 - x7320 * x7321 - x7320 * x7443 + 4 x7321^2 - x7321 * x7322 - x7321 * x7444 + 4 x7322^2 - x7322 * x7323 - x7322 * x7445 + 4 x7323^2 - x7323 * x7324 - x7323 * x7446 + 4 x7324^2 - x7324 * x7325 - x7324 * x7447 + 4 x7325^2 - x7325 * x7326 - x7325 * x7448 + 4 x7326^2 - x7326 * x7327 - x7326 * x7449 + 4 x7327^2 - x7327 * x7328 - x7327 * x7450 + 4 x7328^2 - x7328 * x7329 - x7328 * x7451 + 4 x7329^2 - x7329 * x7330 - x7329 * x7452 + 4 x7330^2 - x7330 * x7331 - x7330 * x7453 + 4 x7331^2 - x7331 * x7332 - x7331 * x7454 + 4 x7332^2 - x7332 * x7333 - x7332 * x7455 + 4 x7333^2 - x7333 * x7334 - x7333 * x7456 + 4 x7334^2 - x7334 * x7335 - x7334 * x7457 + 4 x7335^2 - x7335 * x7336 - x7335 * x7458 + 4 x7336^2 - x7336 * x7337 - x7336 * x7459 + 4 x7337^2 - x7337 * x7338 - x7337 * x7460 + 4 x7338^2 - x7338 * x7339 - x7338 * x7461 + 4 x7339^2 - x7339 * x7340 - x7339 * x7462 + 4 x7340^2 - x7340 * x7341 - x7340 * x7463 + 4 x7341^2 - x7341 * x7342 - x7341 * x7464 + 4 x7342^2 - x7342 * x7343 - x7342 * x7465 + 4 x7343^2 - x7343 * x7344 - x7343 * x7466 + 4 x7344^2 - x7344 * x7345 - x7344 * x7467 + 4 x7345^2 - x7345 * x7346 - x7345 * x7468 + 4 x7346^2 - x7346 * x7347 - x7346 * x7469 + 4 x7347^2 - x7347 * x7348 - x7347 * x7470 + 4 x7348^2 - x7348 * x7349 - x7348 * x7471 + 4 x7349^2 - x7349 * x7350 - x7349 * x7472 + 4 x7350^2 - x7350 * x7351 - x7350 * x7473 + 4 x7351^2 - x7351 * x7352 - x7351 * x7474 + 4 x7352^2 - x7352 * x7353 - x7352 * x7475 + 4 x7353^2 - x7353 * x7354 - x7353 * x7476 + 4 x7354^2 - x7354 * x7355 - x7354 * x7477 + 4 x7355^2 - x7355 * x7356 - x7355 * x7478 + 4 x7356^2 - x7356 * x7357 - x7356 * x7479 + 4 x7357^2 - x7357 * x7358 - x7357 * x7480 + 4 x7358^2 - x7358 * x7359 - x7358 * x7481 + 4 x7359^2 - x7359 * x7360 - x7359 * x7482 + 4 x7360^2 - x7360 * x7361 - x7360 * x7483 + 4 x7361^2 - x7361 * x7362 - x7361 * x7484 + 4 x7362^2 - x7362 * x7363 - x7362 * x7485 + 4 x7363^2 - x7363 * x7364 - x7363 * x7486 + 4 x7364^2 - x7364 * x7365 - x7364 * x7487 + 4 x7365^2 - x7365 * x7366 - x7365 * x7488 + 4 x7366^2 - x7366 * x7367 - x7366 * x7489 + 4 x7367^2 - x7367 * x7368 - x7367 * x7490 + 4 x7368^2 - x7368 * x7369 - x7368 * x7491 + 4 x7369^2 - x7369 * x7370 - x7369 * x7492 + 4 x7370^2 - x7370 * x7371 - x7370 * x7493 + 4 x7371^2 - x7371 * x7372 - x7371 * x7494 + 4 x7372^2 - x7372 * x7373 - x7372 * x7495 + 4 x7373^2 - x7373 * x7374 - x7373 * x7496 + 4 x7374^2 - x7374 * x7375 - x7374 * x7497 + 4 x7375^2 - x7375 * x7376 - x7375 * x7498 + 4 x7376^2 - x7376 * x7377 - x7376 * x7499 + 4 x7377^2 - x7377 * x7378 - x7377 * x7500 + 4 x7378^2 - x7378 * x7379 - x7378 * x7501 + 4 x7379^2 - x7379 * x7380 - x7379 * x7502 + 4 x7380^2 - x7380 * x7381 - x7380 * x7503 + 3.5 x7381^2 - x7381 * x7504 + 3.5 x7382^2 - x7382 * x7383 - x7382 * x7505 + 4 x7383^2 - x7383 * x7384 - x7383 * x7506 + 4 x7384^2 - x7384 * x7385 - x7384 * x7507 + 4 x7385^2 - x7385 * x7386 - x7385 * x7508 + 4 x7386^2 - x7386 * x7387 - x7386 * x7509 + 4 x7387^2 - x7387 * x7388 - x7387 * x7510 + 4 x7388^2 - x7388 * x7389 - x7388 * x7511 + 4 x7389^2 - x7389 * x7390 - x7389 * x7512 + 4 x7390^2 - x7390 * x7391 - x7390 * x7513 + 4 x7391^2 - x7391 * x7392 - x7391 * x7514 + 4 x7392^2 - x7392 * x7393 - x7392 * x7515 + 4 x7393^2 - x7393 * x7394 - x7393 * x7516 + 4 x7394^2 - x7394 * x7395 - x7394 * x7517 + 4 x7395^2 - x7395 * x7396 - x7395 * x7518 + 4 x7396^2 - x7396 * x7397 - x7396 * x7519 + 4 x7397^2 - x7397 * x7398 - x7397 * x7520 + 4 x7398^2 - x7398 * x7399 - x7398 * x7521 + 4 x7399^2 - x7399 * x7400 - x7399 * x7522 + 4 x7400^2 - x7400 * x7401 - x7400 * x7523 + 4 x7401^2 - x7401 * x7402 - x7401 * x7524 + 4 x7402^2 - x7402 * x7403 - x7402 * x7525 + 4 x7403^2 - x7403 * x7404 - x7403 * x7526 + 4 x7404^2 - x7404 * x7405 - x7404 * x7527 + 4 x7405^2 - x7405 * x7406 - x7405 * x7528 + 4 x7406^2 - x7406 * x7407 - x7406 * x7529 + 4 x7407^2 - x7407 * x7408 - x7407 * x7530 + 4 x7408^2 - x7408 * x7409 - x7408 * x7531 + 4 x7409^2 - x7409 * x7410 - x7409 * x7532 + 4 x7410^2 - x7410 * x7411 - x7410 * x7533 + 4 x7411^2 - x7411 * x7412 - x7411 * x7534 + 4 x7412^2 - x7412 * x7413 - x7412 * x7535 + 4 x7413^2 - x7413 * x7414 - x7413 * x7536 + 4 x7414^2 - x7414 * x7415 - x7414 * x7537 + 4 x7415^2 - x7415 * x7416 - x7415 * x7538 + 4 x7416^2 - x7416 * x7417 - x7416 * x7539 + 4 x7417^2 - x7417 * x7418 - x7417 * x7540 + 4 x7418^2 - x7418 * x7419 - x7418 * x7541 + 4 x7419^2 - x7419 * x7420 - x7419 * x7542 + 4 x7420^2 - x7420 * x7421 - x7420 * x7543 + 4 x7421^2 - x7421 * x7422 - x7421 * x7544 + 4 x7422^2 - x7422 * x7423 - x7422 * x7545 + 4 x7423^2 - x7423 * x7424 - x7423 * x7546 + 4 x7424^2 - x7424 * x7425 - x7424 * x7547 + 4 x7425^2 - x7425 * x7426 - x7425 * x7548 + 4 x7426^2 - x7426 * x7427 - x7426 * x7549 + 4 x7427^2 - x7427 * x7428 - x7427 * x7550 + 4 x7428^2 - x7428 * x7429 - x7428 * x7551 + 4 x7429^2 - x7429 * x7430 - x7429 * x7552 + 4 x7430^2 - x7430 * x7431 - x7430 * x7553 + 4 x7431^2 - x7431 * x7432 - x7431 * x7554 + 4 x7432^2 - x7432 * x7433 - x7432 * x7555 + 4 x7433^2 - x7433 * x7434 - x7433 * x7556 + 4 x7434^2 - x7434 * x7435 - x7434 * x7557 + 4 x7435^2 - x7435 * x7436 - x7435 * x7558 + 4 x7436^2 - x7436 * x7437 - x7436 * x7559 + 4 x7437^2 - x7437 * x7438 - x7437 * x7560 + 4 x7438^2 - x7438 * x7439 - x7438 * x7561 + 4 x7439^2 - x7439 * x7440 - x7439 * x7562 + 4 x7440^2 - x7440 * x7441 - x7440 * x7563 + 4 x7441^2 - x7441 * x7442 - x7441 * x7564 + 4 x7442^2 - x7442 * x7443 - x7442 * x7565 + 4 x7443^2 - x7443 * x7444 - x7443 * x7566 + 4 x7444^2 - x7444 * x7445 - x7444 * x7567 + 4 x7445^2 - x7445 * x7446 - x7445 * x7568 + 4 x7446^2 - x7446 * x7447 - x7446 * x7569 + 4 x7447^2 - x7447 * x7448 - x7447 * x7570 + 4 x7448^2 - x7448 * x7449 - x7448 * x7571 + 4 x7449^2 - x7449 * x7450 - x7449 * x7572 + 4 x7450^2 - x7450 * x7451 - x7450 * x7573 + 4 x7451^2 - x7451 * x7452 - x7451 * x7574 + 4 x7452^2 - x7452 * x7453 - x7452 * x7575 + 4 x7453^2 - x7453 * x7454 - x7453 * x7576 + 4 x7454^2 - x7454 * x7455 - x7454 * x7577 + 4 x7455^2 - x7455 * x7456 - x7455 * x7578 + 4 x7456^2 - x7456 * x7457 - x7456 * x7579 + 4 x7457^2 - x7457 * x7458 - x7457 * x7580 + 4 x7458^2 - x7458 * x7459 - x7458 * x7581 + 4 x7459^2 - x7459 * x7460 - x7459 * x7582 + 4 x7460^2 - x7460 * x7461 - x7460 * x7583 + 4 x7461^2 - x7461 * x7462 - x7461 * x7584 + 4 x7462^2 - x7462 * x7463 - x7462 * x7585 + 4 x7463^2 - x7463 * x7464 - x7463 * x7586 + 4 x7464^2 - x7464 * x7465 - x7464 * x7587 + 4 x7465^2 - x7465 * x7466 - x7465 * x7588 + 4 x7466^2 - x7466 * x7467 - x7466 * x7589 + 4 x7467^2 - x7467 * x7468 - x7467 * x7590 + 4 x7468^2 - x7468 * x7469 - x7468 * x7591 + 4 x7469^2 - x7469 * x7470 - x7469 * x7592 + 4 x7470^2 - x7470 * x7471 - x7470 * x7593 + 4 x7471^2 - x7471 * x7472 - x7471 * x7594 + 4 x7472^2 - x7472 * x7473 - x7472 * x7595 + 4 x7473^2 - x7473 * x7474 - x7473 * x7596 + 4 x7474^2 - x7474 * x7475 - x7474 * x7597 + 4 x7475^2 - x7475 * x7476 - x7475 * x7598 + 4 x7476^2 - x7476 * x7477 - x7476 * x7599 + 4 x7477^2 - x7477 * x7478 - x7477 * x7600 + 4 x7478^2 - x7478 * x7479 - x7478 * x7601 + 4 x7479^2 - x7479 * x7480 - x7479 * x7602 + 4 x7480^2 - x7480 * x7481 - x7480 * x7603 + 4 x7481^2 - x7481 * x7482 - x7481 * x7604 + 4 x7482^2 - x7482 * x7483 - x7482 * x7605 + 4 x7483^2 - x7483 * x7484 - x7483 * x7606 + 4 x7484^2 - x7484 * x7485 - x7484 * x7607 + 4 x7485^2 - x7485 * x7486 - x7485 * x7608 + 4 x7486^2 - x7486 * x7487 - x7486 * x7609 + 4 x7487^2 - x7487 * x7488 - x7487 * x7610 + 4 x7488^2 - x7488 * x7489 - x7488 * x7611 + 4 x7489^2 - x7489 * x7490 - x7489 * x7612 + 4 x7490^2 - x7490 * x7491 - x7490 * x7613 + 4 x7491^2 - x7491 * x7492 - x7491 * x7614 + 4 x7492^2 - x7492 * x7493 - x7492 * x7615 + 4 x7493^2 - x7493 * x7494 - x7493 * x7616 + 4 x7494^2 - x7494 * x7495 - x7494 * x7617 + 4 x7495^2 - x7495 * x7496 - x7495 * x7618 + 4 x7496^2 - x7496 * x7497 - x7496 * x7619 + 4 x7497^2 - x7497 * x7498 - x7497 * x7620 + 4 x7498^2 - x7498 * x7499 - x7498 * x7621 + 4 x7499^2 - x7499 * x7500 - x7499 * x7622 + 4 x7500^2 - x7500 * x7501 - x7500 * x7623 + 4 x7501^2 - x7501 * x7502 - x7501 * x7624 + 4 x7502^2 - x7502 * x7503 - x7502 * x7625 + 4 x7503^2 - x7503 * x7504 - x7503 * x7626 + 3.5 x7504^2 - x7504 * x7627 + 3.5 x7505^2 - x7505 * x7506 - x7505 * x7628 + 4 x7506^2 - x7506 * x7507 - x7506 * x7629 + 4 x7507^2 - x7507 * x7508 - x7507 * x7630 + 4 x7508^2 - x7508 * x7509 - x7508 * x7631 + 4 x7509^2 - x7509 * x7510 - x7509 * x7632 + 4 x7510^2 - x7510 * x7511 - x7510 * x7633 + 4 x7511^2 - x7511 * x7512 - x7511 * x7634 + 4 x7512^2 - x7512 * x7513 - x7512 * x7635 + 4 x7513^2 - x7513 * x7514 - x7513 * x7636 + 4 x7514^2 - x7514 * x7515 - x7514 * x7637 + 4 x7515^2 - x7515 * x7516 - x7515 * x7638 + 4 x7516^2 - x7516 * x7517 - x7516 * x7639 + 4 x7517^2 - x7517 * x7518 - x7517 * x7640 + 4 x7518^2 - x7518 * x7519 - x7518 * x7641 + 4 x7519^2 - x7519 * x7520 - x7519 * x7642 + 4 x7520^2 - x7520 * x7521 - x7520 * x7643 + 4 x7521^2 - x7521 * x7522 - x7521 * x7644 + 4 x7522^2 - x7522 * x7523 - x7522 * x7645 + 4 x7523^2 - x7523 * x7524 - x7523 * x7646 + 4 x7524^2 - x7524 * x7525 - x7524 * x7647 + 4 x7525^2 - x7525 * x7526 - x7525 * x7648 + 4 x7526^2 - x7526 * x7527 - x7526 * x7649 + 4 x7527^2 - x7527 * x7528 - x7527 * x7650 + 4 x7528^2 - x7528 * x7529 - x7528 * x7651 + 4 x7529^2 - x7529 * x7530 - x7529 * x7652 + 4 x7530^2 - x7530 * x7531 - x7530 * x7653 + 4 x7531^2 - x7531 * x7532 - x7531 * x7654 + 4 x7532^2 - x7532 * x7533 - x7532 * x7655 + 4 x7533^2 - x7533 * x7534 - x7533 * x7656 + 4 x7534^2 - x7534 * x7535 - x7534 * x7657 + 4 x7535^2 - x7535 * x7536 - x7535 * x7658 + 4 x7536^2 - x7536 * x7537 - x7536 * x7659 + 4 x7537^2 - x7537 * x7538 - x7537 * x7660 + 4 x7538^2 - x7538 * x7539 - x7538 * x7661 + 4 x7539^2 - x7539 * x7540 - x7539 * x7662 + 4 x7540^2 - x7540 * x7541 - x7540 * x7663 + 4 x7541^2 - x7541 * x7542 - x7541 * x7664 + 4 x7542^2 - x7542 * x7543 - x7542 * x7665 + 4 x7543^2 - x7543 * x7544 - x7543 * x7666 + 4 x7544^2 - x7544 * x7545 - x7544 * x7667 + 4 x7545^2 - x7545 * x7546 - x7545 * x7668 + 4 x7546^2 - x7546 * x7547 - x7546 * x7669 + 4 x7547^2 - x7547 * x7548 - x7547 * x7670 + 4 x7548^2 - x7548 * x7549 - x7548 * x7671 + 4 x7549^2 - x7549 * x7550 - x7549 * x7672 + 4 x7550^2 - x7550 * x7551 - x7550 * x7673 + 4 x7551^2 - x7551 * x7552 - x7551 * x7674 + 4 x7552^2 - x7552 * x7553 - x7552 * x7675 + 4 x7553^2 - x7553 * x7554 - x7553 * x7676 + 4 x7554^2 - x7554 * x7555 - x7554 * x7677 + 4 x7555^2 - x7555 * x7556 - x7555 * x7678 + 4 x7556^2 - x7556 * x7557 - x7556 * x7679 + 4 x7557^2 - x7557 * x7558 - x7557 * x7680 + 4 x7558^2 - x7558 * x7559 - x7558 * x7681 + 4 x7559^2 - x7559 * x7560 - x7559 * x7682 + 4 x7560^2 - x7560 * x7561 - x7560 * x7683 + 4 x7561^2 - x7561 * x7562 - x7561 * x7684 + 4 x7562^2 - x7562 * x7563 - x7562 * x7685 + 4 x7563^2 - x7563 * x7564 - x7563 * x7686 + 4 x7564^2 - x7564 * x7565 - x7564 * x7687 + 4 x7565^2 - x7565 * x7566 - x7565 * x7688 + 4 x7566^2 - x7566 * x7567 - x7566 * x7689 + 4 x7567^2 - x7567 * x7568 - x7567 * x7690 + 4 x7568^2 - x7568 * x7569 - x7568 * x7691 + 4 x7569^2 - x7569 * x7570 - x7569 * x7692 + 4 x7570^2 - x7570 * x7571 - x7570 * x7693 + 4 x7571^2 - x7571 * x7572 - x7571 * x7694 + 4 x7572^2 - x7572 * x7573 - x7572 * x7695 + 4 x7573^2 - x7573 * x7574 - x7573 * x7696 + 4 x7574^2 - x7574 * x7575 - x7574 * x7697 + 4 x7575^2 - x7575 * x7576 - x7575 * x7698 + 4 x7576^2 - x7576 * x7577 - x7576 * x7699 + 4 x7577^2 - x7577 * x7578 - x7577 * x7700 + 4 x7578^2 - x7578 * x7579 - x7578 * x7701 + 4 x7579^2 - x7579 * x7580 - x7579 * x7702 + 4 x7580^2 - x7580 * x7581 - x7580 * x7703 + 4 x7581^2 - x7581 * x7582 - x7581 * x7704 + 4 x7582^2 - x7582 * x7583 - x7582 * x7705 + 4 x7583^2 - x7583 * x7584 - x7583 * x7706 + 4 x7584^2 - x7584 * x7585 - x7584 * x7707 + 4 x7585^2 - x7585 * x7586 - x7585 * x7708 + 4 x7586^2 - x7586 * x7587 - x7586 * x7709 + 4 x7587^2 - x7587 * x7588 - x7587 * x7710 + 4 x7588^2 - x7588 * x7589 - x7588 * x7711 + 4 x7589^2 - x7589 * x7590 - x7589 * x7712 + 4 x7590^2 - x7590 * x7591 - x7590 * x7713 + 4 x7591^2 - x7591 * x7592 - x7591 * x7714 + 4 x7592^2 - x7592 * x7593 - x7592 * x7715 + 4 x7593^2 - x7593 * x7594 - x7593 * x7716 + 4 x7594^2 - x7594 * x7595 - x7594 * x7717 + 4 x7595^2 - x7595 * x7596 - x7595 * x7718 + 4 x7596^2 - x7596 * x7597 - x7596 * x7719 + 4 x7597^2 - x7597 * x7598 - x7597 * x7720 + 4 x7598^2 - x7598 * x7599 - x7598 * x7721 + 4 x7599^2 - x7599 * x7600 - x7599 * x7722 + 4 x7600^2 - x7600 * x7601 - x7600 * x7723 + 4 x7601^2 - x7601 * x7602 - x7601 * x7724 + 4 x7602^2 - x7602 * x7603 - x7602 * x7725 + 4 x7603^2 - x7603 * x7604 - x7603 * x7726 + 4 x7604^2 - x7604 * x7605 - x7604 * x7727 + 4 x7605^2 - x7605 * x7606 - x7605 * x7728 + 4 x7606^2 - x7606 * x7607 - x7606 * x7729 + 4 x7607^2 - x7607 * x7608 - x7607 * x7730 + 4 x7608^2 - x7608 * x7609 - x7608 * x7731 + 4 x7609^2 - x7609 * x7610 - x7609 * x7732 + 4 x7610^2 - x7610 * x7611 - x7610 * x7733 + 4 x7611^2 - x7611 * x7612 - x7611 * x7734 + 4 x7612^2 - x7612 * x7613 - x7612 * x7735 + 4 x7613^2 - x7613 * x7614 - x7613 * x7736 + 4 x7614^2 - x7614 * x7615 - x7614 * x7737 + 4 x7615^2 - x7615 * x7616 - x7615 * x7738 + 4 x7616^2 - x7616 * x7617 - x7616 * x7739 + 4 x7617^2 - x7617 * x7618 - x7617 * x7740 + 4 x7618^2 - x7618 * x7619 - x7618 * x7741 + 4 x7619^2 - x7619 * x7620 - x7619 * x7742 + 4 x7620^2 - x7620 * x7621 - x7620 * x7743 + 4 x7621^2 - x7621 * x7622 - x7621 * x7744 + 4 x7622^2 - x7622 * x7623 - x7622 * x7745 + 4 x7623^2 - x7623 * x7624 - x7623 * x7746 + 4 x7624^2 - x7624 * x7625 - x7624 * x7747 + 4 x7625^2 - x7625 * x7626 - x7625 * x7748 + 4 x7626^2 - x7626 * x7627 - x7626 * x7749 + 3.5 x7627^2 - x7627 * x7750 + 3.5 x7628^2 - x7628 * x7629 - x7628 * x7751 + 4 x7629^2 - x7629 * x7630 - x7629 * x7752 + 4 x7630^2 - x7630 * x7631 - x7630 * x7753 + 4 x7631^2 - x7631 * x7632 - x7631 * x7754 + 4 x7632^2 - x7632 * x7633 - x7632 * x7755 + 4 x7633^2 - x7633 * x7634 - x7633 * x7756 + 4 x7634^2 - x7634 * x7635 - x7634 * x7757 + 4 x7635^2 - x7635 * x7636 - x7635 * x7758 + 4 x7636^2 - x7636 * x7637 - x7636 * x7759 + 4 x7637^2 - x7637 * x7638 - x7637 * x7760 + 4 x7638^2 - x7638 * x7639 - x7638 * x7761 + 4 x7639^2 - x7639 * x7640 - x7639 * x7762 + 4 x7640^2 - x7640 * x7641 - x7640 * x7763 + 4 x7641^2 - x7641 * x7642 - x7641 * x7764 + 4 x7642^2 - x7642 * x7643 - x7642 * x7765 + 4 x7643^2 - x7643 * x7644 - x7643 * x7766 + 4 x7644^2 - x7644 * x7645 - x7644 * x7767 + 4 x7645^2 - x7645 * x7646 - x7645 * x7768 + 4 x7646^2 - x7646 * x7647 - x7646 * x7769 + 4 x7647^2 - x7647 * x7648 - x7647 * x7770 + 4 x7648^2 - x7648 * x7649 - x7648 * x7771 + 4 x7649^2 - x7649 * x7650 - x7649 * x7772 + 4 x7650^2 - x7650 * x7651 - x7650 * x7773 + 4 x7651^2 - x7651 * x7652 - x7651 * x7774 + 4 x7652^2 - x7652 * x7653 - x7652 * x7775 + 4 x7653^2 - x7653 * x7654 - x7653 * x7776 + 4 x7654^2 - x7654 * x7655 - x7654 * x7777 + 4 x7655^2 - x7655 * x7656 - x7655 * x7778 + 4 x7656^2 - x7656 * x7657 - x7656 * x7779 + 4 x7657^2 - x7657 * x7658 - x7657 * x7780 + 4 x7658^2 - x7658 * x7659 - x7658 * x7781 + 4 x7659^2 - x7659 * x7660 - x7659 * x7782 + 4 x7660^2 - x7660 * x7661 - x7660 * x7783 + 4 x7661^2 - x7661 * x7662 - x7661 * x7784 + 4 x7662^2 - x7662 * x7663 - x7662 * x7785 + 4 x7663^2 - x7663 * x7664 - x7663 * x7786 + 4 x7664^2 - x7664 * x7665 - x7664 * x7787 + 4 x7665^2 - x7665 * x7666 - x7665 * x7788 + 4 x7666^2 - x7666 * x7667 - x7666 * x7789 + 4 x7667^2 - x7667 * x7668 - x7667 * x7790 + 4 x7668^2 - x7668 * x7669 - x7668 * x7791 + 4 x7669^2 - x7669 * x7670 - x7669 * x7792 + 4 x7670^2 - x7670 * x7671 - x7670 * x7793 + 4 x7671^2 - x7671 * x7672 - x7671 * x7794 + 4 x7672^2 - x7672 * x7673 - x7672 * x7795 + 4 x7673^2 - x7673 * x7674 - x7673 * x7796 + 4 x7674^2 - x7674 * x7675 - x7674 * x7797 + 4 x7675^2 - x7675 * x7676 - x7675 * x7798 + 4 x7676^2 - x7676 * x7677 - x7676 * x7799 + 4 x7677^2 - x7677 * x7678 - x7677 * x7800 + 4 x7678^2 - x7678 * x7679 - x7678 * x7801 + 4 x7679^2 - x7679 * x7680 - x7679 * x7802 + 4 x7680^2 - x7680 * x7681 - x7680 * x7803 + 4 x7681^2 - x7681 * x7682 - x7681 * x7804 + 4 x7682^2 - x7682 * x7683 - x7682 * x7805 + 4 x7683^2 - x7683 * x7684 - x7683 * x7806 + 4 x7684^2 - x7684 * x7685 - x7684 * x7807 + 4 x7685^2 - x7685 * x7686 - x7685 * x7808 + 4 x7686^2 - x7686 * x7687 - x7686 * x7809 + 4 x7687^2 - x7687 * x7688 - x7687 * x7810 + 4 x7688^2 - x7688 * x7689 - x7688 * x7811 + 4 x7689^2 - x7689 * x7690 - x7689 * x7812 + 4 x7690^2 - x7690 * x7691 - x7690 * x7813 + 4 x7691^2 - x7691 * x7692 - x7691 * x7814 + 4 x7692^2 - x7692 * x7693 - x7692 * x7815 + 4 x7693^2 - x7693 * x7694 - x7693 * x7816 + 4 x7694^2 - x7694 * x7695 - x7694 * x7817 + 4 x7695^2 - x7695 * x7696 - x7695 * x7818 + 4 x7696^2 - x7696 * x7697 - x7696 * x7819 + 4 x7697^2 - x7697 * x7698 - x7697 * x7820 + 4 x7698^2 - x7698 * x7699 - x7698 * x7821 + 4 x7699^2 - x7699 * x7700 - x7699 * x7822 + 4 x7700^2 - x7700 * x7701 - x7700 * x7823 + 4 x7701^2 - x7701 * x7702 - x7701 * x7824 + 4 x7702^2 - x7702 * x7703 - x7702 * x7825 + 4 x7703^2 - x7703 * x7704 - x7703 * x7826 + 4 x7704^2 - x7704 * x7705 - x7704 * x7827 + 4 x7705^2 - x7705 * x7706 - x7705 * x7828 + 4 x7706^2 - x7706 * x7707 - x7706 * x7829 + 4 x7707^2 - x7707 * x7708 - x7707 * x7830 + 4 x7708^2 - x7708 * x7709 - x7708 * x7831 + 4 x7709^2 - x7709 * x7710 - x7709 * x7832 + 4 x7710^2 - x7710 * x7711 - x7710 * x7833 + 4 x7711^2 - x7711 * x7712 - x7711 * x7834 + 4 x7712^2 - x7712 * x7713 - x7712 * x7835 + 4 x7713^2 - x7713 * x7714 - x7713 * x7836 + 4 x7714^2 - x7714 * x7715 - x7714 * x7837 + 4 x7715^2 - x7715 * x7716 - x7715 * x7838 + 4 x7716^2 - x7716 * x7717 - x7716 * x7839 + 4 x7717^2 - x7717 * x7718 - x7717 * x7840 + 4 x7718^2 - x7718 * x7719 - x7718 * x7841 + 4 x7719^2 - x7719 * x7720 - x7719 * x7842 + 4 x7720^2 - x7720 * x7721 - x7720 * x7843 + 4 x7721^2 - x7721 * x7722 - x7721 * x7844 + 4 x7722^2 - x7722 * x7723 - x7722 * x7845 + 4 x7723^2 - x7723 * x7724 - x7723 * x7846 + 4 x7724^2 - x7724 * x7725 - x7724 * x7847 + 4 x7725^2 - x7725 * x7726 - x7725 * x7848 + 4 x7726^2 - x7726 * x7727 - x7726 * x7849 + 4 x7727^2 - x7727 * x7728 - x7727 * x7850 + 4 x7728^2 - x7728 * x7729 - x7728 * x7851 + 4 x7729^2 - x7729 * x7730 - x7729 * x7852 + 4 x7730^2 - x7730 * x7731 - x7730 * x7853 + 4 x7731^2 - x7731 * x7732 - x7731 * x7854 + 4 x7732^2 - x7732 * x7733 - x7732 * x7855 + 4 x7733^2 - x7733 * x7734 - x7733 * x7856 + 4 x7734^2 - x7734 * x7735 - x7734 * x7857 + 4 x7735^2 - x7735 * x7736 - x7735 * x7858 + 4 x7736^2 - x7736 * x7737 - x7736 * x7859 + 4 x7737^2 - x7737 * x7738 - x7737 * x7860 + 4 x7738^2 - x7738 * x7739 - x7738 * x7861 + 4 x7739^2 - x7739 * x7740 - x7739 * x7862 + 4 x7740^2 - x7740 * x7741 - x7740 * x7863 + 4 x7741^2 - x7741 * x7742 - x7741 * x7864 + 4 x7742^2 - x7742 * x7743 - x7742 * x7865 + 4 x7743^2 - x7743 * x7744 - x7743 * x7866 + 4 x7744^2 - x7744 * x7745 - x7744 * x7867 + 4 x7745^2 - x7745 * x7746 - x7745 * x7868 + 4 x7746^2 - x7746 * x7747 - x7746 * x7869 + 4 x7747^2 - x7747 * x7748 - x7747 * x7870 + 4 x7748^2 - x7748 * x7749 - x7748 * x7871 + 4 x7749^2 - x7749 * x7750 - x7749 * x7872 + 3.5 x7750^2 - x7750 * x7873 + 3.5 x7751^2 - x7751 * x7752 - x7751 * x7874 + 4 x7752^2 - x7752 * x7753 - x7752 * x7875 + 4 x7753^2 - x7753 * x7754 - x7753 * x7876 + 4 x7754^2 - x7754 * x7755 - x7754 * x7877 + 4 x7755^2 - x7755 * x7756 - x7755 * x7878 + 4 x7756^2 - x7756 * x7757 - x7756 * x7879 + 4 x7757^2 - x7757 * x7758 - x7757 * x7880 + 4 x7758^2 - x7758 * x7759 - x7758 * x7881 + 4 x7759^2 - x7759 * x7760 - x7759 * x7882 + 4 x7760^2 - x7760 * x7761 - x7760 * x7883 + 4 x7761^2 - x7761 * x7762 - x7761 * x7884 + 4 x7762^2 - x7762 * x7763 - x7762 * x7885 + 4 x7763^2 - x7763 * x7764 - x7763 * x7886 + 4 x7764^2 - x7764 * x7765 - x7764 * x7887 + 4 x7765^2 - x7765 * x7766 - x7765 * x7888 + 4 x7766^2 - x7766 * x7767 - x7766 * x7889 + 4 x7767^2 - x7767 * x7768 - x7767 * x7890 + 4 x7768^2 - x7768 * x7769 - x7768 * x7891 + 4 x7769^2 - x7769 * x7770 - x7769 * x7892 + 4 x7770^2 - x7770 * x7771 - x7770 * x7893 + 4 x7771^2 - x7771 * x7772 - x7771 * x7894 + 4 x7772^2 - x7772 * x7773 - x7772 * x7895 + 4 x7773^2 - x7773 * x7774 - x7773 * x7896 + 4 x7774^2 - x7774 * x7775 - x7774 * x7897 + 4 x7775^2 - x7775 * x7776 - x7775 * x7898 + 4 x7776^2 - x7776 * x7777 - x7776 * x7899 + 4 x7777^2 - x7777 * x7778 - x7777 * x7900 + 4 x7778^2 - x7778 * x7779 - x7778 * x7901 + 4 x7779^2 - x7779 * x7780 - x7779 * x7902 + 4 x7780^2 - x7780 * x7781 - x7780 * x7903 + 4 x7781^2 - x7781 * x7782 - x7781 * x7904 + 4 x7782^2 - x7782 * x7783 - x7782 * x7905 + 4 x7783^2 - x7783 * x7784 - x7783 * x7906 + 4 x7784^2 - x7784 * x7785 - x7784 * x7907 + 4 x7785^2 - x7785 * x7786 - x7785 * x7908 + 4 x7786^2 - x7786 * x7787 - x7786 * x7909 + 4 x7787^2 - x7787 * x7788 - x7787 * x7910 + 4 x7788^2 - x7788 * x7789 - x7788 * x7911 + 4 x7789^2 - x7789 * x7790 - x7789 * x7912 + 4 x7790^2 - x7790 * x7791 - x7790 * x7913 + 4 x7791^2 - x7791 * x7792 - x7791 * x7914 + 4 x7792^2 - x7792 * x7793 - x7792 * x7915 + 4 x7793^2 - x7793 * x7794 - x7793 * x7916 + 4 x7794^2 - x7794 * x7795 - x7794 * x7917 + 4 x7795^2 - x7795 * x7796 - x7795 * x7918 + 4 x7796^2 - x7796 * x7797 - x7796 * x7919 + 4 x7797^2 - x7797 * x7798 - x7797 * x7920 + 4 x7798^2 - x7798 * x7799 - x7798 * x7921 + 4 x7799^2 - x7799 * x7800 - x7799 * x7922 + 4 x7800^2 - x7800 * x7801 - x7800 * x7923 + 4 x7801^2 - x7801 * x7802 - x7801 * x7924 + 4 x7802^2 - x7802 * x7803 - x7802 * x7925 + 4 x7803^2 - x7803 * x7804 - x7803 * x7926 + 4 x7804^2 - x7804 * x7805 - x7804 * x7927 + 4 x7805^2 - x7805 * x7806 - x7805 * x7928 + 4 x7806^2 - x7806 * x7807 - x7806 * x7929 + 4 x7807^2 - x7807 * x7808 - x7807 * x7930 + 4 x7808^2 - x7808 * x7809 - x7808 * x7931 + 4 x7809^2 - x7809 * x7810 - x7809 * x7932 + 4 x7810^2 - x7810 * x7811 - x7810 * x7933 + 4 x7811^2 - x7811 * x7812 - x7811 * x7934 + 4 x7812^2 - x7812 * x7813 - x7812 * x7935 + 4 x7813^2 - x7813 * x7814 - x7813 * x7936 + 4 x7814^2 - x7814 * x7815 - x7814 * x7937 + 4 x7815^2 - x7815 * x7816 - x7815 * x7938 + 4 x7816^2 - x7816 * x7817 - x7816 * x7939 + 4 x7817^2 - x7817 * x7818 - x7817 * x7940 + 4 x7818^2 - x7818 * x7819 - x7818 * x7941 + 4 x7819^2 - x7819 * x7820 - x7819 * x7942 + 4 x7820^2 - x7820 * x7821 - x7820 * x7943 + 4 x7821^2 - x7821 * x7822 - x7821 * x7944 + 4 x7822^2 - x7822 * x7823 - x7822 * x7945 + 4 x7823^2 - x7823 * x7824 - x7823 * x7946 + 4 x7824^2 - x7824 * x7825 - x7824 * x7947 + 4 x7825^2 - x7825 * x7826 - x7825 * x7948 + 4 x7826^2 - x7826 * x7827 - x7826 * x7949 + 4 x7827^2 - x7827 * x7828 - x7827 * x7950 + 4 x7828^2 - x7828 * x7829 - x7828 * x7951 + 4 x7829^2 - x7829 * x7830 - x7829 * x7952 + 4 x7830^2 - x7830 * x7831 - x7830 * x7953 + 4 x7831^2 - x7831 * x7832 - x7831 * x7954 + 4 x7832^2 - x7832 * x7833 - x7832 * x7955 + 4 x7833^2 - x7833 * x7834 - x7833 * x7956 + 4 x7834^2 - x7834 * x7835 - x7834 * x7957 + 4 x7835^2 - x7835 * x7836 - x7835 * x7958 + 4 x7836^2 - x7836 * x7837 - x7836 * x7959 + 4 x7837^2 - x7837 * x7838 - x7837 * x7960 + 4 x7838^2 - x7838 * x7839 - x7838 * x7961 + 4 x7839^2 - x7839 * x7840 - x7839 * x7962 + 4 x7840^2 - x7840 * x7841 - x7840 * x7963 + 4 x7841^2 - x7841 * x7842 - x7841 * x7964 + 4 x7842^2 - x7842 * x7843 - x7842 * x7965 + 4 x7843^2 - x7843 * x7844 - x7843 * x7966 + 4 x7844^2 - x7844 * x7845 - x7844 * x7967 + 4 x7845^2 - x7845 * x7846 - x7845 * x7968 + 4 x7846^2 - x7846 * x7847 - x7846 * x7969 + 4 x7847^2 - x7847 * x7848 - x7847 * x7970 + 4 x7848^2 - x7848 * x7849 - x7848 * x7971 + 4 x7849^2 - x7849 * x7850 - x7849 * x7972 + 4 x7850^2 - x7850 * x7851 - x7850 * x7973 + 4 x7851^2 - x7851 * x7852 - x7851 * x7974 + 4 x7852^2 - x7852 * x7853 - x7852 * x7975 + 4 x7853^2 - x7853 * x7854 - x7853 * x7976 + 4 x7854^2 - x7854 * x7855 - x7854 * x7977 + 4 x7855^2 - x7855 * x7856 - x7855 * x7978 + 4 x7856^2 - x7856 * x7857 - x7856 * x7979 + 4 x7857^2 - x7857 * x7858 - x7857 * x7980 + 4 x7858^2 - x7858 * x7859 - x7858 * x7981 + 4 x7859^2 - x7859 * x7860 - x7859 * x7982 + 4 x7860^2 - x7860 * x7861 - x7860 * x7983 + 4 x7861^2 - x7861 * x7862 - x7861 * x7984 + 4 x7862^2 - x7862 * x7863 - x7862 * x7985 + 4 x7863^2 - x7863 * x7864 - x7863 * x7986 + 4 x7864^2 - x7864 * x7865 - x7864 * x7987 + 4 x7865^2 - x7865 * x7866 - x7865 * x7988 + 4 x7866^2 - x7866 * x7867 - x7866 * x7989 + 4 x7867^2 - x7867 * x7868 - x7867 * x7990 + 4 x7868^2 - x7868 * x7869 - x7868 * x7991 + 4 x7869^2 - x7869 * x7870 - x7869 * x7992 + 4 x7870^2 - x7870 * x7871 - x7870 * x7993 + 4 x7871^2 - x7871 * x7872 - x7871 * x7994 + 4 x7872^2 - x7872 * x7873 - x7872 * x7995 + 3.5 x7873^2 - x7873 * x7996 + 3.5 x7874^2 - x7874 * x7875 - x7874 * x7997 + 4 x7875^2 - x7875 * x7876 - x7875 * x7998 + 4 x7876^2 - x7876 * x7877 - x7876 * x7999 + 4 x7877^2 - x7877 * x7878 - x7877 * x8000 + 4 x7878^2 - x7878 * x7879 - x7878 * x8001 + 4 x7879^2 - x7879 * x7880 - x7879 * x8002 + 4 x7880^2 - x7880 * x7881 - x7880 * x8003 + 4 x7881^2 - x7881 * x7882 - x7881 * x8004 + 4 x7882^2 - x7882 * x7883 - x7882 * x8005 + 4 x7883^2 - x7883 * x7884 - x7883 * x8006 + 4 x7884^2 - x7884 * x7885 - x7884 * x8007 + 4 x7885^2 - x7885 * x7886 - x7885 * x8008 + 4 x7886^2 - x7886 * x7887 - x7886 * x8009 + 4 x7887^2 - x7887 * x7888 - x7887 * x8010 + 4 x7888^2 - x7888 * x7889 - x7888 * x8011 + 4 x7889^2 - x7889 * x7890 - x7889 * x8012 + 4 x7890^2 - x7890 * x7891 - x7890 * x8013 + 4 x7891^2 - x7891 * x7892 - x7891 * x8014 + 4 x7892^2 - x7892 * x7893 - x7892 * x8015 + 4 x7893^2 - x7893 * x7894 - x7893 * x8016 + 4 x7894^2 - x7894 * x7895 - x7894 * x8017 + 4 x7895^2 - x7895 * x7896 - x7895 * x8018 + 4 x7896^2 - x7896 * x7897 - x7896 * x8019 + 4 x7897^2 - x7897 * x7898 - x7897 * x8020 + 4 x7898^2 - x7898 * x7899 - x7898 * x8021 + 4 x7899^2 - x7899 * x7900 - x7899 * x8022 + 4 x7900^2 - x7900 * x7901 - x7900 * x8023 + 4 x7901^2 - x7901 * x7902 - x7901 * x8024 + 4 x7902^2 - x7902 * x7903 - x7902 * x8025 + 4 x7903^2 - x7903 * x7904 - x7903 * x8026 + 4 x7904^2 - x7904 * x7905 - x7904 * x8027 + 4 x7905^2 - x7905 * x7906 - x7905 * x8028 + 4 x7906^2 - x7906 * x7907 - x7906 * x8029 + 4 x7907^2 - x7907 * x7908 - x7907 * x8030 + 4 x7908^2 - x7908 * x7909 - x7908 * x8031 + 4 x7909^2 - x7909 * x7910 - x7909 * x8032 + 4 x7910^2 - x7910 * x7911 - x7910 * x8033 + 4 x7911^2 - x7911 * x7912 - x7911 * x8034 + 4 x7912^2 - x7912 * x7913 - x7912 * x8035 + 4 x7913^2 - x7913 * x7914 - x7913 * x8036 + 4 x7914^2 - x7914 * x7915 - x7914 * x8037 + 4 x7915^2 - x7915 * x7916 - x7915 * x8038 + 4 x7916^2 - x7916 * x7917 - x7916 * x8039 + 4 x7917^2 - x7917 * x7918 - x7917 * x8040 + 4 x7918^2 - x7918 * x7919 - x7918 * x8041 + 4 x7919^2 - x7919 * x7920 - x7919 * x8042 + 4 x7920^2 - x7920 * x7921 - x7920 * x8043 + 4 x7921^2 - x7921 * x7922 - x7921 * x8044 + 4 x7922^2 - x7922 * x7923 - x7922 * x8045 + 4 x7923^2 - x7923 * x7924 - x7923 * x8046 + 4 x7924^2 - x7924 * x7925 - x7924 * x8047 + 4 x7925^2 - x7925 * x7926 - x7925 * x8048 + 4 x7926^2 - x7926 * x7927 - x7926 * x8049 + 4 x7927^2 - x7927 * x7928 - x7927 * x8050 + 4 x7928^2 - x7928 * x7929 - x7928 * x8051 + 4 x7929^2 - x7929 * x7930 - x7929 * x8052 + 4 x7930^2 - x7930 * x7931 - x7930 * x8053 + 4 x7931^2 - x7931 * x7932 - x7931 * x8054 + 4 x7932^2 - x7932 * x7933 - x7932 * x8055 + 4 x7933^2 - x7933 * x7934 - x7933 * x8056 + 4 x7934^2 - x7934 * x7935 - x7934 * x8057 + 4 x7935^2 - x7935 * x7936 - x7935 * x8058 + 4 x7936^2 - x7936 * x7937 - x7936 * x8059 + 4 x7937^2 - x7937 * x7938 - x7937 * x8060 + 4 x7938^2 - x7938 * x7939 - x7938 * x8061 + 4 x7939^2 - x7939 * x7940 - x7939 * x8062 + 4 x7940^2 - x7940 * x7941 - x7940 * x8063 + 4 x7941^2 - x7941 * x7942 - x7941 * x8064 + 4 x7942^2 - x7942 * x7943 - x7942 * x8065 + 4 x7943^2 - x7943 * x7944 - x7943 * x8066 + 4 x7944^2 - x7944 * x7945 - x7944 * x8067 + 4 x7945^2 - x7945 * x7946 - x7945 * x8068 + 4 x7946^2 - x7946 * x7947 - x7946 * x8069 + 4 x7947^2 - x7947 * x7948 - x7947 * x8070 + 4 x7948^2 - x7948 * x7949 - x7948 * x8071 + 4 x7949^2 - x7949 * x7950 - x7949 * x8072 + 4 x7950^2 - x7950 * x7951 - x7950 * x8073 + 4 x7951^2 - x7951 * x7952 - x7951 * x8074 + 4 x7952^2 - x7952 * x7953 - x7952 * x8075 + 4 x7953^2 - x7953 * x7954 - x7953 * x8076 + 4 x7954^2 - x7954 * x7955 - x7954 * x8077 + 4 x7955^2 - x7955 * x7956 - x7955 * x8078 + 4 x7956^2 - x7956 * x7957 - x7956 * x8079 + 4 x7957^2 - x7957 * x7958 - x7957 * x8080 + 4 x7958^2 - x7958 * x7959 - x7958 * x8081 + 4 x7959^2 - x7959 * x7960 - x7959 * x8082 + 4 x7960^2 - x7960 * x7961 - x7960 * x8083 + 4 x7961^2 - x7961 * x7962 - x7961 * x8084 + 4 x7962^2 - x7962 * x7963 - x7962 * x8085 + 4 x7963^2 - x7963 * x7964 - x7963 * x8086 + 4 x7964^2 - x7964 * x7965 - x7964 * x8087 + 4 x7965^2 - x7965 * x7966 - x7965 * x8088 + 4 x7966^2 - x7966 * x7967 - x7966 * x8089 + 4 x7967^2 - x7967 * x7968 - x7967 * x8090 + 4 x7968^2 - x7968 * x7969 - x7968 * x8091 + 4 x7969^2 - x7969 * x7970 - x7969 * x8092 + 4 x7970^2 - x7970 * x7971 - x7970 * x8093 + 4 x7971^2 - x7971 * x7972 - x7971 * x8094 + 4 x7972^2 - x7972 * x7973 - x7972 * x8095 + 4 x7973^2 - x7973 * x7974 - x7973 * x8096 + 4 x7974^2 - x7974 * x7975 - x7974 * x8097 + 4 x7975^2 - x7975 * x7976 - x7975 * x8098 + 4 x7976^2 - x7976 * x7977 - x7976 * x8099 + 4 x7977^2 - x7977 * x7978 - x7977 * x8100 + 4 x7978^2 - x7978 * x7979 - x7978 * x8101 + 4 x7979^2 - x7979 * x7980 - x7979 * x8102 + 4 x7980^2 - x7980 * x7981 - x7980 * x8103 + 4 x7981^2 - x7981 * x7982 - x7981 * x8104 + 4 x7982^2 - x7982 * x7983 - x7982 * x8105 + 4 x7983^2 - x7983 * x7984 - x7983 * x8106 + 4 x7984^2 - x7984 * x7985 - x7984 * x8107 + 4 x7985^2 - x7985 * x7986 - x7985 * x8108 + 4 x7986^2 - x7986 * x7987 - x7986 * x8109 + 4 x7987^2 - x7987 * x7988 - x7987 * x8110 + 4 x7988^2 - x7988 * x7989 - x7988 * x8111 + 4 x7989^2 - x7989 * x7990 - x7989 * x8112 + 4 x7990^2 - x7990 * x7991 - x7990 * x8113 + 4 x7991^2 - x7991 * x7992 - x7991 * x8114 + 4 x7992^2 - x7992 * x7993 - x7992 * x8115 + 4 x7993^2 - x7993 * x7994 - x7993 * x8116 + 4 x7994^2 - x7994 * x7995 - x7994 * x8117 + 4 x7995^2 - x7995 * x7996 - x7995 * x8118 + 3.5 x7996^2 - x7996 * x8119 + 3.5 x7997^2 - x7997 * x7998 - x7997 * x8120 + 4 x7998^2 - x7998 * x7999 - x7998 * x8121 + 4 x7999^2 - x7999 * x8000 - x7999 * x8122 + 4 x8000^2 - x8000 * x8001 - x8000 * x8123 + 4 x8001^2 - x8001 * x8002 - x8001 * x8124 + 4 x8002^2 - x8002 * x8003 - x8002 * x8125 + 4 x8003^2 - x8003 * x8004 - x8003 * x8126 + 4 x8004^2 - x8004 * x8005 - x8004 * x8127 + 4 x8005^2 - x8005 * x8006 - x8005 * x8128 + 4 x8006^2 - x8006 * x8007 - x8006 * x8129 + 4 x8007^2 - x8007 * x8008 - x8007 * x8130 + 4 x8008^2 - x8008 * x8009 - x8008 * x8131 + 4 x8009^2 - x8009 * x8010 - x8009 * x8132 + 4 x8010^2 - x8010 * x8011 - x8010 * x8133 + 4 x8011^2 - x8011 * x8012 - x8011 * x8134 + 4 x8012^2 - x8012 * x8013 - x8012 * x8135 + 4 x8013^2 - x8013 * x8014 - x8013 * x8136 + 4 x8014^2 - x8014 * x8015 - x8014 * x8137 + 4 x8015^2 - x8015 * x8016 - x8015 * x8138 + 4 x8016^2 - x8016 * x8017 - x8016 * x8139 + 4 x8017^2 - x8017 * x8018 - x8017 * x8140 + 4 x8018^2 - x8018 * x8019 - x8018 * x8141 + 4 x8019^2 - x8019 * x8020 - x8019 * x8142 + 4 x8020^2 - x8020 * x8021 - x8020 * x8143 + 4 x8021^2 - x8021 * x8022 - x8021 * x8144 + 4 x8022^2 - x8022 * x8023 - x8022 * x8145 + 4 x8023^2 - x8023 * x8024 - x8023 * x8146 + 4 x8024^2 - x8024 * x8025 - x8024 * x8147 + 4 x8025^2 - x8025 * x8026 - x8025 * x8148 + 4 x8026^2 - x8026 * x8027 - x8026 * x8149 + 4 x8027^2 - x8027 * x8028 - x8027 * x8150 + 4 x8028^2 - x8028 * x8029 - x8028 * x8151 + 4 x8029^2 - x8029 * x8030 - x8029 * x8152 + 4 x8030^2 - x8030 * x8031 - x8030 * x8153 + 4 x8031^2 - x8031 * x8032 - x8031 * x8154 + 4 x8032^2 - x8032 * x8033 - x8032 * x8155 + 4 x8033^2 - x8033 * x8034 - x8033 * x8156 + 4 x8034^2 - x8034 * x8035 - x8034 * x8157 + 4 x8035^2 - x8035 * x8036 - x8035 * x8158 + 4 x8036^2 - x8036 * x8037 - x8036 * x8159 + 4 x8037^2 - x8037 * x8038 - x8037 * x8160 + 4 x8038^2 - x8038 * x8039 - x8038 * x8161 + 4 x8039^2 - x8039 * x8040 - x8039 * x8162 + 4 x8040^2 - x8040 * x8041 - x8040 * x8163 + 4 x8041^2 - x8041 * x8042 - x8041 * x8164 + 4 x8042^2 - x8042 * x8043 - x8042 * x8165 + 4 x8043^2 - x8043 * x8044 - x8043 * x8166 + 4 x8044^2 - x8044 * x8045 - x8044 * x8167 + 4 x8045^2 - x8045 * x8046 - x8045 * x8168 + 4 x8046^2 - x8046 * x8047 - x8046 * x8169 + 4 x8047^2 - x8047 * x8048 - x8047 * x8170 + 4 x8048^2 - x8048 * x8049 - x8048 * x8171 + 4 x8049^2 - x8049 * x8050 - x8049 * x8172 + 4 x8050^2 - x8050 * x8051 - x8050 * x8173 + 4 x8051^2 - x8051 * x8052 - x8051 * x8174 + 4 x8052^2 - x8052 * x8053 - x8052 * x8175 + 4 x8053^2 - x8053 * x8054 - x8053 * x8176 + 4 x8054^2 - x8054 * x8055 - x8054 * x8177 + 4 x8055^2 - x8055 * x8056 - x8055 * x8178 + 4 x8056^2 - x8056 * x8057 - x8056 * x8179 + 4 x8057^2 - x8057 * x8058 - x8057 * x8180 + 4 x8058^2 - x8058 * x8059 - x8058 * x8181 + 4 x8059^2 - x8059 * x8060 - x8059 * x8182 + 4 x8060^2 - x8060 * x8061 - x8060 * x8183 + 4 x8061^2 - x8061 * x8062 - x8061 * x8184 + 4 x8062^2 - x8062 * x8063 - x8062 * x8185 + 4 x8063^2 - x8063 * x8064 - x8063 * x8186 + 4 x8064^2 - x8064 * x8065 - x8064 * x8187 + 4 x8065^2 - x8065 * x8066 - x8065 * x8188 + 4 x8066^2 - x8066 * x8067 - x8066 * x8189 + 4 x8067^2 - x8067 * x8068 - x8067 * x8190 + 4 x8068^2 - x8068 * x8069 - x8068 * x8191 + 4 x8069^2 - x8069 * x8070 - x8069 * x8192 + 4 x8070^2 - x8070 * x8071 - x8070 * x8193 + 4 x8071^2 - x8071 * x8072 - x8071 * x8194 + 4 x8072^2 - x8072 * x8073 - x8072 * x8195 + 4 x8073^2 - x8073 * x8074 - x8073 * x8196 + 4 x8074^2 - x8074 * x8075 - x8074 * x8197 + 4 x8075^2 - x8075 * x8076 - x8075 * x8198 + 4 x8076^2 - x8076 * x8077 - x8076 * x8199 + 4 x8077^2 - x8077 * x8078 - x8077 * x8200 + 4 x8078^2 - x8078 * x8079 - x8078 * x8201 + 4 x8079^2 - x8079 * x8080 - x8079 * x8202 + 4 x8080^2 - x8080 * x8081 - x8080 * x8203 + 4 x8081^2 - x8081 * x8082 - x8081 * x8204 + 4 x8082^2 - x8082 * x8083 - x8082 * x8205 + 4 x8083^2 - x8083 * x8084 - x8083 * x8206 + 4 x8084^2 - x8084 * x8085 - x8084 * x8207 + 4 x8085^2 - x8085 * x8086 - x8085 * x8208 + 4 x8086^2 - x8086 * x8087 - x8086 * x8209 + 4 x8087^2 - x8087 * x8088 - x8087 * x8210 + 4 x8088^2 - x8088 * x8089 - x8088 * x8211 + 4 x8089^2 - x8089 * x8090 - x8089 * x8212 + 4 x8090^2 - x8090 * x8091 - x8090 * x8213 + 4 x8091^2 - x8091 * x8092 - x8091 * x8214 + 4 x8092^2 - x8092 * x8093 - x8092 * x8215 + 4 x8093^2 - x8093 * x8094 - x8093 * x8216 + 4 x8094^2 - x8094 * x8095 - x8094 * x8217 + 4 x8095^2 - x8095 * x8096 - x8095 * x8218 + 4 x8096^2 - x8096 * x8097 - x8096 * x8219 + 4 x8097^2 - x8097 * x8098 - x8097 * x8220 + 4 x8098^2 - x8098 * x8099 - x8098 * x8221 + 4 x8099^2 - x8099 * x8100 - x8099 * x8222 + 4 x8100^2 - x8100 * x8101 - x8100 * x8223 + 4 x8101^2 - x8101 * x8102 - x8101 * x8224 + 4 x8102^2 - x8102 * x8103 - x8102 * x8225 + 4 x8103^2 - x8103 * x8104 - x8103 * x8226 + 4 x8104^2 - x8104 * x8105 - x8104 * x8227 + 4 x8105^2 - x8105 * x8106 - x8105 * x8228 + 4 x8106^2 - x8106 * x8107 - x8106 * x8229 + 4 x8107^2 - x8107 * x8108 - x8107 * x8230 + 4 x8108^2 - x8108 * x8109 - x8108 * x8231 + 4 x8109^2 - x8109 * x8110 - x8109 * x8232 + 4 x8110^2 - x8110 * x8111 - x8110 * x8233 + 4 x8111^2 - x8111 * x8112 - x8111 * x8234 + 4 x8112^2 - x8112 * x8113 - x8112 * x8235 + 4 x8113^2 - x8113 * x8114 - x8113 * x8236 + 4 x8114^2 - x8114 * x8115 - x8114 * x8237 + 4 x8115^2 - x8115 * x8116 - x8115 * x8238 + 4 x8116^2 - x8116 * x8117 - x8116 * x8239 + 4 x8117^2 - x8117 * x8118 - x8117 * x8240 + 4 x8118^2 - x8118 * x8119 - x8118 * x8241 + 3.5 x8119^2 - x8119 * x8242 + 3.5 x8120^2 - x8120 * x8121 - x8120 * x8243 + 4 x8121^2 - x8121 * x8122 - x8121 * x8244 + 4 x8122^2 - x8122 * x8123 - x8122 * x8245 + 4 x8123^2 - x8123 * x8124 - x8123 * x8246 + 4 x8124^2 - x8124 * x8125 - x8124 * x8247 + 4 x8125^2 - x8125 * x8126 - x8125 * x8248 + 4 x8126^2 - x8126 * x8127 - x8126 * x8249 + 4 x8127^2 - x8127 * x8128 - x8127 * x8250 + 4 x8128^2 - x8128 * x8129 - x8128 * x8251 + 4 x8129^2 - x8129 * x8130 - x8129 * x8252 + 4 x8130^2 - x8130 * x8131 - x8130 * x8253 + 4 x8131^2 - x8131 * x8132 - x8131 * x8254 + 4 x8132^2 - x8132 * x8133 - x8132 * x8255 + 4 x8133^2 - x8133 * x8134 - x8133 * x8256 + 4 x8134^2 - x8134 * x8135 - x8134 * x8257 + 4 x8135^2 - x8135 * x8136 - x8135 * x8258 + 4 x8136^2 - x8136 * x8137 - x8136 * x8259 + 4 x8137^2 - x8137 * x8138 - x8137 * x8260 + 4 x8138^2 - x8138 * x8139 - x8138 * x8261 + 4 x8139^2 - x8139 * x8140 - x8139 * x8262 + 4 x8140^2 - x8140 * x8141 - x8140 * x8263 + 4 x8141^2 - x8141 * x8142 - x8141 * x8264 + 4 x8142^2 - x8142 * x8143 - x8142 * x8265 + 4 x8143^2 - x8143 * x8144 - x8143 * x8266 + 4 x8144^2 - x8144 * x8145 - x8144 * x8267 + 4 x8145^2 - x8145 * x8146 - x8145 * x8268 + 4 x8146^2 - x8146 * x8147 - x8146 * x8269 + 4 x8147^2 - x8147 * x8148 - x8147 * x8270 + 4 x8148^2 - x8148 * x8149 - x8148 * x8271 + 4 x8149^2 - x8149 * x8150 - x8149 * x8272 + 4 x8150^2 - x8150 * x8151 - x8150 * x8273 + 4 x8151^2 - x8151 * x8152 - x8151 * x8274 + 4 x8152^2 - x8152 * x8153 - x8152 * x8275 + 4 x8153^2 - x8153 * x8154 - x8153 * x8276 + 4 x8154^2 - x8154 * x8155 - x8154 * x8277 + 4 x8155^2 - x8155 * x8156 - x8155 * x8278 + 4 x8156^2 - x8156 * x8157 - x8156 * x8279 + 4 x8157^2 - x8157 * x8158 - x8157 * x8280 + 4 x8158^2 - x8158 * x8159 - x8158 * x8281 + 4 x8159^2 - x8159 * x8160 - x8159 * x8282 + 4 x8160^2 - x8160 * x8161 - x8160 * x8283 + 4 x8161^2 - x8161 * x8162 - x8161 * x8284 + 4 x8162^2 - x8162 * x8163 - x8162 * x8285 + 4 x8163^2 - x8163 * x8164 - x8163 * x8286 + 4 x8164^2 - x8164 * x8165 - x8164 * x8287 + 4 x8165^2 - x8165 * x8166 - x8165 * x8288 + 4 x8166^2 - x8166 * x8167 - x8166 * x8289 + 4 x8167^2 - x8167 * x8168 - x8167 * x8290 + 4 x8168^2 - x8168 * x8169 - x8168 * x8291 + 4 x8169^2 - x8169 * x8170 - x8169 * x8292 + 4 x8170^2 - x8170 * x8171 - x8170 * x8293 + 4 x8171^2 - x8171 * x8172 - x8171 * x8294 + 4 x8172^2 - x8172 * x8173 - x8172 * x8295 + 4 x8173^2 - x8173 * x8174 - x8173 * x8296 + 4 x8174^2 - x8174 * x8175 - x8174 * x8297 + 4 x8175^2 - x8175 * x8176 - x8175 * x8298 + 4 x8176^2 - x8176 * x8177 - x8176 * x8299 + 4 x8177^2 - x8177 * x8178 - x8177 * x8300 + 4 x8178^2 - x8178 * x8179 - x8178 * x8301 + 4 x8179^2 - x8179 * x8180 - x8179 * x8302 + 4 x8180^2 - x8180 * x8181 - x8180 * x8303 + 4 x8181^2 - x8181 * x8182 - x8181 * x8304 + 4 x8182^2 - x8182 * x8183 - x8182 * x8305 + 4 x8183^2 - x8183 * x8184 - x8183 * x8306 + 4 x8184^2 - x8184 * x8185 - x8184 * x8307 + 4 x8185^2 - x8185 * x8186 - x8185 * x8308 + 4 x8186^2 - x8186 * x8187 - x8186 * x8309 + 4 x8187^2 - x8187 * x8188 - x8187 * x8310 + 4 x8188^2 - x8188 * x8189 - x8188 * x8311 + 4 x8189^2 - x8189 * x8190 - x8189 * x8312 + 4 x8190^2 - x8190 * x8191 - x8190 * x8313 + 4 x8191^2 - x8191 * x8192 - x8191 * x8314 + 4 x8192^2 - x8192 * x8193 - x8192 * x8315 + 4 x8193^2 - x8193 * x8194 - x8193 * x8316 + 4 x8194^2 - x8194 * x8195 - x8194 * x8317 + 4 x8195^2 - x8195 * x8196 - x8195 * x8318 + 4 x8196^2 - x8196 * x8197 - x8196 * x8319 + 4 x8197^2 - x8197 * x8198 - x8197 * x8320 + 4 x8198^2 - x8198 * x8199 - x8198 * x8321 + 4 x8199^2 - x8199 * x8200 - x8199 * x8322 + 4 x8200^2 - x8200 * x8201 - x8200 * x8323 + 4 x8201^2 - x8201 * x8202 - x8201 * x8324 + 4 x8202^2 - x8202 * x8203 - x8202 * x8325 + 4 x8203^2 - x8203 * x8204 - x8203 * x8326 + 4 x8204^2 - x8204 * x8205 - x8204 * x8327 + 4 x8205^2 - x8205 * x8206 - x8205 * x8328 + 4 x8206^2 - x8206 * x8207 - x8206 * x8329 + 4 x8207^2 - x8207 * x8208 - x8207 * x8330 + 4 x8208^2 - x8208 * x8209 - x8208 * x8331 + 4 x8209^2 - x8209 * x8210 - x8209 * x8332 + 4 x8210^2 - x8210 * x8211 - x8210 * x8333 + 4 x8211^2 - x8211 * x8212 - x8211 * x8334 + 4 x8212^2 - x8212 * x8213 - x8212 * x8335 + 4 x8213^2 - x8213 * x8214 - x8213 * x8336 + 4 x8214^2 - x8214 * x8215 - x8214 * x8337 + 4 x8215^2 - x8215 * x8216 - x8215 * x8338 + 4 x8216^2 - x8216 * x8217 - x8216 * x8339 + 4 x8217^2 - x8217 * x8218 - x8217 * x8340 + 4 x8218^2 - x8218 * x8219 - x8218 * x8341 + 4 x8219^2 - x8219 * x8220 - x8219 * x8342 + 4 x8220^2 - x8220 * x8221 - x8220 * x8343 + 4 x8221^2 - x8221 * x8222 - x8221 * x8344 + 4 x8222^2 - x8222 * x8223 - x8222 * x8345 + 4 x8223^2 - x8223 * x8224 - x8223 * x8346 + 4 x8224^2 - x8224 * x8225 - x8224 * x8347 + 4 x8225^2 - x8225 * x8226 - x8225 * x8348 + 4 x8226^2 - x8226 * x8227 - x8226 * x8349 + 4 x8227^2 - x8227 * x8228 - x8227 * x8350 + 4 x8228^2 - x8228 * x8229 - x8228 * x8351 + 4 x8229^2 - x8229 * x8230 - x8229 * x8352 + 4 x8230^2 - x8230 * x8231 - x8230 * x8353 + 4 x8231^2 - x8231 * x8232 - x8231 * x8354 + 4 x8232^2 - x8232 * x8233 - x8232 * x8355 + 4 x8233^2 - x8233 * x8234 - x8233 * x8356 + 4 x8234^2 - x8234 * x8235 - x8234 * x8357 + 4 x8235^2 - x8235 * x8236 - x8235 * x8358 + 4 x8236^2 - x8236 * x8237 - x8236 * x8359 + 4 x8237^2 - x8237 * x8238 - x8237 * x8360 + 4 x8238^2 - x8238 * x8239 - x8238 * x8361 + 4 x8239^2 - x8239 * x8240 - x8239 * x8362 + 4 x8240^2 - x8240 * x8241 - x8240 * x8363 + 4 x8241^2 - x8241 * x8242 - x8241 * x8364 + 3.5 x8242^2 - x8242 * x8365 + 3.5 x8243^2 - x8243 * x8244 - x8243 * x8366 + 4 x8244^2 - x8244 * x8245 - x8244 * x8367 + 4 x8245^2 - x8245 * x8246 - x8245 * x8368 + 4 x8246^2 - x8246 * x8247 - x8246 * x8369 + 4 x8247^2 - x8247 * x8248 - x8247 * x8370 + 4 x8248^2 - x8248 * x8249 - x8248 * x8371 + 4 x8249^2 - x8249 * x8250 - x8249 * x8372 + 4 x8250^2 - x8250 * x8251 - x8250 * x8373 + 4 x8251^2 - x8251 * x8252 - x8251 * x8374 + 4 x8252^2 - x8252 * x8253 - x8252 * x8375 + 4 x8253^2 - x8253 * x8254 - x8253 * x8376 + 4 x8254^2 - x8254 * x8255 - x8254 * x8377 + 4 x8255^2 - x8255 * x8256 - x8255 * x8378 + 4 x8256^2 - x8256 * x8257 - x8256 * x8379 + 4 x8257^2 - x8257 * x8258 - x8257 * x8380 + 4 x8258^2 - x8258 * x8259 - x8258 * x8381 + 4 x8259^2 - x8259 * x8260 - x8259 * x8382 + 4 x8260^2 - x8260 * x8261 - x8260 * x8383 + 4 x8261^2 - x8261 * x8262 - x8261 * x8384 + 4 x8262^2 - x8262 * x8263 - x8262 * x8385 + 4 x8263^2 - x8263 * x8264 - x8263 * x8386 + 4 x8264^2 - x8264 * x8265 - x8264 * x8387 + 4 x8265^2 - x8265 * x8266 - x8265 * x8388 + 4 x8266^2 - x8266 * x8267 - x8266 * x8389 + 4 x8267^2 - x8267 * x8268 - x8267 * x8390 + 4 x8268^2 - x8268 * x8269 - x8268 * x8391 + 4 x8269^2 - x8269 * x8270 - x8269 * x8392 + 4 x8270^2 - x8270 * x8271 - x8270 * x8393 + 4 x8271^2 - x8271 * x8272 - x8271 * x8394 + 4 x8272^2 - x8272 * x8273 - x8272 * x8395 + 4 x8273^2 - x8273 * x8274 - x8273 * x8396 + 4 x8274^2 - x8274 * x8275 - x8274 * x8397 + 4 x8275^2 - x8275 * x8276 - x8275 * x8398 + 4 x8276^2 - x8276 * x8277 - x8276 * x8399 + 4 x8277^2 - x8277 * x8278 - x8277 * x8400 + 4 x8278^2 - x8278 * x8279 - x8278 * x8401 + 4 x8279^2 - x8279 * x8280 - x8279 * x8402 + 4 x8280^2 - x8280 * x8281 - x8280 * x8403 + 4 x8281^2 - x8281 * x8282 - x8281 * x8404 + 4 x8282^2 - x8282 * x8283 - x8282 * x8405 + 4 x8283^2 - x8283 * x8284 - x8283 * x8406 + 4 x8284^2 - x8284 * x8285 - x8284 * x8407 + 4 x8285^2 - x8285 * x8286 - x8285 * x8408 + 4 x8286^2 - x8286 * x8287 - x8286 * x8409 + 4 x8287^2 - x8287 * x8288 - x8287 * x8410 + 4 x8288^2 - x8288 * x8289 - x8288 * x8411 + 4 x8289^2 - x8289 * x8290 - x8289 * x8412 + 4 x8290^2 - x8290 * x8291 - x8290 * x8413 + 4 x8291^2 - x8291 * x8292 - x8291 * x8414 + 4 x8292^2 - x8292 * x8293 - x8292 * x8415 + 4 x8293^2 - x8293 * x8294 - x8293 * x8416 + 4 x8294^2 - x8294 * x8295 - x8294 * x8417 + 4 x8295^2 - x8295 * x8296 - x8295 * x8418 + 4 x8296^2 - x8296 * x8297 - x8296 * x8419 + 4 x8297^2 - x8297 * x8298 - x8297 * x8420 + 4 x8298^2 - x8298 * x8299 - x8298 * x8421 + 4 x8299^2 - x8299 * x8300 - x8299 * x8422 + 4 x8300^2 - x8300 * x8301 - x8300 * x8423 + 4 x8301^2 - x8301 * x8302 - x8301 * x8424 + 4 x8302^2 - x8302 * x8303 - x8302 * x8425 + 4 x8303^2 - x8303 * x8304 - x8303 * x8426 + 4 x8304^2 - x8304 * x8305 - x8304 * x8427 + 4 x8305^2 - x8305 * x8306 - x8305 * x8428 + 4 x8306^2 - x8306 * x8307 - x8306 * x8429 + 4 x8307^2 - x8307 * x8308 - x8307 * x8430 + 4 x8308^2 - x8308 * x8309 - x8308 * x8431 + 4 x8309^2 - x8309 * x8310 - x8309 * x8432 + 4 x8310^2 - x8310 * x8311 - x8310 * x8433 + 4 x8311^2 - x8311 * x8312 - x8311 * x8434 + 4 x8312^2 - x8312 * x8313 - x8312 * x8435 + 4 x8313^2 - x8313 * x8314 - x8313 * x8436 + 4 x8314^2 - x8314 * x8315 - x8314 * x8437 + 4 x8315^2 - x8315 * x8316 - x8315 * x8438 + 4 x8316^2 - x8316 * x8317 - x8316 * x8439 + 4 x8317^2 - x8317 * x8318 - x8317 * x8440 + 4 x8318^2 - x8318 * x8319 - x8318 * x8441 + 4 x8319^2 - x8319 * x8320 - x8319 * x8442 + 4 x8320^2 - x8320 * x8321 - x8320 * x8443 + 4 x8321^2 - x8321 * x8322 - x8321 * x8444 + 4 x8322^2 - x8322 * x8323 - x8322 * x8445 + 4 x8323^2 - x8323 * x8324 - x8323 * x8446 + 4 x8324^2 - x8324 * x8325 - x8324 * x8447 + 4 x8325^2 - x8325 * x8326 - x8325 * x8448 + 4 x8326^2 - x8326 * x8327 - x8326 * x8449 + 4 x8327^2 - x8327 * x8328 - x8327 * x8450 + 4 x8328^2 - x8328 * x8329 - x8328 * x8451 + 4 x8329^2 - x8329 * x8330 - x8329 * x8452 + 4 x8330^2 - x8330 * x8331 - x8330 * x8453 + 4 x8331^2 - x8331 * x8332 - x8331 * x8454 + 4 x8332^2 - x8332 * x8333 - x8332 * x8455 + 4 x8333^2 - x8333 * x8334 - x8333 * x8456 + 4 x8334^2 - x8334 * x8335 - x8334 * x8457 + 4 x8335^2 - x8335 * x8336 - x8335 * x8458 + 4 x8336^2 - x8336 * x8337 - x8336 * x8459 + 4 x8337^2 - x8337 * x8338 - x8337 * x8460 + 4 x8338^2 - x8338 * x8339 - x8338 * x8461 + 4 x8339^2 - x8339 * x8340 - x8339 * x8462 + 4 x8340^2 - x8340 * x8341 - x8340 * x8463 + 4 x8341^2 - x8341 * x8342 - x8341 * x8464 + 4 x8342^2 - x8342 * x8343 - x8342 * x8465 + 4 x8343^2 - x8343 * x8344 - x8343 * x8466 + 4 x8344^2 - x8344 * x8345 - x8344 * x8467 + 4 x8345^2 - x8345 * x8346 - x8345 * x8468 + 4 x8346^2 - x8346 * x8347 - x8346 * x8469 + 4 x8347^2 - x8347 * x8348 - x8347 * x8470 + 4 x8348^2 - x8348 * x8349 - x8348 * x8471 + 4 x8349^2 - x8349 * x8350 - x8349 * x8472 + 4 x8350^2 - x8350 * x8351 - x8350 * x8473 + 4 x8351^2 - x8351 * x8352 - x8351 * x8474 + 4 x8352^2 - x8352 * x8353 - x8352 * x8475 + 4 x8353^2 - x8353 * x8354 - x8353 * x8476 + 4 x8354^2 - x8354 * x8355 - x8354 * x8477 + 4 x8355^2 - x8355 * x8356 - x8355 * x8478 + 4 x8356^2 - x8356 * x8357 - x8356 * x8479 + 4 x8357^2 - x8357 * x8358 - x8357 * x8480 + 4 x8358^2 - x8358 * x8359 - x8358 * x8481 + 4 x8359^2 - x8359 * x8360 - x8359 * x8482 + 4 x8360^2 - x8360 * x8361 - x8360 * x8483 + 4 x8361^2 - x8361 * x8362 - x8361 * x8484 + 4 x8362^2 - x8362 * x8363 - x8362 * x8485 + 4 x8363^2 - x8363 * x8364 - x8363 * x8486 + 4 x8364^2 - x8364 * x8365 - x8364 * x8487 + 3.5 x8365^2 - x8365 * x8488 + 3.5 x8366^2 - x8366 * x8367 - x8366 * x8489 + 4 x8367^2 - x8367 * x8368 - x8367 * x8490 + 4 x8368^2 - x8368 * x8369 - x8368 * x8491 + 4 x8369^2 - x8369 * x8370 - x8369 * x8492 + 4 x8370^2 - x8370 * x8371 - x8370 * x8493 + 4 x8371^2 - x8371 * x8372 - x8371 * x8494 + 4 x8372^2 - x8372 * x8373 - x8372 * x8495 + 4 x8373^2 - x8373 * x8374 - x8373 * x8496 + 4 x8374^2 - x8374 * x8375 - x8374 * x8497 + 4 x8375^2 - x8375 * x8376 - x8375 * x8498 + 4 x8376^2 - x8376 * x8377 - x8376 * x8499 + 4 x8377^2 - x8377 * x8378 - x8377 * x8500 + 4 x8378^2 - x8378 * x8379 - x8378 * x8501 + 4 x8379^2 - x8379 * x8380 - x8379 * x8502 + 4 x8380^2 - x8380 * x8381 - x8380 * x8503 + 4 x8381^2 - x8381 * x8382 - x8381 * x8504 + 4 x8382^2 - x8382 * x8383 - x8382 * x8505 + 4 x8383^2 - x8383 * x8384 - x8383 * x8506 + 4 x8384^2 - x8384 * x8385 - x8384 * x8507 + 4 x8385^2 - x8385 * x8386 - x8385 * x8508 + 4 x8386^2 - x8386 * x8387 - x8386 * x8509 + 4 x8387^2 - x8387 * x8388 - x8387 * x8510 + 4 x8388^2 - x8388 * x8389 - x8388 * x8511 + 4 x8389^2 - x8389 * x8390 - x8389 * x8512 + 4 x8390^2 - x8390 * x8391 - x8390 * x8513 + 4 x8391^2 - x8391 * x8392 - x8391 * x8514 + 4 x8392^2 - x8392 * x8393 - x8392 * x8515 + 4 x8393^2 - x8393 * x8394 - x8393 * x8516 + 4 x8394^2 - x8394 * x8395 - x8394 * x8517 + 4 x8395^2 - x8395 * x8396 - x8395 * x8518 + 4 x8396^2 - x8396 * x8397 - x8396 * x8519 + 4 x8397^2 - x8397 * x8398 - x8397 * x8520 + 4 x8398^2 - x8398 * x8399 - x8398 * x8521 + 4 x8399^2 - x8399 * x8400 - x8399 * x8522 + 4 x8400^2 - x8400 * x8401 - x8400 * x8523 + 4 x8401^2 - x8401 * x8402 - x8401 * x8524 + 4 x8402^2 - x8402 * x8403 - x8402 * x8525 + 4 x8403^2 - x8403 * x8404 - x8403 * x8526 + 4 x8404^2 - x8404 * x8405 - x8404 * x8527 + 4 x8405^2 - x8405 * x8406 - x8405 * x8528 + 4 x8406^2 - x8406 * x8407 - x8406 * x8529 + 4 x8407^2 - x8407 * x8408 - x8407 * x8530 + 4 x8408^2 - x8408 * x8409 - x8408 * x8531 + 4 x8409^2 - x8409 * x8410 - x8409 * x8532 + 4 x8410^2 - x8410 * x8411 - x8410 * x8533 + 4 x8411^2 - x8411 * x8412 - x8411 * x8534 + 4 x8412^2 - x8412 * x8413 - x8412 * x8535 + 4 x8413^2 - x8413 * x8414 - x8413 * x8536 + 4 x8414^2 - x8414 * x8415 - x8414 * x8537 + 4 x8415^2 - x8415 * x8416 - x8415 * x8538 + 4 x8416^2 - x8416 * x8417 - x8416 * x8539 + 4 x8417^2 - x8417 * x8418 - x8417 * x8540 + 4 x8418^2 - x8418 * x8419 - x8418 * x8541 + 4 x8419^2 - x8419 * x8420 - x8419 * x8542 + 4 x8420^2 - x8420 * x8421 - x8420 * x8543 + 4 x8421^2 - x8421 * x8422 - x8421 * x8544 + 4 x8422^2 - x8422 * x8423 - x8422 * x8545 + 4 x8423^2 - x8423 * x8424 - x8423 * x8546 + 4 x8424^2 - x8424 * x8425 - x8424 * x8547 + 4 x8425^2 - x8425 * x8426 - x8425 * x8548 + 4 x8426^2 - x8426 * x8427 - x8426 * x8549 + 4 x8427^2 - x8427 * x8428 - x8427 * x8550 + 4 x8428^2 - x8428 * x8429 - x8428 * x8551 + 4 x8429^2 - x8429 * x8430 - x8429 * x8552 + 4 x8430^2 - x8430 * x8431 - x8430 * x8553 + 4 x8431^2 - x8431 * x8432 - x8431 * x8554 + 4 x8432^2 - x8432 * x8433 - x8432 * x8555 + 4 x8433^2 - x8433 * x8434 - x8433 * x8556 + 4 x8434^2 - x8434 * x8435 - x8434 * x8557 + 4 x8435^2 - x8435 * x8436 - x8435 * x8558 + 4 x8436^2 - x8436 * x8437 - x8436 * x8559 + 4 x8437^2 - x8437 * x8438 - x8437 * x8560 + 4 x8438^2 - x8438 * x8439 - x8438 * x8561 + 4 x8439^2 - x8439 * x8440 - x8439 * x8562 + 4 x8440^2 - x8440 * x8441 - x8440 * x8563 + 4 x8441^2 - x8441 * x8442 - x8441 * x8564 + 4 x8442^2 - x8442 * x8443 - x8442 * x8565 + 4 x8443^2 - x8443 * x8444 - x8443 * x8566 + 4 x8444^2 - x8444 * x8445 - x8444 * x8567 + 4 x8445^2 - x8445 * x8446 - x8445 * x8568 + 4 x8446^2 - x8446 * x8447 - x8446 * x8569 + 4 x8447^2 - x8447 * x8448 - x8447 * x8570 + 4 x8448^2 - x8448 * x8449 - x8448 * x8571 + 4 x8449^2 - x8449 * x8450 - x8449 * x8572 + 4 x8450^2 - x8450 * x8451 - x8450 * x8573 + 4 x8451^2 - x8451 * x8452 - x8451 * x8574 + 4 x8452^2 - x8452 * x8453 - x8452 * x8575 + 4 x8453^2 - x8453 * x8454 - x8453 * x8576 + 4 x8454^2 - x8454 * x8455 - x8454 * x8577 + 4 x8455^2 - x8455 * x8456 - x8455 * x8578 + 4 x8456^2 - x8456 * x8457 - x8456 * x8579 + 4 x8457^2 - x8457 * x8458 - x8457 * x8580 + 4 x8458^2 - x8458 * x8459 - x8458 * x8581 + 4 x8459^2 - x8459 * x8460 - x8459 * x8582 + 4 x8460^2 - x8460 * x8461 - x8460 * x8583 + 4 x8461^2 - x8461 * x8462 - x8461 * x8584 + 4 x8462^2 - x8462 * x8463 - x8462 * x8585 + 4 x8463^2 - x8463 * x8464 - x8463 * x8586 + 4 x8464^2 - x8464 * x8465 - x8464 * x8587 + 4 x8465^2 - x8465 * x8466 - x8465 * x8588 + 4 x8466^2 - x8466 * x8467 - x8466 * x8589 + 4 x8467^2 - x8467 * x8468 - x8467 * x8590 + 4 x8468^2 - x8468 * x8469 - x8468 * x8591 + 4 x8469^2 - x8469 * x8470 - x8469 * x8592 + 4 x8470^2 - x8470 * x8471 - x8470 * x8593 + 4 x8471^2 - x8471 * x8472 - x8471 * x8594 + 4 x8472^2 - x8472 * x8473 - x8472 * x8595 + 4 x8473^2 - x8473 * x8474 - x8473 * x8596 + 4 x8474^2 - x8474 * x8475 - x8474 * x8597 + 4 x8475^2 - x8475 * x8476 - x8475 * x8598 + 4 x8476^2 - x8476 * x8477 - x8476 * x8599 + 4 x8477^2 - x8477 * x8478 - x8477 * x8600 + 4 x8478^2 - x8478 * x8479 - x8478 * x8601 + 4 x8479^2 - x8479 * x8480 - x8479 * x8602 + 4 x8480^2 - x8480 * x8481 - x8480 * x8603 + 4 x8481^2 - x8481 * x8482 - x8481 * x8604 + 4 x8482^2 - x8482 * x8483 - x8482 * x8605 + 4 x8483^2 - x8483 * x8484 - x8483 * x8606 + 4 x8484^2 - x8484 * x8485 - x8484 * x8607 + 4 x8485^2 - x8485 * x8486 - x8485 * x8608 + 4 x8486^2 - x8486 * x8487 - x8486 * x8609 + 4 x8487^2 - x8487 * x8488 - x8487 * x8610 + 3.5 x8488^2 - x8488 * x8611 + 3.5 x8489^2 - x8489 * x8490 - x8489 * x8612 + 4 x8490^2 - x8490 * x8491 - x8490 * x8613 + 4 x8491^2 - x8491 * x8492 - x8491 * x8614 + 4 x8492^2 - x8492 * x8493 - x8492 * x8615 + 4 x8493^2 - x8493 * x8494 - x8493 * x8616 + 4 x8494^2 - x8494 * x8495 - x8494 * x8617 + 4 x8495^2 - x8495 * x8496 - x8495 * x8618 + 4 x8496^2 - x8496 * x8497 - x8496 * x8619 + 4 x8497^2 - x8497 * x8498 - x8497 * x8620 + 4 x8498^2 - x8498 * x8499 - x8498 * x8621 + 4 x8499^2 - x8499 * x8500 - x8499 * x8622 + 4 x8500^2 - x8500 * x8501 - x8500 * x8623 + 4 x8501^2 - x8501 * x8502 - x8501 * x8624 + 4 x8502^2 - x8502 * x8503 - x8502 * x8625 + 4 x8503^2 - x8503 * x8504 - x8503 * x8626 + 4 x8504^2 - x8504 * x8505 - x8504 * x8627 + 4 x8505^2 - x8505 * x8506 - x8505 * x8628 + 4 x8506^2 - x8506 * x8507 - x8506 * x8629 + 4 x8507^2 - x8507 * x8508 - x8507 * x8630 + 4 x8508^2 - x8508 * x8509 - x8508 * x8631 + 4 x8509^2 - x8509 * x8510 - x8509 * x8632 + 4 x8510^2 - x8510 * x8511 - x8510 * x8633 + 4 x8511^2 - x8511 * x8512 - x8511 * x8634 + 4 x8512^2 - x8512 * x8513 - x8512 * x8635 + 4 x8513^2 - x8513 * x8514 - x8513 * x8636 + 4 x8514^2 - x8514 * x8515 - x8514 * x8637 + 4 x8515^2 - x8515 * x8516 - x8515 * x8638 + 4 x8516^2 - x8516 * x8517 - x8516 * x8639 + 4 x8517^2 - x8517 * x8518 - x8517 * x8640 + 4 x8518^2 - x8518 * x8519 - x8518 * x8641 + 4 x8519^2 - x8519 * x8520 - x8519 * x8642 + 4 x8520^2 - x8520 * x8521 - x8520 * x8643 + 4 x8521^2 - x8521 * x8522 - x8521 * x8644 + 4 x8522^2 - x8522 * x8523 - x8522 * x8645 + 4 x8523^2 - x8523 * x8524 - x8523 * x8646 + 4 x8524^2 - x8524 * x8525 - x8524 * x8647 + 4 x8525^2 - x8525 * x8526 - x8525 * x8648 + 4 x8526^2 - x8526 * x8527 - x8526 * x8649 + 4 x8527^2 - x8527 * x8528 - x8527 * x8650 + 4 x8528^2 - x8528 * x8529 - x8528 * x8651 + 4 x8529^2 - x8529 * x8530 - x8529 * x8652 + 4 x8530^2 - x8530 * x8531 - x8530 * x8653 + 4 x8531^2 - x8531 * x8532 - x8531 * x8654 + 4 x8532^2 - x8532 * x8533 - x8532 * x8655 + 4 x8533^2 - x8533 * x8534 - x8533 * x8656 + 4 x8534^2 - x8534 * x8535 - x8534 * x8657 + 4 x8535^2 - x8535 * x8536 - x8535 * x8658 + 4 x8536^2 - x8536 * x8537 - x8536 * x8659 + 4 x8537^2 - x8537 * x8538 - x8537 * x8660 + 4 x8538^2 - x8538 * x8539 - x8538 * x8661 + 4 x8539^2 - x8539 * x8540 - x8539 * x8662 + 4 x8540^2 - x8540 * x8541 - x8540 * x8663 + 4 x8541^2 - x8541 * x8542 - x8541 * x8664 + 4 x8542^2 - x8542 * x8543 - x8542 * x8665 + 4 x8543^2 - x8543 * x8544 - x8543 * x8666 + 4 x8544^2 - x8544 * x8545 - x8544 * x8667 + 4 x8545^2 - x8545 * x8546 - x8545 * x8668 + 4 x8546^2 - x8546 * x8547 - x8546 * x8669 + 4 x8547^2 - x8547 * x8548 - x8547 * x8670 + 4 x8548^2 - x8548 * x8549 - x8548 * x8671 + 4 x8549^2 - x8549 * x8550 - x8549 * x8672 + 4 x8550^2 - x8550 * x8551 - x8550 * x8673 + 4 x8551^2 - x8551 * x8552 - x8551 * x8674 + 4 x8552^2 - x8552 * x8553 - x8552 * x8675 + 4 x8553^2 - x8553 * x8554 - x8553 * x8676 + 4 x8554^2 - x8554 * x8555 - x8554 * x8677 + 4 x8555^2 - x8555 * x8556 - x8555 * x8678 + 4 x8556^2 - x8556 * x8557 - x8556 * x8679 + 4 x8557^2 - x8557 * x8558 - x8557 * x8680 + 4 x8558^2 - x8558 * x8559 - x8558 * x8681 + 4 x8559^2 - x8559 * x8560 - x8559 * x8682 + 4 x8560^2 - x8560 * x8561 - x8560 * x8683 + 4 x8561^2 - x8561 * x8562 - x8561 * x8684 + 4 x8562^2 - x8562 * x8563 - x8562 * x8685 + 4 x8563^2 - x8563 * x8564 - x8563 * x8686 + 4 x8564^2 - x8564 * x8565 - x8564 * x8687 + 4 x8565^2 - x8565 * x8566 - x8565 * x8688 + 4 x8566^2 - x8566 * x8567 - x8566 * x8689 + 4 x8567^2 - x8567 * x8568 - x8567 * x8690 + 4 x8568^2 - x8568 * x8569 - x8568 * x8691 + 4 x8569^2 - x8569 * x8570 - x8569 * x8692 + 4 x8570^2 - x8570 * x8571 - x8570 * x8693 + 4 x8571^2 - x8571 * x8572 - x8571 * x8694 + 4 x8572^2 - x8572 * x8573 - x8572 * x8695 + 4 x8573^2 - x8573 * x8574 - x8573 * x8696 + 4 x8574^2 - x8574 * x8575 - x8574 * x8697 + 4 x8575^2 - x8575 * x8576 - x8575 * x8698 + 4 x8576^2 - x8576 * x8577 - x8576 * x8699 + 4 x8577^2 - x8577 * x8578 - x8577 * x8700 + 4 x8578^2 - x8578 * x8579 - x8578 * x8701 + 4 x8579^2 - x8579 * x8580 - x8579 * x8702 + 4 x8580^2 - x8580 * x8581 - x8580 * x8703 + 4 x8581^2 - x8581 * x8582 - x8581 * x8704 + 4 x8582^2 - x8582 * x8583 - x8582 * x8705 + 4 x8583^2 - x8583 * x8584 - x8583 * x8706 + 4 x8584^2 - x8584 * x8585 - x8584 * x8707 + 4 x8585^2 - x8585 * x8586 - x8585 * x8708 + 4 x8586^2 - x8586 * x8587 - x8586 * x8709 + 4 x8587^2 - x8587 * x8588 - x8587 * x8710 + 4 x8588^2 - x8588 * x8589 - x8588 * x8711 + 4 x8589^2 - x8589 * x8590 - x8589 * x8712 + 4 x8590^2 - x8590 * x8591 - x8590 * x8713 + 4 x8591^2 - x8591 * x8592 - x8591 * x8714 + 4 x8592^2 - x8592 * x8593 - x8592 * x8715 + 4 x8593^2 - x8593 * x8594 - x8593 * x8716 + 4 x8594^2 - x8594 * x8595 - x8594 * x8717 + 4 x8595^2 - x8595 * x8596 - x8595 * x8718 + 4 x8596^2 - x8596 * x8597 - x8596 * x8719 + 4 x8597^2 - x8597 * x8598 - x8597 * x8720 + 4 x8598^2 - x8598 * x8599 - x8598 * x8721 + 4 x8599^2 - x8599 * x8600 - x8599 * x8722 + 4 x8600^2 - x8600 * x8601 - x8600 * x8723 + 4 x8601^2 - x8601 * x8602 - x8601 * x8724 + 4 x8602^2 - x8602 * x8603 - x8602 * x8725 + 4 x8603^2 - x8603 * x8604 - x8603 * x8726 + 4 x8604^2 - x8604 * x8605 - x8604 * x8727 + 4 x8605^2 - x8605 * x8606 - x8605 * x8728 + 4 x8606^2 - x8606 * x8607 - x8606 * x8729 + 4 x8607^2 - x8607 * x8608 - x8607 * x8730 + 4 x8608^2 - x8608 * x8609 - x8608 * x8731 + 4 x8609^2 - x8609 * x8610 - x8609 * x8732 + 4 x8610^2 - x8610 * x8611 - x8610 * x8733 + 3.5 x8611^2 - x8611 * x8734 + 3.5 x8612^2 - x8612 * x8613 - x8612 * x8735 + 4 x8613^2 - x8613 * x8614 - x8613 * x8736 + 4 x8614^2 - x8614 * x8615 - x8614 * x8737 + 4 x8615^2 - x8615 * x8616 - x8615 * x8738 + 4 x8616^2 - x8616 * x8617 - x8616 * x8739 + 4 x8617^2 - x8617 * x8618 - x8617 * x8740 + 4 x8618^2 - x8618 * x8619 - x8618 * x8741 + 4 x8619^2 - x8619 * x8620 - x8619 * x8742 + 4 x8620^2 - x8620 * x8621 - x8620 * x8743 + 4 x8621^2 - x8621 * x8622 - x8621 * x8744 + 4 x8622^2 - x8622 * x8623 - x8622 * x8745 + 4 x8623^2 - x8623 * x8624 - x8623 * x8746 + 4 x8624^2 - x8624 * x8625 - x8624 * x8747 + 4 x8625^2 - x8625 * x8626 - x8625 * x8748 + 4 x8626^2 - x8626 * x8627 - x8626 * x8749 + 4 x8627^2 - x8627 * x8628 - x8627 * x8750 + 4 x8628^2 - x8628 * x8629 - x8628 * x8751 + 4 x8629^2 - x8629 * x8630 - x8629 * x8752 + 4 x8630^2 - x8630 * x8631 - x8630 * x8753 + 4 x8631^2 - x8631 * x8632 - x8631 * x8754 + 4 x8632^2 - x8632 * x8633 - x8632 * x8755 + 4 x8633^2 - x8633 * x8634 - x8633 * x8756 + 4 x8634^2 - x8634 * x8635 - x8634 * x8757 + 4 x8635^2 - x8635 * x8636 - x8635 * x8758 + 4 x8636^2 - x8636 * x8637 - x8636 * x8759 + 4 x8637^2 - x8637 * x8638 - x8637 * x8760 + 4 x8638^2 - x8638 * x8639 - x8638 * x8761 + 4 x8639^2 - x8639 * x8640 - x8639 * x8762 + 4 x8640^2 - x8640 * x8641 - x8640 * x8763 + 4 x8641^2 - x8641 * x8642 - x8641 * x8764 + 4 x8642^2 - x8642 * x8643 - x8642 * x8765 + 4 x8643^2 - x8643 * x8644 - x8643 * x8766 + 4 x8644^2 - x8644 * x8645 - x8644 * x8767 + 4 x8645^2 - x8645 * x8646 - x8645 * x8768 + 4 x8646^2 - x8646 * x8647 - x8646 * x8769 + 4 x8647^2 - x8647 * x8648 - x8647 * x8770 + 4 x8648^2 - x8648 * x8649 - x8648 * x8771 + 4 x8649^2 - x8649 * x8650 - x8649 * x8772 + 4 x8650^2 - x8650 * x8651 - x8650 * x8773 + 4 x8651^2 - x8651 * x8652 - x8651 * x8774 + 4 x8652^2 - x8652 * x8653 - x8652 * x8775 + 4 x8653^2 - x8653 * x8654 - x8653 * x8776 + 4 x8654^2 - x8654 * x8655 - x8654 * x8777 + 4 x8655^2 - x8655 * x8656 - x8655 * x8778 + 4 x8656^2 - x8656 * x8657 - x8656 * x8779 + 4 x8657^2 - x8657 * x8658 - x8657 * x8780 + 4 x8658^2 - x8658 * x8659 - x8658 * x8781 + 4 x8659^2 - x8659 * x8660 - x8659 * x8782 + 4 x8660^2 - x8660 * x8661 - x8660 * x8783 + 4 x8661^2 - x8661 * x8662 - x8661 * x8784 + 4 x8662^2 - x8662 * x8663 - x8662 * x8785 + 4 x8663^2 - x8663 * x8664 - x8663 * x8786 + 4 x8664^2 - x8664 * x8665 - x8664 * x8787 + 4 x8665^2 - x8665 * x8666 - x8665 * x8788 + 4 x8666^2 - x8666 * x8667 - x8666 * x8789 + 4 x8667^2 - x8667 * x8668 - x8667 * x8790 + 4 x8668^2 - x8668 * x8669 - x8668 * x8791 + 4 x8669^2 - x8669 * x8670 - x8669 * x8792 + 4 x8670^2 - x8670 * x8671 - x8670 * x8793 + 4 x8671^2 - x8671 * x8672 - x8671 * x8794 + 4 x8672^2 - x8672 * x8673 - x8672 * x8795 + 4 x8673^2 - x8673 * x8674 - x8673 * x8796 + 4 x8674^2 - x8674 * x8675 - x8674 * x8797 + 4 x8675^2 - x8675 * x8676 - x8675 * x8798 + 4 x8676^2 - x8676 * x8677 - x8676 * x8799 + 4 x8677^2 - x8677 * x8678 - x8677 * x8800 + 4 x8678^2 - x8678 * x8679 - x8678 * x8801 + 4 x8679^2 - x8679 * x8680 - x8679 * x8802 + 4 x8680^2 - x8680 * x8681 - x8680 * x8803 + 4 x8681^2 - x8681 * x8682 - x8681 * x8804 + 4 x8682^2 - x8682 * x8683 - x8682 * x8805 + 4 x8683^2 - x8683 * x8684 - x8683 * x8806 + 4 x8684^2 - x8684 * x8685 - x8684 * x8807 + 4 x8685^2 - x8685 * x8686 - x8685 * x8808 + 4 x8686^2 - x8686 * x8687 - x8686 * x8809 + 4 x8687^2 - x8687 * x8688 - x8687 * x8810 + 4 x8688^2 - x8688 * x8689 - x8688 * x8811 + 4 x8689^2 - x8689 * x8690 - x8689 * x8812 + 4 x8690^2 - x8690 * x8691 - x8690 * x8813 + 4 x8691^2 - x8691 * x8692 - x8691 * x8814 + 4 x8692^2 - x8692 * x8693 - x8692 * x8815 + 4 x8693^2 - x8693 * x8694 - x8693 * x8816 + 4 x8694^2 - x8694 * x8695 - x8694 * x8817 + 4 x8695^2 - x8695 * x8696 - x8695 * x8818 + 4 x8696^2 - x8696 * x8697 - x8696 * x8819 + 4 x8697^2 - x8697 * x8698 - x8697 * x8820 + 4 x8698^2 - x8698 * x8699 - x8698 * x8821 + 4 x8699^2 - x8699 * x8700 - x8699 * x8822 + 4 x8700^2 - x8700 * x8701 - x8700 * x8823 + 4 x8701^2 - x8701 * x8702 - x8701 * x8824 + 4 x8702^2 - x8702 * x8703 - x8702 * x8825 + 4 x8703^2 - x8703 * x8704 - x8703 * x8826 + 4 x8704^2 - x8704 * x8705 - x8704 * x8827 + 4 x8705^2 - x8705 * x8706 - x8705 * x8828 + 4 x8706^2 - x8706 * x8707 - x8706 * x8829 + 4 x8707^2 - x8707 * x8708 - x8707 * x8830 + 4 x8708^2 - x8708 * x8709 - x8708 * x8831 + 4 x8709^2 - x8709 * x8710 - x8709 * x8832 + 4 x8710^2 - x8710 * x8711 - x8710 * x8833 + 4 x8711^2 - x8711 * x8712 - x8711 * x8834 + 4 x8712^2 - x8712 * x8713 - x8712 * x8835 + 4 x8713^2 - x8713 * x8714 - x8713 * x8836 + 4 x8714^2 - x8714 * x8715 - x8714 * x8837 + 4 x8715^2 - x8715 * x8716 - x8715 * x8838 + 4 x8716^2 - x8716 * x8717 - x8716 * x8839 + 4 x8717^2 - x8717 * x8718 - x8717 * x8840 + 4 x8718^2 - x8718 * x8719 - x8718 * x8841 + 4 x8719^2 - x8719 * x8720 - x8719 * x8842 + 4 x8720^2 - x8720 * x8721 - x8720 * x8843 + 4 x8721^2 - x8721 * x8722 - x8721 * x8844 + 4 x8722^2 - x8722 * x8723 - x8722 * x8845 + 4 x8723^2 - x8723 * x8724 - x8723 * x8846 + 4 x8724^2 - x8724 * x8725 - x8724 * x8847 + 4 x8725^2 - x8725 * x8726 - x8725 * x8848 + 4 x8726^2 - x8726 * x8727 - x8726 * x8849 + 4 x8727^2 - x8727 * x8728 - x8727 * x8850 + 4 x8728^2 - x8728 * x8729 - x8728 * x8851 + 4 x8729^2 - x8729 * x8730 - x8729 * x8852 + 4 x8730^2 - x8730 * x8731 - x8730 * x8853 + 4 x8731^2 - x8731 * x8732 - x8731 * x8854 + 4 x8732^2 - x8732 * x8733 - x8732 * x8855 + 4 x8733^2 - x8733 * x8734 - x8733 * x8856 + 3.5 x8734^2 - x8734 * x8857 + 3.5 x8735^2 - x8735 * x8736 - x8735 * x8858 + 4 x8736^2 - x8736 * x8737 - x8736 * x8859 + 4 x8737^2 - x8737 * x8738 - x8737 * x8860 + 4 x8738^2 - x8738 * x8739 - x8738 * x8861 + 4 x8739^2 - x8739 * x8740 - x8739 * x8862 + 4 x8740^2 - x8740 * x8741 - x8740 * x8863 + 4 x8741^2 - x8741 * x8742 - x8741 * x8864 + 4 x8742^2 - x8742 * x8743 - x8742 * x8865 + 4 x8743^2 - x8743 * x8744 - x8743 * x8866 + 4 x8744^2 - x8744 * x8745 - x8744 * x8867 + 4 x8745^2 - x8745 * x8746 - x8745 * x8868 + 4 x8746^2 - x8746 * x8747 - x8746 * x8869 + 4 x8747^2 - x8747 * x8748 - x8747 * x8870 + 4 x8748^2 - x8748 * x8749 - x8748 * x8871 + 4 x8749^2 - x8749 * x8750 - x8749 * x8872 + 4 x8750^2 - x8750 * x8751 - x8750 * x8873 + 4 x8751^2 - x8751 * x8752 - x8751 * x8874 + 4 x8752^2 - x8752 * x8753 - x8752 * x8875 + 4 x8753^2 - x8753 * x8754 - x8753 * x8876 + 4 x8754^2 - x8754 * x8755 - x8754 * x8877 + 4 x8755^2 - x8755 * x8756 - x8755 * x8878 + 4 x8756^2 - x8756 * x8757 - x8756 * x8879 + 4 x8757^2 - x8757 * x8758 - x8757 * x8880 + 4 x8758^2 - x8758 * x8759 - x8758 * x8881 + 4 x8759^2 - x8759 * x8760 - x8759 * x8882 + 4 x8760^2 - x8760 * x8761 - x8760 * x8883 + 4 x8761^2 - x8761 * x8762 - x8761 * x8884 + 4 x8762^2 - x8762 * x8763 - x8762 * x8885 + 4 x8763^2 - x8763 * x8764 - x8763 * x8886 + 4 x8764^2 - x8764 * x8765 - x8764 * x8887 + 4 x8765^2 - x8765 * x8766 - x8765 * x8888 + 4 x8766^2 - x8766 * x8767 - x8766 * x8889 + 4 x8767^2 - x8767 * x8768 - x8767 * x8890 + 4 x8768^2 - x8768 * x8769 - x8768 * x8891 + 4 x8769^2 - x8769 * x8770 - x8769 * x8892 + 4 x8770^2 - x8770 * x8771 - x8770 * x8893 + 4 x8771^2 - x8771 * x8772 - x8771 * x8894 + 4 x8772^2 - x8772 * x8773 - x8772 * x8895 + 4 x8773^2 - x8773 * x8774 - x8773 * x8896 + 4 x8774^2 - x8774 * x8775 - x8774 * x8897 + 4 x8775^2 - x8775 * x8776 - x8775 * x8898 + 4 x8776^2 - x8776 * x8777 - x8776 * x8899 + 4 x8777^2 - x8777 * x8778 - x8777 * x8900 + 4 x8778^2 - x8778 * x8779 - x8778 * x8901 + 4 x8779^2 - x8779 * x8780 - x8779 * x8902 + 4 x8780^2 - x8780 * x8781 - x8780 * x8903 + 4 x8781^2 - x8781 * x8782 - x8781 * x8904 + 4 x8782^2 - x8782 * x8783 - x8782 * x8905 + 4 x8783^2 - x8783 * x8784 - x8783 * x8906 + 4 x8784^2 - x8784 * x8785 - x8784 * x8907 + 4 x8785^2 - x8785 * x8786 - x8785 * x8908 + 4 x8786^2 - x8786 * x8787 - x8786 * x8909 + 4 x8787^2 - x8787 * x8788 - x8787 * x8910 + 4 x8788^2 - x8788 * x8789 - x8788 * x8911 + 4 x8789^2 - x8789 * x8790 - x8789 * x8912 + 4 x8790^2 - x8790 * x8791 - x8790 * x8913 + 4 x8791^2 - x8791 * x8792 - x8791 * x8914 + 4 x8792^2 - x8792 * x8793 - x8792 * x8915 + 4 x8793^2 - x8793 * x8794 - x8793 * x8916 + 4 x8794^2 - x8794 * x8795 - x8794 * x8917 + 4 x8795^2 - x8795 * x8796 - x8795 * x8918 + 4 x8796^2 - x8796 * x8797 - x8796 * x8919 + 4 x8797^2 - x8797 * x8798 - x8797 * x8920 + 4 x8798^2 - x8798 * x8799 - x8798 * x8921 + 4 x8799^2 - x8799 * x8800 - x8799 * x8922 + 4 x8800^2 - x8800 * x8801 - x8800 * x8923 + 4 x8801^2 - x8801 * x8802 - x8801 * x8924 + 4 x8802^2 - x8802 * x8803 - x8802 * x8925 + 4 x8803^2 - x8803 * x8804 - x8803 * x8926 + 4 x8804^2 - x8804 * x8805 - x8804 * x8927 + 4 x8805^2 - x8805 * x8806 - x8805 * x8928 + 4 x8806^2 - x8806 * x8807 - x8806 * x8929 + 4 x8807^2 - x8807 * x8808 - x8807 * x8930 + 4 x8808^2 - x8808 * x8809 - x8808 * x8931 + 4 x8809^2 - x8809 * x8810 - x8809 * x8932 + 4 x8810^2 - x8810 * x8811 - x8810 * x8933 + 4 x8811^2 - x8811 * x8812 - x8811 * x8934 + 4 x8812^2 - x8812 * x8813 - x8812 * x8935 + 4 x8813^2 - x8813 * x8814 - x8813 * x8936 + 4 x8814^2 - x8814 * x8815 - x8814 * x8937 + 4 x8815^2 - x8815 * x8816 - x8815 * x8938 + 4 x8816^2 - x8816 * x8817 - x8816 * x8939 + 4 x8817^2 - x8817 * x8818 - x8817 * x8940 + 4 x8818^2 - x8818 * x8819 - x8818 * x8941 + 4 x8819^2 - x8819 * x8820 - x8819 * x8942 + 4 x8820^2 - x8820 * x8821 - x8820 * x8943 + 4 x8821^2 - x8821 * x8822 - x8821 * x8944 + 4 x8822^2 - x8822 * x8823 - x8822 * x8945 + 4 x8823^2 - x8823 * x8824 - x8823 * x8946 + 4 x8824^2 - x8824 * x8825 - x8824 * x8947 + 4 x8825^2 - x8825 * x8826 - x8825 * x8948 + 4 x8826^2 - x8826 * x8827 - x8826 * x8949 + 4 x8827^2 - x8827 * x8828 - x8827 * x8950 + 4 x8828^2 - x8828 * x8829 - x8828 * x8951 + 4 x8829^2 - x8829 * x8830 - x8829 * x8952 + 4 x8830^2 - x8830 * x8831 - x8830 * x8953 + 4 x8831^2 - x8831 * x8832 - x8831 * x8954 + 4 x8832^2 - x8832 * x8833 - x8832 * x8955 + 4 x8833^2 - x8833 * x8834 - x8833 * x8956 + 4 x8834^2 - x8834 * x8835 - x8834 * x8957 + 4 x8835^2 - x8835 * x8836 - x8835 * x8958 + 4 x8836^2 - x8836 * x8837 - x8836 * x8959 + 4 x8837^2 - x8837 * x8838 - x8837 * x8960 + 4 x8838^2 - x8838 * x8839 - x8838 * x8961 + 4 x8839^2 - x8839 * x8840 - x8839 * x8962 + 4 x8840^2 - x8840 * x8841 - x8840 * x8963 + 4 x8841^2 - x8841 * x8842 - x8841 * x8964 + 4 x8842^2 - x8842 * x8843 - x8842 * x8965 + 4 x8843^2 - x8843 * x8844 - x8843 * x8966 + 4 x8844^2 - x8844 * x8845 - x8844 * x8967 + 4 x8845^2 - x8845 * x8846 - x8845 * x8968 + 4 x8846^2 - x8846 * x8847 - x8846 * x8969 + 4 x8847^2 - x8847 * x8848 - x8847 * x8970 + 4 x8848^2 - x8848 * x8849 - x8848 * x8971 + 4 x8849^2 - x8849 * x8850 - x8849 * x8972 + 4 x8850^2 - x8850 * x8851 - x8850 * x8973 + 4 x8851^2 - x8851 * x8852 - x8851 * x8974 + 4 x8852^2 - x8852 * x8853 - x8852 * x8975 + 4 x8853^2 - x8853 * x8854 - x8853 * x8976 + 4 x8854^2 - x8854 * x8855 - x8854 * x8977 + 4 x8855^2 - x8855 * x8856 - x8855 * x8978 + 4 x8856^2 - x8856 * x8857 - x8856 * x8979 + 3.5 x8857^2 - x8857 * x8980 + 3.5 x8858^2 - x8858 * x8859 - x8858 * x8981 + 4 x8859^2 - x8859 * x8860 - x8859 * x8982 + 4 x8860^2 - x8860 * x8861 - x8860 * x8983 + 4 x8861^2 - x8861 * x8862 - x8861 * x8984 + 4 x8862^2 - x8862 * x8863 - x8862 * x8985 + 4 x8863^2 - x8863 * x8864 - x8863 * x8986 + 4 x8864^2 - x8864 * x8865 - x8864 * x8987 + 4 x8865^2 - x8865 * x8866 - x8865 * x8988 + 4 x8866^2 - x8866 * x8867 - x8866 * x8989 + 4 x8867^2 - x8867 * x8868 - x8867 * x8990 + 4 x8868^2 - x8868 * x8869 - x8868 * x8991 + 4 x8869^2 - x8869 * x8870 - x8869 * x8992 + 4 x8870^2 - x8870 * x8871 - x8870 * x8993 + 4 x8871^2 - x8871 * x8872 - x8871 * x8994 + 4 x8872^2 - x8872 * x8873 - x8872 * x8995 + 4 x8873^2 - x8873 * x8874 - x8873 * x8996 + 4 x8874^2 - x8874 * x8875 - x8874 * x8997 + 4 x8875^2 - x8875 * x8876 - x8875 * x8998 + 4 x8876^2 - x8876 * x8877 - x8876 * x8999 + 4 x8877^2 - x8877 * x8878 - x8877 * x9000 + 4 x8878^2 - x8878 * x8879 - x8878 * x9001 + 4 x8879^2 - x8879 * x8880 - x8879 * x9002 + 4 x8880^2 - x8880 * x8881 - x8880 * x9003 + 4 x8881^2 - x8881 * x8882 - x8881 * x9004 + 4 x8882^2 - x8882 * x8883 - x8882 * x9005 + 4 x8883^2 - x8883 * x8884 - x8883 * x9006 + 4 x8884^2 - x8884 * x8885 - x8884 * x9007 + 4 x8885^2 - x8885 * x8886 - x8885 * x9008 + 4 x8886^2 - x8886 * x8887 - x8886 * x9009 + 4 x8887^2 - x8887 * x8888 - x8887 * x9010 + 4 x8888^2 - x8888 * x8889 - x8888 * x9011 + 4 x8889^2 - x8889 * x8890 - x8889 * x9012 + 4 x8890^2 - x8890 * x8891 - x8890 * x9013 + 4 x8891^2 - x8891 * x8892 - x8891 * x9014 + 4 x8892^2 - x8892 * x8893 - x8892 * x9015 + 4 x8893^2 - x8893 * x8894 - x8893 * x9016 + 4 x8894^2 - x8894 * x8895 - x8894 * x9017 + 4 x8895^2 - x8895 * x8896 - x8895 * x9018 + 4 x8896^2 - x8896 * x8897 - x8896 * x9019 + 4 x8897^2 - x8897 * x8898 - x8897 * x9020 + 4 x8898^2 - x8898 * x8899 - x8898 * x9021 + 4 x8899^2 - x8899 * x8900 - x8899 * x9022 + 4 x8900^2 - x8900 * x8901 - x8900 * x9023 + 4 x8901^2 - x8901 * x8902 - x8901 * x9024 + 4 x8902^2 - x8902 * x8903 - x8902 * x9025 + 4 x8903^2 - x8903 * x8904 - x8903 * x9026 + 4 x8904^2 - x8904 * x8905 - x8904 * x9027 + 4 x8905^2 - x8905 * x8906 - x8905 * x9028 + 4 x8906^2 - x8906 * x8907 - x8906 * x9029 + 4 x8907^2 - x8907 * x8908 - x8907 * x9030 + 4 x8908^2 - x8908 * x8909 - x8908 * x9031 + 4 x8909^2 - x8909 * x8910 - x8909 * x9032 + 4 x8910^2 - x8910 * x8911 - x8910 * x9033 + 4 x8911^2 - x8911 * x8912 - x8911 * x9034 + 4 x8912^2 - x8912 * x8913 - x8912 * x9035 + 4 x8913^2 - x8913 * x8914 - x8913 * x9036 + 4 x8914^2 - x8914 * x8915 - x8914 * x9037 + 4 x8915^2 - x8915 * x8916 - x8915 * x9038 + 4 x8916^2 - x8916 * x8917 - x8916 * x9039 + 4 x8917^2 - x8917 * x8918 - x8917 * x9040 + 4 x8918^2 - x8918 * x8919 - x8918 * x9041 + 4 x8919^2 - x8919 * x8920 - x8919 * x9042 + 4 x8920^2 - x8920 * x8921 - x8920 * x9043 + 4 x8921^2 - x8921 * x8922 - x8921 * x9044 + 4 x8922^2 - x8922 * x8923 - x8922 * x9045 + 4 x8923^2 - x8923 * x8924 - x8923 * x9046 + 4 x8924^2 - x8924 * x8925 - x8924 * x9047 + 4 x8925^2 - x8925 * x8926 - x8925 * x9048 + 4 x8926^2 - x8926 * x8927 - x8926 * x9049 + 4 x8927^2 - x8927 * x8928 - x8927 * x9050 + 4 x8928^2 - x8928 * x8929 - x8928 * x9051 + 4 x8929^2 - x8929 * x8930 - x8929 * x9052 + 4 x8930^2 - x8930 * x8931 - x8930 * x9053 + 4 x8931^2 - x8931 * x8932 - x8931 * x9054 + 4 x8932^2 - x8932 * x8933 - x8932 * x9055 + 4 x8933^2 - x8933 * x8934 - x8933 * x9056 + 4 x8934^2 - x8934 * x8935 - x8934 * x9057 + 4 x8935^2 - x8935 * x8936 - x8935 * x9058 + 4 x8936^2 - x8936 * x8937 - x8936 * x9059 + 4 x8937^2 - x8937 * x8938 - x8937 * x9060 + 4 x8938^2 - x8938 * x8939 - x8938 * x9061 + 4 x8939^2 - x8939 * x8940 - x8939 * x9062 + 4 x8940^2 - x8940 * x8941 - x8940 * x9063 + 4 x8941^2 - x8941 * x8942 - x8941 * x9064 + 4 x8942^2 - x8942 * x8943 - x8942 * x9065 + 4 x8943^2 - x8943 * x8944 - x8943 * x9066 + 4 x8944^2 - x8944 * x8945 - x8944 * x9067 + 4 x8945^2 - x8945 * x8946 - x8945 * x9068 + 4 x8946^2 - x8946 * x8947 - x8946 * x9069 + 4 x8947^2 - x8947 * x8948 - x8947 * x9070 + 4 x8948^2 - x8948 * x8949 - x8948 * x9071 + 4 x8949^2 - x8949 * x8950 - x8949 * x9072 + 4 x8950^2 - x8950 * x8951 - x8950 * x9073 + 4 x8951^2 - x8951 * x8952 - x8951 * x9074 + 4 x8952^2 - x8952 * x8953 - x8952 * x9075 + 4 x8953^2 - x8953 * x8954 - x8953 * x9076 + 4 x8954^2 - x8954 * x8955 - x8954 * x9077 + 4 x8955^2 - x8955 * x8956 - x8955 * x9078 + 4 x8956^2 - x8956 * x8957 - x8956 * x9079 + 4 x8957^2 - x8957 * x8958 - x8957 * x9080 + 4 x8958^2 - x8958 * x8959 - x8958 * x9081 + 4 x8959^2 - x8959 * x8960 - x8959 * x9082 + 4 x8960^2 - x8960 * x8961 - x8960 * x9083 + 4 x8961^2 - x8961 * x8962 - x8961 * x9084 + 4 x8962^2 - x8962 * x8963 - x8962 * x9085 + 4 x8963^2 - x8963 * x8964 - x8963 * x9086 + 4 x8964^2 - x8964 * x8965 - x8964 * x9087 + 4 x8965^2 - x8965 * x8966 - x8965 * x9088 + 4 x8966^2 - x8966 * x8967 - x8966 * x9089 + 4 x8967^2 - x8967 * x8968 - x8967 * x9090 + 4 x8968^2 - x8968 * x8969 - x8968 * x9091 + 4 x8969^2 - x8969 * x8970 - x8969 * x9092 + 4 x8970^2 - x8970 * x8971 - x8970 * x9093 + 4 x8971^2 - x8971 * x8972 - x8971 * x9094 + 4 x8972^2 - x8972 * x8973 - x8972 * x9095 + 4 x8973^2 - x8973 * x8974 - x8973 * x9096 + 4 x8974^2 - x8974 * x8975 - x8974 * x9097 + 4 x8975^2 - x8975 * x8976 - x8975 * x9098 + 4 x8976^2 - x8976 * x8977 - x8976 * x9099 + 4 x8977^2 - x8977 * x8978 - x8977 * x9100 + 4 x8978^2 - x8978 * x8979 - x8978 * x9101 + 4 x8979^2 - x8979 * x8980 - x8979 * x9102 + 3.5 x8980^2 - x8980 * x9103 + 3.5 x8981^2 - x8981 * x8982 - x8981 * x9104 + 4 x8982^2 - x8982 * x8983 - x8982 * x9105 + 4 x8983^2 - x8983 * x8984 - x8983 * x9106 + 4 x8984^2 - x8984 * x8985 - x8984 * x9107 + 4 x8985^2 - x8985 * x8986 - x8985 * x9108 + 4 x8986^2 - x8986 * x8987 - x8986 * x9109 + 4 x8987^2 - x8987 * x8988 - x8987 * x9110 + 4 x8988^2 - x8988 * x8989 - x8988 * x9111 + 4 x8989^2 - x8989 * x8990 - x8989 * x9112 + 4 x8990^2 - x8990 * x8991 - x8990 * x9113 + 4 x8991^2 - x8991 * x8992 - x8991 * x9114 + 4 x8992^2 - x8992 * x8993 - x8992 * x9115 + 4 x8993^2 - x8993 * x8994 - x8993 * x9116 + 4 x8994^2 - x8994 * x8995 - x8994 * x9117 + 4 x8995^2 - x8995 * x8996 - x8995 * x9118 + 4 x8996^2 - x8996 * x8997 - x8996 * x9119 + 4 x8997^2 - x8997 * x8998 - x8997 * x9120 + 4 x8998^2 - x8998 * x8999 - x8998 * x9121 + 4 x8999^2 - x8999 * x9000 - x8999 * x9122 + 4 x9000^2 - x9000 * x9001 - x9000 * x9123 + 4 x9001^2 - x9001 * x9002 - x9001 * x9124 + 4 x9002^2 - x9002 * x9003 - x9002 * x9125 + 4 x9003^2 - x9003 * x9004 - x9003 * x9126 + 4 x9004^2 - x9004 * x9005 - x9004 * x9127 + 4 x9005^2 - x9005 * x9006 - x9005 * x9128 + 4 x9006^2 - x9006 * x9007 - x9006 * x9129 + 4 x9007^2 - x9007 * x9008 - x9007 * x9130 + 4 x9008^2 - x9008 * x9009 - x9008 * x9131 + 4 x9009^2 - x9009 * x9010 - x9009 * x9132 + 4 x9010^2 - x9010 * x9011 - x9010 * x9133 + 4 x9011^2 - x9011 * x9012 - x9011 * x9134 + 4 x9012^2 - x9012 * x9013 - x9012 * x9135 + 4 x9013^2 - x9013 * x9014 - x9013 * x9136 + 4 x9014^2 - x9014 * x9015 - x9014 * x9137 + 4 x9015^2 - x9015 * x9016 - x9015 * x9138 + 4 x9016^2 - x9016 * x9017 - x9016 * x9139 + 4 x9017^2 - x9017 * x9018 - x9017 * x9140 + 4 x9018^2 - x9018 * x9019 - x9018 * x9141 + 4 x9019^2 - x9019 * x9020 - x9019 * x9142 + 4 x9020^2 - x9020 * x9021 - x9020 * x9143 + 4 x9021^2 - x9021 * x9022 - x9021 * x9144 + 4 x9022^2 - x9022 * x9023 - x9022 * x9145 + 4 x9023^2 - x9023 * x9024 - x9023 * x9146 + 4 x9024^2 - x9024 * x9025 - x9024 * x9147 + 4 x9025^2 - x9025 * x9026 - x9025 * x9148 + 4 x9026^2 - x9026 * x9027 - x9026 * x9149 + 4 x9027^2 - x9027 * x9028 - x9027 * x9150 + 4 x9028^2 - x9028 * x9029 - x9028 * x9151 + 4 x9029^2 - x9029 * x9030 - x9029 * x9152 + 4 x9030^2 - x9030 * x9031 - x9030 * x9153 + 4 x9031^2 - x9031 * x9032 - x9031 * x9154 + 4 x9032^2 - x9032 * x9033 - x9032 * x9155 + 4 x9033^2 - x9033 * x9034 - x9033 * x9156 + 4 x9034^2 - x9034 * x9035 - x9034 * x9157 + 4 x9035^2 - x9035 * x9036 - x9035 * x9158 + 4 x9036^2 - x9036 * x9037 - x9036 * x9159 + 4 x9037^2 - x9037 * x9038 - x9037 * x9160 + 4 x9038^2 - x9038 * x9039 - x9038 * x9161 + 4 x9039^2 - x9039 * x9040 - x9039 * x9162 + 4 x9040^2 - x9040 * x9041 - x9040 * x9163 + 4 x9041^2 - x9041 * x9042 - x9041 * x9164 + 4 x9042^2 - x9042 * x9043 - x9042 * x9165 + 4 x9043^2 - x9043 * x9044 - x9043 * x9166 + 4 x9044^2 - x9044 * x9045 - x9044 * x9167 + 4 x9045^2 - x9045 * x9046 - x9045 * x9168 + 4 x9046^2 - x9046 * x9047 - x9046 * x9169 + 4 x9047^2 - x9047 * x9048 - x9047 * x9170 + 4 x9048^2 - x9048 * x9049 - x9048 * x9171 + 4 x9049^2 - x9049 * x9050 - x9049 * x9172 + 4 x9050^2 - x9050 * x9051 - x9050 * x9173 + 4 x9051^2 - x9051 * x9052 - x9051 * x9174 + 4 x9052^2 - x9052 * x9053 - x9052 * x9175 + 4 x9053^2 - x9053 * x9054 - x9053 * x9176 + 4 x9054^2 - x9054 * x9055 - x9054 * x9177 + 4 x9055^2 - x9055 * x9056 - x9055 * x9178 + 4 x9056^2 - x9056 * x9057 - x9056 * x9179 + 4 x9057^2 - x9057 * x9058 - x9057 * x9180 + 4 x9058^2 - x9058 * x9059 - x9058 * x9181 + 4 x9059^2 - x9059 * x9060 - x9059 * x9182 + 4 x9060^2 - x9060 * x9061 - x9060 * x9183 + 4 x9061^2 - x9061 * x9062 - x9061 * x9184 + 4 x9062^2 - x9062 * x9063 - x9062 * x9185 + 4 x9063^2 - x9063 * x9064 - x9063 * x9186 + 4 x9064^2 - x9064 * x9065 - x9064 * x9187 + 4 x9065^2 - x9065 * x9066 - x9065 * x9188 + 4 x9066^2 - x9066 * x9067 - x9066 * x9189 + 4 x9067^2 - x9067 * x9068 - x9067 * x9190 + 4 x9068^2 - x9068 * x9069 - x9068 * x9191 + 4 x9069^2 - x9069 * x9070 - x9069 * x9192 + 4 x9070^2 - x9070 * x9071 - x9070 * x9193 + 4 x9071^2 - x9071 * x9072 - x9071 * x9194 + 4 x9072^2 - x9072 * x9073 - x9072 * x9195 + 4 x9073^2 - x9073 * x9074 - x9073 * x9196 + 4 x9074^2 - x9074 * x9075 - x9074 * x9197 + 4 x9075^2 - x9075 * x9076 - x9075 * x9198 + 4 x9076^2 - x9076 * x9077 - x9076 * x9199 + 4 x9077^2 - x9077 * x9078 - x9077 * x9200 + 4 x9078^2 - x9078 * x9079 - x9078 * x9201 + 4 x9079^2 - x9079 * x9080 - x9079 * x9202 + 4 x9080^2 - x9080 * x9081 - x9080 * x9203 + 4 x9081^2 - x9081 * x9082 - x9081 * x9204 + 4 x9082^2 - x9082 * x9083 - x9082 * x9205 + 4 x9083^2 - x9083 * x9084 - x9083 * x9206 + 4 x9084^2 - x9084 * x9085 - x9084 * x9207 + 4 x9085^2 - x9085 * x9086 - x9085 * x9208 + 4 x9086^2 - x9086 * x9087 - x9086 * x9209 + 4 x9087^2 - x9087 * x9088 - x9087 * x9210 + 4 x9088^2 - x9088 * x9089 - x9088 * x9211 + 4 x9089^2 - x9089 * x9090 - x9089 * x9212 + 4 x9090^2 - x9090 * x9091 - x9090 * x9213 + 4 x9091^2 - x9091 * x9092 - x9091 * x9214 + 4 x9092^2 - x9092 * x9093 - x9092 * x9215 + 4 x9093^2 - x9093 * x9094 - x9093 * x9216 + 4 x9094^2 - x9094 * x9095 - x9094 * x9217 + 4 x9095^2 - x9095 * x9096 - x9095 * x9218 + 4 x9096^2 - x9096 * x9097 - x9096 * x9219 + 4 x9097^2 - x9097 * x9098 - x9097 * x9220 + 4 x9098^2 - x9098 * x9099 - x9098 * x9221 + 4 x9099^2 - x9099 * x9100 - x9099 * x9222 + 4 x9100^2 - x9100 * x9101 - x9100 * x9223 + 4 x9101^2 - x9101 * x9102 - x9101 * x9224 + 4 x9102^2 - x9102 * x9103 - x9102 * x9225 + 3.5 x9103^2 - x9103 * x9226 + 3.5 x9104^2 - x9104 * x9105 - x9104 * x9227 + 4 x9105^2 - x9105 * x9106 - x9105 * x9228 + 4 x9106^2 - x9106 * x9107 - x9106 * x9229 + 4 x9107^2 - x9107 * x9108 - x9107 * x9230 + 4 x9108^2 - x9108 * x9109 - x9108 * x9231 + 4 x9109^2 - x9109 * x9110 - x9109 * x9232 + 4 x9110^2 - x9110 * x9111 - x9110 * x9233 + 4 x9111^2 - x9111 * x9112 - x9111 * x9234 + 4 x9112^2 - x9112 * x9113 - x9112 * x9235 + 4 x9113^2 - x9113 * x9114 - x9113 * x9236 + 4 x9114^2 - x9114 * x9115 - x9114 * x9237 + 4 x9115^2 - x9115 * x9116 - x9115 * x9238 + 4 x9116^2 - x9116 * x9117 - x9116 * x9239 + 4 x9117^2 - x9117 * x9118 - x9117 * x9240 + 4 x9118^2 - x9118 * x9119 - x9118 * x9241 + 4 x9119^2 - x9119 * x9120 - x9119 * x9242 + 4 x9120^2 - x9120 * x9121 - x9120 * x9243 + 4 x9121^2 - x9121 * x9122 - x9121 * x9244 + 4 x9122^2 - x9122 * x9123 - x9122 * x9245 + 4 x9123^2 - x9123 * x9124 - x9123 * x9246 + 4 x9124^2 - x9124 * x9125 - x9124 * x9247 + 4 x9125^2 - x9125 * x9126 - x9125 * x9248 + 4 x9126^2 - x9126 * x9127 - x9126 * x9249 + 4 x9127^2 - x9127 * x9128 - x9127 * x9250 + 4 x9128^2 - x9128 * x9129 - x9128 * x9251 + 4 x9129^2 - x9129 * x9130 - x9129 * x9252 + 4 x9130^2 - x9130 * x9131 - x9130 * x9253 + 4 x9131^2 - x9131 * x9132 - x9131 * x9254 + 4 x9132^2 - x9132 * x9133 - x9132 * x9255 + 4 x9133^2 - x9133 * x9134 - x9133 * x9256 + 4 x9134^2 - x9134 * x9135 - x9134 * x9257 + 4 x9135^2 - x9135 * x9136 - x9135 * x9258 + 4 x9136^2 - x9136 * x9137 - x9136 * x9259 + 4 x9137^2 - x9137 * x9138 - x9137 * x9260 + 4 x9138^2 - x9138 * x9139 - x9138 * x9261 + 4 x9139^2 - x9139 * x9140 - x9139 * x9262 + 4 x9140^2 - x9140 * x9141 - x9140 * x9263 + 4 x9141^2 - x9141 * x9142 - x9141 * x9264 + 4 x9142^2 - x9142 * x9143 - x9142 * x9265 + 4 x9143^2 - x9143 * x9144 - x9143 * x9266 + 4 x9144^2 - x9144 * x9145 - x9144 * x9267 + 4 x9145^2 - x9145 * x9146 - x9145 * x9268 + 4 x9146^2 - x9146 * x9147 - x9146 * x9269 + 4 x9147^2 - x9147 * x9148 - x9147 * x9270 + 4 x9148^2 - x9148 * x9149 - x9148 * x9271 + 4 x9149^2 - x9149 * x9150 - x9149 * x9272 + 4 x9150^2 - x9150 * x9151 - x9150 * x9273 + 4 x9151^2 - x9151 * x9152 - x9151 * x9274 + 4 x9152^2 - x9152 * x9153 - x9152 * x9275 + 4 x9153^2 - x9153 * x9154 - x9153 * x9276 + 4 x9154^2 - x9154 * x9155 - x9154 * x9277 + 4 x9155^2 - x9155 * x9156 - x9155 * x9278 + 4 x9156^2 - x9156 * x9157 - x9156 * x9279 + 4 x9157^2 - x9157 * x9158 - x9157 * x9280 + 4 x9158^2 - x9158 * x9159 - x9158 * x9281 + 4 x9159^2 - x9159 * x9160 - x9159 * x9282 + 4 x9160^2 - x9160 * x9161 - x9160 * x9283 + 4 x9161^2 - x9161 * x9162 - x9161 * x9284 + 4 x9162^2 - x9162 * x9163 - x9162 * x9285 + 4 x9163^2 - x9163 * x9164 - x9163 * x9286 + 4 x9164^2 - x9164 * x9165 - x9164 * x9287 + 4 x9165^2 - x9165 * x9166 - x9165 * x9288 + 4 x9166^2 - x9166 * x9167 - x9166 * x9289 + 4 x9167^2 - x9167 * x9168 - x9167 * x9290 + 4 x9168^2 - x9168 * x9169 - x9168 * x9291 + 4 x9169^2 - x9169 * x9170 - x9169 * x9292 + 4 x9170^2 - x9170 * x9171 - x9170 * x9293 + 4 x9171^2 - x9171 * x9172 - x9171 * x9294 + 4 x9172^2 - x9172 * x9173 - x9172 * x9295 + 4 x9173^2 - x9173 * x9174 - x9173 * x9296 + 4 x9174^2 - x9174 * x9175 - x9174 * x9297 + 4 x9175^2 - x9175 * x9176 - x9175 * x9298 + 4 x9176^2 - x9176 * x9177 - x9176 * x9299 + 4 x9177^2 - x9177 * x9178 - x9177 * x9300 + 4 x9178^2 - x9178 * x9179 - x9178 * x9301 + 4 x9179^2 - x9179 * x9180 - x9179 * x9302 + 4 x9180^2 - x9180 * x9181 - x9180 * x9303 + 4 x9181^2 - x9181 * x9182 - x9181 * x9304 + 4 x9182^2 - x9182 * x9183 - x9182 * x9305 + 4 x9183^2 - x9183 * x9184 - x9183 * x9306 + 4 x9184^2 - x9184 * x9185 - x9184 * x9307 + 4 x9185^2 - x9185 * x9186 - x9185 * x9308 + 4 x9186^2 - x9186 * x9187 - x9186 * x9309 + 4 x9187^2 - x9187 * x9188 - x9187 * x9310 + 4 x9188^2 - x9188 * x9189 - x9188 * x9311 + 4 x9189^2 - x9189 * x9190 - x9189 * x9312 + 4 x9190^2 - x9190 * x9191 - x9190 * x9313 + 4 x9191^2 - x9191 * x9192 - x9191 * x9314 + 4 x9192^2 - x9192 * x9193 - x9192 * x9315 + 4 x9193^2 - x9193 * x9194 - x9193 * x9316 + 4 x9194^2 - x9194 * x9195 - x9194 * x9317 + 4 x9195^2 - x9195 * x9196 - x9195 * x9318 + 4 x9196^2 - x9196 * x9197 - x9196 * x9319 + 4 x9197^2 - x9197 * x9198 - x9197 * x9320 + 4 x9198^2 - x9198 * x9199 - x9198 * x9321 + 4 x9199^2 - x9199 * x9200 - x9199 * x9322 + 4 x9200^2 - x9200 * x9201 - x9200 * x9323 + 4 x9201^2 - x9201 * x9202 - x9201 * x9324 + 4 x9202^2 - x9202 * x9203 - x9202 * x9325 + 4 x9203^2 - x9203 * x9204 - x9203 * x9326 + 4 x9204^2 - x9204 * x9205 - x9204 * x9327 + 4 x9205^2 - x9205 * x9206 - x9205 * x9328 + 4 x9206^2 - x9206 * x9207 - x9206 * x9329 + 4 x9207^2 - x9207 * x9208 - x9207 * x9330 + 4 x9208^2 - x9208 * x9209 - x9208 * x9331 + 4 x9209^2 - x9209 * x9210 - x9209 * x9332 + 4 x9210^2 - x9210 * x9211 - x9210 * x9333 + 4 x9211^2 - x9211 * x9212 - x9211 * x9334 + 4 x9212^2 - x9212 * x9213 - x9212 * x9335 + 4 x9213^2 - x9213 * x9214 - x9213 * x9336 + 4 x9214^2 - x9214 * x9215 - x9214 * x9337 + 4 x9215^2 - x9215 * x9216 - x9215 * x9338 + 4 x9216^2 - x9216 * x9217 - x9216 * x9339 + 4 x9217^2 - x9217 * x9218 - x9217 * x9340 + 4 x9218^2 - x9218 * x9219 - x9218 * x9341 + 4 x9219^2 - x9219 * x9220 - x9219 * x9342 + 4 x9220^2 - x9220 * x9221 - x9220 * x9343 + 4 x9221^2 - x9221 * x9222 - x9221 * x9344 + 4 x9222^2 - x9222 * x9223 - x9222 * x9345 + 4 x9223^2 - x9223 * x9224 - x9223 * x9346 + 4 x9224^2 - x9224 * x9225 - x9224 * x9347 + 4 x9225^2 - x9225 * x9226 - x9225 * x9348 + 3.5 x9226^2 - x9226 * x9349 + 3.5 x9227^2 - x9227 * x9228 - x9227 * x9350 + 4 x9228^2 - x9228 * x9229 - x9228 * x9351 + 4 x9229^2 - x9229 * x9230 - x9229 * x9352 + 4 x9230^2 - x9230 * x9231 - x9230 * x9353 + 4 x9231^2 - x9231 * x9232 - x9231 * x9354 + 4 x9232^2 - x9232 * x9233 - x9232 * x9355 + 4 x9233^2 - x9233 * x9234 - x9233 * x9356 + 4 x9234^2 - x9234 * x9235 - x9234 * x9357 + 4 x9235^2 - x9235 * x9236 - x9235 * x9358 + 4 x9236^2 - x9236 * x9237 - x9236 * x9359 + 4 x9237^2 - x9237 * x9238 - x9237 * x9360 + 4 x9238^2 - x9238 * x9239 - x9238 * x9361 + 4 x9239^2 - x9239 * x9240 - x9239 * x9362 + 4 x9240^2 - x9240 * x9241 - x9240 * x9363 + 4 x9241^2 - x9241 * x9242 - x9241 * x9364 + 4 x9242^2 - x9242 * x9243 - x9242 * x9365 + 4 x9243^2 - x9243 * x9244 - x9243 * x9366 + 4 x9244^2 - x9244 * x9245 - x9244 * x9367 + 4 x9245^2 - x9245 * x9246 - x9245 * x9368 + 4 x9246^2 - x9246 * x9247 - x9246 * x9369 + 4 x9247^2 - x9247 * x9248 - x9247 * x9370 + 4 x9248^2 - x9248 * x9249 - x9248 * x9371 + 4 x9249^2 - x9249 * x9250 - x9249 * x9372 + 4 x9250^2 - x9250 * x9251 - x9250 * x9373 + 4 x9251^2 - x9251 * x9252 - x9251 * x9374 + 4 x9252^2 - x9252 * x9253 - x9252 * x9375 + 4 x9253^2 - x9253 * x9254 - x9253 * x9376 + 4 x9254^2 - x9254 * x9255 - x9254 * x9377 + 4 x9255^2 - x9255 * x9256 - x9255 * x9378 + 4 x9256^2 - x9256 * x9257 - x9256 * x9379 + 4 x9257^2 - x9257 * x9258 - x9257 * x9380 + 4 x9258^2 - x9258 * x9259 - x9258 * x9381 + 4 x9259^2 - x9259 * x9260 - x9259 * x9382 + 4 x9260^2 - x9260 * x9261 - x9260 * x9383 + 4 x9261^2 - x9261 * x9262 - x9261 * x9384 + 4 x9262^2 - x9262 * x9263 - x9262 * x9385 + 4 x9263^2 - x9263 * x9264 - x9263 * x9386 + 4 x9264^2 - x9264 * x9265 - x9264 * x9387 + 4 x9265^2 - x9265 * x9266 - x9265 * x9388 + 4 x9266^2 - x9266 * x9267 - x9266 * x9389 + 4 x9267^2 - x9267 * x9268 - x9267 * x9390 + 4 x9268^2 - x9268 * x9269 - x9268 * x9391 + 4 x9269^2 - x9269 * x9270 - x9269 * x9392 + 4 x9270^2 - x9270 * x9271 - x9270 * x9393 + 4 x9271^2 - x9271 * x9272 - x9271 * x9394 + 4 x9272^2 - x9272 * x9273 - x9272 * x9395 + 4 x9273^2 - x9273 * x9274 - x9273 * x9396 + 4 x9274^2 - x9274 * x9275 - x9274 * x9397 + 4 x9275^2 - x9275 * x9276 - x9275 * x9398 + 4 x9276^2 - x9276 * x9277 - x9276 * x9399 + 4 x9277^2 - x9277 * x9278 - x9277 * x9400 + 4 x9278^2 - x9278 * x9279 - x9278 * x9401 + 4 x9279^2 - x9279 * x9280 - x9279 * x9402 + 4 x9280^2 - x9280 * x9281 - x9280 * x9403 + 4 x9281^2 - x9281 * x9282 - x9281 * x9404 + 4 x9282^2 - x9282 * x9283 - x9282 * x9405 + 4 x9283^2 - x9283 * x9284 - x9283 * x9406 + 4 x9284^2 - x9284 * x9285 - x9284 * x9407 + 4 x9285^2 - x9285 * x9286 - x9285 * x9408 + 4 x9286^2 - x9286 * x9287 - x9286 * x9409 + 4 x9287^2 - x9287 * x9288 - x9287 * x9410 + 4 x9288^2 - x9288 * x9289 - x9288 * x9411 + 4 x9289^2 - x9289 * x9290 - x9289 * x9412 + 4 x9290^2 - x9290 * x9291 - x9290 * x9413 + 4 x9291^2 - x9291 * x9292 - x9291 * x9414 + 4 x9292^2 - x9292 * x9293 - x9292 * x9415 + 4 x9293^2 - x9293 * x9294 - x9293 * x9416 + 4 x9294^2 - x9294 * x9295 - x9294 * x9417 + 4 x9295^2 - x9295 * x9296 - x9295 * x9418 + 4 x9296^2 - x9296 * x9297 - x9296 * x9419 + 4 x9297^2 - x9297 * x9298 - x9297 * x9420 + 4 x9298^2 - x9298 * x9299 - x9298 * x9421 + 4 x9299^2 - x9299 * x9300 - x9299 * x9422 + 4 x9300^2 - x9300 * x9301 - x9300 * x9423 + 4 x9301^2 - x9301 * x9302 - x9301 * x9424 + 4 x9302^2 - x9302 * x9303 - x9302 * x9425 + 4 x9303^2 - x9303 * x9304 - x9303 * x9426 + 4 x9304^2 - x9304 * x9305 - x9304 * x9427 + 4 x9305^2 - x9305 * x9306 - x9305 * x9428 + 4 x9306^2 - x9306 * x9307 - x9306 * x9429 + 4 x9307^2 - x9307 * x9308 - x9307 * x9430 + 4 x9308^2 - x9308 * x9309 - x9308 * x9431 + 4 x9309^2 - x9309 * x9310 - x9309 * x9432 + 4 x9310^2 - x9310 * x9311 - x9310 * x9433 + 4 x9311^2 - x9311 * x9312 - x9311 * x9434 + 4 x9312^2 - x9312 * x9313 - x9312 * x9435 + 4 x9313^2 - x9313 * x9314 - x9313 * x9436 + 4 x9314^2 - x9314 * x9315 - x9314 * x9437 + 4 x9315^2 - x9315 * x9316 - x9315 * x9438 + 4 x9316^2 - x9316 * x9317 - x9316 * x9439 + 4 x9317^2 - x9317 * x9318 - x9317 * x9440 + 4 x9318^2 - x9318 * x9319 - x9318 * x9441 + 4 x9319^2 - x9319 * x9320 - x9319 * x9442 + 4 x9320^2 - x9320 * x9321 - x9320 * x9443 + 4 x9321^2 - x9321 * x9322 - x9321 * x9444 + 4 x9322^2 - x9322 * x9323 - x9322 * x9445 + 4 x9323^2 - x9323 * x9324 - x9323 * x9446 + 4 x9324^2 - x9324 * x9325 - x9324 * x9447 + 4 x9325^2 - x9325 * x9326 - x9325 * x9448 + 4 x9326^2 - x9326 * x9327 - x9326 * x9449 + 4 x9327^2 - x9327 * x9328 - x9327 * x9450 + 4 x9328^2 - x9328 * x9329 - x9328 * x9451 + 4 x9329^2 - x9329 * x9330 - x9329 * x9452 + 4 x9330^2 - x9330 * x9331 - x9330 * x9453 + 4 x9331^2 - x9331 * x9332 - x9331 * x9454 + 4 x9332^2 - x9332 * x9333 - x9332 * x9455 + 4 x9333^2 - x9333 * x9334 - x9333 * x9456 + 4 x9334^2 - x9334 * x9335 - x9334 * x9457 + 4 x9335^2 - x9335 * x9336 - x9335 * x9458 + 4 x9336^2 - x9336 * x9337 - x9336 * x9459 + 4 x9337^2 - x9337 * x9338 - x9337 * x9460 + 4 x9338^2 - x9338 * x9339 - x9338 * x9461 + 4 x9339^2 - x9339 * x9340 - x9339 * x9462 + 4 x9340^2 - x9340 * x9341 - x9340 * x9463 + 4 x9341^2 - x9341 * x9342 - x9341 * x9464 + 4 x9342^2 - x9342 * x9343 - x9342 * x9465 + 4 x9343^2 - x9343 * x9344 - x9343 * x9466 + 4 x9344^2 - x9344 * x9345 - x9344 * x9467 + 4 x9345^2 - x9345 * x9346 - x9345 * x9468 + 4 x9346^2 - x9346 * x9347 - x9346 * x9469 + 4 x9347^2 - x9347 * x9348 - x9347 * x9470 + 4 x9348^2 - x9348 * x9349 - x9348 * x9471 + 3.5 x9349^2 - x9349 * x9472 + 3.5 x9350^2 - x9350 * x9351 - x9350 * x9473 + 4 x9351^2 - x9351 * x9352 - x9351 * x9474 + 4 x9352^2 - x9352 * x9353 - x9352 * x9475 + 4 x9353^2 - x9353 * x9354 - x9353 * x9476 + 4 x9354^2 - x9354 * x9355 - x9354 * x9477 + 4 x9355^2 - x9355 * x9356 - x9355 * x9478 + 4 x9356^2 - x9356 * x9357 - x9356 * x9479 + 4 x9357^2 - x9357 * x9358 - x9357 * x9480 + 4 x9358^2 - x9358 * x9359 - x9358 * x9481 + 4 x9359^2 - x9359 * x9360 - x9359 * x9482 + 4 x9360^2 - x9360 * x9361 - x9360 * x9483 + 4 x9361^2 - x9361 * x9362 - x9361 * x9484 + 4 x9362^2 - x9362 * x9363 - x9362 * x9485 + 4 x9363^2 - x9363 * x9364 - x9363 * x9486 + 4 x9364^2 - x9364 * x9365 - x9364 * x9487 + 4 x9365^2 - x9365 * x9366 - x9365 * x9488 + 4 x9366^2 - x9366 * x9367 - x9366 * x9489 + 4 x9367^2 - x9367 * x9368 - x9367 * x9490 + 4 x9368^2 - x9368 * x9369 - x9368 * x9491 + 4 x9369^2 - x9369 * x9370 - x9369 * x9492 + 4 x9370^2 - x9370 * x9371 - x9370 * x9493 + 4 x9371^2 - x9371 * x9372 - x9371 * x9494 + 4 x9372^2 - x9372 * x9373 - x9372 * x9495 + 4 x9373^2 - x9373 * x9374 - x9373 * x9496 + 4 x9374^2 - x9374 * x9375 - x9374 * x9497 + 4 x9375^2 - x9375 * x9376 - x9375 * x9498 + 4 x9376^2 - x9376 * x9377 - x9376 * x9499 + 4 x9377^2 - x9377 * x9378 - x9377 * x9500 + 4 x9378^2 - x9378 * x9379 - x9378 * x9501 + 4 x9379^2 - x9379 * x9380 - x9379 * x9502 + 4 x9380^2 - x9380 * x9381 - x9380 * x9503 + 4 x9381^2 - x9381 * x9382 - x9381 * x9504 + 4 x9382^2 - x9382 * x9383 - x9382 * x9505 + 4 x9383^2 - x9383 * x9384 - x9383 * x9506 + 4 x9384^2 - x9384 * x9385 - x9384 * x9507 + 4 x9385^2 - x9385 * x9386 - x9385 * x9508 + 4 x9386^2 - x9386 * x9387 - x9386 * x9509 + 4 x9387^2 - x9387 * x9388 - x9387 * x9510 + 4 x9388^2 - x9388 * x9389 - x9388 * x9511 + 4 x9389^2 - x9389 * x9390 - x9389 * x9512 + 4 x9390^2 - x9390 * x9391 - x9390 * x9513 + 4 x9391^2 - x9391 * x9392 - x9391 * x9514 + 4 x9392^2 - x9392 * x9393 - x9392 * x9515 + 4 x9393^2 - x9393 * x9394 - x9393 * x9516 + 4 x9394^2 - x9394 * x9395 - x9394 * x9517 + 4 x9395^2 - x9395 * x9396 - x9395 * x9518 + 4 x9396^2 - x9396 * x9397 - x9396 * x9519 + 4 x9397^2 - x9397 * x9398 - x9397 * x9520 + 4 x9398^2 - x9398 * x9399 - x9398 * x9521 + 4 x9399^2 - x9399 * x9400 - x9399 * x9522 + 4 x9400^2 - x9400 * x9401 - x9400 * x9523 + 4 x9401^2 - x9401 * x9402 - x9401 * x9524 + 4 x9402^2 - x9402 * x9403 - x9402 * x9525 + 4 x9403^2 - x9403 * x9404 - x9403 * x9526 + 4 x9404^2 - x9404 * x9405 - x9404 * x9527 + 4 x9405^2 - x9405 * x9406 - x9405 * x9528 + 4 x9406^2 - x9406 * x9407 - x9406 * x9529 + 4 x9407^2 - x9407 * x9408 - x9407 * x9530 + 4 x9408^2 - x9408 * x9409 - x9408 * x9531 + 4 x9409^2 - x9409 * x9410 - x9409 * x9532 + 4 x9410^2 - x9410 * x9411 - x9410 * x9533 + 4 x9411^2 - x9411 * x9412 - x9411 * x9534 + 4 x9412^2 - x9412 * x9413 - x9412 * x9535 + 4 x9413^2 - x9413 * x9414 - x9413 * x9536 + 4 x9414^2 - x9414 * x9415 - x9414 * x9537 + 4 x9415^2 - x9415 * x9416 - x9415 * x9538 + 4 x9416^2 - x9416 * x9417 - x9416 * x9539 + 4 x9417^2 - x9417 * x9418 - x9417 * x9540 + 4 x9418^2 - x9418 * x9419 - x9418 * x9541 + 4 x9419^2 - x9419 * x9420 - x9419 * x9542 + 4 x9420^2 - x9420 * x9421 - x9420 * x9543 + 4 x9421^2 - x9421 * x9422 - x9421 * x9544 + 4 x9422^2 - x9422 * x9423 - x9422 * x9545 + 4 x9423^2 - x9423 * x9424 - x9423 * x9546 + 4 x9424^2 - x9424 * x9425 - x9424 * x9547 + 4 x9425^2 - x9425 * x9426 - x9425 * x9548 + 4 x9426^2 - x9426 * x9427 - x9426 * x9549 + 4 x9427^2 - x9427 * x9428 - x9427 * x9550 + 4 x9428^2 - x9428 * x9429 - x9428 * x9551 + 4 x9429^2 - x9429 * x9430 - x9429 * x9552 + 4 x9430^2 - x9430 * x9431 - x9430 * x9553 + 4 x9431^2 - x9431 * x9432 - x9431 * x9554 + 4 x9432^2 - x9432 * x9433 - x9432 * x9555 + 4 x9433^2 - x9433 * x9434 - x9433 * x9556 + 4 x9434^2 - x9434 * x9435 - x9434 * x9557 + 4 x9435^2 - x9435 * x9436 - x9435 * x9558 + 4 x9436^2 - x9436 * x9437 - x9436 * x9559 + 4 x9437^2 - x9437 * x9438 - x9437 * x9560 + 4 x9438^2 - x9438 * x9439 - x9438 * x9561 + 4 x9439^2 - x9439 * x9440 - x9439 * x9562 + 4 x9440^2 - x9440 * x9441 - x9440 * x9563 + 4 x9441^2 - x9441 * x9442 - x9441 * x9564 + 4 x9442^2 - x9442 * x9443 - x9442 * x9565 + 4 x9443^2 - x9443 * x9444 - x9443 * x9566 + 4 x9444^2 - x9444 * x9445 - x9444 * x9567 + 4 x9445^2 - x9445 * x9446 - x9445 * x9568 + 4 x9446^2 - x9446 * x9447 - x9446 * x9569 + 4 x9447^2 - x9447 * x9448 - x9447 * x9570 + 4 x9448^2 - x9448 * x9449 - x9448 * x9571 + 4 x9449^2 - x9449 * x9450 - x9449 * x9572 + 4 x9450^2 - x9450 * x9451 - x9450 * x9573 + 4 x9451^2 - x9451 * x9452 - x9451 * x9574 + 4 x9452^2 - x9452 * x9453 - x9452 * x9575 + 4 x9453^2 - x9453 * x9454 - x9453 * x9576 + 4 x9454^2 - x9454 * x9455 - x9454 * x9577 + 4 x9455^2 - x9455 * x9456 - x9455 * x9578 + 4 x9456^2 - x9456 * x9457 - x9456 * x9579 + 4 x9457^2 - x9457 * x9458 - x9457 * x9580 + 4 x9458^2 - x9458 * x9459 - x9458 * x9581 + 4 x9459^2 - x9459 * x9460 - x9459 * x9582 + 4 x9460^2 - x9460 * x9461 - x9460 * x9583 + 4 x9461^2 - x9461 * x9462 - x9461 * x9584 + 4 x9462^2 - x9462 * x9463 - x9462 * x9585 + 4 x9463^2 - x9463 * x9464 - x9463 * x9586 + 4 x9464^2 - x9464 * x9465 - x9464 * x9587 + 4 x9465^2 - x9465 * x9466 - x9465 * x9588 + 4 x9466^2 - x9466 * x9467 - x9466 * x9589 + 4 x9467^2 - x9467 * x9468 - x9467 * x9590 + 4 x9468^2 - x9468 * x9469 - x9468 * x9591 + 4 x9469^2 - x9469 * x9470 - x9469 * x9592 + 4 x9470^2 - x9470 * x9471 - x9470 * x9593 + 4 x9471^2 - x9471 * x9472 - x9471 * x9594 + 3.5 x9472^2 - x9472 * x9595 + 3.5 x9473^2 - x9473 * x9474 - x9473 * x9596 + 4 x9474^2 - x9474 * x9475 - x9474 * x9597 + 4 x9475^2 - x9475 * x9476 - x9475 * x9598 + 4 x9476^2 - x9476 * x9477 - x9476 * x9599 + 4 x9477^2 - x9477 * x9478 - x9477 * x9600 + 4 x9478^2 - x9478 * x9479 - x9478 * x9601 + 4 x9479^2 - x9479 * x9480 - x9479 * x9602 + 4 x9480^2 - x9480 * x9481 - x9480 * x9603 + 4 x9481^2 - x9481 * x9482 - x9481 * x9604 + 4 x9482^2 - x9482 * x9483 - x9482 * x9605 + 4 x9483^2 - x9483 * x9484 - x9483 * x9606 + 4 x9484^2 - x9484 * x9485 - x9484 * x9607 + 4 x9485^2 - x9485 * x9486 - x9485 * x9608 + 4 x9486^2 - x9486 * x9487 - x9486 * x9609 + 4 x9487^2 - x9487 * x9488 - x9487 * x9610 + 4 x9488^2 - x9488 * x9489 - x9488 * x9611 + 4 x9489^2 - x9489 * x9490 - x9489 * x9612 + 4 x9490^2 - x9490 * x9491 - x9490 * x9613 + 4 x9491^2 - x9491 * x9492 - x9491 * x9614 + 4 x9492^2 - x9492 * x9493 - x9492 * x9615 + 4 x9493^2 - x9493 * x9494 - x9493 * x9616 + 4 x9494^2 - x9494 * x9495 - x9494 * x9617 + 4 x9495^2 - x9495 * x9496 - x9495 * x9618 + 4 x9496^2 - x9496 * x9497 - x9496 * x9619 + 4 x9497^2 - x9497 * x9498 - x9497 * x9620 + 4 x9498^2 - x9498 * x9499 - x9498 * x9621 + 4 x9499^2 - x9499 * x9500 - x9499 * x9622 + 4 x9500^2 - x9500 * x9501 - x9500 * x9623 + 4 x9501^2 - x9501 * x9502 - x9501 * x9624 + 4 x9502^2 - x9502 * x9503 - x9502 * x9625 + 4 x9503^2 - x9503 * x9504 - x9503 * x9626 + 4 x9504^2 - x9504 * x9505 - x9504 * x9627 + 4 x9505^2 - x9505 * x9506 - x9505 * x9628 + 4 x9506^2 - x9506 * x9507 - x9506 * x9629 + 4 x9507^2 - x9507 * x9508 - x9507 * x9630 + 4 x9508^2 - x9508 * x9509 - x9508 * x9631 + 4 x9509^2 - x9509 * x9510 - x9509 * x9632 + 4 x9510^2 - x9510 * x9511 - x9510 * x9633 + 4 x9511^2 - x9511 * x9512 - x9511 * x9634 + 4 x9512^2 - x9512 * x9513 - x9512 * x9635 + 4 x9513^2 - x9513 * x9514 - x9513 * x9636 + 4 x9514^2 - x9514 * x9515 - x9514 * x9637 + 4 x9515^2 - x9515 * x9516 - x9515 * x9638 + 4 x9516^2 - x9516 * x9517 - x9516 * x9639 + 4 x9517^2 - x9517 * x9518 - x9517 * x9640 + 4 x9518^2 - x9518 * x9519 - x9518 * x9641 + 4 x9519^2 - x9519 * x9520 - x9519 * x9642 + 4 x9520^2 - x9520 * x9521 - x9520 * x9643 + 4 x9521^2 - x9521 * x9522 - x9521 * x9644 + 4 x9522^2 - x9522 * x9523 - x9522 * x9645 + 4 x9523^2 - x9523 * x9524 - x9523 * x9646 + 4 x9524^2 - x9524 * x9525 - x9524 * x9647 + 4 x9525^2 - x9525 * x9526 - x9525 * x9648 + 4 x9526^2 - x9526 * x9527 - x9526 * x9649 + 4 x9527^2 - x9527 * x9528 - x9527 * x9650 + 4 x9528^2 - x9528 * x9529 - x9528 * x9651 + 4 x9529^2 - x9529 * x9530 - x9529 * x9652 + 4 x9530^2 - x9530 * x9531 - x9530 * x9653 + 4 x9531^2 - x9531 * x9532 - x9531 * x9654 + 4 x9532^2 - x9532 * x9533 - x9532 * x9655 + 4 x9533^2 - x9533 * x9534 - x9533 * x9656 + 4 x9534^2 - x9534 * x9535 - x9534 * x9657 + 4 x9535^2 - x9535 * x9536 - x9535 * x9658 + 4 x9536^2 - x9536 * x9537 - x9536 * x9659 + 4 x9537^2 - x9537 * x9538 - x9537 * x9660 + 4 x9538^2 - x9538 * x9539 - x9538 * x9661 + 4 x9539^2 - x9539 * x9540 - x9539 * x9662 + 4 x9540^2 - x9540 * x9541 - x9540 * x9663 + 4 x9541^2 - x9541 * x9542 - x9541 * x9664 + 4 x9542^2 - x9542 * x9543 - x9542 * x9665 + 4 x9543^2 - x9543 * x9544 - x9543 * x9666 + 4 x9544^2 - x9544 * x9545 - x9544 * x9667 + 4 x9545^2 - x9545 * x9546 - x9545 * x9668 + 4 x9546^2 - x9546 * x9547 - x9546 * x9669 + 4 x9547^2 - x9547 * x9548 - x9547 * x9670 + 4 x9548^2 - x9548 * x9549 - x9548 * x9671 + 4 x9549^2 - x9549 * x9550 - x9549 * x9672 + 4 x9550^2 - x9550 * x9551 - x9550 * x9673 + 4 x9551^2 - x9551 * x9552 - x9551 * x9674 + 4 x9552^2 - x9552 * x9553 - x9552 * x9675 + 4 x9553^2 - x9553 * x9554 - x9553 * x9676 + 4 x9554^2 - x9554 * x9555 - x9554 * x9677 + 4 x9555^2 - x9555 * x9556 - x9555 * x9678 + 4 x9556^2 - x9556 * x9557 - x9556 * x9679 + 4 x9557^2 - x9557 * x9558 - x9557 * x9680 + 4 x9558^2 - x9558 * x9559 - x9558 * x9681 + 4 x9559^2 - x9559 * x9560 - x9559 * x9682 + 4 x9560^2 - x9560 * x9561 - x9560 * x9683 + 4 x9561^2 - x9561 * x9562 - x9561 * x9684 + 4 x9562^2 - x9562 * x9563 - x9562 * x9685 + 4 x9563^2 - x9563 * x9564 - x9563 * x9686 + 4 x9564^2 - x9564 * x9565 - x9564 * x9687 + 4 x9565^2 - x9565 * x9566 - x9565 * x9688 + 4 x9566^2 - x9566 * x9567 - x9566 * x9689 + 4 x9567^2 - x9567 * x9568 - x9567 * x9690 + 4 x9568^2 - x9568 * x9569 - x9568 * x9691 + 4 x9569^2 - x9569 * x9570 - x9569 * x9692 + 4 x9570^2 - x9570 * x9571 - x9570 * x9693 + 4 x9571^2 - x9571 * x9572 - x9571 * x9694 + 4 x9572^2 - x9572 * x9573 - x9572 * x9695 + 4 x9573^2 - x9573 * x9574 - x9573 * x9696 + 4 x9574^2 - x9574 * x9575 - x9574 * x9697 + 4 x9575^2 - x9575 * x9576 - x9575 * x9698 + 4 x9576^2 - x9576 * x9577 - x9576 * x9699 + 4 x9577^2 - x9577 * x9578 - x9577 * x9700 + 4 x9578^2 - x9578 * x9579 - x9578 * x9701 + 4 x9579^2 - x9579 * x9580 - x9579 * x9702 + 4 x9580^2 - x9580 * x9581 - x9580 * x9703 + 4 x9581^2 - x9581 * x9582 - x9581 * x9704 + 4 x9582^2 - x9582 * x9583 - x9582 * x9705 + 4 x9583^2 - x9583 * x9584 - x9583 * x9706 + 4 x9584^2 - x9584 * x9585 - x9584 * x9707 + 4 x9585^2 - x9585 * x9586 - x9585 * x9708 + 4 x9586^2 - x9586 * x9587 - x9586 * x9709 + 4 x9587^2 - x9587 * x9588 - x9587 * x9710 + 4 x9588^2 - x9588 * x9589 - x9588 * x9711 + 4 x9589^2 - x9589 * x9590 - x9589 * x9712 + 4 x9590^2 - x9590 * x9591 - x9590 * x9713 + 4 x9591^2 - x9591 * x9592 - x9591 * x9714 + 4 x9592^2 - x9592 * x9593 - x9592 * x9715 + 4 x9593^2 - x9593 * x9594 - x9593 * x9716 + 4 x9594^2 - x9594 * x9595 - x9594 * x9717 + 3.5 x9595^2 - x9595 * x9718 + 3.5 x9596^2 - x9596 * x9597 - x9596 * x9719 + 4 x9597^2 - x9597 * x9598 - x9597 * x9720 + 4 x9598^2 - x9598 * x9599 - x9598 * x9721 + 4 x9599^2 - x9599 * x9600 - x9599 * x9722 + 4 x9600^2 - x9600 * x9601 - x9600 * x9723 + 4 x9601^2 - x9601 * x9602 - x9601 * x9724 + 4 x9602^2 - x9602 * x9603 - x9602 * x9725 + 4 x9603^2 - x9603 * x9604 - x9603 * x9726 + 4 x9604^2 - x9604 * x9605 - x9604 * x9727 + 4 x9605^2 - x9605 * x9606 - x9605 * x9728 + 4 x9606^2 - x9606 * x9607 - x9606 * x9729 + 4 x9607^2 - x9607 * x9608 - x9607 * x9730 + 4 x9608^2 - x9608 * x9609 - x9608 * x9731 + 4 x9609^2 - x9609 * x9610 - x9609 * x9732 + 4 x9610^2 - x9610 * x9611 - x9610 * x9733 + 4 x9611^2 - x9611 * x9612 - x9611 * x9734 + 4 x9612^2 - x9612 * x9613 - x9612 * x9735 + 4 x9613^2 - x9613 * x9614 - x9613 * x9736 + 4 x9614^2 - x9614 * x9615 - x9614 * x9737 + 4 x9615^2 - x9615 * x9616 - x9615 * x9738 + 4 x9616^2 - x9616 * x9617 - x9616 * x9739 + 4 x9617^2 - x9617 * x9618 - x9617 * x9740 + 4 x9618^2 - x9618 * x9619 - x9618 * x9741 + 4 x9619^2 - x9619 * x9620 - x9619 * x9742 + 4 x9620^2 - x9620 * x9621 - x9620 * x9743 + 4 x9621^2 - x9621 * x9622 - x9621 * x9744 + 4 x9622^2 - x9622 * x9623 - x9622 * x9745 + 4 x9623^2 - x9623 * x9624 - x9623 * x9746 + 4 x9624^2 - x9624 * x9625 - x9624 * x9747 + 4 x9625^2 - x9625 * x9626 - x9625 * x9748 + 4 x9626^2 - x9626 * x9627 - x9626 * x9749 + 4 x9627^2 - x9627 * x9628 - x9627 * x9750 + 4 x9628^2 - x9628 * x9629 - x9628 * x9751 + 4 x9629^2 - x9629 * x9630 - x9629 * x9752 + 4 x9630^2 - x9630 * x9631 - x9630 * x9753 + 4 x9631^2 - x9631 * x9632 - x9631 * x9754 + 4 x9632^2 - x9632 * x9633 - x9632 * x9755 + 4 x9633^2 - x9633 * x9634 - x9633 * x9756 + 4 x9634^2 - x9634 * x9635 - x9634 * x9757 + 4 x9635^2 - x9635 * x9636 - x9635 * x9758 + 4 x9636^2 - x9636 * x9637 - x9636 * x9759 + 4 x9637^2 - x9637 * x9638 - x9637 * x9760 + 4 x9638^2 - x9638 * x9639 - x9638 * x9761 + 4 x9639^2 - x9639 * x9640 - x9639 * x9762 + 4 x9640^2 - x9640 * x9641 - x9640 * x9763 + 4 x9641^2 - x9641 * x9642 - x9641 * x9764 + 4 x9642^2 - x9642 * x9643 - x9642 * x9765 + 4 x9643^2 - x9643 * x9644 - x9643 * x9766 + 4 x9644^2 - x9644 * x9645 - x9644 * x9767 + 4 x9645^2 - x9645 * x9646 - x9645 * x9768 + 4 x9646^2 - x9646 * x9647 - x9646 * x9769 + 4 x9647^2 - x9647 * x9648 - x9647 * x9770 + 4 x9648^2 - x9648 * x9649 - x9648 * x9771 + 4 x9649^2 - x9649 * x9650 - x9649 * x9772 + 4 x9650^2 - x9650 * x9651 - x9650 * x9773 + 4 x9651^2 - x9651 * x9652 - x9651 * x9774 + 4 x9652^2 - x9652 * x9653 - x9652 * x9775 + 4 x9653^2 - x9653 * x9654 - x9653 * x9776 + 4 x9654^2 - x9654 * x9655 - x9654 * x9777 + 4 x9655^2 - x9655 * x9656 - x9655 * x9778 + 4 x9656^2 - x9656 * x9657 - x9656 * x9779 + 4 x9657^2 - x9657 * x9658 - x9657 * x9780 + 4 x9658^2 - x9658 * x9659 - x9658 * x9781 + 4 x9659^2 - x9659 * x9660 - x9659 * x9782 + 4 x9660^2 - x9660 * x9661 - x9660 * x9783 + 4 x9661^2 - x9661 * x9662 - x9661 * x9784 + 4 x9662^2 - x9662 * x9663 - x9662 * x9785 + 4 x9663^2 - x9663 * x9664 - x9663 * x9786 + 4 x9664^2 - x9664 * x9665 - x9664 * x9787 + 4 x9665^2 - x9665 * x9666 - x9665 * x9788 + 4 x9666^2 - x9666 * x9667 - x9666 * x9789 + 4 x9667^2 - x9667 * x9668 - x9667 * x9790 + 4 x9668^2 - x9668 * x9669 - x9668 * x9791 + 4 x9669^2 - x9669 * x9670 - x9669 * x9792 + 4 x9670^2 - x9670 * x9671 - x9670 * x9793 + 4 x9671^2 - x9671 * x9672 - x9671 * x9794 + 4 x9672^2 - x9672 * x9673 - x9672 * x9795 + 4 x9673^2 - x9673 * x9674 - x9673 * x9796 + 4 x9674^2 - x9674 * x9675 - x9674 * x9797 + 4 x9675^2 - x9675 * x9676 - x9675 * x9798 + 4 x9676^2 - x9676 * x9677 - x9676 * x9799 + 4 x9677^2 - x9677 * x9678 - x9677 * x9800 + 4 x9678^2 - x9678 * x9679 - x9678 * x9801 + 4 x9679^2 - x9679 * x9680 - x9679 * x9802 + 4 x9680^2 - x9680 * x9681 - x9680 * x9803 + 4 x9681^2 - x9681 * x9682 - x9681 * x9804 + 4 x9682^2 - x9682 * x9683 - x9682 * x9805 + 4 x9683^2 - x9683 * x9684 - x9683 * x9806 + 4 x9684^2 - x9684 * x9685 - x9684 * x9807 + 4 x9685^2 - x9685 * x9686 - x9685 * x9808 + 4 x9686^2 - x9686 * x9687 - x9686 * x9809 + 4 x9687^2 - x9687 * x9688 - x9687 * x9810 + 4 x9688^2 - x9688 * x9689 - x9688 * x9811 + 4 x9689^2 - x9689 * x9690 - x9689 * x9812 + 4 x9690^2 - x9690 * x9691 - x9690 * x9813 + 4 x9691^2 - x9691 * x9692 - x9691 * x9814 + 4 x9692^2 - x9692 * x9693 - x9692 * x9815 + 4 x9693^2 - x9693 * x9694 - x9693 * x9816 + 4 x9694^2 - x9694 * x9695 - x9694 * x9817 + 4 x9695^2 - x9695 * x9696 - x9695 * x9818 + 4 x9696^2 - x9696 * x9697 - x9696 * x9819 + 4 x9697^2 - x9697 * x9698 - x9697 * x9820 + 4 x9698^2 - x9698 * x9699 - x9698 * x9821 + 4 x9699^2 - x9699 * x9700 - x9699 * x9822 + 4 x9700^2 - x9700 * x9701 - x9700 * x9823 + 4 x9701^2 - x9701 * x9702 - x9701 * x9824 + 4 x9702^2 - x9702 * x9703 - x9702 * x9825 + 4 x9703^2 - x9703 * x9704 - x9703 * x9826 + 4 x9704^2 - x9704 * x9705 - x9704 * x9827 + 4 x9705^2 - x9705 * x9706 - x9705 * x9828 + 4 x9706^2 - x9706 * x9707 - x9706 * x9829 + 4 x9707^2 - x9707 * x9708 - x9707 * x9830 + 4 x9708^2 - x9708 * x9709 - x9708 * x9831 + 4 x9709^2 - x9709 * x9710 - x9709 * x9832 + 4 x9710^2 - x9710 * x9711 - x9710 * x9833 + 4 x9711^2 - x9711 * x9712 - x9711 * x9834 + 4 x9712^2 - x9712 * x9713 - x9712 * x9835 + 4 x9713^2 - x9713 * x9714 - x9713 * x9836 + 4 x9714^2 - x9714 * x9715 - x9714 * x9837 + 4 x9715^2 - x9715 * x9716 - x9715 * x9838 + 4 x9716^2 - x9716 * x9717 - x9716 * x9839 + 4 x9717^2 - x9717 * x9718 - x9717 * x9840 + 3.5 x9718^2 - x9718 * x9841 + 3.5 x9719^2 - x9719 * x9720 - x9719 * x9842 + 4 x9720^2 - x9720 * x9721 - x9720 * x9843 + 4 x9721^2 - x9721 * x9722 - x9721 * x9844 + 4 x9722^2 - x9722 * x9723 - x9722 * x9845 + 4 x9723^2 - x9723 * x9724 - x9723 * x9846 + 4 x9724^2 - x9724 * x9725 - x9724 * x9847 + 4 x9725^2 - x9725 * x9726 - x9725 * x9848 + 4 x9726^2 - x9726 * x9727 - x9726 * x9849 + 4 x9727^2 - x9727 * x9728 - x9727 * x9850 + 4 x9728^2 - x9728 * x9729 - x9728 * x9851 + 4 x9729^2 - x9729 * x9730 - x9729 * x9852 + 4 x9730^2 - x9730 * x9731 - x9730 * x9853 + 4 x9731^2 - x9731 * x9732 - x9731 * x9854 + 4 x9732^2 - x9732 * x9733 - x9732 * x9855 + 4 x9733^2 - x9733 * x9734 - x9733 * x9856 + 4 x9734^2 - x9734 * x9735 - x9734 * x9857 + 4 x9735^2 - x9735 * x9736 - x9735 * x9858 + 4 x9736^2 - x9736 * x9737 - x9736 * x9859 + 4 x9737^2 - x9737 * x9738 - x9737 * x9860 + 4 x9738^2 - x9738 * x9739 - x9738 * x9861 + 4 x9739^2 - x9739 * x9740 - x9739 * x9862 + 4 x9740^2 - x9740 * x9741 - x9740 * x9863 + 4 x9741^2 - x9741 * x9742 - x9741 * x9864 + 4 x9742^2 - x9742 * x9743 - x9742 * x9865 + 4 x9743^2 - x9743 * x9744 - x9743 * x9866 + 4 x9744^2 - x9744 * x9745 - x9744 * x9867 + 4 x9745^2 - x9745 * x9746 - x9745 * x9868 + 4 x9746^2 - x9746 * x9747 - x9746 * x9869 + 4 x9747^2 - x9747 * x9748 - x9747 * x9870 + 4 x9748^2 - x9748 * x9749 - x9748 * x9871 + 4 x9749^2 - x9749 * x9750 - x9749 * x9872 + 4 x9750^2 - x9750 * x9751 - x9750 * x9873 + 4 x9751^2 - x9751 * x9752 - x9751 * x9874 + 4 x9752^2 - x9752 * x9753 - x9752 * x9875 + 4 x9753^2 - x9753 * x9754 - x9753 * x9876 + 4 x9754^2 - x9754 * x9755 - x9754 * x9877 + 4 x9755^2 - x9755 * x9756 - x9755 * x9878 + 4 x9756^2 - x9756 * x9757 - x9756 * x9879 + 4 x9757^2 - x9757 * x9758 - x9757 * x9880 + 4 x9758^2 - x9758 * x9759 - x9758 * x9881 + 4 x9759^2 - x9759 * x9760 - x9759 * x9882 + 4 x9760^2 - x9760 * x9761 - x9760 * x9883 + 4 x9761^2 - x9761 * x9762 - x9761 * x9884 + 4 x9762^2 - x9762 * x9763 - x9762 * x9885 + 4 x9763^2 - x9763 * x9764 - x9763 * x9886 + 4 x9764^2 - x9764 * x9765 - x9764 * x9887 + 4 x9765^2 - x9765 * x9766 - x9765 * x9888 + 4 x9766^2 - x9766 * x9767 - x9766 * x9889 + 4 x9767^2 - x9767 * x9768 - x9767 * x9890 + 4 x9768^2 - x9768 * x9769 - x9768 * x9891 + 4 x9769^2 - x9769 * x9770 - x9769 * x9892 + 4 x9770^2 - x9770 * x9771 - x9770 * x9893 + 4 x9771^2 - x9771 * x9772 - x9771 * x9894 + 4 x9772^2 - x9772 * x9773 - x9772 * x9895 + 4 x9773^2 - x9773 * x9774 - x9773 * x9896 + 4 x9774^2 - x9774 * x9775 - x9774 * x9897 + 4 x9775^2 - x9775 * x9776 - x9775 * x9898 + 4 x9776^2 - x9776 * x9777 - x9776 * x9899 + 4 x9777^2 - x9777 * x9778 - x9777 * x9900 + 4 x9778^2 - x9778 * x9779 - x9778 * x9901 + 4 x9779^2 - x9779 * x9780 - x9779 * x9902 + 4 x9780^2 - x9780 * x9781 - x9780 * x9903 + 4 x9781^2 - x9781 * x9782 - x9781 * x9904 + 4 x9782^2 - x9782 * x9783 - x9782 * x9905 + 4 x9783^2 - x9783 * x9784 - x9783 * x9906 + 4 x9784^2 - x9784 * x9785 - x9784 * x9907 + 4 x9785^2 - x9785 * x9786 - x9785 * x9908 + 4 x9786^2 - x9786 * x9787 - x9786 * x9909 + 4 x9787^2 - x9787 * x9788 - x9787 * x9910 + 4 x9788^2 - x9788 * x9789 - x9788 * x9911 + 4 x9789^2 - x9789 * x9790 - x9789 * x9912 + 4 x9790^2 - x9790 * x9791 - x9790 * x9913 + 4 x9791^2 - x9791 * x9792 - x9791 * x9914 + 4 x9792^2 - x9792 * x9793 - x9792 * x9915 + 4 x9793^2 - x9793 * x9794 - x9793 * x9916 + 4 x9794^2 - x9794 * x9795 - x9794 * x9917 + 4 x9795^2 - x9795 * x9796 - x9795 * x9918 + 4 x9796^2 - x9796 * x9797 - x9796 * x9919 + 4 x9797^2 - x9797 * x9798 - x9797 * x9920 + 4 x9798^2 - x9798 * x9799 - x9798 * x9921 + 4 x9799^2 - x9799 * x9800 - x9799 * x9922 + 4 x9800^2 - x9800 * x9801 - x9800 * x9923 + 4 x9801^2 - x9801 * x9802 - x9801 * x9924 + 4 x9802^2 - x9802 * x9803 - x9802 * x9925 + 4 x9803^2 - x9803 * x9804 - x9803 * x9926 + 4 x9804^2 - x9804 * x9805 - x9804 * x9927 + 4 x9805^2 - x9805 * x9806 - x9805 * x9928 + 4 x9806^2 - x9806 * x9807 - x9806 * x9929 + 4 x9807^2 - x9807 * x9808 - x9807 * x9930 + 4 x9808^2 - x9808 * x9809 - x9808 * x9931 + 4 x9809^2 - x9809 * x9810 - x9809 * x9932 + 4 x9810^2 - x9810 * x9811 - x9810 * x9933 + 4 x9811^2 - x9811 * x9812 - x9811 * x9934 + 4 x9812^2 - x9812 * x9813 - x9812 * x9935 + 4 x9813^2 - x9813 * x9814 - x9813 * x9936 + 4 x9814^2 - x9814 * x9815 - x9814 * x9937 + 4 x9815^2 - x9815 * x9816 - x9815 * x9938 + 4 x9816^2 - x9816 * x9817 - x9816 * x9939 + 4 x9817^2 - x9817 * x9818 - x9817 * x9940 + 4 x9818^2 - x9818 * x9819 - x9818 * x9941 + 4 x9819^2 - x9819 * x9820 - x9819 * x9942 + 4 x9820^2 - x9820 * x9821 - x9820 * x9943 + 4 x9821^2 - x9821 * x9822 - x9821 * x9944 + 4 x9822^2 - x9822 * x9823 - x9822 * x9945 + 4 x9823^2 - x9823 * x9824 - x9823 * x9946 + 4 x9824^2 - x9824 * x9825 - x9824 * x9947 + 4 x9825^2 - x9825 * x9826 - x9825 * x9948 + 4 x9826^2 - x9826 * x9827 - x9826 * x9949 + 4 x9827^2 - x9827 * x9828 - x9827 * x9950 + 4 x9828^2 - x9828 * x9829 - x9828 * x9951 + 4 x9829^2 - x9829 * x9830 - x9829 * x9952 + 4 x9830^2 - x9830 * x9831 - x9830 * x9953 + 4 x9831^2 - x9831 * x9832 - x9831 * x9954 + 4 x9832^2 - x9832 * x9833 - x9832 * x9955 + 4 x9833^2 - x9833 * x9834 - x9833 * x9956 + 4 x9834^2 - x9834 * x9835 - x9834 * x9957 + 4 x9835^2 - x9835 * x9836 - x9835 * x9958 + 4 x9836^2 - x9836 * x9837 - x9836 * x9959 + 4 x9837^2 - x9837 * x9838 - x9837 * x9960 + 4 x9838^2 - x9838 * x9839 - x9838 * x9961 + 4 x9839^2 - x9839 * x9840 - x9839 * x9962 + 4 x9840^2 - x9840 * x9841 - x9840 * x9963 + 3.5 x9841^2 - x9841 * x9964 + 3.5 x9842^2 - x9842 * x9843 - x9842 * x9965 + 4 x9843^2 - x9843 * x9844 - x9843 * x9966 + 4 x9844^2 - x9844 * x9845 - x9844 * x9967 + 4 x9845^2 - x9845 * x9846 - x9845 * x9968 + 4 x9846^2 - x9846 * x9847 - x9846 * x9969 + 4 x9847^2 - x9847 * x9848 - x9847 * x9970 + 4 x9848^2 - x9848 * x9849 - x9848 * x9971 + 4 x9849^2 - x9849 * x9850 - x9849 * x9972 + 4 x9850^2 - x9850 * x9851 - x9850 * x9973 + 4 x9851^2 - x9851 * x9852 - x9851 * x9974 + 4 x9852^2 - x9852 * x9853 - x9852 * x9975 + 4 x9853^2 - x9853 * x9854 - x9853 * x9976 + 4 x9854^2 - x9854 * x9855 - x9854 * x9977 + 4 x9855^2 - x9855 * x9856 - x9855 * x9978 + 4 x9856^2 - x9856 * x9857 - x9856 * x9979 + 4 x9857^2 - x9857 * x9858 - x9857 * x9980 + 4 x9858^2 - x9858 * x9859 - x9858 * x9981 + 4 x9859^2 - x9859 * x9860 - x9859 * x9982 + 4 x9860^2 - x9860 * x9861 - x9860 * x9983 + 4 x9861^2 - x9861 * x9862 - x9861 * x9984 + 4 x9862^2 - x9862 * x9863 - x9862 * x9985 + 4 x9863^2 - x9863 * x9864 - x9863 * x9986 + 4 x9864^2 - x9864 * x9865 - x9864 * x9987 + 4 x9865^2 - x9865 * x9866 - x9865 * x9988 + 4 x9866^2 - x9866 * x9867 - x9866 * x9989 + 4 x9867^2 - x9867 * x9868 - x9867 * x9990 + 4 x9868^2 - x9868 * x9869 - x9868 * x9991 + 4 x9869^2 - x9869 * x9870 - x9869 * x9992 + 4 x9870^2 - x9870 * x9871 - x9870 * x9993 + 4 x9871^2 - x9871 * x9872 - x9871 * x9994 + 4 x9872^2 - x9872 * x9873 - x9872 * x9995 + 4 x9873^2 - x9873 * x9874 - x9873 * x9996 + 4 x9874^2 - x9874 * x9875 - x9874 * x9997 + 4 x9875^2 - x9875 * x9876 - x9875 * x9998 + 4 x9876^2 - x9876 * x9877 - x9876 * x9999 + 4 x9877^2 - x9877 * x9878 - x9877 * x10000 + 4 x9878^2 - x9878 * x9879 - x9878 * x10001 + 4 x9879^2 - x9879 * x9880 - x9879 * x10002 + 4 x9880^2 - x9880 * x9881 - x9880 * x10003 + 4 x9881^2 - x9881 * x9882 - x9881 * x10004 + 4 x9882^2 - x9882 * x9883 - x9882 * x10005 + 4 x9883^2 - x9883 * x9884 - x9883 * x10006 + 4 x9884^2 - x9884 * x9885 - x9884 * x10007 + 4 x9885^2 - x9885 * x9886 - x9885 * x10008 + 4 x9886^2 - x9886 * x9887 - x9886 * x10009 + 4 x9887^2 - x9887 * x9888 - x9887 * x10010 + 4 x9888^2 - x9888 * x9889 - x9888 * x10011 + 4 x9889^2 - x9889 * x9890 - x9889 * x10012 + 4 x9890^2 - x9890 * x9891 - x9890 * x10013 + 4 x9891^2 - x9891 * x9892 - x9891 * x10014 + 4 x9892^2 - x9892 * x9893 - x9892 * x10015 + 4 x9893^2 - x9893 * x9894 - x9893 * x10016 + 4 x9894^2 - x9894 * x9895 - x9894 * x10017 + 4 x9895^2 - x9895 * x9896 - x9895 * x10018 + 4 x9896^2 - x9896 * x9897 - x9896 * x10019 + 4 x9897^2 - x9897 * x9898 - x9897 * x10020 + 4 x9898^2 - x9898 * x9899 - x9898 * x10021 + 4 x9899^2 - x9899 * x9900 - x9899 * x10022 + 4 x9900^2 - x9900 * x9901 - x9900 * x10023 + 4 x9901^2 - x9901 * x9902 - x9901 * x10024 + 4 x9902^2 - x9902 * x9903 - x9902 * x10025 + 4 x9903^2 - x9903 * x9904 - x9903 * x10026 + 4 x9904^2 - x9904 * x9905 - x9904 * x10027 + 4 x9905^2 - x9905 * x9906 - x9905 * x10028 + 4 x9906^2 - x9906 * x9907 - x9906 * x10029 + 4 x9907^2 - x9907 * x9908 - x9907 * x10030 + 4 x9908^2 - x9908 * x9909 - x9908 * x10031 + 4 x9909^2 - x9909 * x9910 - x9909 * x10032 + 4 x9910^2 - x9910 * x9911 - x9910 * x10033 + 4 x9911^2 - x9911 * x9912 - x9911 * x10034 + 4 x9912^2 - x9912 * x9913 - x9912 * x10035 + 4 x9913^2 - x9913 * x9914 - x9913 * x10036 + 4 x9914^2 - x9914 * x9915 - x9914 * x10037 + 4 x9915^2 - x9915 * x9916 - x9915 * x10038 + 4 x9916^2 - x9916 * x9917 - x9916 * x10039 + 4 x9917^2 - x9917 * x9918 - x9917 * x10040 + 4 x9918^2 - x9918 * x9919 - x9918 * x10041 + 4 x9919^2 - x9919 * x9920 - x9919 * x10042 + 4 x9920^2 - x9920 * x9921 - x9920 * x10043 + 4 x9921^2 - x9921 * x9922 - x9921 * x10044 + 4 x9922^2 - x9922 * x9923 - x9922 * x10045 + 4 x9923^2 - x9923 * x9924 - x9923 * x10046 + 4 x9924^2 - x9924 * x9925 - x9924 * x10047 + 4 x9925^2 - x9925 * x9926 - x9925 * x10048 + 4 x9926^2 - x9926 * x9927 - x9926 * x10049 + 4 x9927^2 - x9927 * x9928 - x9927 * x10050 + 4 x9928^2 - x9928 * x9929 - x9928 * x10051 + 4 x9929^2 - x9929 * x9930 - x9929 * x10052 + 4 x9930^2 - x9930 * x9931 - x9930 * x10053 + 4 x9931^2 - x9931 * x9932 - x9931 * x10054 + 4 x9932^2 - x9932 * x9933 - x9932 * x10055 + 4 x9933^2 - x9933 * x9934 - x9933 * x10056 + 4 x9934^2 - x9934 * x9935 - x9934 * x10057 + 4 x9935^2 - x9935 * x9936 - x9935 * x10058 + 4 x9936^2 - x9936 * x9937 - x9936 * x10059 + 4 x9937^2 - x9937 * x9938 - x9937 * x10060 + 4 x9938^2 - x9938 * x9939 - x9938 * x10061 + 4 x9939^2 - x9939 * x9940 - x9939 * x10062 + 4 x9940^2 - x9940 * x9941 - x9940 * x10063 + 4 x9941^2 - x9941 * x9942 - x9941 * x10064 + 4 x9942^2 - x9942 * x9943 - x9942 * x10065 + 4 x9943^2 - x9943 * x9944 - x9943 * x10066 + 4 x9944^2 - x9944 * x9945 - x9944 * x10067 + 4 x9945^2 - x9945 * x9946 - x9945 * x10068 + 4 x9946^2 - x9946 * x9947 - x9946 * x10069 + 4 x9947^2 - x9947 * x9948 - x9947 * x10070 + 4 x9948^2 - x9948 * x9949 - x9948 * x10071 + 4 x9949^2 - x9949 * x9950 - x9949 * x10072 + 4 x9950^2 - x9950 * x9951 - x9950 * x10073 + 4 x9951^2 - x9951 * x9952 - x9951 * x10074 + 4 x9952^2 - x9952 * x9953 - x9952 * x10075 + 4 x9953^2 - x9953 * x9954 - x9953 * x10076 + 4 x9954^2 - x9954 * x9955 - x9954 * x10077 + 4 x9955^2 - x9955 * x9956 - x9955 * x10078 + 4 x9956^2 - x9956 * x9957 - x9956 * x10079 + 4 x9957^2 - x9957 * x9958 - x9957 * x10080 + 4 x9958^2 - x9958 * x9959 - x9958 * x10081 + 4 x9959^2 - x9959 * x9960 - x9959 * x10082 + 4 x9960^2 - x9960 * x9961 - x9960 * x10083 + 4 x9961^2 - x9961 * x9962 - x9961 * x10084 + 4 x9962^2 - x9962 * x9963 - x9962 * x10085 + 4 x9963^2 - x9963 * x9964 - x9963 * x10086 + 3.5 x9964^2 - x9964 * x10087 + 3.5 x9965^2 - x9965 * x9966 - x9965 * x10088 + 4 x9966^2 - x9966 * x9967 - x9966 * x10089 + 4 x9967^2 - x9967 * x9968 - x9967 * x10090 + 4 x9968^2 - x9968 * x9969 - x9968 * x10091 + 4 x9969^2 - x9969 * x9970 - x9969 * x10092 + 4 x9970^2 - x9970 * x9971 - x9970 * x10093 + 4 x9971^2 - x9971 * x9972 - x9971 * x10094 + 4 x9972^2 - x9972 * x9973 - x9972 * x10095 + 4 x9973^2 - x9973 * x9974 - x9973 * x10096 + 4 x9974^2 - x9974 * x9975 - x9974 * x10097 + 4 x9975^2 - x9975 * x9976 - x9975 * x10098 + 4 x9976^2 - x9976 * x9977 - x9976 * x10099 + 4 x9977^2 - x9977 * x9978 - x9977 * x10100 + 4 x9978^2 - x9978 * x9979 - x9978 * x10101 + 4 x9979^2 - x9979 * x9980 - x9979 * x10102 + 4 x9980^2 - x9980 * x9981 - x9980 * x10103 + 4 x9981^2 - x9981 * x9982 - x9981 * x10104 + 4 x9982^2 - x9982 * x9983 - x9982 * x10105 + 4 x9983^2 - x9983 * x9984 - x9983 * x10106 + 4 x9984^2 - x9984 * x9985 - x9984 * x10107 + 4 x9985^2 - x9985 * x9986 - x9985 * x10108 + 4 x9986^2 - x9986 * x9987 - x9986 * x10109 + 4 x9987^2 - x9987 * x9988 - x9987 * x10110 + 4 x9988^2 - x9988 * x9989 - x9988 * x10111 + 4 x9989^2 - x9989 * x9990 - x9989 * x10112 + 4 x9990^2 - x9990 * x9991 - x9990 * x10113 + 4 x9991^2 - x9991 * x9992 - x9991 * x10114 + 4 x9992^2 - x9992 * x9993 - x9992 * x10115 + 4 x9993^2 - x9993 * x9994 - x9993 * x10116 + 4 x9994^2 - x9994 * x9995 - x9994 * x10117 + 4 x9995^2 - x9995 * x9996 - x9995 * x10118 + 4 x9996^2 - x9996 * x9997 - x9996 * x10119 + 4 x9997^2 - x9997 * x9998 - x9997 * x10120 + 4 x9998^2 - x9998 * x9999 - x9998 * x10121 + 4 x9999^2 - x9999 * x10000 - x9999 * x10122 + 4 x10000^2 - x10000 * x10001 - x10000 * x10123 + 4 x10001^2 - x10001 * x10002 - x10001 * x10124 + 4 x10002^2 - x10002 * x10003 - x10002 * x10125 + 4 x10003^2 - x10003 * x10004 - x10003 * x10126 + 4 x10004^2 - x10004 * x10005 - x10004 * x10127 + 4 x10005^2 - x10005 * x10006 - x10005 * x10128 + 4 x10006^2 - x10006 * x10007 - x10006 * x10129 + 4 x10007^2 - x10007 * x10008 - x10007 * x10130 + 4 x10008^2 - x10008 * x10009 - x10008 * x10131 + 4 x10009^2 - x10009 * x10010 - x10009 * x10132 + 4 x10010^2 - x10010 * x10011 - x10010 * x10133 + 4 x10011^2 - x10011 * x10012 - x10011 * x10134 + 4 x10012^2 - x10012 * x10013 - x10012 * x10135 + 4 x10013^2 - x10013 * x10014 - x10013 * x10136 + 4 x10014^2 - x10014 * x10015 - x10014 * x10137 + 4 x10015^2 - x10015 * x10016 - x10015 * x10138 + 4 x10016^2 - x10016 * x10017 - x10016 * x10139 + 4 x10017^2 - x10017 * x10018 - x10017 * x10140 + 4 x10018^2 - x10018 * x10019 - x10018 * x10141 + 4 x10019^2 - x10019 * x10020 - x10019 * x10142 + 4 x10020^2 - x10020 * x10021 - x10020 * x10143 + 4 x10021^2 - x10021 * x10022 - x10021 * x10144 + 4 x10022^2 - x10022 * x10023 - x10022 * x10145 + 4 x10023^2 - x10023 * x10024 - x10023 * x10146 + 4 x10024^2 - x10024 * x10025 - x10024 * x10147 + 4 x10025^2 - x10025 * x10026 - x10025 * x10148 + 4 x10026^2 - x10026 * x10027 - x10026 * x10149 + 4 x10027^2 - x10027 * x10028 - x10027 * x10150 + 4 x10028^2 - x10028 * x10029 - x10028 * x10151 + 4 x10029^2 - x10029 * x10030 - x10029 * x10152 + 4 x10030^2 - x10030 * x10031 - x10030 * x10153 + 4 x10031^2 - x10031 * x10032 - x10031 * x10154 + 4 x10032^2 - x10032 * x10033 - x10032 * x10155 + 4 x10033^2 - x10033 * x10034 - x10033 * x10156 + 4 x10034^2 - x10034 * x10035 - x10034 * x10157 + 4 x10035^2 - x10035 * x10036 - x10035 * x10158 + 4 x10036^2 - x10036 * x10037 - x10036 * x10159 + 4 x10037^2 - x10037 * x10038 - x10037 * x10160 + 4 x10038^2 - x10038 * x10039 - x10038 * x10161 + 4 x10039^2 - x10039 * x10040 - x10039 * x10162 + 4 x10040^2 - x10040 * x10041 - x10040 * x10163 + 4 x10041^2 - x10041 * x10042 - x10041 * x10164 + 4 x10042^2 - x10042 * x10043 - x10042 * x10165 + 4 x10043^2 - x10043 * x10044 - x10043 * x10166 + 4 x10044^2 - x10044 * x10045 - x10044 * x10167 + 4 x10045^2 - x10045 * x10046 - x10045 * x10168 + 4 x10046^2 - x10046 * x10047 - x10046 * x10169 + 4 x10047^2 - x10047 * x10048 - x10047 * x10170 + 4 x10048^2 - x10048 * x10049 - x10048 * x10171 + 4 x10049^2 - x10049 * x10050 - x10049 * x10172 + 4 x10050^2 - x10050 * x10051 - x10050 * x10173 + 4 x10051^2 - x10051 * x10052 - x10051 * x10174 + 4 x10052^2 - x10052 * x10053 - x10052 * x10175 + 4 x10053^2 - x10053 * x10054 - x10053 * x10176 + 4 x10054^2 - x10054 * x10055 - x10054 * x10177 + 4 x10055^2 - x10055 * x10056 - x10055 * x10178 + 4 x10056^2 - x10056 * x10057 - x10056 * x10179 + 4 x10057^2 - x10057 * x10058 - x10057 * x10180 + 4 x10058^2 - x10058 * x10059 - x10058 * x10181 + 4 x10059^2 - x10059 * x10060 - x10059 * x10182 + 4 x10060^2 - x10060 * x10061 - x10060 * x10183 + 4 x10061^2 - x10061 * x10062 - x10061 * x10184 + 4 x10062^2 - x10062 * x10063 - x10062 * x10185 + 4 x10063^2 - x10063 * x10064 - x10063 * x10186 + 4 x10064^2 - x10064 * x10065 - x10064 * x10187 + 4 x10065^2 - x10065 * x10066 - x10065 * x10188 + 4 x10066^2 - x10066 * x10067 - x10066 * x10189 + 4 x10067^2 - x10067 * x10068 - x10067 * x10190 + 4 x10068^2 - x10068 * x10069 - x10068 * x10191 + 4 x10069^2 - x10069 * x10070 - x10069 * x10192 + 4 x10070^2 - x10070 * x10071 - x10070 * x10193 + 4 x10071^2 - x10071 * x10072 - x10071 * x10194 + 4 x10072^2 - x10072 * x10073 - x10072 * x10195 + 4 x10073^2 - x10073 * x10074 - x10073 * x10196 + 4 x10074^2 - x10074 * x10075 - x10074 * x10197 + 4 x10075^2 - x10075 * x10076 - x10075 * x10198 + 4 x10076^2 - x10076 * x10077 - x10076 * x10199 + 4 x10077^2 - x10077 * x10078 - x10077 * x10200 + 4 x10078^2 - x10078 * x10079 - x10078 * x10201 + 4 x10079^2 - x10079 * x10080 - x10079 * x10202 + 4 x10080^2 - x10080 * x10081 - x10080 * x10203 + 4 x10081^2 - x10081 * x10082 - x10081 * x10204 + 4 x10082^2 - x10082 * x10083 - x10082 * x10205 + 4 x10083^2 - x10083 * x10084 - x10083 * x10206 + 4 x10084^2 - x10084 * x10085 - x10084 * x10207 + 4 x10085^2 - x10085 * x10086 - x10085 * x10208 + 4 x10086^2 - x10086 * x10087 - x10086 * x10209 + 3.5 x10087^2 - x10087 * x10210 + 3.5 x10088^2 - x10088 * x10089 - x10088 * x10211 + 4 x10089^2 - x10089 * x10090 - x10089 * x10212 + 4 x10090^2 - x10090 * x10091 - x10090 * x10213 + 4 x10091^2 - x10091 * x10092 - x10091 * x10214 + 4 x10092^2 - x10092 * x10093 - x10092 * x10215 + 4 x10093^2 - x10093 * x10094 - x10093 * x10216 + 4 x10094^2 - x10094 * x10095 - x10094 * x10217 + 4 x10095^2 - x10095 * x10096 - x10095 * x10218 + 4 x10096^2 - x10096 * x10097 - x10096 * x10219 + 4 x10097^2 - x10097 * x10098 - x10097 * x10220 + 4 x10098^2 - x10098 * x10099 - x10098 * x10221 + 4 x10099^2 - x10099 * x10100 - x10099 * x10222 + 4 x10100^2 - x10100 * x10101 - x10100 * x10223 + 4 x10101^2 - x10101 * x10102 - x10101 * x10224 + 4 x10102^2 - x10102 * x10103 - x10102 * x10225 + 4 x10103^2 - x10103 * x10104 - x10103 * x10226 + 4 x10104^2 - x10104 * x10105 - x10104 * x10227 + 4 x10105^2 - x10105 * x10106 - x10105 * x10228 + 4 x10106^2 - x10106 * x10107 - x10106 * x10229 + 4 x10107^2 - x10107 * x10108 - x10107 * x10230 + 4 x10108^2 - x10108 * x10109 - x10108 * x10231 + 4 x10109^2 - x10109 * x10110 - x10109 * x10232 + 4 x10110^2 - x10110 * x10111 - x10110 * x10233 + 4 x10111^2 - x10111 * x10112 - x10111 * x10234 + 4 x10112^2 - x10112 * x10113 - x10112 * x10235 + 4 x10113^2 - x10113 * x10114 - x10113 * x10236 + 4 x10114^2 - x10114 * x10115 - x10114 * x10237 + 4 x10115^2 - x10115 * x10116 - x10115 * x10238 + 4 x10116^2 - x10116 * x10117 - x10116 * x10239 + 4 x10117^2 - x10117 * x10118 - x10117 * x10240 + 4 x10118^2 - x10118 * x10119 - x10118 * x10241 + 4 x10119^2 - x10119 * x10120 - x10119 * x10242 + 4 x10120^2 - x10120 * x10121 - x10120 * x10243 + 4 x10121^2 - x10121 * x10122 - x10121 * x10244 + 4 x10122^2 - x10122 * x10123 - x10122 * x10245 + 4 x10123^2 - x10123 * x10124 - x10123 * x10246 + 4 x10124^2 - x10124 * x10125 - x10124 * x10247 + 4 x10125^2 - x10125 * x10126 - x10125 * x10248 + 4 x10126^2 - x10126 * x10127 - x10126 * x10249 + 4 x10127^2 - x10127 * x10128 - x10127 * x10250 + 4 x10128^2 - x10128 * x10129 - x10128 * x10251 + 4 x10129^2 - x10129 * x10130 - x10129 * x10252 + 4 x10130^2 - x10130 * x10131 - x10130 * x10253 + 4 x10131^2 - x10131 * x10132 - x10131 * x10254 + 4 x10132^2 - x10132 * x10133 - x10132 * x10255 + 4 x10133^2 - x10133 * x10134 - x10133 * x10256 + 4 x10134^2 - x10134 * x10135 - x10134 * x10257 + 4 x10135^2 - x10135 * x10136 - x10135 * x10258 + 4 x10136^2 - x10136 * x10137 - x10136 * x10259 + 4 x10137^2 - x10137 * x10138 - x10137 * x10260 + 4 x10138^2 - x10138 * x10139 - x10138 * x10261 + 4 x10139^2 - x10139 * x10140 - x10139 * x10262 + 4 x10140^2 - x10140 * x10141 - x10140 * x10263 + 4 x10141^2 - x10141 * x10142 - x10141 * x10264 + 4 x10142^2 - x10142 * x10143 - x10142 * x10265 + 4 x10143^2 - x10143 * x10144 - x10143 * x10266 + 4 x10144^2 - x10144 * x10145 - x10144 * x10267 + 4 x10145^2 - x10145 * x10146 - x10145 * x10268 + 4 x10146^2 - x10146 * x10147 - x10146 * x10269 + 4 x10147^2 - x10147 * x10148 - x10147 * x10270 + 4 x10148^2 - x10148 * x10149 - x10148 * x10271 + 4 x10149^2 - x10149 * x10150 - x10149 * x10272 + 4 x10150^2 - x10150 * x10151 - x10150 * x10273 + 4 x10151^2 - x10151 * x10152 - x10151 * x10274 + 4 x10152^2 - x10152 * x10153 - x10152 * x10275 + 4 x10153^2 - x10153 * x10154 - x10153 * x10276 + 4 x10154^2 - x10154 * x10155 - x10154 * x10277 + 4 x10155^2 - x10155 * x10156 - x10155 * x10278 + 4 x10156^2 - x10156 * x10157 - x10156 * x10279 + 4 x10157^2 - x10157 * x10158 - x10157 * x10280 + 4 x10158^2 - x10158 * x10159 - x10158 * x10281 + 4 x10159^2 - x10159 * x10160 - x10159 * x10282 + 4 x10160^2 - x10160 * x10161 - x10160 * x10283 + 4 x10161^2 - x10161 * x10162 - x10161 * x10284 + 4 x10162^2 - x10162 * x10163 - x10162 * x10285 + 4 x10163^2 - x10163 * x10164 - x10163 * x10286 + 4 x10164^2 - x10164 * x10165 - x10164 * x10287 + 4 x10165^2 - x10165 * x10166 - x10165 * x10288 + 4 x10166^2 - x10166 * x10167 - x10166 * x10289 + 4 x10167^2 - x10167 * x10168 - x10167 * x10290 + 4 x10168^2 - x10168 * x10169 - x10168 * x10291 + 4 x10169^2 - x10169 * x10170 - x10169 * x10292 + 4 x10170^2 - x10170 * x10171 - x10170 * x10293 + 4 x10171^2 - x10171 * x10172 - x10171 * x10294 + 4 x10172^2 - x10172 * x10173 - x10172 * x10295 + 4 x10173^2 - x10173 * x10174 - x10173 * x10296 + 4 x10174^2 - x10174 * x10175 - x10174 * x10297 + 4 x10175^2 - x10175 * x10176 - x10175 * x10298 + 4 x10176^2 - x10176 * x10177 - x10176 * x10299 + 4 x10177^2 - x10177 * x10178 - x10177 * x10300 + 4 x10178^2 - x10178 * x10179 - x10178 * x10301 + 4 x10179^2 - x10179 * x10180 - x10179 * x10302 + 4 x10180^2 - x10180 * x10181 - x10180 * x10303 + 4 x10181^2 - x10181 * x10182 - x10181 * x10304 + 4 x10182^2 - x10182 * x10183 - x10182 * x10305 + 4 x10183^2 - x10183 * x10184 - x10183 * x10306 + 4 x10184^2 - x10184 * x10185 - x10184 * x10307 + 4 x10185^2 - x10185 * x10186 - x10185 * x10308 + 4 x10186^2 - x10186 * x10187 - x10186 * x10309 + 4 x10187^2 - x10187 * x10188 - x10187 * x10310 + 4 x10188^2 - x10188 * x10189 - x10188 * x10311 + 4 x10189^2 - x10189 * x10190 - x10189 * x10312 + 4 x10190^2 - x10190 * x10191 - x10190 * x10313 + 4 x10191^2 - x10191 * x10192 - x10191 * x10314 + 4 x10192^2 - x10192 * x10193 - x10192 * x10315 + 4 x10193^2 - x10193 * x10194 - x10193 * x10316 + 4 x10194^2 - x10194 * x10195 - x10194 * x10317 + 4 x10195^2 - x10195 * x10196 - x10195 * x10318 + 4 x10196^2 - x10196 * x10197 - x10196 * x10319 + 4 x10197^2 - x10197 * x10198 - x10197 * x10320 + 4 x10198^2 - x10198 * x10199 - x10198 * x10321 + 4 x10199^2 - x10199 * x10200 - x10199 * x10322 + 4 x10200^2 - x10200 * x10201 - x10200 * x10323 + 4 x10201^2 - x10201 * x10202 - x10201 * x10324 + 4 x10202^2 - x10202 * x10203 - x10202 * x10325 + 4 x10203^2 - x10203 * x10204 - x10203 * x10326 + 4 x10204^2 - x10204 * x10205 - x10204 * x10327 + 4 x10205^2 - x10205 * x10206 - x10205 * x10328 + 4 x10206^2 - x10206 * x10207 - x10206 * x10329 + 4 x10207^2 - x10207 * x10208 - x10207 * x10330 + 4 x10208^2 - x10208 * x10209 - x10208 * x10331 + 4 x10209^2 - x10209 * x10210 - x10209 * x10332 + 3.5 x10210^2 - x10210 * x10333 + 3.5 x10211^2 - x10211 * x10212 - x10211 * x10334 + 4 x10212^2 - x10212 * x10213 - x10212 * x10335 + 4 x10213^2 - x10213 * x10214 - x10213 * x10336 + 4 x10214^2 - x10214 * x10215 - x10214 * x10337 + 4 x10215^2 - x10215 * x10216 - x10215 * x10338 + 4 x10216^2 - x10216 * x10217 - x10216 * x10339 + 4 x10217^2 - x10217 * x10218 - x10217 * x10340 + 4 x10218^2 - x10218 * x10219 - x10218 * x10341 + 4 x10219^2 - x10219 * x10220 - x10219 * x10342 + 4 x10220^2 - x10220 * x10221 - x10220 * x10343 + 4 x10221^2 - x10221 * x10222 - x10221 * x10344 + 4 x10222^2 - x10222 * x10223 - x10222 * x10345 + 4 x10223^2 - x10223 * x10224 - x10223 * x10346 + 4 x10224^2 - x10224 * x10225 - x10224 * x10347 + 4 x10225^2 - x10225 * x10226 - x10225 * x10348 + 4 x10226^2 - x10226 * x10227 - x10226 * x10349 + 4 x10227^2 - x10227 * x10228 - x10227 * x10350 + 4 x10228^2 - x10228 * x10229 - x10228 * x10351 + 4 x10229^2 - x10229 * x10230 - x10229 * x10352 + 4 x10230^2 - x10230 * x10231 - x10230 * x10353 + 4 x10231^2 - x10231 * x10232 - x10231 * x10354 + 4 x10232^2 - x10232 * x10233 - x10232 * x10355 + 4 x10233^2 - x10233 * x10234 - x10233 * x10356 + 4 x10234^2 - x10234 * x10235 - x10234 * x10357 + 4 x10235^2 - x10235 * x10236 - x10235 * x10358 + 4 x10236^2 - x10236 * x10237 - x10236 * x10359 + 4 x10237^2 - x10237 * x10238 - x10237 * x10360 + 4 x10238^2 - x10238 * x10239 - x10238 * x10361 + 4 x10239^2 - x10239 * x10240 - x10239 * x10362 + 4 x10240^2 - x10240 * x10241 - x10240 * x10363 + 4 x10241^2 - x10241 * x10242 - x10241 * x10364 + 4 x10242^2 - x10242 * x10243 - x10242 * x10365 + 4 x10243^2 - x10243 * x10244 - x10243 * x10366 + 4 x10244^2 - x10244 * x10245 - x10244 * x10367 + 4 x10245^2 - x10245 * x10246 - x10245 * x10368 + 4 x10246^2 - x10246 * x10247 - x10246 * x10369 + 4 x10247^2 - x10247 * x10248 - x10247 * x10370 + 4 x10248^2 - x10248 * x10249 - x10248 * x10371 + 4 x10249^2 - x10249 * x10250 - x10249 * x10372 + 4 x10250^2 - x10250 * x10251 - x10250 * x10373 + 4 x10251^2 - x10251 * x10252 - x10251 * x10374 + 4 x10252^2 - x10252 * x10253 - x10252 * x10375 + 4 x10253^2 - x10253 * x10254 - x10253 * x10376 + 4 x10254^2 - x10254 * x10255 - x10254 * x10377 + 4 x10255^2 - x10255 * x10256 - x10255 * x10378 + 4 x10256^2 - x10256 * x10257 - x10256 * x10379 + 4 x10257^2 - x10257 * x10258 - x10257 * x10380 + 4 x10258^2 - x10258 * x10259 - x10258 * x10381 + 4 x10259^2 - x10259 * x10260 - x10259 * x10382 + 4 x10260^2 - x10260 * x10261 - x10260 * x10383 + 4 x10261^2 - x10261 * x10262 - x10261 * x10384 + 4 x10262^2 - x10262 * x10263 - x10262 * x10385 + 4 x10263^2 - x10263 * x10264 - x10263 * x10386 + 4 x10264^2 - x10264 * x10265 - x10264 * x10387 + 4 x10265^2 - x10265 * x10266 - x10265 * x10388 + 4 x10266^2 - x10266 * x10267 - x10266 * x10389 + 4 x10267^2 - x10267 * x10268 - x10267 * x10390 + 4 x10268^2 - x10268 * x10269 - x10268 * x10391 + 4 x10269^2 - x10269 * x10270 - x10269 * x10392 + 4 x10270^2 - x10270 * x10271 - x10270 * x10393 + 4 x10271^2 - x10271 * x10272 - x10271 * x10394 + 4 x10272^2 - x10272 * x10273 - x10272 * x10395 + 4 x10273^2 - x10273 * x10274 - x10273 * x10396 + 4 x10274^2 - x10274 * x10275 - x10274 * x10397 + 4 x10275^2 - x10275 * x10276 - x10275 * x10398 + 4 x10276^2 - x10276 * x10277 - x10276 * x10399 + 4 x10277^2 - x10277 * x10278 - x10277 * x10400 + 4 x10278^2 - x10278 * x10279 - x10278 * x10401 + 4 x10279^2 - x10279 * x10280 - x10279 * x10402 + 4 x10280^2 - x10280 * x10281 - x10280 * x10403 + 4 x10281^2 - x10281 * x10282 - x10281 * x10404 + 4 x10282^2 - x10282 * x10283 - x10282 * x10405 + 4 x10283^2 - x10283 * x10284 - x10283 * x10406 + 4 x10284^2 - x10284 * x10285 - x10284 * x10407 + 4 x10285^2 - x10285 * x10286 - x10285 * x10408 + 4 x10286^2 - x10286 * x10287 - x10286 * x10409 + 4 x10287^2 - x10287 * x10288 - x10287 * x10410 + 4 x10288^2 - x10288 * x10289 - x10288 * x10411 + 4 x10289^2 - x10289 * x10290 - x10289 * x10412 + 4 x10290^2 - x10290 * x10291 - x10290 * x10413 + 4 x10291^2 - x10291 * x10292 - x10291 * x10414 + 4 x10292^2 - x10292 * x10293 - x10292 * x10415 + 4 x10293^2 - x10293 * x10294 - x10293 * x10416 + 4 x10294^2 - x10294 * x10295 - x10294 * x10417 + 4 x10295^2 - x10295 * x10296 - x10295 * x10418 + 4 x10296^2 - x10296 * x10297 - x10296 * x10419 + 4 x10297^2 - x10297 * x10298 - x10297 * x10420 + 4 x10298^2 - x10298 * x10299 - x10298 * x10421 + 4 x10299^2 - x10299 * x10300 - x10299 * x10422 + 4 x10300^2 - x10300 * x10301 - x10300 * x10423 + 4 x10301^2 - x10301 * x10302 - x10301 * x10424 + 4 x10302^2 - x10302 * x10303 - x10302 * x10425 + 4 x10303^2 - x10303 * x10304 - x10303 * x10426 + 4 x10304^2 - x10304 * x10305 - x10304 * x10427 + 4 x10305^2 - x10305 * x10306 - x10305 * x10428 + 4 x10306^2 - x10306 * x10307 - x10306 * x10429 + 4 x10307^2 - x10307 * x10308 - x10307 * x10430 + 4 x10308^2 - x10308 * x10309 - x10308 * x10431 + 4 x10309^2 - x10309 * x10310 - x10309 * x10432 + 4 x10310^2 - x10310 * x10311 - x10310 * x10433 + 4 x10311^2 - x10311 * x10312 - x10311 * x10434 + 4 x10312^2 - x10312 * x10313 - x10312 * x10435 + 4 x10313^2 - x10313 * x10314 - x10313 * x10436 + 4 x10314^2 - x10314 * x10315 - x10314 * x10437 + 4 x10315^2 - x10315 * x10316 - x10315 * x10438 + 4 x10316^2 - x10316 * x10317 - x10316 * x10439 + 4 x10317^2 - x10317 * x10318 - x10317 * x10440 + 4 x10318^2 - x10318 * x10319 - x10318 * x10441 + 4 x10319^2 - x10319 * x10320 - x10319 * x10442 + 4 x10320^2 - x10320 * x10321 - x10320 * x10443 + 4 x10321^2 - x10321 * x10322 - x10321 * x10444 + 4 x10322^2 - x10322 * x10323 - x10322 * x10445 + 4 x10323^2 - x10323 * x10324 - x10323 * x10446 + 4 x10324^2 - x10324 * x10325 - x10324 * x10447 + 4 x10325^2 - x10325 * x10326 - x10325 * x10448 + 4 x10326^2 - x10326 * x10327 - x10326 * x10449 + 4 x10327^2 - x10327 * x10328 - x10327 * x10450 + 4 x10328^2 - x10328 * x10329 - x10328 * x10451 + 4 x10329^2 - x10329 * x10330 - x10329 * x10452 + 4 x10330^2 - x10330 * x10331 - x10330 * x10453 + 4 x10331^2 - x10331 * x10332 - x10331 * x10454 + 4 x10332^2 - x10332 * x10333 - x10332 * x10455 + 3.5 x10333^2 - x10333 * x10456 + 3.5 x10334^2 - x10334 * x10335 - x10334 * x10457 + 4 x10335^2 - x10335 * x10336 - x10335 * x10458 + 4 x10336^2 - x10336 * x10337 - x10336 * x10459 + 4 x10337^2 - x10337 * x10338 - x10337 * x10460 + 4 x10338^2 - x10338 * x10339 - x10338 * x10461 + 4 x10339^2 - x10339 * x10340 - x10339 * x10462 + 4 x10340^2 - x10340 * x10341 - x10340 * x10463 + 4 x10341^2 - x10341 * x10342 - x10341 * x10464 + 4 x10342^2 - x10342 * x10343 - x10342 * x10465 + 4 x10343^2 - x10343 * x10344 - x10343 * x10466 + 4 x10344^2 - x10344 * x10345 - x10344 * x10467 + 4 x10345^2 - x10345 * x10346 - x10345 * x10468 + 4 x10346^2 - x10346 * x10347 - x10346 * x10469 + 4 x10347^2 - x10347 * x10348 - x10347 * x10470 + 4 x10348^2 - x10348 * x10349 - x10348 * x10471 + 4 x10349^2 - x10349 * x10350 - x10349 * x10472 + 4 x10350^2 - x10350 * x10351 - x10350 * x10473 + 4 x10351^2 - x10351 * x10352 - x10351 * x10474 + 4 x10352^2 - x10352 * x10353 - x10352 * x10475 + 4 x10353^2 - x10353 * x10354 - x10353 * x10476 + 4 x10354^2 - x10354 * x10355 - x10354 * x10477 + 4 x10355^2 - x10355 * x10356 - x10355 * x10478 + 4 x10356^2 - x10356 * x10357 - x10356 * x10479 + 4 x10357^2 - x10357 * x10358 - x10357 * x10480 + 4 x10358^2 - x10358 * x10359 - x10358 * x10481 + 4 x10359^2 - x10359 * x10360 - x10359 * x10482 + 4 x10360^2 - x10360 * x10361 - x10360 * x10483 + 4 x10361^2 - x10361 * x10362 - x10361 * x10484 + 4 x10362^2 - x10362 * x10363 - x10362 * x10485 + 4 x10363^2 - x10363 * x10364 - x10363 * x10486 + 4 x10364^2 - x10364 * x10365 - x10364 * x10487 + 4 x10365^2 - x10365 * x10366 - x10365 * x10488 + 4 x10366^2 - x10366 * x10367 - x10366 * x10489 + 4 x10367^2 - x10367 * x10368 - x10367 * x10490 + 4 x10368^2 - x10368 * x10369 - x10368 * x10491 + 4 x10369^2 - x10369 * x10370 - x10369 * x10492 + 4 x10370^2 - x10370 * x10371 - x10370 * x10493 + 4 x10371^2 - x10371 * x10372 - x10371 * x10494 + 4 x10372^2 - x10372 * x10373 - x10372 * x10495 + 4 x10373^2 - x10373 * x10374 - x10373 * x10496 + 4 x10374^2 - x10374 * x10375 - x10374 * x10497 + 4 x10375^2 - x10375 * x10376 - x10375 * x10498 + 4 x10376^2 - x10376 * x10377 - x10376 * x10499 + 4 x10377^2 - x10377 * x10378 - x10377 * x10500 + 4 x10378^2 - x10378 * x10379 - x10378 * x10501 + 4 x10379^2 - x10379 * x10380 - x10379 * x10502 + 4 x10380^2 - x10380 * x10381 - x10380 * x10503 + 4 x10381^2 - x10381 * x10382 - x10381 * x10504 + 4 x10382^2 - x10382 * x10383 - x10382 * x10505 + 4 x10383^2 - x10383 * x10384 - x10383 * x10506 + 4 x10384^2 - x10384 * x10385 - x10384 * x10507 + 4 x10385^2 - x10385 * x10386 - x10385 * x10508 + 4 x10386^2 - x10386 * x10387 - x10386 * x10509 + 4 x10387^2 - x10387 * x10388 - x10387 * x10510 + 4 x10388^2 - x10388 * x10389 - x10388 * x10511 + 4 x10389^2 - x10389 * x10390 - x10389 * x10512 + 4 x10390^2 - x10390 * x10391 - x10390 * x10513 + 4 x10391^2 - x10391 * x10392 - x10391 * x10514 + 4 x10392^2 - x10392 * x10393 - x10392 * x10515 + 4 x10393^2 - x10393 * x10394 - x10393 * x10516 + 4 x10394^2 - x10394 * x10395 - x10394 * x10517 + 4 x10395^2 - x10395 * x10396 - x10395 * x10518 + 4 x10396^2 - x10396 * x10397 - x10396 * x10519 + 4 x10397^2 - x10397 * x10398 - x10397 * x10520 + 4 x10398^2 - x10398 * x10399 - x10398 * x10521 + 4 x10399^2 - x10399 * x10400 - x10399 * x10522 + 4 x10400^2 - x10400 * x10401 - x10400 * x10523 + 4 x10401^2 - x10401 * x10402 - x10401 * x10524 + 4 x10402^2 - x10402 * x10403 - x10402 * x10525 + 4 x10403^2 - x10403 * x10404 - x10403 * x10526 + 4 x10404^2 - x10404 * x10405 - x10404 * x10527 + 4 x10405^2 - x10405 * x10406 - x10405 * x10528 + 4 x10406^2 - x10406 * x10407 - x10406 * x10529 + 4 x10407^2 - x10407 * x10408 - x10407 * x10530 + 4 x10408^2 - x10408 * x10409 - x10408 * x10531 + 4 x10409^2 - x10409 * x10410 - x10409 * x10532 + 4 x10410^2 - x10410 * x10411 - x10410 * x10533 + 4 x10411^2 - x10411 * x10412 - x10411 * x10534 + 4 x10412^2 - x10412 * x10413 - x10412 * x10535 + 4 x10413^2 - x10413 * x10414 - x10413 * x10536 + 4 x10414^2 - x10414 * x10415 - x10414 * x10537 + 4 x10415^2 - x10415 * x10416 - x10415 * x10538 + 4 x10416^2 - x10416 * x10417 - x10416 * x10539 + 4 x10417^2 - x10417 * x10418 - x10417 * x10540 + 4 x10418^2 - x10418 * x10419 - x10418 * x10541 + 4 x10419^2 - x10419 * x10420 - x10419 * x10542 + 4 x10420^2 - x10420 * x10421 - x10420 * x10543 + 4 x10421^2 - x10421 * x10422 - x10421 * x10544 + 4 x10422^2 - x10422 * x10423 - x10422 * x10545 + 4 x10423^2 - x10423 * x10424 - x10423 * x10546 + 4 x10424^2 - x10424 * x10425 - x10424 * x10547 + 4 x10425^2 - x10425 * x10426 - x10425 * x10548 + 4 x10426^2 - x10426 * x10427 - x10426 * x10549 + 4 x10427^2 - x10427 * x10428 - x10427 * x10550 + 4 x10428^2 - x10428 * x10429 - x10428 * x10551 + 4 x10429^2 - x10429 * x10430 - x10429 * x10552 + 4 x10430^2 - x10430 * x10431 - x10430 * x10553 + 4 x10431^2 - x10431 * x10432 - x10431 * x10554 + 4 x10432^2 - x10432 * x10433 - x10432 * x10555 + 4 x10433^2 - x10433 * x10434 - x10433 * x10556 + 4 x10434^2 - x10434 * x10435 - x10434 * x10557 + 4 x10435^2 - x10435 * x10436 - x10435 * x10558 + 4 x10436^2 - x10436 * x10437 - x10436 * x10559 + 4 x10437^2 - x10437 * x10438 - x10437 * x10560 + 4 x10438^2 - x10438 * x10439 - x10438 * x10561 + 4 x10439^2 - x10439 * x10440 - x10439 * x10562 + 4 x10440^2 - x10440 * x10441 - x10440 * x10563 + 4 x10441^2 - x10441 * x10442 - x10441 * x10564 + 4 x10442^2 - x10442 * x10443 - x10442 * x10565 + 4 x10443^2 - x10443 * x10444 - x10443 * x10566 + 4 x10444^2 - x10444 * x10445 - x10444 * x10567 + 4 x10445^2 - x10445 * x10446 - x10445 * x10568 + 4 x10446^2 - x10446 * x10447 - x10446 * x10569 + 4 x10447^2 - x10447 * x10448 - x10447 * x10570 + 4 x10448^2 - x10448 * x10449 - x10448 * x10571 + 4 x10449^2 - x10449 * x10450 - x10449 * x10572 + 4 x10450^2 - x10450 * x10451 - x10450 * x10573 + 4 x10451^2 - x10451 * x10452 - x10451 * x10574 + 4 x10452^2 - x10452 * x10453 - x10452 * x10575 + 4 x10453^2 - x10453 * x10454 - x10453 * x10576 + 4 x10454^2 - x10454 * x10455 - x10454 * x10577 + 4 x10455^2 - x10455 * x10456 - x10455 * x10578 + 3.5 x10456^2 - x10456 * x10579 + 3.5 x10457^2 - x10457 * x10458 - x10457 * x10580 + 4 x10458^2 - x10458 * x10459 - x10458 * x10581 + 4 x10459^2 - x10459 * x10460 - x10459 * x10582 + 4 x10460^2 - x10460 * x10461 - x10460 * x10583 + 4 x10461^2 - x10461 * x10462 - x10461 * x10584 + 4 x10462^2 - x10462 * x10463 - x10462 * x10585 + 4 x10463^2 - x10463 * x10464 - x10463 * x10586 + 4 x10464^2 - x10464 * x10465 - x10464 * x10587 + 4 x10465^2 - x10465 * x10466 - x10465 * x10588 + 4 x10466^2 - x10466 * x10467 - x10466 * x10589 + 4 x10467^2 - x10467 * x10468 - x10467 * x10590 + 4 x10468^2 - x10468 * x10469 - x10468 * x10591 + 4 x10469^2 - x10469 * x10470 - x10469 * x10592 + 4 x10470^2 - x10470 * x10471 - x10470 * x10593 + 4 x10471^2 - x10471 * x10472 - x10471 * x10594 + 4 x10472^2 - x10472 * x10473 - x10472 * x10595 + 4 x10473^2 - x10473 * x10474 - x10473 * x10596 + 4 x10474^2 - x10474 * x10475 - x10474 * x10597 + 4 x10475^2 - x10475 * x10476 - x10475 * x10598 + 4 x10476^2 - x10476 * x10477 - x10476 * x10599 + 4 x10477^2 - x10477 * x10478 - x10477 * x10600 + 4 x10478^2 - x10478 * x10479 - x10478 * x10601 + 4 x10479^2 - x10479 * x10480 - x10479 * x10602 + 4 x10480^2 - x10480 * x10481 - x10480 * x10603 + 4 x10481^2 - x10481 * x10482 - x10481 * x10604 + 4 x10482^2 - x10482 * x10483 - x10482 * x10605 + 4 x10483^2 - x10483 * x10484 - x10483 * x10606 + 4 x10484^2 - x10484 * x10485 - x10484 * x10607 + 4 x10485^2 - x10485 * x10486 - x10485 * x10608 + 4 x10486^2 - x10486 * x10487 - x10486 * x10609 + 4 x10487^2 - x10487 * x10488 - x10487 * x10610 + 4 x10488^2 - x10488 * x10489 - x10488 * x10611 + 4 x10489^2 - x10489 * x10490 - x10489 * x10612 + 4 x10490^2 - x10490 * x10491 - x10490 * x10613 + 4 x10491^2 - x10491 * x10492 - x10491 * x10614 + 4 x10492^2 - x10492 * x10493 - x10492 * x10615 + 4 x10493^2 - x10493 * x10494 - x10493 * x10616 + 4 x10494^2 - x10494 * x10495 - x10494 * x10617 + 4 x10495^2 - x10495 * x10496 - x10495 * x10618 + 4 x10496^2 - x10496 * x10497 - x10496 * x10619 + 4 x10497^2 - x10497 * x10498 - x10497 * x10620 + 4 x10498^2 - x10498 * x10499 - x10498 * x10621 + 4 x10499^2 - x10499 * x10500 - x10499 * x10622 + 4 x10500^2 - x10500 * x10501 - x10500 * x10623 + 4 x10501^2 - x10501 * x10502 - x10501 * x10624 + 4 x10502^2 - x10502 * x10503 - x10502 * x10625 + 4 x10503^2 - x10503 * x10504 - x10503 * x10626 + 4 x10504^2 - x10504 * x10505 - x10504 * x10627 + 4 x10505^2 - x10505 * x10506 - x10505 * x10628 + 4 x10506^2 - x10506 * x10507 - x10506 * x10629 + 4 x10507^2 - x10507 * x10508 - x10507 * x10630 + 4 x10508^2 - x10508 * x10509 - x10508 * x10631 + 4 x10509^2 - x10509 * x10510 - x10509 * x10632 + 4 x10510^2 - x10510 * x10511 - x10510 * x10633 + 4 x10511^2 - x10511 * x10512 - x10511 * x10634 + 4 x10512^2 - x10512 * x10513 - x10512 * x10635 + 4 x10513^2 - x10513 * x10514 - x10513 * x10636 + 4 x10514^2 - x10514 * x10515 - x10514 * x10637 + 4 x10515^2 - x10515 * x10516 - x10515 * x10638 + 4 x10516^2 - x10516 * x10517 - x10516 * x10639 + 4 x10517^2 - x10517 * x10518 - x10517 * x10640 + 4 x10518^2 - x10518 * x10519 - x10518 * x10641 + 4 x10519^2 - x10519 * x10520 - x10519 * x10642 + 4 x10520^2 - x10520 * x10521 - x10520 * x10643 + 4 x10521^2 - x10521 * x10522 - x10521 * x10644 + 4 x10522^2 - x10522 * x10523 - x10522 * x10645 + 4 x10523^2 - x10523 * x10524 - x10523 * x10646 + 4 x10524^2 - x10524 * x10525 - x10524 * x10647 + 4 x10525^2 - x10525 * x10526 - x10525 * x10648 + 4 x10526^2 - x10526 * x10527 - x10526 * x10649 + 4 x10527^2 - x10527 * x10528 - x10527 * x10650 + 4 x10528^2 - x10528 * x10529 - x10528 * x10651 + 4 x10529^2 - x10529 * x10530 - x10529 * x10652 + 4 x10530^2 - x10530 * x10531 - x10530 * x10653 + 4 x10531^2 - x10531 * x10532 - x10531 * x10654 + 4 x10532^2 - x10532 * x10533 - x10532 * x10655 + 4 x10533^2 - x10533 * x10534 - x10533 * x10656 + 4 x10534^2 - x10534 * x10535 - x10534 * x10657 + 4 x10535^2 - x10535 * x10536 - x10535 * x10658 + 4 x10536^2 - x10536 * x10537 - x10536 * x10659 + 4 x10537^2 - x10537 * x10538 - x10537 * x10660 + 4 x10538^2 - x10538 * x10539 - x10538 * x10661 + 4 x10539^2 - x10539 * x10540 - x10539 * x10662 + 4 x10540^2 - x10540 * x10541 - x10540 * x10663 + 4 x10541^2 - x10541 * x10542 - x10541 * x10664 + 4 x10542^2 - x10542 * x10543 - x10542 * x10665 + 4 x10543^2 - x10543 * x10544 - x10543 * x10666 + 4 x10544^2 - x10544 * x10545 - x10544 * x10667 + 4 x10545^2 - x10545 * x10546 - x10545 * x10668 + 4 x10546^2 - x10546 * x10547 - x10546 * x10669 + 4 x10547^2 - x10547 * x10548 - x10547 * x10670 + 4 x10548^2 - x10548 * x10549 - x10548 * x10671 + 4 x10549^2 - x10549 * x10550 - x10549 * x10672 + 4 x10550^2 - x10550 * x10551 - x10550 * x10673 + 4 x10551^2 - x10551 * x10552 - x10551 * x10674 + 4 x10552^2 - x10552 * x10553 - x10552 * x10675 + 4 x10553^2 - x10553 * x10554 - x10553 * x10676 + 4 x10554^2 - x10554 * x10555 - x10554 * x10677 + 4 x10555^2 - x10555 * x10556 - x10555 * x10678 + 4 x10556^2 - x10556 * x10557 - x10556 * x10679 + 4 x10557^2 - x10557 * x10558 - x10557 * x10680 + 4 x10558^2 - x10558 * x10559 - x10558 * x10681 + 4 x10559^2 - x10559 * x10560 - x10559 * x10682 + 4 x10560^2 - x10560 * x10561 - x10560 * x10683 + 4 x10561^2 - x10561 * x10562 - x10561 * x10684 + 4 x10562^2 - x10562 * x10563 - x10562 * x10685 + 4 x10563^2 - x10563 * x10564 - x10563 * x10686 + 4 x10564^2 - x10564 * x10565 - x10564 * x10687 + 4 x10565^2 - x10565 * x10566 - x10565 * x10688 + 4 x10566^2 - x10566 * x10567 - x10566 * x10689 + 4 x10567^2 - x10567 * x10568 - x10567 * x10690 + 4 x10568^2 - x10568 * x10569 - x10568 * x10691 + 4 x10569^2 - x10569 * x10570 - x10569 * x10692 + 4 x10570^2 - x10570 * x10571 - x10570 * x10693 + 4 x10571^2 - x10571 * x10572 - x10571 * x10694 + 4 x10572^2 - x10572 * x10573 - x10572 * x10695 + 4 x10573^2 - x10573 * x10574 - x10573 * x10696 + 4 x10574^2 - x10574 * x10575 - x10574 * x10697 + 4 x10575^2 - x10575 * x10576 - x10575 * x10698 + 4 x10576^2 - x10576 * x10577 - x10576 * x10699 + 4 x10577^2 - x10577 * x10578 - x10577 * x10700 + 4 x10578^2 - x10578 * x10579 - x10578 * x10701 + 3.5 x10579^2 - x10579 * x10702 + 3.5 x10580^2 - x10580 * x10581 - x10580 * x10703 + 4 x10581^2 - x10581 * x10582 - x10581 * x10704 + 4 x10582^2 - x10582 * x10583 - x10582 * x10705 + 4 x10583^2 - x10583 * x10584 - x10583 * x10706 + 4 x10584^2 - x10584 * x10585 - x10584 * x10707 + 4 x10585^2 - x10585 * x10586 - x10585 * x10708 + 4 x10586^2 - x10586 * x10587 - x10586 * x10709 + 4 x10587^2 - x10587 * x10588 - x10587 * x10710 + 4 x10588^2 - x10588 * x10589 - x10588 * x10711 + 4 x10589^2 - x10589 * x10590 - x10589 * x10712 + 4 x10590^2 - x10590 * x10591 - x10590 * x10713 + 4 x10591^2 - x10591 * x10592 - x10591 * x10714 + 4 x10592^2 - x10592 * x10593 - x10592 * x10715 + 4 x10593^2 - x10593 * x10594 - x10593 * x10716 + 4 x10594^2 - x10594 * x10595 - x10594 * x10717 + 4 x10595^2 - x10595 * x10596 - x10595 * x10718 + 4 x10596^2 - x10596 * x10597 - x10596 * x10719 + 4 x10597^2 - x10597 * x10598 - x10597 * x10720 + 4 x10598^2 - x10598 * x10599 - x10598 * x10721 + 4 x10599^2 - x10599 * x10600 - x10599 * x10722 + 4 x10600^2 - x10600 * x10601 - x10600 * x10723 + 4 x10601^2 - x10601 * x10602 - x10601 * x10724 + 4 x10602^2 - x10602 * x10603 - x10602 * x10725 + 4 x10603^2 - x10603 * x10604 - x10603 * x10726 + 4 x10604^2 - x10604 * x10605 - x10604 * x10727 + 4 x10605^2 - x10605 * x10606 - x10605 * x10728 + 4 x10606^2 - x10606 * x10607 - x10606 * x10729 + 4 x10607^2 - x10607 * x10608 - x10607 * x10730 + 4 x10608^2 - x10608 * x10609 - x10608 * x10731 + 4 x10609^2 - x10609 * x10610 - x10609 * x10732 + 4 x10610^2 - x10610 * x10611 - x10610 * x10733 + 4 x10611^2 - x10611 * x10612 - x10611 * x10734 + 4 x10612^2 - x10612 * x10613 - x10612 * x10735 + 4 x10613^2 - x10613 * x10614 - x10613 * x10736 + 4 x10614^2 - x10614 * x10615 - x10614 * x10737 + 4 x10615^2 - x10615 * x10616 - x10615 * x10738 + 4 x10616^2 - x10616 * x10617 - x10616 * x10739 + 4 x10617^2 - x10617 * x10618 - x10617 * x10740 + 4 x10618^2 - x10618 * x10619 - x10618 * x10741 + 4 x10619^2 - x10619 * x10620 - x10619 * x10742 + 4 x10620^2 - x10620 * x10621 - x10620 * x10743 + 4 x10621^2 - x10621 * x10622 - x10621 * x10744 + 4 x10622^2 - x10622 * x10623 - x10622 * x10745 + 4 x10623^2 - x10623 * x10624 - x10623 * x10746 + 4 x10624^2 - x10624 * x10625 - x10624 * x10747 + 4 x10625^2 - x10625 * x10626 - x10625 * x10748 + 4 x10626^2 - x10626 * x10627 - x10626 * x10749 + 4 x10627^2 - x10627 * x10628 - x10627 * x10750 + 4 x10628^2 - x10628 * x10629 - x10628 * x10751 + 4 x10629^2 - x10629 * x10630 - x10629 * x10752 + 4 x10630^2 - x10630 * x10631 - x10630 * x10753 + 4 x10631^2 - x10631 * x10632 - x10631 * x10754 + 4 x10632^2 - x10632 * x10633 - x10632 * x10755 + 4 x10633^2 - x10633 * x10634 - x10633 * x10756 + 4 x10634^2 - x10634 * x10635 - x10634 * x10757 + 4 x10635^2 - x10635 * x10636 - x10635 * x10758 + 4 x10636^2 - x10636 * x10637 - x10636 * x10759 + 4 x10637^2 - x10637 * x10638 - x10637 * x10760 + 4 x10638^2 - x10638 * x10639 - x10638 * x10761 + 4 x10639^2 - x10639 * x10640 - x10639 * x10762 + 4 x10640^2 - x10640 * x10641 - x10640 * x10763 + 4 x10641^2 - x10641 * x10642 - x10641 * x10764 + 4 x10642^2 - x10642 * x10643 - x10642 * x10765 + 4 x10643^2 - x10643 * x10644 - x10643 * x10766 + 4 x10644^2 - x10644 * x10645 - x10644 * x10767 + 4 x10645^2 - x10645 * x10646 - x10645 * x10768 + 4 x10646^2 - x10646 * x10647 - x10646 * x10769 + 4 x10647^2 - x10647 * x10648 - x10647 * x10770 + 4 x10648^2 - x10648 * x10649 - x10648 * x10771 + 4 x10649^2 - x10649 * x10650 - x10649 * x10772 + 4 x10650^2 - x10650 * x10651 - x10650 * x10773 + 4 x10651^2 - x10651 * x10652 - x10651 * x10774 + 4 x10652^2 - x10652 * x10653 - x10652 * x10775 + 4 x10653^2 - x10653 * x10654 - x10653 * x10776 + 4 x10654^2 - x10654 * x10655 - x10654 * x10777 + 4 x10655^2 - x10655 * x10656 - x10655 * x10778 + 4 x10656^2 - x10656 * x10657 - x10656 * x10779 + 4 x10657^2 - x10657 * x10658 - x10657 * x10780 + 4 x10658^2 - x10658 * x10659 - x10658 * x10781 + 4 x10659^2 - x10659 * x10660 - x10659 * x10782 + 4 x10660^2 - x10660 * x10661 - x10660 * x10783 + 4 x10661^2 - x10661 * x10662 - x10661 * x10784 + 4 x10662^2 - x10662 * x10663 - x10662 * x10785 + 4 x10663^2 - x10663 * x10664 - x10663 * x10786 + 4 x10664^2 - x10664 * x10665 - x10664 * x10787 + 4 x10665^2 - x10665 * x10666 - x10665 * x10788 + 4 x10666^2 - x10666 * x10667 - x10666 * x10789 + 4 x10667^2 - x10667 * x10668 - x10667 * x10790 + 4 x10668^2 - x10668 * x10669 - x10668 * x10791 + 4 x10669^2 - x10669 * x10670 - x10669 * x10792 + 4 x10670^2 - x10670 * x10671 - x10670 * x10793 + 4 x10671^2 - x10671 * x10672 - x10671 * x10794 + 4 x10672^2 - x10672 * x10673 - x10672 * x10795 + 4 x10673^2 - x10673 * x10674 - x10673 * x10796 + 4 x10674^2 - x10674 * x10675 - x10674 * x10797 + 4 x10675^2 - x10675 * x10676 - x10675 * x10798 + 4 x10676^2 - x10676 * x10677 - x10676 * x10799 + 4 x10677^2 - x10677 * x10678 - x10677 * x10800 + 4 x10678^2 - x10678 * x10679 - x10678 * x10801 + 4 x10679^2 - x10679 * x10680 - x10679 * x10802 + 4 x10680^2 - x10680 * x10681 - x10680 * x10803 + 4 x10681^2 - x10681 * x10682 - x10681 * x10804 + 4 x10682^2 - x10682 * x10683 - x10682 * x10805 + 4 x10683^2 - x10683 * x10684 - x10683 * x10806 + 4 x10684^2 - x10684 * x10685 - x10684 * x10807 + 4 x10685^2 - x10685 * x10686 - x10685 * x10808 + 4 x10686^2 - x10686 * x10687 - x10686 * x10809 + 4 x10687^2 - x10687 * x10688 - x10687 * x10810 + 4 x10688^2 - x10688 * x10689 - x10688 * x10811 + 4 x10689^2 - x10689 * x10690 - x10689 * x10812 + 4 x10690^2 - x10690 * x10691 - x10690 * x10813 + 4 x10691^2 - x10691 * x10692 - x10691 * x10814 + 4 x10692^2 - x10692 * x10693 - x10692 * x10815 + 4 x10693^2 - x10693 * x10694 - x10693 * x10816 + 4 x10694^2 - x10694 * x10695 - x10694 * x10817 + 4 x10695^2 - x10695 * x10696 - x10695 * x10818 + 4 x10696^2 - x10696 * x10697 - x10696 * x10819 + 4 x10697^2 - x10697 * x10698 - x10697 * x10820 + 4 x10698^2 - x10698 * x10699 - x10698 * x10821 + 4 x10699^2 - x10699 * x10700 - x10699 * x10822 + 4 x10700^2 - x10700 * x10701 - x10700 * x10823 + 4 x10701^2 - x10701 * x10702 - x10701 * x10824 + 3.5 x10702^2 - x10702 * x10825 + 3.5 x10703^2 - x10703 * x10704 - x10703 * x10826 + 4 x10704^2 - x10704 * x10705 - x10704 * x10827 + 4 x10705^2 - x10705 * x10706 - x10705 * x10828 + 4 x10706^2 - x10706 * x10707 - x10706 * x10829 + 4 x10707^2 - x10707 * x10708 - x10707 * x10830 + 4 x10708^2 - x10708 * x10709 - x10708 * x10831 + 4 x10709^2 - x10709 * x10710 - x10709 * x10832 + 4 x10710^2 - x10710 * x10711 - x10710 * x10833 + 4 x10711^2 - x10711 * x10712 - x10711 * x10834 + 4 x10712^2 - x10712 * x10713 - x10712 * x10835 + 4 x10713^2 - x10713 * x10714 - x10713 * x10836 + 4 x10714^2 - x10714 * x10715 - x10714 * x10837 + 4 x10715^2 - x10715 * x10716 - x10715 * x10838 + 4 x10716^2 - x10716 * x10717 - x10716 * x10839 + 4 x10717^2 - x10717 * x10718 - x10717 * x10840 + 4 x10718^2 - x10718 * x10719 - x10718 * x10841 + 4 x10719^2 - x10719 * x10720 - x10719 * x10842 + 4 x10720^2 - x10720 * x10721 - x10720 * x10843 + 4 x10721^2 - x10721 * x10722 - x10721 * x10844 + 4 x10722^2 - x10722 * x10723 - x10722 * x10845 + 4 x10723^2 - x10723 * x10724 - x10723 * x10846 + 4 x10724^2 - x10724 * x10725 - x10724 * x10847 + 4 x10725^2 - x10725 * x10726 - x10725 * x10848 + 4 x10726^2 - x10726 * x10727 - x10726 * x10849 + 4 x10727^2 - x10727 * x10728 - x10727 * x10850 + 4 x10728^2 - x10728 * x10729 - x10728 * x10851 + 4 x10729^2 - x10729 * x10730 - x10729 * x10852 + 4 x10730^2 - x10730 * x10731 - x10730 * x10853 + 4 x10731^2 - x10731 * x10732 - x10731 * x10854 + 4 x10732^2 - x10732 * x10733 - x10732 * x10855 + 4 x10733^2 - x10733 * x10734 - x10733 * x10856 + 4 x10734^2 - x10734 * x10735 - x10734 * x10857 + 4 x10735^2 - x10735 * x10736 - x10735 * x10858 + 4 x10736^2 - x10736 * x10737 - x10736 * x10859 + 4 x10737^2 - x10737 * x10738 - x10737 * x10860 + 4 x10738^2 - x10738 * x10739 - x10738 * x10861 + 4 x10739^2 - x10739 * x10740 - x10739 * x10862 + 4 x10740^2 - x10740 * x10741 - x10740 * x10863 + 4 x10741^2 - x10741 * x10742 - x10741 * x10864 + 4 x10742^2 - x10742 * x10743 - x10742 * x10865 + 4 x10743^2 - x10743 * x10744 - x10743 * x10866 + 4 x10744^2 - x10744 * x10745 - x10744 * x10867 + 4 x10745^2 - x10745 * x10746 - x10745 * x10868 + 4 x10746^2 - x10746 * x10747 - x10746 * x10869 + 4 x10747^2 - x10747 * x10748 - x10747 * x10870 + 4 x10748^2 - x10748 * x10749 - x10748 * x10871 + 4 x10749^2 - x10749 * x10750 - x10749 * x10872 + 4 x10750^2 - x10750 * x10751 - x10750 * x10873 + 4 x10751^2 - x10751 * x10752 - x10751 * x10874 + 4 x10752^2 - x10752 * x10753 - x10752 * x10875 + 4 x10753^2 - x10753 * x10754 - x10753 * x10876 + 4 x10754^2 - x10754 * x10755 - x10754 * x10877 + 4 x10755^2 - x10755 * x10756 - x10755 * x10878 + 4 x10756^2 - x10756 * x10757 - x10756 * x10879 + 4 x10757^2 - x10757 * x10758 - x10757 * x10880 + 4 x10758^2 - x10758 * x10759 - x10758 * x10881 + 4 x10759^2 - x10759 * x10760 - x10759 * x10882 + 4 x10760^2 - x10760 * x10761 - x10760 * x10883 + 4 x10761^2 - x10761 * x10762 - x10761 * x10884 + 4 x10762^2 - x10762 * x10763 - x10762 * x10885 + 4 x10763^2 - x10763 * x10764 - x10763 * x10886 + 4 x10764^2 - x10764 * x10765 - x10764 * x10887 + 4 x10765^2 - x10765 * x10766 - x10765 * x10888 + 4 x10766^2 - x10766 * x10767 - x10766 * x10889 + 4 x10767^2 - x10767 * x10768 - x10767 * x10890 + 4 x10768^2 - x10768 * x10769 - x10768 * x10891 + 4 x10769^2 - x10769 * x10770 - x10769 * x10892 + 4 x10770^2 - x10770 * x10771 - x10770 * x10893 + 4 x10771^2 - x10771 * x10772 - x10771 * x10894 + 4 x10772^2 - x10772 * x10773 - x10772 * x10895 + 4 x10773^2 - x10773 * x10774 - x10773 * x10896 + 4 x10774^2 - x10774 * x10775 - x10774 * x10897 + 4 x10775^2 - x10775 * x10776 - x10775 * x10898 + 4 x10776^2 - x10776 * x10777 - x10776 * x10899 + 4 x10777^2 - x10777 * x10778 - x10777 * x10900 + 4 x10778^2 - x10778 * x10779 - x10778 * x10901 + 4 x10779^2 - x10779 * x10780 - x10779 * x10902 + 4 x10780^2 - x10780 * x10781 - x10780 * x10903 + 4 x10781^2 - x10781 * x10782 - x10781 * x10904 + 4 x10782^2 - x10782 * x10783 - x10782 * x10905 + 4 x10783^2 - x10783 * x10784 - x10783 * x10906 + 4 x10784^2 - x10784 * x10785 - x10784 * x10907 + 4 x10785^2 - x10785 * x10786 - x10785 * x10908 + 4 x10786^2 - x10786 * x10787 - x10786 * x10909 + 4 x10787^2 - x10787 * x10788 - x10787 * x10910 + 4 x10788^2 - x10788 * x10789 - x10788 * x10911 + 4 x10789^2 - x10789 * x10790 - x10789 * x10912 + 4 x10790^2 - x10790 * x10791 - x10790 * x10913 + 4 x10791^2 - x10791 * x10792 - x10791 * x10914 + 4 x10792^2 - x10792 * x10793 - x10792 * x10915 + 4 x10793^2 - x10793 * x10794 - x10793 * x10916 + 4 x10794^2 - x10794 * x10795 - x10794 * x10917 + 4 x10795^2 - x10795 * x10796 - x10795 * x10918 + 4 x10796^2 - x10796 * x10797 - x10796 * x10919 + 4 x10797^2 - x10797 * x10798 - x10797 * x10920 + 4 x10798^2 - x10798 * x10799 - x10798 * x10921 + 4 x10799^2 - x10799 * x10800 - x10799 * x10922 + 4 x10800^2 - x10800 * x10801 - x10800 * x10923 + 4 x10801^2 - x10801 * x10802 - x10801 * x10924 + 4 x10802^2 - x10802 * x10803 - x10802 * x10925 + 4 x10803^2 - x10803 * x10804 - x10803 * x10926 + 4 x10804^2 - x10804 * x10805 - x10804 * x10927 + 4 x10805^2 - x10805 * x10806 - x10805 * x10928 + 4 x10806^2 - x10806 * x10807 - x10806 * x10929 + 4 x10807^2 - x10807 * x10808 - x10807 * x10930 + 4 x10808^2 - x10808 * x10809 - x10808 * x10931 + 4 x10809^2 - x10809 * x10810 - x10809 * x10932 + 4 x10810^2 - x10810 * x10811 - x10810 * x10933 + 4 x10811^2 - x10811 * x10812 - x10811 * x10934 + 4 x10812^2 - x10812 * x10813 - x10812 * x10935 + 4 x10813^2 - x10813 * x10814 - x10813 * x10936 + 4 x10814^2 - x10814 * x10815 - x10814 * x10937 + 4 x10815^2 - x10815 * x10816 - x10815 * x10938 + 4 x10816^2 - x10816 * x10817 - x10816 * x10939 + 4 x10817^2 - x10817 * x10818 - x10817 * x10940 + 4 x10818^2 - x10818 * x10819 - x10818 * x10941 + 4 x10819^2 - x10819 * x10820 - x10819 * x10942 + 4 x10820^2 - x10820 * x10821 - x10820 * x10943 + 4 x10821^2 - x10821 * x10822 - x10821 * x10944 + 4 x10822^2 - x10822 * x10823 - x10822 * x10945 + 4 x10823^2 - x10823 * x10824 - x10823 * x10946 + 4 x10824^2 - x10824 * x10825 - x10824 * x10947 + 3.5 x10825^2 - x10825 * x10948 + 3.5 x10826^2 - x10826 * x10827 - x10826 * x10949 + 4 x10827^2 - x10827 * x10828 - x10827 * x10950 + 4 x10828^2 - x10828 * x10829 - x10828 * x10951 + 4 x10829^2 - x10829 * x10830 - x10829 * x10952 + 4 x10830^2 - x10830 * x10831 - x10830 * x10953 + 4 x10831^2 - x10831 * x10832 - x10831 * x10954 + 4 x10832^2 - x10832 * x10833 - x10832 * x10955 + 4 x10833^2 - x10833 * x10834 - x10833 * x10956 + 4 x10834^2 - x10834 * x10835 - x10834 * x10957 + 4 x10835^2 - x10835 * x10836 - x10835 * x10958 + 4 x10836^2 - x10836 * x10837 - x10836 * x10959 + 4 x10837^2 - x10837 * x10838 - x10837 * x10960 + 4 x10838^2 - x10838 * x10839 - x10838 * x10961 + 4 x10839^2 - x10839 * x10840 - x10839 * x10962 + 4 x10840^2 - x10840 * x10841 - x10840 * x10963 + 4 x10841^2 - x10841 * x10842 - x10841 * x10964 + 4 x10842^2 - x10842 * x10843 - x10842 * x10965 + 4 x10843^2 - x10843 * x10844 - x10843 * x10966 + 4 x10844^2 - x10844 * x10845 - x10844 * x10967 + 4 x10845^2 - x10845 * x10846 - x10845 * x10968 + 4 x10846^2 - x10846 * x10847 - x10846 * x10969 + 4 x10847^2 - x10847 * x10848 - x10847 * x10970 + 4 x10848^2 - x10848 * x10849 - x10848 * x10971 + 4 x10849^2 - x10849 * x10850 - x10849 * x10972 + 4 x10850^2 - x10850 * x10851 - x10850 * x10973 + 4 x10851^2 - x10851 * x10852 - x10851 * x10974 + 4 x10852^2 - x10852 * x10853 - x10852 * x10975 + 4 x10853^2 - x10853 * x10854 - x10853 * x10976 + 4 x10854^2 - x10854 * x10855 - x10854 * x10977 + 4 x10855^2 - x10855 * x10856 - x10855 * x10978 + 4 x10856^2 - x10856 * x10857 - x10856 * x10979 + 4 x10857^2 - x10857 * x10858 - x10857 * x10980 + 4 x10858^2 - x10858 * x10859 - x10858 * x10981 + 4 x10859^2 - x10859 * x10860 - x10859 * x10982 + 4 x10860^2 - x10860 * x10861 - x10860 * x10983 + 4 x10861^2 - x10861 * x10862 - x10861 * x10984 + 4 x10862^2 - x10862 * x10863 - x10862 * x10985 + 4 x10863^2 - x10863 * x10864 - x10863 * x10986 + 4 x10864^2 - x10864 * x10865 - x10864 * x10987 + 4 x10865^2 - x10865 * x10866 - x10865 * x10988 + 4 x10866^2 - x10866 * x10867 - x10866 * x10989 + 4 x10867^2 - x10867 * x10868 - x10867 * x10990 + 4 x10868^2 - x10868 * x10869 - x10868 * x10991 + 4 x10869^2 - x10869 * x10870 - x10869 * x10992 + 4 x10870^2 - x10870 * x10871 - x10870 * x10993 + 4 x10871^2 - x10871 * x10872 - x10871 * x10994 + 4 x10872^2 - x10872 * x10873 - x10872 * x10995 + 4 x10873^2 - x10873 * x10874 - x10873 * x10996 + 4 x10874^2 - x10874 * x10875 - x10874 * x10997 + 4 x10875^2 - x10875 * x10876 - x10875 * x10998 + 4 x10876^2 - x10876 * x10877 - x10876 * x10999 + 4 x10877^2 - x10877 * x10878 - x10877 * x11000 + 4 x10878^2 - x10878 * x10879 - x10878 * x11001 + 4 x10879^2 - x10879 * x10880 - x10879 * x11002 + 4 x10880^2 - x10880 * x10881 - x10880 * x11003 + 4 x10881^2 - x10881 * x10882 - x10881 * x11004 + 4 x10882^2 - x10882 * x10883 - x10882 * x11005 + 4 x10883^2 - x10883 * x10884 - x10883 * x11006 + 4 x10884^2 - x10884 * x10885 - x10884 * x11007 + 4 x10885^2 - x10885 * x10886 - x10885 * x11008 + 4 x10886^2 - x10886 * x10887 - x10886 * x11009 + 4 x10887^2 - x10887 * x10888 - x10887 * x11010 + 4 x10888^2 - x10888 * x10889 - x10888 * x11011 + 4 x10889^2 - x10889 * x10890 - x10889 * x11012 + 4 x10890^2 - x10890 * x10891 - x10890 * x11013 + 4 x10891^2 - x10891 * x10892 - x10891 * x11014 + 4 x10892^2 - x10892 * x10893 - x10892 * x11015 + 4 x10893^2 - x10893 * x10894 - x10893 * x11016 + 4 x10894^2 - x10894 * x10895 - x10894 * x11017 + 4 x10895^2 - x10895 * x10896 - x10895 * x11018 + 4 x10896^2 - x10896 * x10897 - x10896 * x11019 + 4 x10897^2 - x10897 * x10898 - x10897 * x11020 + 4 x10898^2 - x10898 * x10899 - x10898 * x11021 + 4 x10899^2 - x10899 * x10900 - x10899 * x11022 + 4 x10900^2 - x10900 * x10901 - x10900 * x11023 + 4 x10901^2 - x10901 * x10902 - x10901 * x11024 + 4 x10902^2 - x10902 * x10903 - x10902 * x11025 + 4 x10903^2 - x10903 * x10904 - x10903 * x11026 + 4 x10904^2 - x10904 * x10905 - x10904 * x11027 + 4 x10905^2 - x10905 * x10906 - x10905 * x11028 + 4 x10906^2 - x10906 * x10907 - x10906 * x11029 + 4 x10907^2 - x10907 * x10908 - x10907 * x11030 + 4 x10908^2 - x10908 * x10909 - x10908 * x11031 + 4 x10909^2 - x10909 * x10910 - x10909 * x11032 + 4 x10910^2 - x10910 * x10911 - x10910 * x11033 + 4 x10911^2 - x10911 * x10912 - x10911 * x11034 + 4 x10912^2 - x10912 * x10913 - x10912 * x11035 + 4 x10913^2 - x10913 * x10914 - x10913 * x11036 + 4 x10914^2 - x10914 * x10915 - x10914 * x11037 + 4 x10915^2 - x10915 * x10916 - x10915 * x11038 + 4 x10916^2 - x10916 * x10917 - x10916 * x11039 + 4 x10917^2 - x10917 * x10918 - x10917 * x11040 + 4 x10918^2 - x10918 * x10919 - x10918 * x11041 + 4 x10919^2 - x10919 * x10920 - x10919 * x11042 + 4 x10920^2 - x10920 * x10921 - x10920 * x11043 + 4 x10921^2 - x10921 * x10922 - x10921 * x11044 + 4 x10922^2 - x10922 * x10923 - x10922 * x11045 + 4 x10923^2 - x10923 * x10924 - x10923 * x11046 + 4 x10924^2 - x10924 * x10925 - x10924 * x11047 + 4 x10925^2 - x10925 * x10926 - x10925 * x11048 + 4 x10926^2 - x10926 * x10927 - x10926 * x11049 + 4 x10927^2 - x10927 * x10928 - x10927 * x11050 + 4 x10928^2 - x10928 * x10929 - x10928 * x11051 + 4 x10929^2 - x10929 * x10930 - x10929 * x11052 + 4 x10930^2 - x10930 * x10931 - x10930 * x11053 + 4 x10931^2 - x10931 * x10932 - x10931 * x11054 + 4 x10932^2 - x10932 * x10933 - x10932 * x11055 + 4 x10933^2 - x10933 * x10934 - x10933 * x11056 + 4 x10934^2 - x10934 * x10935 - x10934 * x11057 + 4 x10935^2 - x10935 * x10936 - x10935 * x11058 + 4 x10936^2 - x10936 * x10937 - x10936 * x11059 + 4 x10937^2 - x10937 * x10938 - x10937 * x11060 + 4 x10938^2 - x10938 * x10939 - x10938 * x11061 + 4 x10939^2 - x10939 * x10940 - x10939 * x11062 + 4 x10940^2 - x10940 * x10941 - x10940 * x11063 + 4 x10941^2 - x10941 * x10942 - x10941 * x11064 + 4 x10942^2 - x10942 * x10943 - x10942 * x11065 + 4 x10943^2 - x10943 * x10944 - x10943 * x11066 + 4 x10944^2 - x10944 * x10945 - x10944 * x11067 + 4 x10945^2 - x10945 * x10946 - x10945 * x11068 + 4 x10946^2 - x10946 * x10947 - x10946 * x11069 + 4 x10947^2 - x10947 * x10948 - x10947 * x11070 + 3.5 x10948^2 - x10948 * x11071 + 3.5 x10949^2 - x10949 * x10950 - x10949 * x11072 + 4 x10950^2 - x10950 * x10951 - x10950 * x11073 + 4 x10951^2 - x10951 * x10952 - x10951 * x11074 + 4 x10952^2 - x10952 * x10953 - x10952 * x11075 + 4 x10953^2 - x10953 * x10954 - x10953 * x11076 + 4 x10954^2 - x10954 * x10955 - x10954 * x11077 + 4 x10955^2 - x10955 * x10956 - x10955 * x11078 + 4 x10956^2 - x10956 * x10957 - x10956 * x11079 + 4 x10957^2 - x10957 * x10958 - x10957 * x11080 + 4 x10958^2 - x10958 * x10959 - x10958 * x11081 + 4 x10959^2 - x10959 * x10960 - x10959 * x11082 + 4 x10960^2 - x10960 * x10961 - x10960 * x11083 + 4 x10961^2 - x10961 * x10962 - x10961 * x11084 + 4 x10962^2 - x10962 * x10963 - x10962 * x11085 + 4 x10963^2 - x10963 * x10964 - x10963 * x11086 + 4 x10964^2 - x10964 * x10965 - x10964 * x11087 + 4 x10965^2 - x10965 * x10966 - x10965 * x11088 + 4 x10966^2 - x10966 * x10967 - x10966 * x11089 + 4 x10967^2 - x10967 * x10968 - x10967 * x11090 + 4 x10968^2 - x10968 * x10969 - x10968 * x11091 + 4 x10969^2 - x10969 * x10970 - x10969 * x11092 + 4 x10970^2 - x10970 * x10971 - x10970 * x11093 + 4 x10971^2 - x10971 * x10972 - x10971 * x11094 + 4 x10972^2 - x10972 * x10973 - x10972 * x11095 + 4 x10973^2 - x10973 * x10974 - x10973 * x11096 + 4 x10974^2 - x10974 * x10975 - x10974 * x11097 + 4 x10975^2 - x10975 * x10976 - x10975 * x11098 + 4 x10976^2 - x10976 * x10977 - x10976 * x11099 + 4 x10977^2 - x10977 * x10978 - x10977 * x11100 + 4 x10978^2 - x10978 * x10979 - x10978 * x11101 + 4 x10979^2 - x10979 * x10980 - x10979 * x11102 + 4 x10980^2 - x10980 * x10981 - x10980 * x11103 + 4 x10981^2 - x10981 * x10982 - x10981 * x11104 + 4 x10982^2 - x10982 * x10983 - x10982 * x11105 + 4 x10983^2 - x10983 * x10984 - x10983 * x11106 + 4 x10984^2 - x10984 * x10985 - x10984 * x11107 + 4 x10985^2 - x10985 * x10986 - x10985 * x11108 + 4 x10986^2 - x10986 * x10987 - x10986 * x11109 + 4 x10987^2 - x10987 * x10988 - x10987 * x11110 + 4 x10988^2 - x10988 * x10989 - x10988 * x11111 + 4 x10989^2 - x10989 * x10990 - x10989 * x11112 + 4 x10990^2 - x10990 * x10991 - x10990 * x11113 + 4 x10991^2 - x10991 * x10992 - x10991 * x11114 + 4 x10992^2 - x10992 * x10993 - x10992 * x11115 + 4 x10993^2 - x10993 * x10994 - x10993 * x11116 + 4 x10994^2 - x10994 * x10995 - x10994 * x11117 + 4 x10995^2 - x10995 * x10996 - x10995 * x11118 + 4 x10996^2 - x10996 * x10997 - x10996 * x11119 + 4 x10997^2 - x10997 * x10998 - x10997 * x11120 + 4 x10998^2 - x10998 * x10999 - x10998 * x11121 + 4 x10999^2 - x10999 * x11000 - x10999 * x11122 + 4 x11000^2 - x11000 * x11001 - x11000 * x11123 + 4 x11001^2 - x11001 * x11002 - x11001 * x11124 + 4 x11002^2 - x11002 * x11003 - x11002 * x11125 + 4 x11003^2 - x11003 * x11004 - x11003 * x11126 + 4 x11004^2 - x11004 * x11005 - x11004 * x11127 + 4 x11005^2 - x11005 * x11006 - x11005 * x11128 + 4 x11006^2 - x11006 * x11007 - x11006 * x11129 + 4 x11007^2 - x11007 * x11008 - x11007 * x11130 + 4 x11008^2 - x11008 * x11009 - x11008 * x11131 + 4 x11009^2 - x11009 * x11010 - x11009 * x11132 + 4 x11010^2 - x11010 * x11011 - x11010 * x11133 + 4 x11011^2 - x11011 * x11012 - x11011 * x11134 + 4 x11012^2 - x11012 * x11013 - x11012 * x11135 + 4 x11013^2 - x11013 * x11014 - x11013 * x11136 + 4 x11014^2 - x11014 * x11015 - x11014 * x11137 + 4 x11015^2 - x11015 * x11016 - x11015 * x11138 + 4 x11016^2 - x11016 * x11017 - x11016 * x11139 + 4 x11017^2 - x11017 * x11018 - x11017 * x11140 + 4 x11018^2 - x11018 * x11019 - x11018 * x11141 + 4 x11019^2 - x11019 * x11020 - x11019 * x11142 + 4 x11020^2 - x11020 * x11021 - x11020 * x11143 + 4 x11021^2 - x11021 * x11022 - x11021 * x11144 + 4 x11022^2 - x11022 * x11023 - x11022 * x11145 + 4 x11023^2 - x11023 * x11024 - x11023 * x11146 + 4 x11024^2 - x11024 * x11025 - x11024 * x11147 + 4 x11025^2 - x11025 * x11026 - x11025 * x11148 + 4 x11026^2 - x11026 * x11027 - x11026 * x11149 + 4 x11027^2 - x11027 * x11028 - x11027 * x11150 + 4 x11028^2 - x11028 * x11029 - x11028 * x11151 + 4 x11029^2 - x11029 * x11030 - x11029 * x11152 + 4 x11030^2 - x11030 * x11031 - x11030 * x11153 + 4 x11031^2 - x11031 * x11032 - x11031 * x11154 + 4 x11032^2 - x11032 * x11033 - x11032 * x11155 + 4 x11033^2 - x11033 * x11034 - x11033 * x11156 + 4 x11034^2 - x11034 * x11035 - x11034 * x11157 + 4 x11035^2 - x11035 * x11036 - x11035 * x11158 + 4 x11036^2 - x11036 * x11037 - x11036 * x11159 + 4 x11037^2 - x11037 * x11038 - x11037 * x11160 + 4 x11038^2 - x11038 * x11039 - x11038 * x11161 + 4 x11039^2 - x11039 * x11040 - x11039 * x11162 + 4 x11040^2 - x11040 * x11041 - x11040 * x11163 + 4 x11041^2 - x11041 * x11042 - x11041 * x11164 + 4 x11042^2 - x11042 * x11043 - x11042 * x11165 + 4 x11043^2 - x11043 * x11044 - x11043 * x11166 + 4 x11044^2 - x11044 * x11045 - x11044 * x11167 + 4 x11045^2 - x11045 * x11046 - x11045 * x11168 + 4 x11046^2 - x11046 * x11047 - x11046 * x11169 + 4 x11047^2 - x11047 * x11048 - x11047 * x11170 + 4 x11048^2 - x11048 * x11049 - x11048 * x11171 + 4 x11049^2 - x11049 * x11050 - x11049 * x11172 + 4 x11050^2 - x11050 * x11051 - x11050 * x11173 + 4 x11051^2 - x11051 * x11052 - x11051 * x11174 + 4 x11052^2 - x11052 * x11053 - x11052 * x11175 + 4 x11053^2 - x11053 * x11054 - x11053 * x11176 + 4 x11054^2 - x11054 * x11055 - x11054 * x11177 + 4 x11055^2 - x11055 * x11056 - x11055 * x11178 + 4 x11056^2 - x11056 * x11057 - x11056 * x11179 + 4 x11057^2 - x11057 * x11058 - x11057 * x11180 + 4 x11058^2 - x11058 * x11059 - x11058 * x11181 + 4 x11059^2 - x11059 * x11060 - x11059 * x11182 + 4 x11060^2 - x11060 * x11061 - x11060 * x11183 + 4 x11061^2 - x11061 * x11062 - x11061 * x11184 + 4 x11062^2 - x11062 * x11063 - x11062 * x11185 + 4 x11063^2 - x11063 * x11064 - x11063 * x11186 + 4 x11064^2 - x11064 * x11065 - x11064 * x11187 + 4 x11065^2 - x11065 * x11066 - x11065 * x11188 + 4 x11066^2 - x11066 * x11067 - x11066 * x11189 + 4 x11067^2 - x11067 * x11068 - x11067 * x11190 + 4 x11068^2 - x11068 * x11069 - x11068 * x11191 + 4 x11069^2 - x11069 * x11070 - x11069 * x11192 + 4 x11070^2 - x11070 * x11071 - x11070 * x11193 + 3.5 x11071^2 - x11071 * x11194 + 3.5 x11072^2 - x11072 * x11073 - x11072 * x11195 + 4 x11073^2 - x11073 * x11074 - x11073 * x11196 + 4 x11074^2 - x11074 * x11075 - x11074 * x11197 + 4 x11075^2 - x11075 * x11076 - x11075 * x11198 + 4 x11076^2 - x11076 * x11077 - x11076 * x11199 + 4 x11077^2 - x11077 * x11078 - x11077 * x11200 + 4 x11078^2 - x11078 * x11079 - x11078 * x11201 + 4 x11079^2 - x11079 * x11080 - x11079 * x11202 + 4 x11080^2 - x11080 * x11081 - x11080 * x11203 + 4 x11081^2 - x11081 * x11082 - x11081 * x11204 + 4 x11082^2 - x11082 * x11083 - x11082 * x11205 + 4 x11083^2 - x11083 * x11084 - x11083 * x11206 + 4 x11084^2 - x11084 * x11085 - x11084 * x11207 + 4 x11085^2 - x11085 * x11086 - x11085 * x11208 + 4 x11086^2 - x11086 * x11087 - x11086 * x11209 + 4 x11087^2 - x11087 * x11088 - x11087 * x11210 + 4 x11088^2 - x11088 * x11089 - x11088 * x11211 + 4 x11089^2 - x11089 * x11090 - x11089 * x11212 + 4 x11090^2 - x11090 * x11091 - x11090 * x11213 + 4 x11091^2 - x11091 * x11092 - x11091 * x11214 + 4 x11092^2 - x11092 * x11093 - x11092 * x11215 + 4 x11093^2 - x11093 * x11094 - x11093 * x11216 + 4 x11094^2 - x11094 * x11095 - x11094 * x11217 + 4 x11095^2 - x11095 * x11096 - x11095 * x11218 + 4 x11096^2 - x11096 * x11097 - x11096 * x11219 + 4 x11097^2 - x11097 * x11098 - x11097 * x11220 + 4 x11098^2 - x11098 * x11099 - x11098 * x11221 + 4 x11099^2 - x11099 * x11100 - x11099 * x11222 + 4 x11100^2 - x11100 * x11101 - x11100 * x11223 + 4 x11101^2 - x11101 * x11102 - x11101 * x11224 + 4 x11102^2 - x11102 * x11103 - x11102 * x11225 + 4 x11103^2 - x11103 * x11104 - x11103 * x11226 + 4 x11104^2 - x11104 * x11105 - x11104 * x11227 + 4 x11105^2 - x11105 * x11106 - x11105 * x11228 + 4 x11106^2 - x11106 * x11107 - x11106 * x11229 + 4 x11107^2 - x11107 * x11108 - x11107 * x11230 + 4 x11108^2 - x11108 * x11109 - x11108 * x11231 + 4 x11109^2 - x11109 * x11110 - x11109 * x11232 + 4 x11110^2 - x11110 * x11111 - x11110 * x11233 + 4 x11111^2 - x11111 * x11112 - x11111 * x11234 + 4 x11112^2 - x11112 * x11113 - x11112 * x11235 + 4 x11113^2 - x11113 * x11114 - x11113 * x11236 + 4 x11114^2 - x11114 * x11115 - x11114 * x11237 + 4 x11115^2 - x11115 * x11116 - x11115 * x11238 + 4 x11116^2 - x11116 * x11117 - x11116 * x11239 + 4 x11117^2 - x11117 * x11118 - x11117 * x11240 + 4 x11118^2 - x11118 * x11119 - x11118 * x11241 + 4 x11119^2 - x11119 * x11120 - x11119 * x11242 + 4 x11120^2 - x11120 * x11121 - x11120 * x11243 + 4 x11121^2 - x11121 * x11122 - x11121 * x11244 + 4 x11122^2 - x11122 * x11123 - x11122 * x11245 + 4 x11123^2 - x11123 * x11124 - x11123 * x11246 + 4 x11124^2 - x11124 * x11125 - x11124 * x11247 + 4 x11125^2 - x11125 * x11126 - x11125 * x11248 + 4 x11126^2 - x11126 * x11127 - x11126 * x11249 + 4 x11127^2 - x11127 * x11128 - x11127 * x11250 + 4 x11128^2 - x11128 * x11129 - x11128 * x11251 + 4 x11129^2 - x11129 * x11130 - x11129 * x11252 + 4 x11130^2 - x11130 * x11131 - x11130 * x11253 + 4 x11131^2 - x11131 * x11132 - x11131 * x11254 + 4 x11132^2 - x11132 * x11133 - x11132 * x11255 + 4 x11133^2 - x11133 * x11134 - x11133 * x11256 + 4 x11134^2 - x11134 * x11135 - x11134 * x11257 + 4 x11135^2 - x11135 * x11136 - x11135 * x11258 + 4 x11136^2 - x11136 * x11137 - x11136 * x11259 + 4 x11137^2 - x11137 * x11138 - x11137 * x11260 + 4 x11138^2 - x11138 * x11139 - x11138 * x11261 + 4 x11139^2 - x11139 * x11140 - x11139 * x11262 + 4 x11140^2 - x11140 * x11141 - x11140 * x11263 + 4 x11141^2 - x11141 * x11142 - x11141 * x11264 + 4 x11142^2 - x11142 * x11143 - x11142 * x11265 + 4 x11143^2 - x11143 * x11144 - x11143 * x11266 + 4 x11144^2 - x11144 * x11145 - x11144 * x11267 + 4 x11145^2 - x11145 * x11146 - x11145 * x11268 + 4 x11146^2 - x11146 * x11147 - x11146 * x11269 + 4 x11147^2 - x11147 * x11148 - x11147 * x11270 + 4 x11148^2 - x11148 * x11149 - x11148 * x11271 + 4 x11149^2 - x11149 * x11150 - x11149 * x11272 + 4 x11150^2 - x11150 * x11151 - x11150 * x11273 + 4 x11151^2 - x11151 * x11152 - x11151 * x11274 + 4 x11152^2 - x11152 * x11153 - x11152 * x11275 + 4 x11153^2 - x11153 * x11154 - x11153 * x11276 + 4 x11154^2 - x11154 * x11155 - x11154 * x11277 + 4 x11155^2 - x11155 * x11156 - x11155 * x11278 + 4 x11156^2 - x11156 * x11157 - x11156 * x11279 + 4 x11157^2 - x11157 * x11158 - x11157 * x11280 + 4 x11158^2 - x11158 * x11159 - x11158 * x11281 + 4 x11159^2 - x11159 * x11160 - x11159 * x11282 + 4 x11160^2 - x11160 * x11161 - x11160 * x11283 + 4 x11161^2 - x11161 * x11162 - x11161 * x11284 + 4 x11162^2 - x11162 * x11163 - x11162 * x11285 + 4 x11163^2 - x11163 * x11164 - x11163 * x11286 + 4 x11164^2 - x11164 * x11165 - x11164 * x11287 + 4 x11165^2 - x11165 * x11166 - x11165 * x11288 + 4 x11166^2 - x11166 * x11167 - x11166 * x11289 + 4 x11167^2 - x11167 * x11168 - x11167 * x11290 + 4 x11168^2 - x11168 * x11169 - x11168 * x11291 + 4 x11169^2 - x11169 * x11170 - x11169 * x11292 + 4 x11170^2 - x11170 * x11171 - x11170 * x11293 + 4 x11171^2 - x11171 * x11172 - x11171 * x11294 + 4 x11172^2 - x11172 * x11173 - x11172 * x11295 + 4 x11173^2 - x11173 * x11174 - x11173 * x11296 + 4 x11174^2 - x11174 * x11175 - x11174 * x11297 + 4 x11175^2 - x11175 * x11176 - x11175 * x11298 + 4 x11176^2 - x11176 * x11177 - x11176 * x11299 + 4 x11177^2 - x11177 * x11178 - x11177 * x11300 + 4 x11178^2 - x11178 * x11179 - x11178 * x11301 + 4 x11179^2 - x11179 * x11180 - x11179 * x11302 + 4 x11180^2 - x11180 * x11181 - x11180 * x11303 + 4 x11181^2 - x11181 * x11182 - x11181 * x11304 + 4 x11182^2 - x11182 * x11183 - x11182 * x11305 + 4 x11183^2 - x11183 * x11184 - x11183 * x11306 + 4 x11184^2 - x11184 * x11185 - x11184 * x11307 + 4 x11185^2 - x11185 * x11186 - x11185 * x11308 + 4 x11186^2 - x11186 * x11187 - x11186 * x11309 + 4 x11187^2 - x11187 * x11188 - x11187 * x11310 + 4 x11188^2 - x11188 * x11189 - x11188 * x11311 + 4 x11189^2 - x11189 * x11190 - x11189 * x11312 + 4 x11190^2 - x11190 * x11191 - x11190 * x11313 + 4 x11191^2 - x11191 * x11192 - x11191 * x11314 + 4 x11192^2 - x11192 * x11193 - x11192 * x11315 + 4 x11193^2 - x11193 * x11194 - x11193 * x11316 + 3.5 x11194^2 - x11194 * x11317 + 3.5 x11195^2 - x11195 * x11196 - x11195 * x11318 + 4 x11196^2 - x11196 * x11197 - x11196 * x11319 + 4 x11197^2 - x11197 * x11198 - x11197 * x11320 + 4 x11198^2 - x11198 * x11199 - x11198 * x11321 + 4 x11199^2 - x11199 * x11200 - x11199 * x11322 + 4 x11200^2 - x11200 * x11201 - x11200 * x11323 + 4 x11201^2 - x11201 * x11202 - x11201 * x11324 + 4 x11202^2 - x11202 * x11203 - x11202 * x11325 + 4 x11203^2 - x11203 * x11204 - x11203 * x11326 + 4 x11204^2 - x11204 * x11205 - x11204 * x11327 + 4 x11205^2 - x11205 * x11206 - x11205 * x11328 + 4 x11206^2 - x11206 * x11207 - x11206 * x11329 + 4 x11207^2 - x11207 * x11208 - x11207 * x11330 + 4 x11208^2 - x11208 * x11209 - x11208 * x11331 + 4 x11209^2 - x11209 * x11210 - x11209 * x11332 + 4 x11210^2 - x11210 * x11211 - x11210 * x11333 + 4 x11211^2 - x11211 * x11212 - x11211 * x11334 + 4 x11212^2 - x11212 * x11213 - x11212 * x11335 + 4 x11213^2 - x11213 * x11214 - x11213 * x11336 + 4 x11214^2 - x11214 * x11215 - x11214 * x11337 + 4 x11215^2 - x11215 * x11216 - x11215 * x11338 + 4 x11216^2 - x11216 * x11217 - x11216 * x11339 + 4 x11217^2 - x11217 * x11218 - x11217 * x11340 + 4 x11218^2 - x11218 * x11219 - x11218 * x11341 + 4 x11219^2 - x11219 * x11220 - x11219 * x11342 + 4 x11220^2 - x11220 * x11221 - x11220 * x11343 + 4 x11221^2 - x11221 * x11222 - x11221 * x11344 + 4 x11222^2 - x11222 * x11223 - x11222 * x11345 + 4 x11223^2 - x11223 * x11224 - x11223 * x11346 + 4 x11224^2 - x11224 * x11225 - x11224 * x11347 + 4 x11225^2 - x11225 * x11226 - x11225 * x11348 + 4 x11226^2 - x11226 * x11227 - x11226 * x11349 + 4 x11227^2 - x11227 * x11228 - x11227 * x11350 + 4 x11228^2 - x11228 * x11229 - x11228 * x11351 + 4 x11229^2 - x11229 * x11230 - x11229 * x11352 + 4 x11230^2 - x11230 * x11231 - x11230 * x11353 + 4 x11231^2 - x11231 * x11232 - x11231 * x11354 + 4 x11232^2 - x11232 * x11233 - x11232 * x11355 + 4 x11233^2 - x11233 * x11234 - x11233 * x11356 + 4 x11234^2 - x11234 * x11235 - x11234 * x11357 + 4 x11235^2 - x11235 * x11236 - x11235 * x11358 + 4 x11236^2 - x11236 * x11237 - x11236 * x11359 + 4 x11237^2 - x11237 * x11238 - x11237 * x11360 + 4 x11238^2 - x11238 * x11239 - x11238 * x11361 + 4 x11239^2 - x11239 * x11240 - x11239 * x11362 + 4 x11240^2 - x11240 * x11241 - x11240 * x11363 + 4 x11241^2 - x11241 * x11242 - x11241 * x11364 + 4 x11242^2 - x11242 * x11243 - x11242 * x11365 + 4 x11243^2 - x11243 * x11244 - x11243 * x11366 + 4 x11244^2 - x11244 * x11245 - x11244 * x11367 + 4 x11245^2 - x11245 * x11246 - x11245 * x11368 + 4 x11246^2 - x11246 * x11247 - x11246 * x11369 + 4 x11247^2 - x11247 * x11248 - x11247 * x11370 + 4 x11248^2 - x11248 * x11249 - x11248 * x11371 + 4 x11249^2 - x11249 * x11250 - x11249 * x11372 + 4 x11250^2 - x11250 * x11251 - x11250 * x11373 + 4 x11251^2 - x11251 * x11252 - x11251 * x11374 + 4 x11252^2 - x11252 * x11253 - x11252 * x11375 + 4 x11253^2 - x11253 * x11254 - x11253 * x11376 + 4 x11254^2 - x11254 * x11255 - x11254 * x11377 + 4 x11255^2 - x11255 * x11256 - x11255 * x11378 + 4 x11256^2 - x11256 * x11257 - x11256 * x11379 + 4 x11257^2 - x11257 * x11258 - x11257 * x11380 + 4 x11258^2 - x11258 * x11259 - x11258 * x11381 + 4 x11259^2 - x11259 * x11260 - x11259 * x11382 + 4 x11260^2 - x11260 * x11261 - x11260 * x11383 + 4 x11261^2 - x11261 * x11262 - x11261 * x11384 + 4 x11262^2 - x11262 * x11263 - x11262 * x11385 + 4 x11263^2 - x11263 * x11264 - x11263 * x11386 + 4 x11264^2 - x11264 * x11265 - x11264 * x11387 + 4 x11265^2 - x11265 * x11266 - x11265 * x11388 + 4 x11266^2 - x11266 * x11267 - x11266 * x11389 + 4 x11267^2 - x11267 * x11268 - x11267 * x11390 + 4 x11268^2 - x11268 * x11269 - x11268 * x11391 + 4 x11269^2 - x11269 * x11270 - x11269 * x11392 + 4 x11270^2 - x11270 * x11271 - x11270 * x11393 + 4 x11271^2 - x11271 * x11272 - x11271 * x11394 + 4 x11272^2 - x11272 * x11273 - x11272 * x11395 + 4 x11273^2 - x11273 * x11274 - x11273 * x11396 + 4 x11274^2 - x11274 * x11275 - x11274 * x11397 + 4 x11275^2 - x11275 * x11276 - x11275 * x11398 + 4 x11276^2 - x11276 * x11277 - x11276 * x11399 + 4 x11277^2 - x11277 * x11278 - x11277 * x11400 + 4 x11278^2 - x11278 * x11279 - x11278 * x11401 + 4 x11279^2 - x11279 * x11280 - x11279 * x11402 + 4 x11280^2 - x11280 * x11281 - x11280 * x11403 + 4 x11281^2 - x11281 * x11282 - x11281 * x11404 + 4 x11282^2 - x11282 * x11283 - x11282 * x11405 + 4 x11283^2 - x11283 * x11284 - x11283 * x11406 + 4 x11284^2 - x11284 * x11285 - x11284 * x11407 + 4 x11285^2 - x11285 * x11286 - x11285 * x11408 + 4 x11286^2 - x11286 * x11287 - x11286 * x11409 + 4 x11287^2 - x11287 * x11288 - x11287 * x11410 + 4 x11288^2 - x11288 * x11289 - x11288 * x11411 + 4 x11289^2 - x11289 * x11290 - x11289 * x11412 + 4 x11290^2 - x11290 * x11291 - x11290 * x11413 + 4 x11291^2 - x11291 * x11292 - x11291 * x11414 + 4 x11292^2 - x11292 * x11293 - x11292 * x11415 + 4 x11293^2 - x11293 * x11294 - x11293 * x11416 + 4 x11294^2 - x11294 * x11295 - x11294 * x11417 + 4 x11295^2 - x11295 * x11296 - x11295 * x11418 + 4 x11296^2 - x11296 * x11297 - x11296 * x11419 + 4 x11297^2 - x11297 * x11298 - x11297 * x11420 + 4 x11298^2 - x11298 * x11299 - x11298 * x11421 + 4 x11299^2 - x11299 * x11300 - x11299 * x11422 + 4 x11300^2 - x11300 * x11301 - x11300 * x11423 + 4 x11301^2 - x11301 * x11302 - x11301 * x11424 + 4 x11302^2 - x11302 * x11303 - x11302 * x11425 + 4 x11303^2 - x11303 * x11304 - x11303 * x11426 + 4 x11304^2 - x11304 * x11305 - x11304 * x11427 + 4 x11305^2 - x11305 * x11306 - x11305 * x11428 + 4 x11306^2 - x11306 * x11307 - x11306 * x11429 + 4 x11307^2 - x11307 * x11308 - x11307 * x11430 + 4 x11308^2 - x11308 * x11309 - x11308 * x11431 + 4 x11309^2 - x11309 * x11310 - x11309 * x11432 + 4 x11310^2 - x11310 * x11311 - x11310 * x11433 + 4 x11311^2 - x11311 * x11312 - x11311 * x11434 + 4 x11312^2 - x11312 * x11313 - x11312 * x11435 + 4 x11313^2 - x11313 * x11314 - x11313 * x11436 + 4 x11314^2 - x11314 * x11315 - x11314 * x11437 + 4 x11315^2 - x11315 * x11316 - x11315 * x11438 + 4 x11316^2 - x11316 * x11317 - x11316 * x11439 + 3.5 x11317^2 - x11317 * x11440 + 3.5 x11318^2 - x11318 * x11319 - x11318 * x11441 + 4 x11319^2 - x11319 * x11320 - x11319 * x11442 + 4 x11320^2 - x11320 * x11321 - x11320 * x11443 + 4 x11321^2 - x11321 * x11322 - x11321 * x11444 + 4 x11322^2 - x11322 * x11323 - x11322 * x11445 + 4 x11323^2 - x11323 * x11324 - x11323 * x11446 + 4 x11324^2 - x11324 * x11325 - x11324 * x11447 + 4 x11325^2 - x11325 * x11326 - x11325 * x11448 + 4 x11326^2 - x11326 * x11327 - x11326 * x11449 + 4 x11327^2 - x11327 * x11328 - x11327 * x11450 + 4 x11328^2 - x11328 * x11329 - x11328 * x11451 + 4 x11329^2 - x11329 * x11330 - x11329 * x11452 + 4 x11330^2 - x11330 * x11331 - x11330 * x11453 + 4 x11331^2 - x11331 * x11332 - x11331 * x11454 + 4 x11332^2 - x11332 * x11333 - x11332 * x11455 + 4 x11333^2 - x11333 * x11334 - x11333 * x11456 + 4 x11334^2 - x11334 * x11335 - x11334 * x11457 + 4 x11335^2 - x11335 * x11336 - x11335 * x11458 + 4 x11336^2 - x11336 * x11337 - x11336 * x11459 + 4 x11337^2 - x11337 * x11338 - x11337 * x11460 + 4 x11338^2 - x11338 * x11339 - x11338 * x11461 + 4 x11339^2 - x11339 * x11340 - x11339 * x11462 + 4 x11340^2 - x11340 * x11341 - x11340 * x11463 + 4 x11341^2 - x11341 * x11342 - x11341 * x11464 + 4 x11342^2 - x11342 * x11343 - x11342 * x11465 + 4 x11343^2 - x11343 * x11344 - x11343 * x11466 + 4 x11344^2 - x11344 * x11345 - x11344 * x11467 + 4 x11345^2 - x11345 * x11346 - x11345 * x11468 + 4 x11346^2 - x11346 * x11347 - x11346 * x11469 + 4 x11347^2 - x11347 * x11348 - x11347 * x11470 + 4 x11348^2 - x11348 * x11349 - x11348 * x11471 + 4 x11349^2 - x11349 * x11350 - x11349 * x11472 + 4 x11350^2 - x11350 * x11351 - x11350 * x11473 + 4 x11351^2 - x11351 * x11352 - x11351 * x11474 + 4 x11352^2 - x11352 * x11353 - x11352 * x11475 + 4 x11353^2 - x11353 * x11354 - x11353 * x11476 + 4 x11354^2 - x11354 * x11355 - x11354 * x11477 + 4 x11355^2 - x11355 * x11356 - x11355 * x11478 + 4 x11356^2 - x11356 * x11357 - x11356 * x11479 + 4 x11357^2 - x11357 * x11358 - x11357 * x11480 + 4 x11358^2 - x11358 * x11359 - x11358 * x11481 + 4 x11359^2 - x11359 * x11360 - x11359 * x11482 + 4 x11360^2 - x11360 * x11361 - x11360 * x11483 + 4 x11361^2 - x11361 * x11362 - x11361 * x11484 + 4 x11362^2 - x11362 * x11363 - x11362 * x11485 + 4 x11363^2 - x11363 * x11364 - x11363 * x11486 + 4 x11364^2 - x11364 * x11365 - x11364 * x11487 + 4 x11365^2 - x11365 * x11366 - x11365 * x11488 + 4 x11366^2 - x11366 * x11367 - x11366 * x11489 + 4 x11367^2 - x11367 * x11368 - x11367 * x11490 + 4 x11368^2 - x11368 * x11369 - x11368 * x11491 + 4 x11369^2 - x11369 * x11370 - x11369 * x11492 + 4 x11370^2 - x11370 * x11371 - x11370 * x11493 + 4 x11371^2 - x11371 * x11372 - x11371 * x11494 + 4 x11372^2 - x11372 * x11373 - x11372 * x11495 + 4 x11373^2 - x11373 * x11374 - x11373 * x11496 + 4 x11374^2 - x11374 * x11375 - x11374 * x11497 + 4 x11375^2 - x11375 * x11376 - x11375 * x11498 + 4 x11376^2 - x11376 * x11377 - x11376 * x11499 + 4 x11377^2 - x11377 * x11378 - x11377 * x11500 + 4 x11378^2 - x11378 * x11379 - x11378 * x11501 + 4 x11379^2 - x11379 * x11380 - x11379 * x11502 + 4 x11380^2 - x11380 * x11381 - x11380 * x11503 + 4 x11381^2 - x11381 * x11382 - x11381 * x11504 + 4 x11382^2 - x11382 * x11383 - x11382 * x11505 + 4 x11383^2 - x11383 * x11384 - x11383 * x11506 + 4 x11384^2 - x11384 * x11385 - x11384 * x11507 + 4 x11385^2 - x11385 * x11386 - x11385 * x11508 + 4 x11386^2 - x11386 * x11387 - x11386 * x11509 + 4 x11387^2 - x11387 * x11388 - x11387 * x11510 + 4 x11388^2 - x11388 * x11389 - x11388 * x11511 + 4 x11389^2 - x11389 * x11390 - x11389 * x11512 + 4 x11390^2 - x11390 * x11391 - x11390 * x11513 + 4 x11391^2 - x11391 * x11392 - x11391 * x11514 + 4 x11392^2 - x11392 * x11393 - x11392 * x11515 + 4 x11393^2 - x11393 * x11394 - x11393 * x11516 + 4 x11394^2 - x11394 * x11395 - x11394 * x11517 + 4 x11395^2 - x11395 * x11396 - x11395 * x11518 + 4 x11396^2 - x11396 * x11397 - x11396 * x11519 + 4 x11397^2 - x11397 * x11398 - x11397 * x11520 + 4 x11398^2 - x11398 * x11399 - x11398 * x11521 + 4 x11399^2 - x11399 * x11400 - x11399 * x11522 + 4 x11400^2 - x11400 * x11401 - x11400 * x11523 + 4 x11401^2 - x11401 * x11402 - x11401 * x11524 + 4 x11402^2 - x11402 * x11403 - x11402 * x11525 + 4 x11403^2 - x11403 * x11404 - x11403 * x11526 + 4 x11404^2 - x11404 * x11405 - x11404 * x11527 + 4 x11405^2 - x11405 * x11406 - x11405 * x11528 + 4 x11406^2 - x11406 * x11407 - x11406 * x11529 + 4 x11407^2 - x11407 * x11408 - x11407 * x11530 + 4 x11408^2 - x11408 * x11409 - x11408 * x11531 + 4 x11409^2 - x11409 * x11410 - x11409 * x11532 + 4 x11410^2 - x11410 * x11411 - x11410 * x11533 + 4 x11411^2 - x11411 * x11412 - x11411 * x11534 + 4 x11412^2 - x11412 * x11413 - x11412 * x11535 + 4 x11413^2 - x11413 * x11414 - x11413 * x11536 + 4 x11414^2 - x11414 * x11415 - x11414 * x11537 + 4 x11415^2 - x11415 * x11416 - x11415 * x11538 + 4 x11416^2 - x11416 * x11417 - x11416 * x11539 + 4 x11417^2 - x11417 * x11418 - x11417 * x11540 + 4 x11418^2 - x11418 * x11419 - x11418 * x11541 + 4 x11419^2 - x11419 * x11420 - x11419 * x11542 + 4 x11420^2 - x11420 * x11421 - x11420 * x11543 + 4 x11421^2 - x11421 * x11422 - x11421 * x11544 + 4 x11422^2 - x11422 * x11423 - x11422 * x11545 + 4 x11423^2 - x11423 * x11424 - x11423 * x11546 + 4 x11424^2 - x11424 * x11425 - x11424 * x11547 + 4 x11425^2 - x11425 * x11426 - x11425 * x11548 + 4 x11426^2 - x11426 * x11427 - x11426 * x11549 + 4 x11427^2 - x11427 * x11428 - x11427 * x11550 + 4 x11428^2 - x11428 * x11429 - x11428 * x11551 + 4 x11429^2 - x11429 * x11430 - x11429 * x11552 + 4 x11430^2 - x11430 * x11431 - x11430 * x11553 + 4 x11431^2 - x11431 * x11432 - x11431 * x11554 + 4 x11432^2 - x11432 * x11433 - x11432 * x11555 + 4 x11433^2 - x11433 * x11434 - x11433 * x11556 + 4 x11434^2 - x11434 * x11435 - x11434 * x11557 + 4 x11435^2 - x11435 * x11436 - x11435 * x11558 + 4 x11436^2 - x11436 * x11437 - x11436 * x11559 + 4 x11437^2 - x11437 * x11438 - x11437 * x11560 + 4 x11438^2 - x11438 * x11439 - x11438 * x11561 + 4 x11439^2 - x11439 * x11440 - x11439 * x11562 + 3.5 x11440^2 - x11440 * x11563 + 3.5 x11441^2 - x11441 * x11442 - x11441 * x11564 + 4 x11442^2 - x11442 * x11443 - x11442 * x11565 + 4 x11443^2 - x11443 * x11444 - x11443 * x11566 + 4 x11444^2 - x11444 * x11445 - x11444 * x11567 + 4 x11445^2 - x11445 * x11446 - x11445 * x11568 + 4 x11446^2 - x11446 * x11447 - x11446 * x11569 + 4 x11447^2 - x11447 * x11448 - x11447 * x11570 + 4 x11448^2 - x11448 * x11449 - x11448 * x11571 + 4 x11449^2 - x11449 * x11450 - x11449 * x11572 + 4 x11450^2 - x11450 * x11451 - x11450 * x11573 + 4 x11451^2 - x11451 * x11452 - x11451 * x11574 + 4 x11452^2 - x11452 * x11453 - x11452 * x11575 + 4 x11453^2 - x11453 * x11454 - x11453 * x11576 + 4 x11454^2 - x11454 * x11455 - x11454 * x11577 + 4 x11455^2 - x11455 * x11456 - x11455 * x11578 + 4 x11456^2 - x11456 * x11457 - x11456 * x11579 + 4 x11457^2 - x11457 * x11458 - x11457 * x11580 + 4 x11458^2 - x11458 * x11459 - x11458 * x11581 + 4 x11459^2 - x11459 * x11460 - x11459 * x11582 + 4 x11460^2 - x11460 * x11461 - x11460 * x11583 + 4 x11461^2 - x11461 * x11462 - x11461 * x11584 + 4 x11462^2 - x11462 * x11463 - x11462 * x11585 + 4 x11463^2 - x11463 * x11464 - x11463 * x11586 + 4 x11464^2 - x11464 * x11465 - x11464 * x11587 + 4 x11465^2 - x11465 * x11466 - x11465 * x11588 + 4 x11466^2 - x11466 * x11467 - x11466 * x11589 + 4 x11467^2 - x11467 * x11468 - x11467 * x11590 + 4 x11468^2 - x11468 * x11469 - x11468 * x11591 + 4 x11469^2 - x11469 * x11470 - x11469 * x11592 + 4 x11470^2 - x11470 * x11471 - x11470 * x11593 + 4 x11471^2 - x11471 * x11472 - x11471 * x11594 + 4 x11472^2 - x11472 * x11473 - x11472 * x11595 + 4 x11473^2 - x11473 * x11474 - x11473 * x11596 + 4 x11474^2 - x11474 * x11475 - x11474 * x11597 + 4 x11475^2 - x11475 * x11476 - x11475 * x11598 + 4 x11476^2 - x11476 * x11477 - x11476 * x11599 + 4 x11477^2 - x11477 * x11478 - x11477 * x11600 + 4 x11478^2 - x11478 * x11479 - x11478 * x11601 + 4 x11479^2 - x11479 * x11480 - x11479 * x11602 + 4 x11480^2 - x11480 * x11481 - x11480 * x11603 + 4 x11481^2 - x11481 * x11482 - x11481 * x11604 + 4 x11482^2 - x11482 * x11483 - x11482 * x11605 + 4 x11483^2 - x11483 * x11484 - x11483 * x11606 + 4 x11484^2 - x11484 * x11485 - x11484 * x11607 + 4 x11485^2 - x11485 * x11486 - x11485 * x11608 + 4 x11486^2 - x11486 * x11487 - x11486 * x11609 + 4 x11487^2 - x11487 * x11488 - x11487 * x11610 + 4 x11488^2 - x11488 * x11489 - x11488 * x11611 + 4 x11489^2 - x11489 * x11490 - x11489 * x11612 + 4 x11490^2 - x11490 * x11491 - x11490 * x11613 + 4 x11491^2 - x11491 * x11492 - x11491 * x11614 + 4 x11492^2 - x11492 * x11493 - x11492 * x11615 + 4 x11493^2 - x11493 * x11494 - x11493 * x11616 + 4 x11494^2 - x11494 * x11495 - x11494 * x11617 + 4 x11495^2 - x11495 * x11496 - x11495 * x11618 + 4 x11496^2 - x11496 * x11497 - x11496 * x11619 + 4 x11497^2 - x11497 * x11498 - x11497 * x11620 + 4 x11498^2 - x11498 * x11499 - x11498 * x11621 + 4 x11499^2 - x11499 * x11500 - x11499 * x11622 + 4 x11500^2 - x11500 * x11501 - x11500 * x11623 + 4 x11501^2 - x11501 * x11502 - x11501 * x11624 + 4 x11502^2 - x11502 * x11503 - x11502 * x11625 + 4 x11503^2 - x11503 * x11504 - x11503 * x11626 + 4 x11504^2 - x11504 * x11505 - x11504 * x11627 + 4 x11505^2 - x11505 * x11506 - x11505 * x11628 + 4 x11506^2 - x11506 * x11507 - x11506 * x11629 + 4 x11507^2 - x11507 * x11508 - x11507 * x11630 + 4 x11508^2 - x11508 * x11509 - x11508 * x11631 + 4 x11509^2 - x11509 * x11510 - x11509 * x11632 + 4 x11510^2 - x11510 * x11511 - x11510 * x11633 + 4 x11511^2 - x11511 * x11512 - x11511 * x11634 + 4 x11512^2 - x11512 * x11513 - x11512 * x11635 + 4 x11513^2 - x11513 * x11514 - x11513 * x11636 + 4 x11514^2 - x11514 * x11515 - x11514 * x11637 + 4 x11515^2 - x11515 * x11516 - x11515 * x11638 + 4 x11516^2 - x11516 * x11517 - x11516 * x11639 + 4 x11517^2 - x11517 * x11518 - x11517 * x11640 + 4 x11518^2 - x11518 * x11519 - x11518 * x11641 + 4 x11519^2 - x11519 * x11520 - x11519 * x11642 + 4 x11520^2 - x11520 * x11521 - x11520 * x11643 + 4 x11521^2 - x11521 * x11522 - x11521 * x11644 + 4 x11522^2 - x11522 * x11523 - x11522 * x11645 + 4 x11523^2 - x11523 * x11524 - x11523 * x11646 + 4 x11524^2 - x11524 * x11525 - x11524 * x11647 + 4 x11525^2 - x11525 * x11526 - x11525 * x11648 + 4 x11526^2 - x11526 * x11527 - x11526 * x11649 + 4 x11527^2 - x11527 * x11528 - x11527 * x11650 + 4 x11528^2 - x11528 * x11529 - x11528 * x11651 + 4 x11529^2 - x11529 * x11530 - x11529 * x11652 + 4 x11530^2 - x11530 * x11531 - x11530 * x11653 + 4 x11531^2 - x11531 * x11532 - x11531 * x11654 + 4 x11532^2 - x11532 * x11533 - x11532 * x11655 + 4 x11533^2 - x11533 * x11534 - x11533 * x11656 + 4 x11534^2 - x11534 * x11535 - x11534 * x11657 + 4 x11535^2 - x11535 * x11536 - x11535 * x11658 + 4 x11536^2 - x11536 * x11537 - x11536 * x11659 + 4 x11537^2 - x11537 * x11538 - x11537 * x11660 + 4 x11538^2 - x11538 * x11539 - x11538 * x11661 + 4 x11539^2 - x11539 * x11540 - x11539 * x11662 + 4 x11540^2 - x11540 * x11541 - x11540 * x11663 + 4 x11541^2 - x11541 * x11542 - x11541 * x11664 + 4 x11542^2 - x11542 * x11543 - x11542 * x11665 + 4 x11543^2 - x11543 * x11544 - x11543 * x11666 + 4 x11544^2 - x11544 * x11545 - x11544 * x11667 + 4 x11545^2 - x11545 * x11546 - x11545 * x11668 + 4 x11546^2 - x11546 * x11547 - x11546 * x11669 + 4 x11547^2 - x11547 * x11548 - x11547 * x11670 + 4 x11548^2 - x11548 * x11549 - x11548 * x11671 + 4 x11549^2 - x11549 * x11550 - x11549 * x11672 + 4 x11550^2 - x11550 * x11551 - x11550 * x11673 + 4 x11551^2 - x11551 * x11552 - x11551 * x11674 + 4 x11552^2 - x11552 * x11553 - x11552 * x11675 + 4 x11553^2 - x11553 * x11554 - x11553 * x11676 + 4 x11554^2 - x11554 * x11555 - x11554 * x11677 + 4 x11555^2 - x11555 * x11556 - x11555 * x11678 + 4 x11556^2 - x11556 * x11557 - x11556 * x11679 + 4 x11557^2 - x11557 * x11558 - x11557 * x11680 + 4 x11558^2 - x11558 * x11559 - x11558 * x11681 + 4 x11559^2 - x11559 * x11560 - x11559 * x11682 + 4 x11560^2 - x11560 * x11561 - x11560 * x11683 + 4 x11561^2 - x11561 * x11562 - x11561 * x11684 + 4 x11562^2 - x11562 * x11563 - x11562 * x11685 + 3.5 x11563^2 - x11563 * x11686 + 3.5 x11564^2 - x11564 * x11565 - x11564 * x11687 + 4 x11565^2 - x11565 * x11566 - x11565 * x11688 + 4 x11566^2 - x11566 * x11567 - x11566 * x11689 + 4 x11567^2 - x11567 * x11568 - x11567 * x11690 + 4 x11568^2 - x11568 * x11569 - x11568 * x11691 + 4 x11569^2 - x11569 * x11570 - x11569 * x11692 + 4 x11570^2 - x11570 * x11571 - x11570 * x11693 + 4 x11571^2 - x11571 * x11572 - x11571 * x11694 + 4 x11572^2 - x11572 * x11573 - x11572 * x11695 + 4 x11573^2 - x11573 * x11574 - x11573 * x11696 + 4 x11574^2 - x11574 * x11575 - x11574 * x11697 + 4 x11575^2 - x11575 * x11576 - x11575 * x11698 + 4 x11576^2 - x11576 * x11577 - x11576 * x11699 + 4 x11577^2 - x11577 * x11578 - x11577 * x11700 + 4 x11578^2 - x11578 * x11579 - x11578 * x11701 + 4 x11579^2 - x11579 * x11580 - x11579 * x11702 + 4 x11580^2 - x11580 * x11581 - x11580 * x11703 + 4 x11581^2 - x11581 * x11582 - x11581 * x11704 + 4 x11582^2 - x11582 * x11583 - x11582 * x11705 + 4 x11583^2 - x11583 * x11584 - x11583 * x11706 + 4 x11584^2 - x11584 * x11585 - x11584 * x11707 + 4 x11585^2 - x11585 * x11586 - x11585 * x11708 + 4 x11586^2 - x11586 * x11587 - x11586 * x11709 + 4 x11587^2 - x11587 * x11588 - x11587 * x11710 + 4 x11588^2 - x11588 * x11589 - x11588 * x11711 + 4 x11589^2 - x11589 * x11590 - x11589 * x11712 + 4 x11590^2 - x11590 * x11591 - x11590 * x11713 + 4 x11591^2 - x11591 * x11592 - x11591 * x11714 + 4 x11592^2 - x11592 * x11593 - x11592 * x11715 + 4 x11593^2 - x11593 * x11594 - x11593 * x11716 + 4 x11594^2 - x11594 * x11595 - x11594 * x11717 + 4 x11595^2 - x11595 * x11596 - x11595 * x11718 + 4 x11596^2 - x11596 * x11597 - x11596 * x11719 + 4 x11597^2 - x11597 * x11598 - x11597 * x11720 + 4 x11598^2 - x11598 * x11599 - x11598 * x11721 + 4 x11599^2 - x11599 * x11600 - x11599 * x11722 + 4 x11600^2 - x11600 * x11601 - x11600 * x11723 + 4 x11601^2 - x11601 * x11602 - x11601 * x11724 + 4 x11602^2 - x11602 * x11603 - x11602 * x11725 + 4 x11603^2 - x11603 * x11604 - x11603 * x11726 + 4 x11604^2 - x11604 * x11605 - x11604 * x11727 + 4 x11605^2 - x11605 * x11606 - x11605 * x11728 + 4 x11606^2 - x11606 * x11607 - x11606 * x11729 + 4 x11607^2 - x11607 * x11608 - x11607 * x11730 + 4 x11608^2 - x11608 * x11609 - x11608 * x11731 + 4 x11609^2 - x11609 * x11610 - x11609 * x11732 + 4 x11610^2 - x11610 * x11611 - x11610 * x11733 + 4 x11611^2 - x11611 * x11612 - x11611 * x11734 + 4 x11612^2 - x11612 * x11613 - x11612 * x11735 + 4 x11613^2 - x11613 * x11614 - x11613 * x11736 + 4 x11614^2 - x11614 * x11615 - x11614 * x11737 + 4 x11615^2 - x11615 * x11616 - x11615 * x11738 + 4 x11616^2 - x11616 * x11617 - x11616 * x11739 + 4 x11617^2 - x11617 * x11618 - x11617 * x11740 + 4 x11618^2 - x11618 * x11619 - x11618 * x11741 + 4 x11619^2 - x11619 * x11620 - x11619 * x11742 + 4 x11620^2 - x11620 * x11621 - x11620 * x11743 + 4 x11621^2 - x11621 * x11622 - x11621 * x11744 + 4 x11622^2 - x11622 * x11623 - x11622 * x11745 + 4 x11623^2 - x11623 * x11624 - x11623 * x11746 + 4 x11624^2 - x11624 * x11625 - x11624 * x11747 + 4 x11625^2 - x11625 * x11626 - x11625 * x11748 + 4 x11626^2 - x11626 * x11627 - x11626 * x11749 + 4 x11627^2 - x11627 * x11628 - x11627 * x11750 + 4 x11628^2 - x11628 * x11629 - x11628 * x11751 + 4 x11629^2 - x11629 * x11630 - x11629 * x11752 + 4 x11630^2 - x11630 * x11631 - x11630 * x11753 + 4 x11631^2 - x11631 * x11632 - x11631 * x11754 + 4 x11632^2 - x11632 * x11633 - x11632 * x11755 + 4 x11633^2 - x11633 * x11634 - x11633 * x11756 + 4 x11634^2 - x11634 * x11635 - x11634 * x11757 + 4 x11635^2 - x11635 * x11636 - x11635 * x11758 + 4 x11636^2 - x11636 * x11637 - x11636 * x11759 + 4 x11637^2 - x11637 * x11638 - x11637 * x11760 + 4 x11638^2 - x11638 * x11639 - x11638 * x11761 + 4 x11639^2 - x11639 * x11640 - x11639 * x11762 + 4 x11640^2 - x11640 * x11641 - x11640 * x11763 + 4 x11641^2 - x11641 * x11642 - x11641 * x11764 + 4 x11642^2 - x11642 * x11643 - x11642 * x11765 + 4 x11643^2 - x11643 * x11644 - x11643 * x11766 + 4 x11644^2 - x11644 * x11645 - x11644 * x11767 + 4 x11645^2 - x11645 * x11646 - x11645 * x11768 + 4 x11646^2 - x11646 * x11647 - x11646 * x11769 + 4 x11647^2 - x11647 * x11648 - x11647 * x11770 + 4 x11648^2 - x11648 * x11649 - x11648 * x11771 + 4 x11649^2 - x11649 * x11650 - x11649 * x11772 + 4 x11650^2 - x11650 * x11651 - x11650 * x11773 + 4 x11651^2 - x11651 * x11652 - x11651 * x11774 + 4 x11652^2 - x11652 * x11653 - x11652 * x11775 + 4 x11653^2 - x11653 * x11654 - x11653 * x11776 + 4 x11654^2 - x11654 * x11655 - x11654 * x11777 + 4 x11655^2 - x11655 * x11656 - x11655 * x11778 + 4 x11656^2 - x11656 * x11657 - x11656 * x11779 + 4 x11657^2 - x11657 * x11658 - x11657 * x11780 + 4 x11658^2 - x11658 * x11659 - x11658 * x11781 + 4 x11659^2 - x11659 * x11660 - x11659 * x11782 + 4 x11660^2 - x11660 * x11661 - x11660 * x11783 + 4 x11661^2 - x11661 * x11662 - x11661 * x11784 + 4 x11662^2 - x11662 * x11663 - x11662 * x11785 + 4 x11663^2 - x11663 * x11664 - x11663 * x11786 + 4 x11664^2 - x11664 * x11665 - x11664 * x11787 + 4 x11665^2 - x11665 * x11666 - x11665 * x11788 + 4 x11666^2 - x11666 * x11667 - x11666 * x11789 + 4 x11667^2 - x11667 * x11668 - x11667 * x11790 + 4 x11668^2 - x11668 * x11669 - x11668 * x11791 + 4 x11669^2 - x11669 * x11670 - x11669 * x11792 + 4 x11670^2 - x11670 * x11671 - x11670 * x11793 + 4 x11671^2 - x11671 * x11672 - x11671 * x11794 + 4 x11672^2 - x11672 * x11673 - x11672 * x11795 + 4 x11673^2 - x11673 * x11674 - x11673 * x11796 + 4 x11674^2 - x11674 * x11675 - x11674 * x11797 + 4 x11675^2 - x11675 * x11676 - x11675 * x11798 + 4 x11676^2 - x11676 * x11677 - x11676 * x11799 + 4 x11677^2 - x11677 * x11678 - x11677 * x11800 + 4 x11678^2 - x11678 * x11679 - x11678 * x11801 + 4 x11679^2 - x11679 * x11680 - x11679 * x11802 + 4 x11680^2 - x11680 * x11681 - x11680 * x11803 + 4 x11681^2 - x11681 * x11682 - x11681 * x11804 + 4 x11682^2 - x11682 * x11683 - x11682 * x11805 + 4 x11683^2 - x11683 * x11684 - x11683 * x11806 + 4 x11684^2 - x11684 * x11685 - x11684 * x11807 + 4 x11685^2 - x11685 * x11686 - x11685 * x11808 + 3.5 x11686^2 - x11686 * x11809 + 3.5 x11687^2 - x11687 * x11688 - x11687 * x11810 + 4 x11688^2 - x11688 * x11689 - x11688 * x11811 + 4 x11689^2 - x11689 * x11690 - x11689 * x11812 + 4 x11690^2 - x11690 * x11691 - x11690 * x11813 + 4 x11691^2 - x11691 * x11692 - x11691 * x11814 + 4 x11692^2 - x11692 * x11693 - x11692 * x11815 + 4 x11693^2 - x11693 * x11694 - x11693 * x11816 + 4 x11694^2 - x11694 * x11695 - x11694 * x11817 + 4 x11695^2 - x11695 * x11696 - x11695 * x11818 + 4 x11696^2 - x11696 * x11697 - x11696 * x11819 + 4 x11697^2 - x11697 * x11698 - x11697 * x11820 + 4 x11698^2 - x11698 * x11699 - x11698 * x11821 + 4 x11699^2 - x11699 * x11700 - x11699 * x11822 + 4 x11700^2 - x11700 * x11701 - x11700 * x11823 + 4 x11701^2 - x11701 * x11702 - x11701 * x11824 + 4 x11702^2 - x11702 * x11703 - x11702 * x11825 + 4 x11703^2 - x11703 * x11704 - x11703 * x11826 + 4 x11704^2 - x11704 * x11705 - x11704 * x11827 + 4 x11705^2 - x11705 * x11706 - x11705 * x11828 + 4 x11706^2 - x11706 * x11707 - x11706 * x11829 + 4 x11707^2 - x11707 * x11708 - x11707 * x11830 + 4 x11708^2 - x11708 * x11709 - x11708 * x11831 + 4 x11709^2 - x11709 * x11710 - x11709 * x11832 + 4 x11710^2 - x11710 * x11711 - x11710 * x11833 + 4 x11711^2 - x11711 * x11712 - x11711 * x11834 + 4 x11712^2 - x11712 * x11713 - x11712 * x11835 + 4 x11713^2 - x11713 * x11714 - x11713 * x11836 + 4 x11714^2 - x11714 * x11715 - x11714 * x11837 + 4 x11715^2 - x11715 * x11716 - x11715 * x11838 + 4 x11716^2 - x11716 * x11717 - x11716 * x11839 + 4 x11717^2 - x11717 * x11718 - x11717 * x11840 + 4 x11718^2 - x11718 * x11719 - x11718 * x11841 + 4 x11719^2 - x11719 * x11720 - x11719 * x11842 + 4 x11720^2 - x11720 * x11721 - x11720 * x11843 + 4 x11721^2 - x11721 * x11722 - x11721 * x11844 + 4 x11722^2 - x11722 * x11723 - x11722 * x11845 + 4 x11723^2 - x11723 * x11724 - x11723 * x11846 + 4 x11724^2 - x11724 * x11725 - x11724 * x11847 + 4 x11725^2 - x11725 * x11726 - x11725 * x11848 + 4 x11726^2 - x11726 * x11727 - x11726 * x11849 + 4 x11727^2 - x11727 * x11728 - x11727 * x11850 + 4 x11728^2 - x11728 * x11729 - x11728 * x11851 + 4 x11729^2 - x11729 * x11730 - x11729 * x11852 + 4 x11730^2 - x11730 * x11731 - x11730 * x11853 + 4 x11731^2 - x11731 * x11732 - x11731 * x11854 + 4 x11732^2 - x11732 * x11733 - x11732 * x11855 + 4 x11733^2 - x11733 * x11734 - x11733 * x11856 + 4 x11734^2 - x11734 * x11735 - x11734 * x11857 + 4 x11735^2 - x11735 * x11736 - x11735 * x11858 + 4 x11736^2 - x11736 * x11737 - x11736 * x11859 + 4 x11737^2 - x11737 * x11738 - x11737 * x11860 + 4 x11738^2 - x11738 * x11739 - x11738 * x11861 + 4 x11739^2 - x11739 * x11740 - x11739 * x11862 + 4 x11740^2 - x11740 * x11741 - x11740 * x11863 + 4 x11741^2 - x11741 * x11742 - x11741 * x11864 + 4 x11742^2 - x11742 * x11743 - x11742 * x11865 + 4 x11743^2 - x11743 * x11744 - x11743 * x11866 + 4 x11744^2 - x11744 * x11745 - x11744 * x11867 + 4 x11745^2 - x11745 * x11746 - x11745 * x11868 + 4 x11746^2 - x11746 * x11747 - x11746 * x11869 + 4 x11747^2 - x11747 * x11748 - x11747 * x11870 + 4 x11748^2 - x11748 * x11749 - x11748 * x11871 + 4 x11749^2 - x11749 * x11750 - x11749 * x11872 + 4 x11750^2 - x11750 * x11751 - x11750 * x11873 + 4 x11751^2 - x11751 * x11752 - x11751 * x11874 + 4 x11752^2 - x11752 * x11753 - x11752 * x11875 + 4 x11753^2 - x11753 * x11754 - x11753 * x11876 + 4 x11754^2 - x11754 * x11755 - x11754 * x11877 + 4 x11755^2 - x11755 * x11756 - x11755 * x11878 + 4 x11756^2 - x11756 * x11757 - x11756 * x11879 + 4 x11757^2 - x11757 * x11758 - x11757 * x11880 + 4 x11758^2 - x11758 * x11759 - x11758 * x11881 + 4 x11759^2 - x11759 * x11760 - x11759 * x11882 + 4 x11760^2 - x11760 * x11761 - x11760 * x11883 + 4 x11761^2 - x11761 * x11762 - x11761 * x11884 + 4 x11762^2 - x11762 * x11763 - x11762 * x11885 + 4 x11763^2 - x11763 * x11764 - x11763 * x11886 + 4 x11764^2 - x11764 * x11765 - x11764 * x11887 + 4 x11765^2 - x11765 * x11766 - x11765 * x11888 + 4 x11766^2 - x11766 * x11767 - x11766 * x11889 + 4 x11767^2 - x11767 * x11768 - x11767 * x11890 + 4 x11768^2 - x11768 * x11769 - x11768 * x11891 + 4 x11769^2 - x11769 * x11770 - x11769 * x11892 + 4 x11770^2 - x11770 * x11771 - x11770 * x11893 + 4 x11771^2 - x11771 * x11772 - x11771 * x11894 + 4 x11772^2 - x11772 * x11773 - x11772 * x11895 + 4 x11773^2 - x11773 * x11774 - x11773 * x11896 + 4 x11774^2 - x11774 * x11775 - x11774 * x11897 + 4 x11775^2 - x11775 * x11776 - x11775 * x11898 + 4 x11776^2 - x11776 * x11777 - x11776 * x11899 + 4 x11777^2 - x11777 * x11778 - x11777 * x11900 + 4 x11778^2 - x11778 * x11779 - x11778 * x11901 + 4 x11779^2 - x11779 * x11780 - x11779 * x11902 + 4 x11780^2 - x11780 * x11781 - x11780 * x11903 + 4 x11781^2 - x11781 * x11782 - x11781 * x11904 + 4 x11782^2 - x11782 * x11783 - x11782 * x11905 + 4 x11783^2 - x11783 * x11784 - x11783 * x11906 + 4 x11784^2 - x11784 * x11785 - x11784 * x11907 + 4 x11785^2 - x11785 * x11786 - x11785 * x11908 + 4 x11786^2 - x11786 * x11787 - x11786 * x11909 + 4 x11787^2 - x11787 * x11788 - x11787 * x11910 + 4 x11788^2 - x11788 * x11789 - x11788 * x11911 + 4 x11789^2 - x11789 * x11790 - x11789 * x11912 + 4 x11790^2 - x11790 * x11791 - x11790 * x11913 + 4 x11791^2 - x11791 * x11792 - x11791 * x11914 + 4 x11792^2 - x11792 * x11793 - x11792 * x11915 + 4 x11793^2 - x11793 * x11794 - x11793 * x11916 + 4 x11794^2 - x11794 * x11795 - x11794 * x11917 + 4 x11795^2 - x11795 * x11796 - x11795 * x11918 + 4 x11796^2 - x11796 * x11797 - x11796 * x11919 + 4 x11797^2 - x11797 * x11798 - x11797 * x11920 + 4 x11798^2 - x11798 * x11799 - x11798 * x11921 + 4 x11799^2 - x11799 * x11800 - x11799 * x11922 + 4 x11800^2 - x11800 * x11801 - x11800 * x11923 + 4 x11801^2 - x11801 * x11802 - x11801 * x11924 + 4 x11802^2 - x11802 * x11803 - x11802 * x11925 + 4 x11803^2 - x11803 * x11804 - x11803 * x11926 + 4 x11804^2 - x11804 * x11805 - x11804 * x11927 + 4 x11805^2 - x11805 * x11806 - x11805 * x11928 + 4 x11806^2 - x11806 * x11807 - x11806 * x11929 + 4 x11807^2 - x11807 * x11808 - x11807 * x11930 + 4 x11808^2 - x11808 * x11809 - x11808 * x11931 + 3.5 x11809^2 - x11809 * x11932 + 3.5 x11810^2 - x11810 * x11811 - x11810 * x11933 + 4 x11811^2 - x11811 * x11812 - x11811 * x11934 + 4 x11812^2 - x11812 * x11813 - x11812 * x11935 + 4 x11813^2 - x11813 * x11814 - x11813 * x11936 + 4 x11814^2 - x11814 * x11815 - x11814 * x11937 + 4 x11815^2 - x11815 * x11816 - x11815 * x11938 + 4 x11816^2 - x11816 * x11817 - x11816 * x11939 + 4 x11817^2 - x11817 * x11818 - x11817 * x11940 + 4 x11818^2 - x11818 * x11819 - x11818 * x11941 + 4 x11819^2 - x11819 * x11820 - x11819 * x11942 + 4 x11820^2 - x11820 * x11821 - x11820 * x11943 + 4 x11821^2 - x11821 * x11822 - x11821 * x11944 + 4 x11822^2 - x11822 * x11823 - x11822 * x11945 + 4 x11823^2 - x11823 * x11824 - x11823 * x11946 + 4 x11824^2 - x11824 * x11825 - x11824 * x11947 + 4 x11825^2 - x11825 * x11826 - x11825 * x11948 + 4 x11826^2 - x11826 * x11827 - x11826 * x11949 + 4 x11827^2 - x11827 * x11828 - x11827 * x11950 + 4 x11828^2 - x11828 * x11829 - x11828 * x11951 + 4 x11829^2 - x11829 * x11830 - x11829 * x11952 + 4 x11830^2 - x11830 * x11831 - x11830 * x11953 + 4 x11831^2 - x11831 * x11832 - x11831 * x11954 + 4 x11832^2 - x11832 * x11833 - x11832 * x11955 + 4 x11833^2 - x11833 * x11834 - x11833 * x11956 + 4 x11834^2 - x11834 * x11835 - x11834 * x11957 + 4 x11835^2 - x11835 * x11836 - x11835 * x11958 + 4 x11836^2 - x11836 * x11837 - x11836 * x11959 + 4 x11837^2 - x11837 * x11838 - x11837 * x11960 + 4 x11838^2 - x11838 * x11839 - x11838 * x11961 + 4 x11839^2 - x11839 * x11840 - x11839 * x11962 + 4 x11840^2 - x11840 * x11841 - x11840 * x11963 + 4 x11841^2 - x11841 * x11842 - x11841 * x11964 + 4 x11842^2 - x11842 * x11843 - x11842 * x11965 + 4 x11843^2 - x11843 * x11844 - x11843 * x11966 + 4 x11844^2 - x11844 * x11845 - x11844 * x11967 + 4 x11845^2 - x11845 * x11846 - x11845 * x11968 + 4 x11846^2 - x11846 * x11847 - x11846 * x11969 + 4 x11847^2 - x11847 * x11848 - x11847 * x11970 + 4 x11848^2 - x11848 * x11849 - x11848 * x11971 + 4 x11849^2 - x11849 * x11850 - x11849 * x11972 + 4 x11850^2 - x11850 * x11851 - x11850 * x11973 + 4 x11851^2 - x11851 * x11852 - x11851 * x11974 + 4 x11852^2 - x11852 * x11853 - x11852 * x11975 + 4 x11853^2 - x11853 * x11854 - x11853 * x11976 + 4 x11854^2 - x11854 * x11855 - x11854 * x11977 + 4 x11855^2 - x11855 * x11856 - x11855 * x11978 + 4 x11856^2 - x11856 * x11857 - x11856 * x11979 + 4 x11857^2 - x11857 * x11858 - x11857 * x11980 + 4 x11858^2 - x11858 * x11859 - x11858 * x11981 + 4 x11859^2 - x11859 * x11860 - x11859 * x11982 + 4 x11860^2 - x11860 * x11861 - x11860 * x11983 + 4 x11861^2 - x11861 * x11862 - x11861 * x11984 + 4 x11862^2 - x11862 * x11863 - x11862 * x11985 + 4 x11863^2 - x11863 * x11864 - x11863 * x11986 + 4 x11864^2 - x11864 * x11865 - x11864 * x11987 + 4 x11865^2 - x11865 * x11866 - x11865 * x11988 + 4 x11866^2 - x11866 * x11867 - x11866 * x11989 + 4 x11867^2 - x11867 * x11868 - x11867 * x11990 + 4 x11868^2 - x11868 * x11869 - x11868 * x11991 + 4 x11869^2 - x11869 * x11870 - x11869 * x11992 + 4 x11870^2 - x11870 * x11871 - x11870 * x11993 + 4 x11871^2 - x11871 * x11872 - x11871 * x11994 + 4 x11872^2 - x11872 * x11873 - x11872 * x11995 + 4 x11873^2 - x11873 * x11874 - x11873 * x11996 + 4 x11874^2 - x11874 * x11875 - x11874 * x11997 + 4 x11875^2 - x11875 * x11876 - x11875 * x11998 + 4 x11876^2 - x11876 * x11877 - x11876 * x11999 + 4 x11877^2 - x11877 * x11878 - x11877 * x12000 + 4 x11878^2 - x11878 * x11879 - x11878 * x12001 + 4 x11879^2 - x11879 * x11880 - x11879 * x12002 + 4 x11880^2 - x11880 * x11881 - x11880 * x12003 + 4 x11881^2 - x11881 * x11882 - x11881 * x12004 + 4 x11882^2 - x11882 * x11883 - x11882 * x12005 + 4 x11883^2 - x11883 * x11884 - x11883 * x12006 + 4 x11884^2 - x11884 * x11885 - x11884 * x12007 + 4 x11885^2 - x11885 * x11886 - x11885 * x12008 + 4 x11886^2 - x11886 * x11887 - x11886 * x12009 + 4 x11887^2 - x11887 * x11888 - x11887 * x12010 + 4 x11888^2 - x11888 * x11889 - x11888 * x12011 + 4 x11889^2 - x11889 * x11890 - x11889 * x12012 + 4 x11890^2 - x11890 * x11891 - x11890 * x12013 + 4 x11891^2 - x11891 * x11892 - x11891 * x12014 + 4 x11892^2 - x11892 * x11893 - x11892 * x12015 + 4 x11893^2 - x11893 * x11894 - x11893 * x12016 + 4 x11894^2 - x11894 * x11895 - x11894 * x12017 + 4 x11895^2 - x11895 * x11896 - x11895 * x12018 + 4 x11896^2 - x11896 * x11897 - x11896 * x12019 + 4 x11897^2 - x11897 * x11898 - x11897 * x12020 + 4 x11898^2 - x11898 * x11899 - x11898 * x12021 + 4 x11899^2 - x11899 * x11900 - x11899 * x12022 + 4 x11900^2 - x11900 * x11901 - x11900 * x12023 + 4 x11901^2 - x11901 * x11902 - x11901 * x12024 + 4 x11902^2 - x11902 * x11903 - x11902 * x12025 + 4 x11903^2 - x11903 * x11904 - x11903 * x12026 + 4 x11904^2 - x11904 * x11905 - x11904 * x12027 + 4 x11905^2 - x11905 * x11906 - x11905 * x12028 + 4 x11906^2 - x11906 * x11907 - x11906 * x12029 + 4 x11907^2 - x11907 * x11908 - x11907 * x12030 + 4 x11908^2 - x11908 * x11909 - x11908 * x12031 + 4 x11909^2 - x11909 * x11910 - x11909 * x12032 + 4 x11910^2 - x11910 * x11911 - x11910 * x12033 + 4 x11911^2 - x11911 * x11912 - x11911 * x12034 + 4 x11912^2 - x11912 * x11913 - x11912 * x12035 + 4 x11913^2 - x11913 * x11914 - x11913 * x12036 + 4 x11914^2 - x11914 * x11915 - x11914 * x12037 + 4 x11915^2 - x11915 * x11916 - x11915 * x12038 + 4 x11916^2 - x11916 * x11917 - x11916 * x12039 + 4 x11917^2 - x11917 * x11918 - x11917 * x12040 + 4 x11918^2 - x11918 * x11919 - x11918 * x12041 + 4 x11919^2 - x11919 * x11920 - x11919 * x12042 + 4 x11920^2 - x11920 * x11921 - x11920 * x12043 + 4 x11921^2 - x11921 * x11922 - x11921 * x12044 + 4 x11922^2 - x11922 * x11923 - x11922 * x12045 + 4 x11923^2 - x11923 * x11924 - x11923 * x12046 + 4 x11924^2 - x11924 * x11925 - x11924 * x12047 + 4 x11925^2 - x11925 * x11926 - x11925 * x12048 + 4 x11926^2 - x11926 * x11927 - x11926 * x12049 + 4 x11927^2 - x11927 * x11928 - x11927 * x12050 + 4 x11928^2 - x11928 * x11929 - x11928 * x12051 + 4 x11929^2 - x11929 * x11930 - x11929 * x12052 + 4 x11930^2 - x11930 * x11931 - x11930 * x12053 + 4 x11931^2 - x11931 * x11932 - x11931 * x12054 + 3.5 x11932^2 - x11932 * x12055 + 3.5 x11933^2 - x11933 * x11934 - x11933 * x12056 + 4 x11934^2 - x11934 * x11935 - x11934 * x12057 + 4 x11935^2 - x11935 * x11936 - x11935 * x12058 + 4 x11936^2 - x11936 * x11937 - x11936 * x12059 + 4 x11937^2 - x11937 * x11938 - x11937 * x12060 + 4 x11938^2 - x11938 * x11939 - x11938 * x12061 + 4 x11939^2 - x11939 * x11940 - x11939 * x12062 + 4 x11940^2 - x11940 * x11941 - x11940 * x12063 + 4 x11941^2 - x11941 * x11942 - x11941 * x12064 + 4 x11942^2 - x11942 * x11943 - x11942 * x12065 + 4 x11943^2 - x11943 * x11944 - x11943 * x12066 + 4 x11944^2 - x11944 * x11945 - x11944 * x12067 + 4 x11945^2 - x11945 * x11946 - x11945 * x12068 + 4 x11946^2 - x11946 * x11947 - x11946 * x12069 + 4 x11947^2 - x11947 * x11948 - x11947 * x12070 + 4 x11948^2 - x11948 * x11949 - x11948 * x12071 + 4 x11949^2 - x11949 * x11950 - x11949 * x12072 + 4 x11950^2 - x11950 * x11951 - x11950 * x12073 + 4 x11951^2 - x11951 * x11952 - x11951 * x12074 + 4 x11952^2 - x11952 * x11953 - x11952 * x12075 + 4 x11953^2 - x11953 * x11954 - x11953 * x12076 + 4 x11954^2 - x11954 * x11955 - x11954 * x12077 + 4 x11955^2 - x11955 * x11956 - x11955 * x12078 + 4 x11956^2 - x11956 * x11957 - x11956 * x12079 + 4 x11957^2 - x11957 * x11958 - x11957 * x12080 + 4 x11958^2 - x11958 * x11959 - x11958 * x12081 + 4 x11959^2 - x11959 * x11960 - x11959 * x12082 + 4 x11960^2 - x11960 * x11961 - x11960 * x12083 + 4 x11961^2 - x11961 * x11962 - x11961 * x12084 + 4 x11962^2 - x11962 * x11963 - x11962 * x12085 + 4 x11963^2 - x11963 * x11964 - x11963 * x12086 + 4 x11964^2 - x11964 * x11965 - x11964 * x12087 + 4 x11965^2 - x11965 * x11966 - x11965 * x12088 + 4 x11966^2 - x11966 * x11967 - x11966 * x12089 + 4 x11967^2 - x11967 * x11968 - x11967 * x12090 + 4 x11968^2 - x11968 * x11969 - x11968 * x12091 + 4 x11969^2 - x11969 * x11970 - x11969 * x12092 + 4 x11970^2 - x11970 * x11971 - x11970 * x12093 + 4 x11971^2 - x11971 * x11972 - x11971 * x12094 + 4 x11972^2 - x11972 * x11973 - x11972 * x12095 + 4 x11973^2 - x11973 * x11974 - x11973 * x12096 + 4 x11974^2 - x11974 * x11975 - x11974 * x12097 + 4 x11975^2 - x11975 * x11976 - x11975 * x12098 + 4 x11976^2 - x11976 * x11977 - x11976 * x12099 + 4 x11977^2 - x11977 * x11978 - x11977 * x12100 + 4 x11978^2 - x11978 * x11979 - x11978 * x12101 + 4 x11979^2 - x11979 * x11980 - x11979 * x12102 + 4 x11980^2 - x11980 * x11981 - x11980 * x12103 + 4 x11981^2 - x11981 * x11982 - x11981 * x12104 + 4 x11982^2 - x11982 * x11983 - x11982 * x12105 + 4 x11983^2 - x11983 * x11984 - x11983 * x12106 + 4 x11984^2 - x11984 * x11985 - x11984 * x12107 + 4 x11985^2 - x11985 * x11986 - x11985 * x12108 + 4 x11986^2 - x11986 * x11987 - x11986 * x12109 + 4 x11987^2 - x11987 * x11988 - x11987 * x12110 + 4 x11988^2 - x11988 * x11989 - x11988 * x12111 + 4 x11989^2 - x11989 * x11990 - x11989 * x12112 + 4 x11990^2 - x11990 * x11991 - x11990 * x12113 + 4 x11991^2 - x11991 * x11992 - x11991 * x12114 + 4 x11992^2 - x11992 * x11993 - x11992 * x12115 + 4 x11993^2 - x11993 * x11994 - x11993 * x12116 + 4 x11994^2 - x11994 * x11995 - x11994 * x12117 + 4 x11995^2 - x11995 * x11996 - x11995 * x12118 + 4 x11996^2 - x11996 * x11997 - x11996 * x12119 + 4 x11997^2 - x11997 * x11998 - x11997 * x12120 + 4 x11998^2 - x11998 * x11999 - x11998 * x12121 + 4 x11999^2 - x11999 * x12000 - x11999 * x12122 + 4 x12000^2 - x12000 * x12001 - x12000 * x12123 + 4 x12001^2 - x12001 * x12002 - x12001 * x12124 + 4 x12002^2 - x12002 * x12003 - x12002 * x12125 + 4 x12003^2 - x12003 * x12004 - x12003 * x12126 + 4 x12004^2 - x12004 * x12005 - x12004 * x12127 + 4 x12005^2 - x12005 * x12006 - x12005 * x12128 + 4 x12006^2 - x12006 * x12007 - x12006 * x12129 + 4 x12007^2 - x12007 * x12008 - x12007 * x12130 + 4 x12008^2 - x12008 * x12009 - x12008 * x12131 + 4 x12009^2 - x12009 * x12010 - x12009 * x12132 + 4 x12010^2 - x12010 * x12011 - x12010 * x12133 + 4 x12011^2 - x12011 * x12012 - x12011 * x12134 + 4 x12012^2 - x12012 * x12013 - x12012 * x12135 + 4 x12013^2 - x12013 * x12014 - x12013 * x12136 + 4 x12014^2 - x12014 * x12015 - x12014 * x12137 + 4 x12015^2 - x12015 * x12016 - x12015 * x12138 + 4 x12016^2 - x12016 * x12017 - x12016 * x12139 + 4 x12017^2 - x12017 * x12018 - x12017 * x12140 + 4 x12018^2 - x12018 * x12019 - x12018 * x12141 + 4 x12019^2 - x12019 * x12020 - x12019 * x12142 + 4 x12020^2 - x12020 * x12021 - x12020 * x12143 + 4 x12021^2 - x12021 * x12022 - x12021 * x12144 + 4 x12022^2 - x12022 * x12023 - x12022 * x12145 + 4 x12023^2 - x12023 * x12024 - x12023 * x12146 + 4 x12024^2 - x12024 * x12025 - x12024 * x12147 + 4 x12025^2 - x12025 * x12026 - x12025 * x12148 + 4 x12026^2 - x12026 * x12027 - x12026 * x12149 + 4 x12027^2 - x12027 * x12028 - x12027 * x12150 + 4 x12028^2 - x12028 * x12029 - x12028 * x12151 + 4 x12029^2 - x12029 * x12030 - x12029 * x12152 + 4 x12030^2 - x12030 * x12031 - x12030 * x12153 + 4 x12031^2 - x12031 * x12032 - x12031 * x12154 + 4 x12032^2 - x12032 * x12033 - x12032 * x12155 + 4 x12033^2 - x12033 * x12034 - x12033 * x12156 + 4 x12034^2 - x12034 * x12035 - x12034 * x12157 + 4 x12035^2 - x12035 * x12036 - x12035 * x12158 + 4 x12036^2 - x12036 * x12037 - x12036 * x12159 + 4 x12037^2 - x12037 * x12038 - x12037 * x12160 + 4 x12038^2 - x12038 * x12039 - x12038 * x12161 + 4 x12039^2 - x12039 * x12040 - x12039 * x12162 + 4 x12040^2 - x12040 * x12041 - x12040 * x12163 + 4 x12041^2 - x12041 * x12042 - x12041 * x12164 + 4 x12042^2 - x12042 * x12043 - x12042 * x12165 + 4 x12043^2 - x12043 * x12044 - x12043 * x12166 + 4 x12044^2 - x12044 * x12045 - x12044 * x12167 + 4 x12045^2 - x12045 * x12046 - x12045 * x12168 + 4 x12046^2 - x12046 * x12047 - x12046 * x12169 + 4 x12047^2 - x12047 * x12048 - x12047 * x12170 + 4 x12048^2 - x12048 * x12049 - x12048 * x12171 + 4 x12049^2 - x12049 * x12050 - x12049 * x12172 + 4 x12050^2 - x12050 * x12051 - x12050 * x12173 + 4 x12051^2 - x12051 * x12052 - x12051 * x12174 + 4 x12052^2 - x12052 * x12053 - x12052 * x12175 + 4 x12053^2 - x12053 * x12054 - x12053 * x12176 + 4 x12054^2 - x12054 * x12055 - x12054 * x12177 + 3.5 x12055^2 - x12055 * x12178 + 3.5 x12056^2 - x12056 * x12057 - x12056 * x12179 + 4 x12057^2 - x12057 * x12058 - x12057 * x12180 + 4 x12058^2 - x12058 * x12059 - x12058 * x12181 + 4 x12059^2 - x12059 * x12060 - x12059 * x12182 + 4 x12060^2 - x12060 * x12061 - x12060 * x12183 + 4 x12061^2 - x12061 * x12062 - x12061 * x12184 + 4 x12062^2 - x12062 * x12063 - x12062 * x12185 + 4 x12063^2 - x12063 * x12064 - x12063 * x12186 + 4 x12064^2 - x12064 * x12065 - x12064 * x12187 + 4 x12065^2 - x12065 * x12066 - x12065 * x12188 + 4 x12066^2 - x12066 * x12067 - x12066 * x12189 + 4 x12067^2 - x12067 * x12068 - x12067 * x12190 + 4 x12068^2 - x12068 * x12069 - x12068 * x12191 + 4 x12069^2 - x12069 * x12070 - x12069 * x12192 + 4 x12070^2 - x12070 * x12071 - x12070 * x12193 + 4 x12071^2 - x12071 * x12072 - x12071 * x12194 + 4 x12072^2 - x12072 * x12073 - x12072 * x12195 + 4 x12073^2 - x12073 * x12074 - x12073 * x12196 + 4 x12074^2 - x12074 * x12075 - x12074 * x12197 + 4 x12075^2 - x12075 * x12076 - x12075 * x12198 + 4 x12076^2 - x12076 * x12077 - x12076 * x12199 + 4 x12077^2 - x12077 * x12078 - x12077 * x12200 + 4 x12078^2 - x12078 * x12079 - x12078 * x12201 + 4 x12079^2 - x12079 * x12080 - x12079 * x12202 + 4 x12080^2 - x12080 * x12081 - x12080 * x12203 + 4 x12081^2 - x12081 * x12082 - x12081 * x12204 + 4 x12082^2 - x12082 * x12083 - x12082 * x12205 + 4 x12083^2 - x12083 * x12084 - x12083 * x12206 + 4 x12084^2 - x12084 * x12085 - x12084 * x12207 + 4 x12085^2 - x12085 * x12086 - x12085 * x12208 + 4 x12086^2 - x12086 * x12087 - x12086 * x12209 + 4 x12087^2 - x12087 * x12088 - x12087 * x12210 + 4 x12088^2 - x12088 * x12089 - x12088 * x12211 + 4 x12089^2 - x12089 * x12090 - x12089 * x12212 + 4 x12090^2 - x12090 * x12091 - x12090 * x12213 + 4 x12091^2 - x12091 * x12092 - x12091 * x12214 + 4 x12092^2 - x12092 * x12093 - x12092 * x12215 + 4 x12093^2 - x12093 * x12094 - x12093 * x12216 + 4 x12094^2 - x12094 * x12095 - x12094 * x12217 + 4 x12095^2 - x12095 * x12096 - x12095 * x12218 + 4 x12096^2 - x12096 * x12097 - x12096 * x12219 + 4 x12097^2 - x12097 * x12098 - x12097 * x12220 + 4 x12098^2 - x12098 * x12099 - x12098 * x12221 + 4 x12099^2 - x12099 * x12100 - x12099 * x12222 + 4 x12100^2 - x12100 * x12101 - x12100 * x12223 + 4 x12101^2 - x12101 * x12102 - x12101 * x12224 + 4 x12102^2 - x12102 * x12103 - x12102 * x12225 + 4 x12103^2 - x12103 * x12104 - x12103 * x12226 + 4 x12104^2 - x12104 * x12105 - x12104 * x12227 + 4 x12105^2 - x12105 * x12106 - x12105 * x12228 + 4 x12106^2 - x12106 * x12107 - x12106 * x12229 + 4 x12107^2 - x12107 * x12108 - x12107 * x12230 + 4 x12108^2 - x12108 * x12109 - x12108 * x12231 + 4 x12109^2 - x12109 * x12110 - x12109 * x12232 + 4 x12110^2 - x12110 * x12111 - x12110 * x12233 + 4 x12111^2 - x12111 * x12112 - x12111 * x12234 + 4 x12112^2 - x12112 * x12113 - x12112 * x12235 + 4 x12113^2 - x12113 * x12114 - x12113 * x12236 + 4 x12114^2 - x12114 * x12115 - x12114 * x12237 + 4 x12115^2 - x12115 * x12116 - x12115 * x12238 + 4 x12116^2 - x12116 * x12117 - x12116 * x12239 + 4 x12117^2 - x12117 * x12118 - x12117 * x12240 + 4 x12118^2 - x12118 * x12119 - x12118 * x12241 + 4 x12119^2 - x12119 * x12120 - x12119 * x12242 + 4 x12120^2 - x12120 * x12121 - x12120 * x12243 + 4 x12121^2 - x12121 * x12122 - x12121 * x12244 + 4 x12122^2 - x12122 * x12123 - x12122 * x12245 + 4 x12123^2 - x12123 * x12124 - x12123 * x12246 + 4 x12124^2 - x12124 * x12125 - x12124 * x12247 + 4 x12125^2 - x12125 * x12126 - x12125 * x12248 + 4 x12126^2 - x12126 * x12127 - x12126 * x12249 + 4 x12127^2 - x12127 * x12128 - x12127 * x12250 + 4 x12128^2 - x12128 * x12129 - x12128 * x12251 + 4 x12129^2 - x12129 * x12130 - x12129 * x12252 + 4 x12130^2 - x12130 * x12131 - x12130 * x12253 + 4 x12131^2 - x12131 * x12132 - x12131 * x12254 + 4 x12132^2 - x12132 * x12133 - x12132 * x12255 + 4 x12133^2 - x12133 * x12134 - x12133 * x12256 + 4 x12134^2 - x12134 * x12135 - x12134 * x12257 + 4 x12135^2 - x12135 * x12136 - x12135 * x12258 + 4 x12136^2 - x12136 * x12137 - x12136 * x12259 + 4 x12137^2 - x12137 * x12138 - x12137 * x12260 + 4 x12138^2 - x12138 * x12139 - x12138 * x12261 + 4 x12139^2 - x12139 * x12140 - x12139 * x12262 + 4 x12140^2 - x12140 * x12141 - x12140 * x12263 + 4 x12141^2 - x12141 * x12142 - x12141 * x12264 + 4 x12142^2 - x12142 * x12143 - x12142 * x12265 + 4 x12143^2 - x12143 * x12144 - x12143 * x12266 + 4 x12144^2 - x12144 * x12145 - x12144 * x12267 + 4 x12145^2 - x12145 * x12146 - x12145 * x12268 + 4 x12146^2 - x12146 * x12147 - x12146 * x12269 + 4 x12147^2 - x12147 * x12148 - x12147 * x12270 + 4 x12148^2 - x12148 * x12149 - x12148 * x12271 + 4 x12149^2 - x12149 * x12150 - x12149 * x12272 + 4 x12150^2 - x12150 * x12151 - x12150 * x12273 + 4 x12151^2 - x12151 * x12152 - x12151 * x12274 + 4 x12152^2 - x12152 * x12153 - x12152 * x12275 + 4 x12153^2 - x12153 * x12154 - x12153 * x12276 + 4 x12154^2 - x12154 * x12155 - x12154 * x12277 + 4 x12155^2 - x12155 * x12156 - x12155 * x12278 + 4 x12156^2 - x12156 * x12157 - x12156 * x12279 + 4 x12157^2 - x12157 * x12158 - x12157 * x12280 + 4 x12158^2 - x12158 * x12159 - x12158 * x12281 + 4 x12159^2 - x12159 * x12160 - x12159 * x12282 + 4 x12160^2 - x12160 * x12161 - x12160 * x12283 + 4 x12161^2 - x12161 * x12162 - x12161 * x12284 + 4 x12162^2 - x12162 * x12163 - x12162 * x12285 + 4 x12163^2 - x12163 * x12164 - x12163 * x12286 + 4 x12164^2 - x12164 * x12165 - x12164 * x12287 + 4 x12165^2 - x12165 * x12166 - x12165 * x12288 + 4 x12166^2 - x12166 * x12167 - x12166 * x12289 + 4 x12167^2 - x12167 * x12168 - x12167 * x12290 + 4 x12168^2 - x12168 * x12169 - x12168 * x12291 + 4 x12169^2 - x12169 * x12170 - x12169 * x12292 + 4 x12170^2 - x12170 * x12171 - x12170 * x12293 + 4 x12171^2 - x12171 * x12172 - x12171 * x12294 + 4 x12172^2 - x12172 * x12173 - x12172 * x12295 + 4 x12173^2 - x12173 * x12174 - x12173 * x12296 + 4 x12174^2 - x12174 * x12175 - x12174 * x12297 + 4 x12175^2 - x12175 * x12176 - x12175 * x12298 + 4 x12176^2 - x12176 * x12177 - x12176 * x12299 + 4 x12177^2 - x12177 * x12178 - x12177 * x12300 + 3.5 x12178^2 - x12178 * x12301 + 3.5 x12179^2 - x12179 * x12180 - x12179 * x12302 + 4 x12180^2 - x12180 * x12181 - x12180 * x12303 + 4 x12181^2 - x12181 * x12182 - x12181 * x12304 + 4 x12182^2 - x12182 * x12183 - x12182 * x12305 + 4 x12183^2 - x12183 * x12184 - x12183 * x12306 + 4 x12184^2 - x12184 * x12185 - x12184 * x12307 + 4 x12185^2 - x12185 * x12186 - x12185 * x12308 + 4 x12186^2 - x12186 * x12187 - x12186 * x12309 + 4 x12187^2 - x12187 * x12188 - x12187 * x12310 + 4 x12188^2 - x12188 * x12189 - x12188 * x12311 + 4 x12189^2 - x12189 * x12190 - x12189 * x12312 + 4 x12190^2 - x12190 * x12191 - x12190 * x12313 + 4 x12191^2 - x12191 * x12192 - x12191 * x12314 + 4 x12192^2 - x12192 * x12193 - x12192 * x12315 + 4 x12193^2 - x12193 * x12194 - x12193 * x12316 + 4 x12194^2 - x12194 * x12195 - x12194 * x12317 + 4 x12195^2 - x12195 * x12196 - x12195 * x12318 + 4 x12196^2 - x12196 * x12197 - x12196 * x12319 + 4 x12197^2 - x12197 * x12198 - x12197 * x12320 + 4 x12198^2 - x12198 * x12199 - x12198 * x12321 + 4 x12199^2 - x12199 * x12200 - x12199 * x12322 + 4 x12200^2 - x12200 * x12201 - x12200 * x12323 + 4 x12201^2 - x12201 * x12202 - x12201 * x12324 + 4 x12202^2 - x12202 * x12203 - x12202 * x12325 + 4 x12203^2 - x12203 * x12204 - x12203 * x12326 + 4 x12204^2 - x12204 * x12205 - x12204 * x12327 + 4 x12205^2 - x12205 * x12206 - x12205 * x12328 + 4 x12206^2 - x12206 * x12207 - x12206 * x12329 + 4 x12207^2 - x12207 * x12208 - x12207 * x12330 + 4 x12208^2 - x12208 * x12209 - x12208 * x12331 + 4 x12209^2 - x12209 * x12210 - x12209 * x12332 + 4 x12210^2 - x12210 * x12211 - x12210 * x12333 + 4 x12211^2 - x12211 * x12212 - x12211 * x12334 + 4 x12212^2 - x12212 * x12213 - x12212 * x12335 + 4 x12213^2 - x12213 * x12214 - x12213 * x12336 + 4 x12214^2 - x12214 * x12215 - x12214 * x12337 + 4 x12215^2 - x12215 * x12216 - x12215 * x12338 + 4 x12216^2 - x12216 * x12217 - x12216 * x12339 + 4 x12217^2 - x12217 * x12218 - x12217 * x12340 + 4 x12218^2 - x12218 * x12219 - x12218 * x12341 + 4 x12219^2 - x12219 * x12220 - x12219 * x12342 + 4 x12220^2 - x12220 * x12221 - x12220 * x12343 + 4 x12221^2 - x12221 * x12222 - x12221 * x12344 + 4 x12222^2 - x12222 * x12223 - x12222 * x12345 + 4 x12223^2 - x12223 * x12224 - x12223 * x12346 + 4 x12224^2 - x12224 * x12225 - x12224 * x12347 + 4 x12225^2 - x12225 * x12226 - x12225 * x12348 + 4 x12226^2 - x12226 * x12227 - x12226 * x12349 + 4 x12227^2 - x12227 * x12228 - x12227 * x12350 + 4 x12228^2 - x12228 * x12229 - x12228 * x12351 + 4 x12229^2 - x12229 * x12230 - x12229 * x12352 + 4 x12230^2 - x12230 * x12231 - x12230 * x12353 + 4 x12231^2 - x12231 * x12232 - x12231 * x12354 + 4 x12232^2 - x12232 * x12233 - x12232 * x12355 + 4 x12233^2 - x12233 * x12234 - x12233 * x12356 + 4 x12234^2 - x12234 * x12235 - x12234 * x12357 + 4 x12235^2 - x12235 * x12236 - x12235 * x12358 + 4 x12236^2 - x12236 * x12237 - x12236 * x12359 + 4 x12237^2 - x12237 * x12238 - x12237 * x12360 + 4 x12238^2 - x12238 * x12239 - x12238 * x12361 + 4 x12239^2 - x12239 * x12240 - x12239 * x12362 + 4 x12240^2 - x12240 * x12241 - x12240 * x12363 + 4 x12241^2 - x12241 * x12242 - x12241 * x12364 + 4 x12242^2 - x12242 * x12243 - x12242 * x12365 + 4 x12243^2 - x12243 * x12244 - x12243 * x12366 + 4 x12244^2 - x12244 * x12245 - x12244 * x12367 + 4 x12245^2 - x12245 * x12246 - x12245 * x12368 + 4 x12246^2 - x12246 * x12247 - x12246 * x12369 + 4 x12247^2 - x12247 * x12248 - x12247 * x12370 + 4 x12248^2 - x12248 * x12249 - x12248 * x12371 + 4 x12249^2 - x12249 * x12250 - x12249 * x12372 + 4 x12250^2 - x12250 * x12251 - x12250 * x12373 + 4 x12251^2 - x12251 * x12252 - x12251 * x12374 + 4 x12252^2 - x12252 * x12253 - x12252 * x12375 + 4 x12253^2 - x12253 * x12254 - x12253 * x12376 + 4 x12254^2 - x12254 * x12255 - x12254 * x12377 + 4 x12255^2 - x12255 * x12256 - x12255 * x12378 + 4 x12256^2 - x12256 * x12257 - x12256 * x12379 + 4 x12257^2 - x12257 * x12258 - x12257 * x12380 + 4 x12258^2 - x12258 * x12259 - x12258 * x12381 + 4 x12259^2 - x12259 * x12260 - x12259 * x12382 + 4 x12260^2 - x12260 * x12261 - x12260 * x12383 + 4 x12261^2 - x12261 * x12262 - x12261 * x12384 + 4 x12262^2 - x12262 * x12263 - x12262 * x12385 + 4 x12263^2 - x12263 * x12264 - x12263 * x12386 + 4 x12264^2 - x12264 * x12265 - x12264 * x12387 + 4 x12265^2 - x12265 * x12266 - x12265 * x12388 + 4 x12266^2 - x12266 * x12267 - x12266 * x12389 + 4 x12267^2 - x12267 * x12268 - x12267 * x12390 + 4 x12268^2 - x12268 * x12269 - x12268 * x12391 + 4 x12269^2 - x12269 * x12270 - x12269 * x12392 + 4 x12270^2 - x12270 * x12271 - x12270 * x12393 + 4 x12271^2 - x12271 * x12272 - x12271 * x12394 + 4 x12272^2 - x12272 * x12273 - x12272 * x12395 + 4 x12273^2 - x12273 * x12274 - x12273 * x12396 + 4 x12274^2 - x12274 * x12275 - x12274 * x12397 + 4 x12275^2 - x12275 * x12276 - x12275 * x12398 + 4 x12276^2 - x12276 * x12277 - x12276 * x12399 + 4 x12277^2 - x12277 * x12278 - x12277 * x12400 + 4 x12278^2 - x12278 * x12279 - x12278 * x12401 + 4 x12279^2 - x12279 * x12280 - x12279 * x12402 + 4 x12280^2 - x12280 * x12281 - x12280 * x12403 + 4 x12281^2 - x12281 * x12282 - x12281 * x12404 + 4 x12282^2 - x12282 * x12283 - x12282 * x12405 + 4 x12283^2 - x12283 * x12284 - x12283 * x12406 + 4 x12284^2 - x12284 * x12285 - x12284 * x12407 + 4 x12285^2 - x12285 * x12286 - x12285 * x12408 + 4 x12286^2 - x12286 * x12287 - x12286 * x12409 + 4 x12287^2 - x12287 * x12288 - x12287 * x12410 + 4 x12288^2 - x12288 * x12289 - x12288 * x12411 + 4 x12289^2 - x12289 * x12290 - x12289 * x12412 + 4 x12290^2 - x12290 * x12291 - x12290 * x12413 + 4 x12291^2 - x12291 * x12292 - x12291 * x12414 + 4 x12292^2 - x12292 * x12293 - x12292 * x12415 + 4 x12293^2 - x12293 * x12294 - x12293 * x12416 + 4 x12294^2 - x12294 * x12295 - x12294 * x12417 + 4 x12295^2 - x12295 * x12296 - x12295 * x12418 + 4 x12296^2 - x12296 * x12297 - x12296 * x12419 + 4 x12297^2 - x12297 * x12298 - x12297 * x12420 + 4 x12298^2 - x12298 * x12299 - x12298 * x12421 + 4 x12299^2 - x12299 * x12300 - x12299 * x12422 + 4 x12300^2 - x12300 * x12301 - x12300 * x12423 + 3.5 x12301^2 - x12301 * x12424 + 3.5 x12302^2 - x12302 * x12303 - x12302 * x12425 + 4 x12303^2 - x12303 * x12304 - x12303 * x12426 + 4 x12304^2 - x12304 * x12305 - x12304 * x12427 + 4 x12305^2 - x12305 * x12306 - x12305 * x12428 + 4 x12306^2 - x12306 * x12307 - x12306 * x12429 + 4 x12307^2 - x12307 * x12308 - x12307 * x12430 + 4 x12308^2 - x12308 * x12309 - x12308 * x12431 + 4 x12309^2 - x12309 * x12310 - x12309 * x12432 + 4 x12310^2 - x12310 * x12311 - x12310 * x12433 + 4 x12311^2 - x12311 * x12312 - x12311 * x12434 + 4 x12312^2 - x12312 * x12313 - x12312 * x12435 + 4 x12313^2 - x12313 * x12314 - x12313 * x12436 + 4 x12314^2 - x12314 * x12315 - x12314 * x12437 + 4 x12315^2 - x12315 * x12316 - x12315 * x12438 + 4 x12316^2 - x12316 * x12317 - x12316 * x12439 + 4 x12317^2 - x12317 * x12318 - x12317 * x12440 + 4 x12318^2 - x12318 * x12319 - x12318 * x12441 + 4 x12319^2 - x12319 * x12320 - x12319 * x12442 + 4 x12320^2 - x12320 * x12321 - x12320 * x12443 + 4 x12321^2 - x12321 * x12322 - x12321 * x12444 + 4 x12322^2 - x12322 * x12323 - x12322 * x12445 + 4 x12323^2 - x12323 * x12324 - x12323 * x12446 + 4 x12324^2 - x12324 * x12325 - x12324 * x12447 + 4 x12325^2 - x12325 * x12326 - x12325 * x12448 + 4 x12326^2 - x12326 * x12327 - x12326 * x12449 + 4 x12327^2 - x12327 * x12328 - x12327 * x12450 + 4 x12328^2 - x12328 * x12329 - x12328 * x12451 + 4 x12329^2 - x12329 * x12330 - x12329 * x12452 + 4 x12330^2 - x12330 * x12331 - x12330 * x12453 + 4 x12331^2 - x12331 * x12332 - x12331 * x12454 + 4 x12332^2 - x12332 * x12333 - x12332 * x12455 + 4 x12333^2 - x12333 * x12334 - x12333 * x12456 + 4 x12334^2 - x12334 * x12335 - x12334 * x12457 + 4 x12335^2 - x12335 * x12336 - x12335 * x12458 + 4 x12336^2 - x12336 * x12337 - x12336 * x12459 + 4 x12337^2 - x12337 * x12338 - x12337 * x12460 + 4 x12338^2 - x12338 * x12339 - x12338 * x12461 + 4 x12339^2 - x12339 * x12340 - x12339 * x12462 + 4 x12340^2 - x12340 * x12341 - x12340 * x12463 + 4 x12341^2 - x12341 * x12342 - x12341 * x12464 + 4 x12342^2 - x12342 * x12343 - x12342 * x12465 + 4 x12343^2 - x12343 * x12344 - x12343 * x12466 + 4 x12344^2 - x12344 * x12345 - x12344 * x12467 + 4 x12345^2 - x12345 * x12346 - x12345 * x12468 + 4 x12346^2 - x12346 * x12347 - x12346 * x12469 + 4 x12347^2 - x12347 * x12348 - x12347 * x12470 + 4 x12348^2 - x12348 * x12349 - x12348 * x12471 + 4 x12349^2 - x12349 * x12350 - x12349 * x12472 + 4 x12350^2 - x12350 * x12351 - x12350 * x12473 + 4 x12351^2 - x12351 * x12352 - x12351 * x12474 + 4 x12352^2 - x12352 * x12353 - x12352 * x12475 + 4 x12353^2 - x12353 * x12354 - x12353 * x12476 + 4 x12354^2 - x12354 * x12355 - x12354 * x12477 + 4 x12355^2 - x12355 * x12356 - x12355 * x12478 + 4 x12356^2 - x12356 * x12357 - x12356 * x12479 + 4 x12357^2 - x12357 * x12358 - x12357 * x12480 + 4 x12358^2 - x12358 * x12359 - x12358 * x12481 + 4 x12359^2 - x12359 * x12360 - x12359 * x12482 + 4 x12360^2 - x12360 * x12361 - x12360 * x12483 + 4 x12361^2 - x12361 * x12362 - x12361 * x12484 + 4 x12362^2 - x12362 * x12363 - x12362 * x12485 + 4 x12363^2 - x12363 * x12364 - x12363 * x12486 + 4 x12364^2 - x12364 * x12365 - x12364 * x12487 + 4 x12365^2 - x12365 * x12366 - x12365 * x12488 + 4 x12366^2 - x12366 * x12367 - x12366 * x12489 + 4 x12367^2 - x12367 * x12368 - x12367 * x12490 + 4 x12368^2 - x12368 * x12369 - x12368 * x12491 + 4 x12369^2 - x12369 * x12370 - x12369 * x12492 + 4 x12370^2 - x12370 * x12371 - x12370 * x12493 + 4 x12371^2 - x12371 * x12372 - x12371 * x12494 + 4 x12372^2 - x12372 * x12373 - x12372 * x12495 + 4 x12373^2 - x12373 * x12374 - x12373 * x12496 + 4 x12374^2 - x12374 * x12375 - x12374 * x12497 + 4 x12375^2 - x12375 * x12376 - x12375 * x12498 + 4 x12376^2 - x12376 * x12377 - x12376 * x12499 + 4 x12377^2 - x12377 * x12378 - x12377 * x12500 + 4 x12378^2 - x12378 * x12379 - x12378 * x12501 + 4 x12379^2 - x12379 * x12380 - x12379 * x12502 + 4 x12380^2 - x12380 * x12381 - x12380 * x12503 + 4 x12381^2 - x12381 * x12382 - x12381 * x12504 + 4 x12382^2 - x12382 * x12383 - x12382 * x12505 + 4 x12383^2 - x12383 * x12384 - x12383 * x12506 + 4 x12384^2 - x12384 * x12385 - x12384 * x12507 + 4 x12385^2 - x12385 * x12386 - x12385 * x12508 + 4 x12386^2 - x12386 * x12387 - x12386 * x12509 + 4 x12387^2 - x12387 * x12388 - x12387 * x12510 + 4 x12388^2 - x12388 * x12389 - x12388 * x12511 + 4 x12389^2 - x12389 * x12390 - x12389 * x12512 + 4 x12390^2 - x12390 * x12391 - x12390 * x12513 + 4 x12391^2 - x12391 * x12392 - x12391 * x12514 + 4 x12392^2 - x12392 * x12393 - x12392 * x12515 + 4 x12393^2 - x12393 * x12394 - x12393 * x12516 + 4 x12394^2 - x12394 * x12395 - x12394 * x12517 + 4 x12395^2 - x12395 * x12396 - x12395 * x12518 + 4 x12396^2 - x12396 * x12397 - x12396 * x12519 + 4 x12397^2 - x12397 * x12398 - x12397 * x12520 + 4 x12398^2 - x12398 * x12399 - x12398 * x12521 + 4 x12399^2 - x12399 * x12400 - x12399 * x12522 + 4 x12400^2 - x12400 * x12401 - x12400 * x12523 + 4 x12401^2 - x12401 * x12402 - x12401 * x12524 + 4 x12402^2 - x12402 * x12403 - x12402 * x12525 + 4 x12403^2 - x12403 * x12404 - x12403 * x12526 + 4 x12404^2 - x12404 * x12405 - x12404 * x12527 + 4 x12405^2 - x12405 * x12406 - x12405 * x12528 + 4 x12406^2 - x12406 * x12407 - x12406 * x12529 + 4 x12407^2 - x12407 * x12408 - x12407 * x12530 + 4 x12408^2 - x12408 * x12409 - x12408 * x12531 + 4 x12409^2 - x12409 * x12410 - x12409 * x12532 + 4 x12410^2 - x12410 * x12411 - x12410 * x12533 + 4 x12411^2 - x12411 * x12412 - x12411 * x12534 + 4 x12412^2 - x12412 * x12413 - x12412 * x12535 + 4 x12413^2 - x12413 * x12414 - x12413 * x12536 + 4 x12414^2 - x12414 * x12415 - x12414 * x12537 + 4 x12415^2 - x12415 * x12416 - x12415 * x12538 + 4 x12416^2 - x12416 * x12417 - x12416 * x12539 + 4 x12417^2 - x12417 * x12418 - x12417 * x12540 + 4 x12418^2 - x12418 * x12419 - x12418 * x12541 + 4 x12419^2 - x12419 * x12420 - x12419 * x12542 + 4 x12420^2 - x12420 * x12421 - x12420 * x12543 + 4 x12421^2 - x12421 * x12422 - x12421 * x12544 + 4 x12422^2 - x12422 * x12423 - x12422 * x12545 + 4 x12423^2 - x12423 * x12424 - x12423 * x12546 + 3.5 x12424^2 - x12424 * x12547 + 3.5 x12425^2 - x12425 * x12426 - x12425 * x12548 + 4 x12426^2 - x12426 * x12427 - x12426 * x12549 + 4 x12427^2 - x12427 * x12428 - x12427 * x12550 + 4 x12428^2 - x12428 * x12429 - x12428 * x12551 + 4 x12429^2 - x12429 * x12430 - x12429 * x12552 + 4 x12430^2 - x12430 * x12431 - x12430 * x12553 + 4 x12431^2 - x12431 * x12432 - x12431 * x12554 + 4 x12432^2 - x12432 * x12433 - x12432 * x12555 + 4 x12433^2 - x12433 * x12434 - x12433 * x12556 + 4 x12434^2 - x12434 * x12435 - x12434 * x12557 + 4 x12435^2 - x12435 * x12436 - x12435 * x12558 + 4 x12436^2 - x12436 * x12437 - x12436 * x12559 + 4 x12437^2 - x12437 * x12438 - x12437 * x12560 + 4 x12438^2 - x12438 * x12439 - x12438 * x12561 + 4 x12439^2 - x12439 * x12440 - x12439 * x12562 + 4 x12440^2 - x12440 * x12441 - x12440 * x12563 + 4 x12441^2 - x12441 * x12442 - x12441 * x12564 + 4 x12442^2 - x12442 * x12443 - x12442 * x12565 + 4 x12443^2 - x12443 * x12444 - x12443 * x12566 + 4 x12444^2 - x12444 * x12445 - x12444 * x12567 + 4 x12445^2 - x12445 * x12446 - x12445 * x12568 + 4 x12446^2 - x12446 * x12447 - x12446 * x12569 + 4 x12447^2 - x12447 * x12448 - x12447 * x12570 + 4 x12448^2 - x12448 * x12449 - x12448 * x12571 + 4 x12449^2 - x12449 * x12450 - x12449 * x12572 + 4 x12450^2 - x12450 * x12451 - x12450 * x12573 + 4 x12451^2 - x12451 * x12452 - x12451 * x12574 + 4 x12452^2 - x12452 * x12453 - x12452 * x12575 + 4 x12453^2 - x12453 * x12454 - x12453 * x12576 + 4 x12454^2 - x12454 * x12455 - x12454 * x12577 + 4 x12455^2 - x12455 * x12456 - x12455 * x12578 + 4 x12456^2 - x12456 * x12457 - x12456 * x12579 + 4 x12457^2 - x12457 * x12458 - x12457 * x12580 + 4 x12458^2 - x12458 * x12459 - x12458 * x12581 + 4 x12459^2 - x12459 * x12460 - x12459 * x12582 + 4 x12460^2 - x12460 * x12461 - x12460 * x12583 + 4 x12461^2 - x12461 * x12462 - x12461 * x12584 + 4 x12462^2 - x12462 * x12463 - x12462 * x12585 + 4 x12463^2 - x12463 * x12464 - x12463 * x12586 + 4 x12464^2 - x12464 * x12465 - x12464 * x12587 + 4 x12465^2 - x12465 * x12466 - x12465 * x12588 + 4 x12466^2 - x12466 * x12467 - x12466 * x12589 + 4 x12467^2 - x12467 * x12468 - x12467 * x12590 + 4 x12468^2 - x12468 * x12469 - x12468 * x12591 + 4 x12469^2 - x12469 * x12470 - x12469 * x12592 + 4 x12470^2 - x12470 * x12471 - x12470 * x12593 + 4 x12471^2 - x12471 * x12472 - x12471 * x12594 + 4 x12472^2 - x12472 * x12473 - x12472 * x12595 + 4 x12473^2 - x12473 * x12474 - x12473 * x12596 + 4 x12474^2 - x12474 * x12475 - x12474 * x12597 + 4 x12475^2 - x12475 * x12476 - x12475 * x12598 + 4 x12476^2 - x12476 * x12477 - x12476 * x12599 + 4 x12477^2 - x12477 * x12478 - x12477 * x12600 + 4 x12478^2 - x12478 * x12479 - x12478 * x12601 + 4 x12479^2 - x12479 * x12480 - x12479 * x12602 + 4 x12480^2 - x12480 * x12481 - x12480 * x12603 + 4 x12481^2 - x12481 * x12482 - x12481 * x12604 + 4 x12482^2 - x12482 * x12483 - x12482 * x12605 + 4 x12483^2 - x12483 * x12484 - x12483 * x12606 + 4 x12484^2 - x12484 * x12485 - x12484 * x12607 + 4 x12485^2 - x12485 * x12486 - x12485 * x12608 + 4 x12486^2 - x12486 * x12487 - x12486 * x12609 + 4 x12487^2 - x12487 * x12488 - x12487 * x12610 + 4 x12488^2 - x12488 * x12489 - x12488 * x12611 + 4 x12489^2 - x12489 * x12490 - x12489 * x12612 + 4 x12490^2 - x12490 * x12491 - x12490 * x12613 + 4 x12491^2 - x12491 * x12492 - x12491 * x12614 + 4 x12492^2 - x12492 * x12493 - x12492 * x12615 + 4 x12493^2 - x12493 * x12494 - x12493 * x12616 + 4 x12494^2 - x12494 * x12495 - x12494 * x12617 + 4 x12495^2 - x12495 * x12496 - x12495 * x12618 + 4 x12496^2 - x12496 * x12497 - x12496 * x12619 + 4 x12497^2 - x12497 * x12498 - x12497 * x12620 + 4 x12498^2 - x12498 * x12499 - x12498 * x12621 + 4 x12499^2 - x12499 * x12500 - x12499 * x12622 + 4 x12500^2 - x12500 * x12501 - x12500 * x12623 + 4 x12501^2 - x12501 * x12502 - x12501 * x12624 + 4 x12502^2 - x12502 * x12503 - x12502 * x12625 + 4 x12503^2 - x12503 * x12504 - x12503 * x12626 + 4 x12504^2 - x12504 * x12505 - x12504 * x12627 + 4 x12505^2 - x12505 * x12506 - x12505 * x12628 + 4 x12506^2 - x12506 * x12507 - x12506 * x12629 + 4 x12507^2 - x12507 * x12508 - x12507 * x12630 + 4 x12508^2 - x12508 * x12509 - x12508 * x12631 + 4 x12509^2 - x12509 * x12510 - x12509 * x12632 + 4 x12510^2 - x12510 * x12511 - x12510 * x12633 + 4 x12511^2 - x12511 * x12512 - x12511 * x12634 + 4 x12512^2 - x12512 * x12513 - x12512 * x12635 + 4 x12513^2 - x12513 * x12514 - x12513 * x12636 + 4 x12514^2 - x12514 * x12515 - x12514 * x12637 + 4 x12515^2 - x12515 * x12516 - x12515 * x12638 + 4 x12516^2 - x12516 * x12517 - x12516 * x12639 + 4 x12517^2 - x12517 * x12518 - x12517 * x12640 + 4 x12518^2 - x12518 * x12519 - x12518 * x12641 + 4 x12519^2 - x12519 * x12520 - x12519 * x12642 + 4 x12520^2 - x12520 * x12521 - x12520 * x12643 + 4 x12521^2 - x12521 * x12522 - x12521 * x12644 + 4 x12522^2 - x12522 * x12523 - x12522 * x12645 + 4 x12523^2 - x12523 * x12524 - x12523 * x12646 + 4 x12524^2 - x12524 * x12525 - x12524 * x12647 + 4 x12525^2 - x12525 * x12526 - x12525 * x12648 + 4 x12526^2 - x12526 * x12527 - x12526 * x12649 + 4 x12527^2 - x12527 * x12528 - x12527 * x12650 + 4 x12528^2 - x12528 * x12529 - x12528 * x12651 + 4 x12529^2 - x12529 * x12530 - x12529 * x12652 + 4 x12530^2 - x12530 * x12531 - x12530 * x12653 + 4 x12531^2 - x12531 * x12532 - x12531 * x12654 + 4 x12532^2 - x12532 * x12533 - x12532 * x12655 + 4 x12533^2 - x12533 * x12534 - x12533 * x12656 + 4 x12534^2 - x12534 * x12535 - x12534 * x12657 + 4 x12535^2 - x12535 * x12536 - x12535 * x12658 + 4 x12536^2 - x12536 * x12537 - x12536 * x12659 + 4 x12537^2 - x12537 * x12538 - x12537 * x12660 + 4 x12538^2 - x12538 * x12539 - x12538 * x12661 + 4 x12539^2 - x12539 * x12540 - x12539 * x12662 + 4 x12540^2 - x12540 * x12541 - x12540 * x12663 + 4 x12541^2 - x12541 * x12542 - x12541 * x12664 + 4 x12542^2 - x12542 * x12543 - x12542 * x12665 + 4 x12543^2 - x12543 * x12544 - x12543 * x12666 + 4 x12544^2 - x12544 * x12545 - x12544 * x12667 + 4 x12545^2 - x12545 * x12546 - x12545 * x12668 + 4 x12546^2 - x12546 * x12547 - x12546 * x12669 + 3.5 x12547^2 - x12547 * x12670 + 3.5 x12548^2 - x12548 * x12549 - x12548 * x12671 + 4 x12549^2 - x12549 * x12550 - x12549 * x12672 + 4 x12550^2 - x12550 * x12551 - x12550 * x12673 + 4 x12551^2 - x12551 * x12552 - x12551 * x12674 + 4 x12552^2 - x12552 * x12553 - x12552 * x12675 + 4 x12553^2 - x12553 * x12554 - x12553 * x12676 + 4 x12554^2 - x12554 * x12555 - x12554 * x12677 + 4 x12555^2 - x12555 * x12556 - x12555 * x12678 + 4 x12556^2 - x12556 * x12557 - x12556 * x12679 + 4 x12557^2 - x12557 * x12558 - x12557 * x12680 + 4 x12558^2 - x12558 * x12559 - x12558 * x12681 + 4 x12559^2 - x12559 * x12560 - x12559 * x12682 + 4 x12560^2 - x12560 * x12561 - x12560 * x12683 + 4 x12561^2 - x12561 * x12562 - x12561 * x12684 + 4 x12562^2 - x12562 * x12563 - x12562 * x12685 + 4 x12563^2 - x12563 * x12564 - x12563 * x12686 + 4 x12564^2 - x12564 * x12565 - x12564 * x12687 + 4 x12565^2 - x12565 * x12566 - x12565 * x12688 + 4 x12566^2 - x12566 * x12567 - x12566 * x12689 + 4 x12567^2 - x12567 * x12568 - x12567 * x12690 + 4 x12568^2 - x12568 * x12569 - x12568 * x12691 + 4 x12569^2 - x12569 * x12570 - x12569 * x12692 + 4 x12570^2 - x12570 * x12571 - x12570 * x12693 + 4 x12571^2 - x12571 * x12572 - x12571 * x12694 + 4 x12572^2 - x12572 * x12573 - x12572 * x12695 + 4 x12573^2 - x12573 * x12574 - x12573 * x12696 + 4 x12574^2 - x12574 * x12575 - x12574 * x12697 + 4 x12575^2 - x12575 * x12576 - x12575 * x12698 + 4 x12576^2 - x12576 * x12577 - x12576 * x12699 + 4 x12577^2 - x12577 * x12578 - x12577 * x12700 + 4 x12578^2 - x12578 * x12579 - x12578 * x12701 + 4 x12579^2 - x12579 * x12580 - x12579 * x12702 + 4 x12580^2 - x12580 * x12581 - x12580 * x12703 + 4 x12581^2 - x12581 * x12582 - x12581 * x12704 + 4 x12582^2 - x12582 * x12583 - x12582 * x12705 + 4 x12583^2 - x12583 * x12584 - x12583 * x12706 + 4 x12584^2 - x12584 * x12585 - x12584 * x12707 + 4 x12585^2 - x12585 * x12586 - x12585 * x12708 + 4 x12586^2 - x12586 * x12587 - x12586 * x12709 + 4 x12587^2 - x12587 * x12588 - x12587 * x12710 + 4 x12588^2 - x12588 * x12589 - x12588 * x12711 + 4 x12589^2 - x12589 * x12590 - x12589 * x12712 + 4 x12590^2 - x12590 * x12591 - x12590 * x12713 + 4 x12591^2 - x12591 * x12592 - x12591 * x12714 + 4 x12592^2 - x12592 * x12593 - x12592 * x12715 + 4 x12593^2 - x12593 * x12594 - x12593 * x12716 + 4 x12594^2 - x12594 * x12595 - x12594 * x12717 + 4 x12595^2 - x12595 * x12596 - x12595 * x12718 + 4 x12596^2 - x12596 * x12597 - x12596 * x12719 + 4 x12597^2 - x12597 * x12598 - x12597 * x12720 + 4 x12598^2 - x12598 * x12599 - x12598 * x12721 + 4 x12599^2 - x12599 * x12600 - x12599 * x12722 + 4 x12600^2 - x12600 * x12601 - x12600 * x12723 + 4 x12601^2 - x12601 * x12602 - x12601 * x12724 + 4 x12602^2 - x12602 * x12603 - x12602 * x12725 + 4 x12603^2 - x12603 * x12604 - x12603 * x12726 + 4 x12604^2 - x12604 * x12605 - x12604 * x12727 + 4 x12605^2 - x12605 * x12606 - x12605 * x12728 + 4 x12606^2 - x12606 * x12607 - x12606 * x12729 + 4 x12607^2 - x12607 * x12608 - x12607 * x12730 + 4 x12608^2 - x12608 * x12609 - x12608 * x12731 + 4 x12609^2 - x12609 * x12610 - x12609 * x12732 + 4 x12610^2 - x12610 * x12611 - x12610 * x12733 + 4 x12611^2 - x12611 * x12612 - x12611 * x12734 + 4 x12612^2 - x12612 * x12613 - x12612 * x12735 + 4 x12613^2 - x12613 * x12614 - x12613 * x12736 + 4 x12614^2 - x12614 * x12615 - x12614 * x12737 + 4 x12615^2 - x12615 * x12616 - x12615 * x12738 + 4 x12616^2 - x12616 * x12617 - x12616 * x12739 + 4 x12617^2 - x12617 * x12618 - x12617 * x12740 + 4 x12618^2 - x12618 * x12619 - x12618 * x12741 + 4 x12619^2 - x12619 * x12620 - x12619 * x12742 + 4 x12620^2 - x12620 * x12621 - x12620 * x12743 + 4 x12621^2 - x12621 * x12622 - x12621 * x12744 + 4 x12622^2 - x12622 * x12623 - x12622 * x12745 + 4 x12623^2 - x12623 * x12624 - x12623 * x12746 + 4 x12624^2 - x12624 * x12625 - x12624 * x12747 + 4 x12625^2 - x12625 * x12626 - x12625 * x12748 + 4 x12626^2 - x12626 * x12627 - x12626 * x12749 + 4 x12627^2 - x12627 * x12628 - x12627 * x12750 + 4 x12628^2 - x12628 * x12629 - x12628 * x12751 + 4 x12629^2 - x12629 * x12630 - x12629 * x12752 + 4 x12630^2 - x12630 * x12631 - x12630 * x12753 + 4 x12631^2 - x12631 * x12632 - x12631 * x12754 + 4 x12632^2 - x12632 * x12633 - x12632 * x12755 + 4 x12633^2 - x12633 * x12634 - x12633 * x12756 + 4 x12634^2 - x12634 * x12635 - x12634 * x12757 + 4 x12635^2 - x12635 * x12636 - x12635 * x12758 + 4 x12636^2 - x12636 * x12637 - x12636 * x12759 + 4 x12637^2 - x12637 * x12638 - x12637 * x12760 + 4 x12638^2 - x12638 * x12639 - x12638 * x12761 + 4 x12639^2 - x12639 * x12640 - x12639 * x12762 + 4 x12640^2 - x12640 * x12641 - x12640 * x12763 + 4 x12641^2 - x12641 * x12642 - x12641 * x12764 + 4 x12642^2 - x12642 * x12643 - x12642 * x12765 + 4 x12643^2 - x12643 * x12644 - x12643 * x12766 + 4 x12644^2 - x12644 * x12645 - x12644 * x12767 + 4 x12645^2 - x12645 * x12646 - x12645 * x12768 + 4 x12646^2 - x12646 * x12647 - x12646 * x12769 + 4 x12647^2 - x12647 * x12648 - x12647 * x12770 + 4 x12648^2 - x12648 * x12649 - x12648 * x12771 + 4 x12649^2 - x12649 * x12650 - x12649 * x12772 + 4 x12650^2 - x12650 * x12651 - x12650 * x12773 + 4 x12651^2 - x12651 * x12652 - x12651 * x12774 + 4 x12652^2 - x12652 * x12653 - x12652 * x12775 + 4 x12653^2 - x12653 * x12654 - x12653 * x12776 + 4 x12654^2 - x12654 * x12655 - x12654 * x12777 + 4 x12655^2 - x12655 * x12656 - x12655 * x12778 + 4 x12656^2 - x12656 * x12657 - x12656 * x12779 + 4 x12657^2 - x12657 * x12658 - x12657 * x12780 + 4 x12658^2 - x12658 * x12659 - x12658 * x12781 + 4 x12659^2 - x12659 * x12660 - x12659 * x12782 + 4 x12660^2 - x12660 * x12661 - x12660 * x12783 + 4 x12661^2 - x12661 * x12662 - x12661 * x12784 + 4 x12662^2 - x12662 * x12663 - x12662 * x12785 + 4 x12663^2 - x12663 * x12664 - x12663 * x12786 + 4 x12664^2 - x12664 * x12665 - x12664 * x12787 + 4 x12665^2 - x12665 * x12666 - x12665 * x12788 + 4 x12666^2 - x12666 * x12667 - x12666 * x12789 + 4 x12667^2 - x12667 * x12668 - x12667 * x12790 + 4 x12668^2 - x12668 * x12669 - x12668 * x12791 + 4 x12669^2 - x12669 * x12670 - x12669 * x12792 + 3.5 x12670^2 - x12670 * x12793 + 3.5 x12671^2 - x12671 * x12672 - x12671 * x12794 + 4 x12672^2 - x12672 * x12673 - x12672 * x12795 + 4 x12673^2 - x12673 * x12674 - x12673 * x12796 + 4 x12674^2 - x12674 * x12675 - x12674 * x12797 + 4 x12675^2 - x12675 * x12676 - x12675 * x12798 + 4 x12676^2 - x12676 * x12677 - x12676 * x12799 + 4 x12677^2 - x12677 * x12678 - x12677 * x12800 + 4 x12678^2 - x12678 * x12679 - x12678 * x12801 + 4 x12679^2 - x12679 * x12680 - x12679 * x12802 + 4 x12680^2 - x12680 * x12681 - x12680 * x12803 + 4 x12681^2 - x12681 * x12682 - x12681 * x12804 + 4 x12682^2 - x12682 * x12683 - x12682 * x12805 + 4 x12683^2 - x12683 * x12684 - x12683 * x12806 + 4 x12684^2 - x12684 * x12685 - x12684 * x12807 + 4 x12685^2 - x12685 * x12686 - x12685 * x12808 + 4 x12686^2 - x12686 * x12687 - x12686 * x12809 + 4 x12687^2 - x12687 * x12688 - x12687 * x12810 + 4 x12688^2 - x12688 * x12689 - x12688 * x12811 + 4 x12689^2 - x12689 * x12690 - x12689 * x12812 + 4 x12690^2 - x12690 * x12691 - x12690 * x12813 + 4 x12691^2 - x12691 * x12692 - x12691 * x12814 + 4 x12692^2 - x12692 * x12693 - x12692 * x12815 + 4 x12693^2 - x12693 * x12694 - x12693 * x12816 + 4 x12694^2 - x12694 * x12695 - x12694 * x12817 + 4 x12695^2 - x12695 * x12696 - x12695 * x12818 + 4 x12696^2 - x12696 * x12697 - x12696 * x12819 + 4 x12697^2 - x12697 * x12698 - x12697 * x12820 + 4 x12698^2 - x12698 * x12699 - x12698 * x12821 + 4 x12699^2 - x12699 * x12700 - x12699 * x12822 + 4 x12700^2 - x12700 * x12701 - x12700 * x12823 + 4 x12701^2 - x12701 * x12702 - x12701 * x12824 + 4 x12702^2 - x12702 * x12703 - x12702 * x12825 + 4 x12703^2 - x12703 * x12704 - x12703 * x12826 + 4 x12704^2 - x12704 * x12705 - x12704 * x12827 + 4 x12705^2 - x12705 * x12706 - x12705 * x12828 + 4 x12706^2 - x12706 * x12707 - x12706 * x12829 + 4 x12707^2 - x12707 * x12708 - x12707 * x12830 + 4 x12708^2 - x12708 * x12709 - x12708 * x12831 + 4 x12709^2 - x12709 * x12710 - x12709 * x12832 + 4 x12710^2 - x12710 * x12711 - x12710 * x12833 + 4 x12711^2 - x12711 * x12712 - x12711 * x12834 + 4 x12712^2 - x12712 * x12713 - x12712 * x12835 + 4 x12713^2 - x12713 * x12714 - x12713 * x12836 + 4 x12714^2 - x12714 * x12715 - x12714 * x12837 + 4 x12715^2 - x12715 * x12716 - x12715 * x12838 + 4 x12716^2 - x12716 * x12717 - x12716 * x12839 + 4 x12717^2 - x12717 * x12718 - x12717 * x12840 + 4 x12718^2 - x12718 * x12719 - x12718 * x12841 + 4 x12719^2 - x12719 * x12720 - x12719 * x12842 + 4 x12720^2 - x12720 * x12721 - x12720 * x12843 + 4 x12721^2 - x12721 * x12722 - x12721 * x12844 + 4 x12722^2 - x12722 * x12723 - x12722 * x12845 + 4 x12723^2 - x12723 * x12724 - x12723 * x12846 + 4 x12724^2 - x12724 * x12725 - x12724 * x12847 + 4 x12725^2 - x12725 * x12726 - x12725 * x12848 + 4 x12726^2 - x12726 * x12727 - x12726 * x12849 + 4 x12727^2 - x12727 * x12728 - x12727 * x12850 + 4 x12728^2 - x12728 * x12729 - x12728 * x12851 + 4 x12729^2 - x12729 * x12730 - x12729 * x12852 + 4 x12730^2 - x12730 * x12731 - x12730 * x12853 + 4 x12731^2 - x12731 * x12732 - x12731 * x12854 + 4 x12732^2 - x12732 * x12733 - x12732 * x12855 + 4 x12733^2 - x12733 * x12734 - x12733 * x12856 + 4 x12734^2 - x12734 * x12735 - x12734 * x12857 + 4 x12735^2 - x12735 * x12736 - x12735 * x12858 + 4 x12736^2 - x12736 * x12737 - x12736 * x12859 + 4 x12737^2 - x12737 * x12738 - x12737 * x12860 + 4 x12738^2 - x12738 * x12739 - x12738 * x12861 + 4 x12739^2 - x12739 * x12740 - x12739 * x12862 + 4 x12740^2 - x12740 * x12741 - x12740 * x12863 + 4 x12741^2 - x12741 * x12742 - x12741 * x12864 + 4 x12742^2 - x12742 * x12743 - x12742 * x12865 + 4 x12743^2 - x12743 * x12744 - x12743 * x12866 + 4 x12744^2 - x12744 * x12745 - x12744 * x12867 + 4 x12745^2 - x12745 * x12746 - x12745 * x12868 + 4 x12746^2 - x12746 * x12747 - x12746 * x12869 + 4 x12747^2 - x12747 * x12748 - x12747 * x12870 + 4 x12748^2 - x12748 * x12749 - x12748 * x12871 + 4 x12749^2 - x12749 * x12750 - x12749 * x12872 + 4 x12750^2 - x12750 * x12751 - x12750 * x12873 + 4 x12751^2 - x12751 * x12752 - x12751 * x12874 + 4 x12752^2 - x12752 * x12753 - x12752 * x12875 + 4 x12753^2 - x12753 * x12754 - x12753 * x12876 + 4 x12754^2 - x12754 * x12755 - x12754 * x12877 + 4 x12755^2 - x12755 * x12756 - x12755 * x12878 + 4 x12756^2 - x12756 * x12757 - x12756 * x12879 + 4 x12757^2 - x12757 * x12758 - x12757 * x12880 + 4 x12758^2 - x12758 * x12759 - x12758 * x12881 + 4 x12759^2 - x12759 * x12760 - x12759 * x12882 + 4 x12760^2 - x12760 * x12761 - x12760 * x12883 + 4 x12761^2 - x12761 * x12762 - x12761 * x12884 + 4 x12762^2 - x12762 * x12763 - x12762 * x12885 + 4 x12763^2 - x12763 * x12764 - x12763 * x12886 + 4 x12764^2 - x12764 * x12765 - x12764 * x12887 + 4 x12765^2 - x12765 * x12766 - x12765 * x12888 + 4 x12766^2 - x12766 * x12767 - x12766 * x12889 + 4 x12767^2 - x12767 * x12768 - x12767 * x12890 + 4 x12768^2 - x12768 * x12769 - x12768 * x12891 + 4 x12769^2 - x12769 * x12770 - x12769 * x12892 + 4 x12770^2 - x12770 * x12771 - x12770 * x12893 + 4 x12771^2 - x12771 * x12772 - x12771 * x12894 + 4 x12772^2 - x12772 * x12773 - x12772 * x12895 + 4 x12773^2 - x12773 * x12774 - x12773 * x12896 + 4 x12774^2 - x12774 * x12775 - x12774 * x12897 + 4 x12775^2 - x12775 * x12776 - x12775 * x12898 + 4 x12776^2 - x12776 * x12777 - x12776 * x12899 + 4 x12777^2 - x12777 * x12778 - x12777 * x12900 + 4 x12778^2 - x12778 * x12779 - x12778 * x12901 + 4 x12779^2 - x12779 * x12780 - x12779 * x12902 + 4 x12780^2 - x12780 * x12781 - x12780 * x12903 + 4 x12781^2 - x12781 * x12782 - x12781 * x12904 + 4 x12782^2 - x12782 * x12783 - x12782 * x12905 + 4 x12783^2 - x12783 * x12784 - x12783 * x12906 + 4 x12784^2 - x12784 * x12785 - x12784 * x12907 + 4 x12785^2 - x12785 * x12786 - x12785 * x12908 + 4 x12786^2 - x12786 * x12787 - x12786 * x12909 + 4 x12787^2 - x12787 * x12788 - x12787 * x12910 + 4 x12788^2 - x12788 * x12789 - x12788 * x12911 + 4 x12789^2 - x12789 * x12790 - x12789 * x12912 + 4 x12790^2 - x12790 * x12791 - x12790 * x12913 + 4 x12791^2 - x12791 * x12792 - x12791 * x12914 + 4 x12792^2 - x12792 * x12793 - x12792 * x12915 + 3.5 x12793^2 - x12793 * x12916 + 3.5 x12794^2 - x12794 * x12795 - x12794 * x12917 + 4 x12795^2 - x12795 * x12796 - x12795 * x12918 + 4 x12796^2 - x12796 * x12797 - x12796 * x12919 + 4 x12797^2 - x12797 * x12798 - x12797 * x12920 + 4 x12798^2 - x12798 * x12799 - x12798 * x12921 + 4 x12799^2 - x12799 * x12800 - x12799 * x12922 + 4 x12800^2 - x12800 * x12801 - x12800 * x12923 + 4 x12801^2 - x12801 * x12802 - x12801 * x12924 + 4 x12802^2 - x12802 * x12803 - x12802 * x12925 + 4 x12803^2 - x12803 * x12804 - x12803 * x12926 + 4 x12804^2 - x12804 * x12805 - x12804 * x12927 + 4 x12805^2 - x12805 * x12806 - x12805 * x12928 + 4 x12806^2 - x12806 * x12807 - x12806 * x12929 + 4 x12807^2 - x12807 * x12808 - x12807 * x12930 + 4 x12808^2 - x12808 * x12809 - x12808 * x12931 + 4 x12809^2 - x12809 * x12810 - x12809 * x12932 + 4 x12810^2 - x12810 * x12811 - x12810 * x12933 + 4 x12811^2 - x12811 * x12812 - x12811 * x12934 + 4 x12812^2 - x12812 * x12813 - x12812 * x12935 + 4 x12813^2 - x12813 * x12814 - x12813 * x12936 + 4 x12814^2 - x12814 * x12815 - x12814 * x12937 + 4 x12815^2 - x12815 * x12816 - x12815 * x12938 + 4 x12816^2 - x12816 * x12817 - x12816 * x12939 + 4 x12817^2 - x12817 * x12818 - x12817 * x12940 + 4 x12818^2 - x12818 * x12819 - x12818 * x12941 + 4 x12819^2 - x12819 * x12820 - x12819 * x12942 + 4 x12820^2 - x12820 * x12821 - x12820 * x12943 + 4 x12821^2 - x12821 * x12822 - x12821 * x12944 + 4 x12822^2 - x12822 * x12823 - x12822 * x12945 + 4 x12823^2 - x12823 * x12824 - x12823 * x12946 + 4 x12824^2 - x12824 * x12825 - x12824 * x12947 + 4 x12825^2 - x12825 * x12826 - x12825 * x12948 + 4 x12826^2 - x12826 * x12827 - x12826 * x12949 + 4 x12827^2 - x12827 * x12828 - x12827 * x12950 + 4 x12828^2 - x12828 * x12829 - x12828 * x12951 + 4 x12829^2 - x12829 * x12830 - x12829 * x12952 + 4 x12830^2 - x12830 * x12831 - x12830 * x12953 + 4 x12831^2 - x12831 * x12832 - x12831 * x12954 + 4 x12832^2 - x12832 * x12833 - x12832 * x12955 + 4 x12833^2 - x12833 * x12834 - x12833 * x12956 + 4 x12834^2 - x12834 * x12835 - x12834 * x12957 + 4 x12835^2 - x12835 * x12836 - x12835 * x12958 + 4 x12836^2 - x12836 * x12837 - x12836 * x12959 + 4 x12837^2 - x12837 * x12838 - x12837 * x12960 + 4 x12838^2 - x12838 * x12839 - x12838 * x12961 + 4 x12839^2 - x12839 * x12840 - x12839 * x12962 + 4 x12840^2 - x12840 * x12841 - x12840 * x12963 + 4 x12841^2 - x12841 * x12842 - x12841 * x12964 + 4 x12842^2 - x12842 * x12843 - x12842 * x12965 + 4 x12843^2 - x12843 * x12844 - x12843 * x12966 + 4 x12844^2 - x12844 * x12845 - x12844 * x12967 + 4 x12845^2 - x12845 * x12846 - x12845 * x12968 + 4 x12846^2 - x12846 * x12847 - x12846 * x12969 + 4 x12847^2 - x12847 * x12848 - x12847 * x12970 + 4 x12848^2 - x12848 * x12849 - x12848 * x12971 + 4 x12849^2 - x12849 * x12850 - x12849 * x12972 + 4 x12850^2 - x12850 * x12851 - x12850 * x12973 + 4 x12851^2 - x12851 * x12852 - x12851 * x12974 + 4 x12852^2 - x12852 * x12853 - x12852 * x12975 + 4 x12853^2 - x12853 * x12854 - x12853 * x12976 + 4 x12854^2 - x12854 * x12855 - x12854 * x12977 + 4 x12855^2 - x12855 * x12856 - x12855 * x12978 + 4 x12856^2 - x12856 * x12857 - x12856 * x12979 + 4 x12857^2 - x12857 * x12858 - x12857 * x12980 + 4 x12858^2 - x12858 * x12859 - x12858 * x12981 + 4 x12859^2 - x12859 * x12860 - x12859 * x12982 + 4 x12860^2 - x12860 * x12861 - x12860 * x12983 + 4 x12861^2 - x12861 * x12862 - x12861 * x12984 + 4 x12862^2 - x12862 * x12863 - x12862 * x12985 + 4 x12863^2 - x12863 * x12864 - x12863 * x12986 + 4 x12864^2 - x12864 * x12865 - x12864 * x12987 + 4 x12865^2 - x12865 * x12866 - x12865 * x12988 + 4 x12866^2 - x12866 * x12867 - x12866 * x12989 + 4 x12867^2 - x12867 * x12868 - x12867 * x12990 + 4 x12868^2 - x12868 * x12869 - x12868 * x12991 + 4 x12869^2 - x12869 * x12870 - x12869 * x12992 + 4 x12870^2 - x12870 * x12871 - x12870 * x12993 + 4 x12871^2 - x12871 * x12872 - x12871 * x12994 + 4 x12872^2 - x12872 * x12873 - x12872 * x12995 + 4 x12873^2 - x12873 * x12874 - x12873 * x12996 + 4 x12874^2 - x12874 * x12875 - x12874 * x12997 + 4 x12875^2 - x12875 * x12876 - x12875 * x12998 + 4 x12876^2 - x12876 * x12877 - x12876 * x12999 + 4 x12877^2 - x12877 * x12878 - x12877 * x13000 + 4 x12878^2 - x12878 * x12879 - x12878 * x13001 + 4 x12879^2 - x12879 * x12880 - x12879 * x13002 + 4 x12880^2 - x12880 * x12881 - x12880 * x13003 + 4 x12881^2 - x12881 * x12882 - x12881 * x13004 + 4 x12882^2 - x12882 * x12883 - x12882 * x13005 + 4 x12883^2 - x12883 * x12884 - x12883 * x13006 + 4 x12884^2 - x12884 * x12885 - x12884 * x13007 + 4 x12885^2 - x12885 * x12886 - x12885 * x13008 + 4 x12886^2 - x12886 * x12887 - x12886 * x13009 + 4 x12887^2 - x12887 * x12888 - x12887 * x13010 + 4 x12888^2 - x12888 * x12889 - x12888 * x13011 + 4 x12889^2 - x12889 * x12890 - x12889 * x13012 + 4 x12890^2 - x12890 * x12891 - x12890 * x13013 + 4 x12891^2 - x12891 * x12892 - x12891 * x13014 + 4 x12892^2 - x12892 * x12893 - x12892 * x13015 + 4 x12893^2 - x12893 * x12894 - x12893 * x13016 + 4 x12894^2 - x12894 * x12895 - x12894 * x13017 + 4 x12895^2 - x12895 * x12896 - x12895 * x13018 + 4 x12896^2 - x12896 * x12897 - x12896 * x13019 + 4 x12897^2 - x12897 * x12898 - x12897 * x13020 + 4 x12898^2 - x12898 * x12899 - x12898 * x13021 + 4 x12899^2 - x12899 * x12900 - x12899 * x13022 + 4 x12900^2 - x12900 * x12901 - x12900 * x13023 + 4 x12901^2 - x12901 * x12902 - x12901 * x13024 + 4 x12902^2 - x12902 * x12903 - x12902 * x13025 + 4 x12903^2 - x12903 * x12904 - x12903 * x13026 + 4 x12904^2 - x12904 * x12905 - x12904 * x13027 + 4 x12905^2 - x12905 * x12906 - x12905 * x13028 + 4 x12906^2 - x12906 * x12907 - x12906 * x13029 + 4 x12907^2 - x12907 * x12908 - x12907 * x13030 + 4 x12908^2 - x12908 * x12909 - x12908 * x13031 + 4 x12909^2 - x12909 * x12910 - x12909 * x13032 + 4 x12910^2 - x12910 * x12911 - x12910 * x13033 + 4 x12911^2 - x12911 * x12912 - x12911 * x13034 + 4 x12912^2 - x12912 * x12913 - x12912 * x13035 + 4 x12913^2 - x12913 * x12914 - x12913 * x13036 + 4 x12914^2 - x12914 * x12915 - x12914 * x13037 + 4 x12915^2 - x12915 * x12916 - x12915 * x13038 + 3.5 x12916^2 - x12916 * x13039 + 3.5 x12917^2 - x12917 * x12918 - x12917 * x13040 + 4 x12918^2 - x12918 * x12919 - x12918 * x13041 + 4 x12919^2 - x12919 * x12920 - x12919 * x13042 + 4 x12920^2 - x12920 * x12921 - x12920 * x13043 + 4 x12921^2 - x12921 * x12922 - x12921 * x13044 + 4 x12922^2 - x12922 * x12923 - x12922 * x13045 + 4 x12923^2 - x12923 * x12924 - x12923 * x13046 + 4 x12924^2 - x12924 * x12925 - x12924 * x13047 + 4 x12925^2 - x12925 * x12926 - x12925 * x13048 + 4 x12926^2 - x12926 * x12927 - x12926 * x13049 + 4 x12927^2 - x12927 * x12928 - x12927 * x13050 + 4 x12928^2 - x12928 * x12929 - x12928 * x13051 + 4 x12929^2 - x12929 * x12930 - x12929 * x13052 + 4 x12930^2 - x12930 * x12931 - x12930 * x13053 + 4 x12931^2 - x12931 * x12932 - x12931 * x13054 + 4 x12932^2 - x12932 * x12933 - x12932 * x13055 + 4 x12933^2 - x12933 * x12934 - x12933 * x13056 + 4 x12934^2 - x12934 * x12935 - x12934 * x13057 + 4 x12935^2 - x12935 * x12936 - x12935 * x13058 + 4 x12936^2 - x12936 * x12937 - x12936 * x13059 + 4 x12937^2 - x12937 * x12938 - x12937 * x13060 + 4 x12938^2 - x12938 * x12939 - x12938 * x13061 + 4 x12939^2 - x12939 * x12940 - x12939 * x13062 + 4 x12940^2 - x12940 * x12941 - x12940 * x13063 + 4 x12941^2 - x12941 * x12942 - x12941 * x13064 + 4 x12942^2 - x12942 * x12943 - x12942 * x13065 + 4 x12943^2 - x12943 * x12944 - x12943 * x13066 + 4 x12944^2 - x12944 * x12945 - x12944 * x13067 + 4 x12945^2 - x12945 * x12946 - x12945 * x13068 + 4 x12946^2 - x12946 * x12947 - x12946 * x13069 + 4 x12947^2 - x12947 * x12948 - x12947 * x13070 + 4 x12948^2 - x12948 * x12949 - x12948 * x13071 + 4 x12949^2 - x12949 * x12950 - x12949 * x13072 + 4 x12950^2 - x12950 * x12951 - x12950 * x13073 + 4 x12951^2 - x12951 * x12952 - x12951 * x13074 + 4 x12952^2 - x12952 * x12953 - x12952 * x13075 + 4 x12953^2 - x12953 * x12954 - x12953 * x13076 + 4 x12954^2 - x12954 * x12955 - x12954 * x13077 + 4 x12955^2 - x12955 * x12956 - x12955 * x13078 + 4 x12956^2 - x12956 * x12957 - x12956 * x13079 + 4 x12957^2 - x12957 * x12958 - x12957 * x13080 + 4 x12958^2 - x12958 * x12959 - x12958 * x13081 + 4 x12959^2 - x12959 * x12960 - x12959 * x13082 + 4 x12960^2 - x12960 * x12961 - x12960 * x13083 + 4 x12961^2 - x12961 * x12962 - x12961 * x13084 + 4 x12962^2 - x12962 * x12963 - x12962 * x13085 + 4 x12963^2 - x12963 * x12964 - x12963 * x13086 + 4 x12964^2 - x12964 * x12965 - x12964 * x13087 + 4 x12965^2 - x12965 * x12966 - x12965 * x13088 + 4 x12966^2 - x12966 * x12967 - x12966 * x13089 + 4 x12967^2 - x12967 * x12968 - x12967 * x13090 + 4 x12968^2 - x12968 * x12969 - x12968 * x13091 + 4 x12969^2 - x12969 * x12970 - x12969 * x13092 + 4 x12970^2 - x12970 * x12971 - x12970 * x13093 + 4 x12971^2 - x12971 * x12972 - x12971 * x13094 + 4 x12972^2 - x12972 * x12973 - x12972 * x13095 + 4 x12973^2 - x12973 * x12974 - x12973 * x13096 + 4 x12974^2 - x12974 * x12975 - x12974 * x13097 + 4 x12975^2 - x12975 * x12976 - x12975 * x13098 + 4 x12976^2 - x12976 * x12977 - x12976 * x13099 + 4 x12977^2 - x12977 * x12978 - x12977 * x13100 + 4 x12978^2 - x12978 * x12979 - x12978 * x13101 + 4 x12979^2 - x12979 * x12980 - x12979 * x13102 + 4 x12980^2 - x12980 * x12981 - x12980 * x13103 + 4 x12981^2 - x12981 * x12982 - x12981 * x13104 + 4 x12982^2 - x12982 * x12983 - x12982 * x13105 + 4 x12983^2 - x12983 * x12984 - x12983 * x13106 + 4 x12984^2 - x12984 * x12985 - x12984 * x13107 + 4 x12985^2 - x12985 * x12986 - x12985 * x13108 + 4 x12986^2 - x12986 * x12987 - x12986 * x13109 + 4 x12987^2 - x12987 * x12988 - x12987 * x13110 + 4 x12988^2 - x12988 * x12989 - x12988 * x13111 + 4 x12989^2 - x12989 * x12990 - x12989 * x13112 + 4 x12990^2 - x12990 * x12991 - x12990 * x13113 + 4 x12991^2 - x12991 * x12992 - x12991 * x13114 + 4 x12992^2 - x12992 * x12993 - x12992 * x13115 + 4 x12993^2 - x12993 * x12994 - x12993 * x13116 + 4 x12994^2 - x12994 * x12995 - x12994 * x13117 + 4 x12995^2 - x12995 * x12996 - x12995 * x13118 + 4 x12996^2 - x12996 * x12997 - x12996 * x13119 + 4 x12997^2 - x12997 * x12998 - x12997 * x13120 + 4 x12998^2 - x12998 * x12999 - x12998 * x13121 + 4 x12999^2 - x12999 * x13000 - x12999 * x13122 + 4 x13000^2 - x13000 * x13001 - x13000 * x13123 + 4 x13001^2 - x13001 * x13002 - x13001 * x13124 + 4 x13002^2 - x13002 * x13003 - x13002 * x13125 + 4 x13003^2 - x13003 * x13004 - x13003 * x13126 + 4 x13004^2 - x13004 * x13005 - x13004 * x13127 + 4 x13005^2 - x13005 * x13006 - x13005 * x13128 + 4 x13006^2 - x13006 * x13007 - x13006 * x13129 + 4 x13007^2 - x13007 * x13008 - x13007 * x13130 + 4 x13008^2 - x13008 * x13009 - x13008 * x13131 + 4 x13009^2 - x13009 * x13010 - x13009 * x13132 + 4 x13010^2 - x13010 * x13011 - x13010 * x13133 + 4 x13011^2 - x13011 * x13012 - x13011 * x13134 + 4 x13012^2 - x13012 * x13013 - x13012 * x13135 + 4 x13013^2 - x13013 * x13014 - x13013 * x13136 + 4 x13014^2 - x13014 * x13015 - x13014 * x13137 + 4 x13015^2 - x13015 * x13016 - x13015 * x13138 + 4 x13016^2 - x13016 * x13017 - x13016 * x13139 + 4 x13017^2 - x13017 * x13018 - x13017 * x13140 + 4 x13018^2 - x13018 * x13019 - x13018 * x13141 + 4 x13019^2 - x13019 * x13020 - x13019 * x13142 + 4 x13020^2 - x13020 * x13021 - x13020 * x13143 + 4 x13021^2 - x13021 * x13022 - x13021 * x13144 + 4 x13022^2 - x13022 * x13023 - x13022 * x13145 + 4 x13023^2 - x13023 * x13024 - x13023 * x13146 + 4 x13024^2 - x13024 * x13025 - x13024 * x13147 + 4 x13025^2 - x13025 * x13026 - x13025 * x13148 + 4 x13026^2 - x13026 * x13027 - x13026 * x13149 + 4 x13027^2 - x13027 * x13028 - x13027 * x13150 + 4 x13028^2 - x13028 * x13029 - x13028 * x13151 + 4 x13029^2 - x13029 * x13030 - x13029 * x13152 + 4 x13030^2 - x13030 * x13031 - x13030 * x13153 + 4 x13031^2 - x13031 * x13032 - x13031 * x13154 + 4 x13032^2 - x13032 * x13033 - x13032 * x13155 + 4 x13033^2 - x13033 * x13034 - x13033 * x13156 + 4 x13034^2 - x13034 * x13035 - x13034 * x13157 + 4 x13035^2 - x13035 * x13036 - x13035 * x13158 + 4 x13036^2 - x13036 * x13037 - x13036 * x13159 + 4 x13037^2 - x13037 * x13038 - x13037 * x13160 + 4 x13038^2 - x13038 * x13039 - x13038 * x13161 + 3.5 x13039^2 - x13039 * x13162 + 3.5 x13040^2 - x13040 * x13041 - x13040 * x13163 + 4 x13041^2 - x13041 * x13042 - x13041 * x13164 + 4 x13042^2 - x13042 * x13043 - x13042 * x13165 + 4 x13043^2 - x13043 * x13044 - x13043 * x13166 + 4 x13044^2 - x13044 * x13045 - x13044 * x13167 + 4 x13045^2 - x13045 * x13046 - x13045 * x13168 + 4 x13046^2 - x13046 * x13047 - x13046 * x13169 + 4 x13047^2 - x13047 * x13048 - x13047 * x13170 + 4 x13048^2 - x13048 * x13049 - x13048 * x13171 + 4 x13049^2 - x13049 * x13050 - x13049 * x13172 + 4 x13050^2 - x13050 * x13051 - x13050 * x13173 + 4 x13051^2 - x13051 * x13052 - x13051 * x13174 + 4 x13052^2 - x13052 * x13053 - x13052 * x13175 + 4 x13053^2 - x13053 * x13054 - x13053 * x13176 + 4 x13054^2 - x13054 * x13055 - x13054 * x13177 + 4 x13055^2 - x13055 * x13056 - x13055 * x13178 + 4 x13056^2 - x13056 * x13057 - x13056 * x13179 + 4 x13057^2 - x13057 * x13058 - x13057 * x13180 + 4 x13058^2 - x13058 * x13059 - x13058 * x13181 + 4 x13059^2 - x13059 * x13060 - x13059 * x13182 + 4 x13060^2 - x13060 * x13061 - x13060 * x13183 + 4 x13061^2 - x13061 * x13062 - x13061 * x13184 + 4 x13062^2 - x13062 * x13063 - x13062 * x13185 + 4 x13063^2 - x13063 * x13064 - x13063 * x13186 + 4 x13064^2 - x13064 * x13065 - x13064 * x13187 + 4 x13065^2 - x13065 * x13066 - x13065 * x13188 + 4 x13066^2 - x13066 * x13067 - x13066 * x13189 + 4 x13067^2 - x13067 * x13068 - x13067 * x13190 + 4 x13068^2 - x13068 * x13069 - x13068 * x13191 + 4 x13069^2 - x13069 * x13070 - x13069 * x13192 + 4 x13070^2 - x13070 * x13071 - x13070 * x13193 + 4 x13071^2 - x13071 * x13072 - x13071 * x13194 + 4 x13072^2 - x13072 * x13073 - x13072 * x13195 + 4 x13073^2 - x13073 * x13074 - x13073 * x13196 + 4 x13074^2 - x13074 * x13075 - x13074 * x13197 + 4 x13075^2 - x13075 * x13076 - x13075 * x13198 + 4 x13076^2 - x13076 * x13077 - x13076 * x13199 + 4 x13077^2 - x13077 * x13078 - x13077 * x13200 + 4 x13078^2 - x13078 * x13079 - x13078 * x13201 + 4 x13079^2 - x13079 * x13080 - x13079 * x13202 + 4 x13080^2 - x13080 * x13081 - x13080 * x13203 + 4 x13081^2 - x13081 * x13082 - x13081 * x13204 + 4 x13082^2 - x13082 * x13083 - x13082 * x13205 + 4 x13083^2 - x13083 * x13084 - x13083 * x13206 + 4 x13084^2 - x13084 * x13085 - x13084 * x13207 + 4 x13085^2 - x13085 * x13086 - x13085 * x13208 + 4 x13086^2 - x13086 * x13087 - x13086 * x13209 + 4 x13087^2 - x13087 * x13088 - x13087 * x13210 + 4 x13088^2 - x13088 * x13089 - x13088 * x13211 + 4 x13089^2 - x13089 * x13090 - x13089 * x13212 + 4 x13090^2 - x13090 * x13091 - x13090 * x13213 + 4 x13091^2 - x13091 * x13092 - x13091 * x13214 + 4 x13092^2 - x13092 * x13093 - x13092 * x13215 + 4 x13093^2 - x13093 * x13094 - x13093 * x13216 + 4 x13094^2 - x13094 * x13095 - x13094 * x13217 + 4 x13095^2 - x13095 * x13096 - x13095 * x13218 + 4 x13096^2 - x13096 * x13097 - x13096 * x13219 + 4 x13097^2 - x13097 * x13098 - x13097 * x13220 + 4 x13098^2 - x13098 * x13099 - x13098 * x13221 + 4 x13099^2 - x13099 * x13100 - x13099 * x13222 + 4 x13100^2 - x13100 * x13101 - x13100 * x13223 + 4 x13101^2 - x13101 * x13102 - x13101 * x13224 + 4 x13102^2 - x13102 * x13103 - x13102 * x13225 + 4 x13103^2 - x13103 * x13104 - x13103 * x13226 + 4 x13104^2 - x13104 * x13105 - x13104 * x13227 + 4 x13105^2 - x13105 * x13106 - x13105 * x13228 + 4 x13106^2 - x13106 * x13107 - x13106 * x13229 + 4 x13107^2 - x13107 * x13108 - x13107 * x13230 + 4 x13108^2 - x13108 * x13109 - x13108 * x13231 + 4 x13109^2 - x13109 * x13110 - x13109 * x13232 + 4 x13110^2 - x13110 * x13111 - x13110 * x13233 + 4 x13111^2 - x13111 * x13112 - x13111 * x13234 + 4 x13112^2 - x13112 * x13113 - x13112 * x13235 + 4 x13113^2 - x13113 * x13114 - x13113 * x13236 + 4 x13114^2 - x13114 * x13115 - x13114 * x13237 + 4 x13115^2 - x13115 * x13116 - x13115 * x13238 + 4 x13116^2 - x13116 * x13117 - x13116 * x13239 + 4 x13117^2 - x13117 * x13118 - x13117 * x13240 + 4 x13118^2 - x13118 * x13119 - x13118 * x13241 + 4 x13119^2 - x13119 * x13120 - x13119 * x13242 + 4 x13120^2 - x13120 * x13121 - x13120 * x13243 + 4 x13121^2 - x13121 * x13122 - x13121 * x13244 + 4 x13122^2 - x13122 * x13123 - x13122 * x13245 + 4 x13123^2 - x13123 * x13124 - x13123 * x13246 + 4 x13124^2 - x13124 * x13125 - x13124 * x13247 + 4 x13125^2 - x13125 * x13126 - x13125 * x13248 + 4 x13126^2 - x13126 * x13127 - x13126 * x13249 + 4 x13127^2 - x13127 * x13128 - x13127 * x13250 + 4 x13128^2 - x13128 * x13129 - x13128 * x13251 + 4 x13129^2 - x13129 * x13130 - x13129 * x13252 + 4 x13130^2 - x13130 * x13131 - x13130 * x13253 + 4 x13131^2 - x13131 * x13132 - x13131 * x13254 + 4 x13132^2 - x13132 * x13133 - x13132 * x13255 + 4 x13133^2 - x13133 * x13134 - x13133 * x13256 + 4 x13134^2 - x13134 * x13135 - x13134 * x13257 + 4 x13135^2 - x13135 * x13136 - x13135 * x13258 + 4 x13136^2 - x13136 * x13137 - x13136 * x13259 + 4 x13137^2 - x13137 * x13138 - x13137 * x13260 + 4 x13138^2 - x13138 * x13139 - x13138 * x13261 + 4 x13139^2 - x13139 * x13140 - x13139 * x13262 + 4 x13140^2 - x13140 * x13141 - x13140 * x13263 + 4 x13141^2 - x13141 * x13142 - x13141 * x13264 + 4 x13142^2 - x13142 * x13143 - x13142 * x13265 + 4 x13143^2 - x13143 * x13144 - x13143 * x13266 + 4 x13144^2 - x13144 * x13145 - x13144 * x13267 + 4 x13145^2 - x13145 * x13146 - x13145 * x13268 + 4 x13146^2 - x13146 * x13147 - x13146 * x13269 + 4 x13147^2 - x13147 * x13148 - x13147 * x13270 + 4 x13148^2 - x13148 * x13149 - x13148 * x13271 + 4 x13149^2 - x13149 * x13150 - x13149 * x13272 + 4 x13150^2 - x13150 * x13151 - x13150 * x13273 + 4 x13151^2 - x13151 * x13152 - x13151 * x13274 + 4 x13152^2 - x13152 * x13153 - x13152 * x13275 + 4 x13153^2 - x13153 * x13154 - x13153 * x13276 + 4 x13154^2 - x13154 * x13155 - x13154 * x13277 + 4 x13155^2 - x13155 * x13156 - x13155 * x13278 + 4 x13156^2 - x13156 * x13157 - x13156 * x13279 + 4 x13157^2 - x13157 * x13158 - x13157 * x13280 + 4 x13158^2 - x13158 * x13159 - x13158 * x13281 + 4 x13159^2 - x13159 * x13160 - x13159 * x13282 + 4 x13160^2 - x13160 * x13161 - x13160 * x13283 + 4 x13161^2 - x13161 * x13162 - x13161 * x13284 + 3.5 x13162^2 - x13162 * x13285 + 3.5 x13163^2 - x13163 * x13164 - x13163 * x13286 + 4 x13164^2 - x13164 * x13165 - x13164 * x13287 + 4 x13165^2 - x13165 * x13166 - x13165 * x13288 + 4 x13166^2 - x13166 * x13167 - x13166 * x13289 + 4 x13167^2 - x13167 * x13168 - x13167 * x13290 + 4 x13168^2 - x13168 * x13169 - x13168 * x13291 + 4 x13169^2 - x13169 * x13170 - x13169 * x13292 + 4 x13170^2 - x13170 * x13171 - x13170 * x13293 + 4 x13171^2 - x13171 * x13172 - x13171 * x13294 + 4 x13172^2 - x13172 * x13173 - x13172 * x13295 + 4 x13173^2 - x13173 * x13174 - x13173 * x13296 + 4 x13174^2 - x13174 * x13175 - x13174 * x13297 + 4 x13175^2 - x13175 * x13176 - x13175 * x13298 + 4 x13176^2 - x13176 * x13177 - x13176 * x13299 + 4 x13177^2 - x13177 * x13178 - x13177 * x13300 + 4 x13178^2 - x13178 * x13179 - x13178 * x13301 + 4 x13179^2 - x13179 * x13180 - x13179 * x13302 + 4 x13180^2 - x13180 * x13181 - x13180 * x13303 + 4 x13181^2 - x13181 * x13182 - x13181 * x13304 + 4 x13182^2 - x13182 * x13183 - x13182 * x13305 + 4 x13183^2 - x13183 * x13184 - x13183 * x13306 + 4 x13184^2 - x13184 * x13185 - x13184 * x13307 + 4 x13185^2 - x13185 * x13186 - x13185 * x13308 + 4 x13186^2 - x13186 * x13187 - x13186 * x13309 + 4 x13187^2 - x13187 * x13188 - x13187 * x13310 + 4 x13188^2 - x13188 * x13189 - x13188 * x13311 + 4 x13189^2 - x13189 * x13190 - x13189 * x13312 + 4 x13190^2 - x13190 * x13191 - x13190 * x13313 + 4 x13191^2 - x13191 * x13192 - x13191 * x13314 + 4 x13192^2 - x13192 * x13193 - x13192 * x13315 + 4 x13193^2 - x13193 * x13194 - x13193 * x13316 + 4 x13194^2 - x13194 * x13195 - x13194 * x13317 + 4 x13195^2 - x13195 * x13196 - x13195 * x13318 + 4 x13196^2 - x13196 * x13197 - x13196 * x13319 + 4 x13197^2 - x13197 * x13198 - x13197 * x13320 + 4 x13198^2 - x13198 * x13199 - x13198 * x13321 + 4 x13199^2 - x13199 * x13200 - x13199 * x13322 + 4 x13200^2 - x13200 * x13201 - x13200 * x13323 + 4 x13201^2 - x13201 * x13202 - x13201 * x13324 + 4 x13202^2 - x13202 * x13203 - x13202 * x13325 + 4 x13203^2 - x13203 * x13204 - x13203 * x13326 + 4 x13204^2 - x13204 * x13205 - x13204 * x13327 + 4 x13205^2 - x13205 * x13206 - x13205 * x13328 + 4 x13206^2 - x13206 * x13207 - x13206 * x13329 + 4 x13207^2 - x13207 * x13208 - x13207 * x13330 + 4 x13208^2 - x13208 * x13209 - x13208 * x13331 + 4 x13209^2 - x13209 * x13210 - x13209 * x13332 + 4 x13210^2 - x13210 * x13211 - x13210 * x13333 + 4 x13211^2 - x13211 * x13212 - x13211 * x13334 + 4 x13212^2 - x13212 * x13213 - x13212 * x13335 + 4 x13213^2 - x13213 * x13214 - x13213 * x13336 + 4 x13214^2 - x13214 * x13215 - x13214 * x13337 + 4 x13215^2 - x13215 * x13216 - x13215 * x13338 + 4 x13216^2 - x13216 * x13217 - x13216 * x13339 + 4 x13217^2 - x13217 * x13218 - x13217 * x13340 + 4 x13218^2 - x13218 * x13219 - x13218 * x13341 + 4 x13219^2 - x13219 * x13220 - x13219 * x13342 + 4 x13220^2 - x13220 * x13221 - x13220 * x13343 + 4 x13221^2 - x13221 * x13222 - x13221 * x13344 + 4 x13222^2 - x13222 * x13223 - x13222 * x13345 + 4 x13223^2 - x13223 * x13224 - x13223 * x13346 + 4 x13224^2 - x13224 * x13225 - x13224 * x13347 + 4 x13225^2 - x13225 * x13226 - x13225 * x13348 + 4 x13226^2 - x13226 * x13227 - x13226 * x13349 + 4 x13227^2 - x13227 * x13228 - x13227 * x13350 + 4 x13228^2 - x13228 * x13229 - x13228 * x13351 + 4 x13229^2 - x13229 * x13230 - x13229 * x13352 + 4 x13230^2 - x13230 * x13231 - x13230 * x13353 + 4 x13231^2 - x13231 * x13232 - x13231 * x13354 + 4 x13232^2 - x13232 * x13233 - x13232 * x13355 + 4 x13233^2 - x13233 * x13234 - x13233 * x13356 + 4 x13234^2 - x13234 * x13235 - x13234 * x13357 + 4 x13235^2 - x13235 * x13236 - x13235 * x13358 + 4 x13236^2 - x13236 * x13237 - x13236 * x13359 + 4 x13237^2 - x13237 * x13238 - x13237 * x13360 + 4 x13238^2 - x13238 * x13239 - x13238 * x13361 + 4 x13239^2 - x13239 * x13240 - x13239 * x13362 + 4 x13240^2 - x13240 * x13241 - x13240 * x13363 + 4 x13241^2 - x13241 * x13242 - x13241 * x13364 + 4 x13242^2 - x13242 * x13243 - x13242 * x13365 + 4 x13243^2 - x13243 * x13244 - x13243 * x13366 + 4 x13244^2 - x13244 * x13245 - x13244 * x13367 + 4 x13245^2 - x13245 * x13246 - x13245 * x13368 + 4 x13246^2 - x13246 * x13247 - x13246 * x13369 + 4 x13247^2 - x13247 * x13248 - x13247 * x13370 + 4 x13248^2 - x13248 * x13249 - x13248 * x13371 + 4 x13249^2 - x13249 * x13250 - x13249 * x13372 + 4 x13250^2 - x13250 * x13251 - x13250 * x13373 + 4 x13251^2 - x13251 * x13252 - x13251 * x13374 + 4 x13252^2 - x13252 * x13253 - x13252 * x13375 + 4 x13253^2 - x13253 * x13254 - x13253 * x13376 + 4 x13254^2 - x13254 * x13255 - x13254 * x13377 + 4 x13255^2 - x13255 * x13256 - x13255 * x13378 + 4 x13256^2 - x13256 * x13257 - x13256 * x13379 + 4 x13257^2 - x13257 * x13258 - x13257 * x13380 + 4 x13258^2 - x13258 * x13259 - x13258 * x13381 + 4 x13259^2 - x13259 * x13260 - x13259 * x13382 + 4 x13260^2 - x13260 * x13261 - x13260 * x13383 + 4 x13261^2 - x13261 * x13262 - x13261 * x13384 + 4 x13262^2 - x13262 * x13263 - x13262 * x13385 + 4 x13263^2 - x13263 * x13264 - x13263 * x13386 + 4 x13264^2 - x13264 * x13265 - x13264 * x13387 + 4 x13265^2 - x13265 * x13266 - x13265 * x13388 + 4 x13266^2 - x13266 * x13267 - x13266 * x13389 + 4 x13267^2 - x13267 * x13268 - x13267 * x13390 + 4 x13268^2 - x13268 * x13269 - x13268 * x13391 + 4 x13269^2 - x13269 * x13270 - x13269 * x13392 + 4 x13270^2 - x13270 * x13271 - x13270 * x13393 + 4 x13271^2 - x13271 * x13272 - x13271 * x13394 + 4 x13272^2 - x13272 * x13273 - x13272 * x13395 + 4 x13273^2 - x13273 * x13274 - x13273 * x13396 + 4 x13274^2 - x13274 * x13275 - x13274 * x13397 + 4 x13275^2 - x13275 * x13276 - x13275 * x13398 + 4 x13276^2 - x13276 * x13277 - x13276 * x13399 + 4 x13277^2 - x13277 * x13278 - x13277 * x13400 + 4 x13278^2 - x13278 * x13279 - x13278 * x13401 + 4 x13279^2 - x13279 * x13280 - x13279 * x13402 + 4 x13280^2 - x13280 * x13281 - x13280 * x13403 + 4 x13281^2 - x13281 * x13282 - x13281 * x13404 + 4 x13282^2 - x13282 * x13283 - x13282 * x13405 + 4 x13283^2 - x13283 * x13284 - x13283 * x13406 + 4 x13284^2 - x13284 * x13285 - x13284 * x13407 + 3.5 x13285^2 - x13285 * x13408 + 3.5 x13286^2 - x13286 * x13287 - x13286 * x13409 + 4 x13287^2 - x13287 * x13288 - x13287 * x13410 + 4 x13288^2 - x13288 * x13289 - x13288 * x13411 + 4 x13289^2 - x13289 * x13290 - x13289 * x13412 + 4 x13290^2 - x13290 * x13291 - x13290 * x13413 + 4 x13291^2 - x13291 * x13292 - x13291 * x13414 + 4 x13292^2 - x13292 * x13293 - x13292 * x13415 + 4 x13293^2 - x13293 * x13294 - x13293 * x13416 + 4 x13294^2 - x13294 * x13295 - x13294 * x13417 + 4 x13295^2 - x13295 * x13296 - x13295 * x13418 + 4 x13296^2 - x13296 * x13297 - x13296 * x13419 + 4 x13297^2 - x13297 * x13298 - x13297 * x13420 + 4 x13298^2 - x13298 * x13299 - x13298 * x13421 + 4 x13299^2 - x13299 * x13300 - x13299 * x13422 + 4 x13300^2 - x13300 * x13301 - x13300 * x13423 + 4 x13301^2 - x13301 * x13302 - x13301 * x13424 + 4 x13302^2 - x13302 * x13303 - x13302 * x13425 + 4 x13303^2 - x13303 * x13304 - x13303 * x13426 + 4 x13304^2 - x13304 * x13305 - x13304 * x13427 + 4 x13305^2 - x13305 * x13306 - x13305 * x13428 + 4 x13306^2 - x13306 * x13307 - x13306 * x13429 + 4 x13307^2 - x13307 * x13308 - x13307 * x13430 + 4 x13308^2 - x13308 * x13309 - x13308 * x13431 + 4 x13309^2 - x13309 * x13310 - x13309 * x13432 + 4 x13310^2 - x13310 * x13311 - x13310 * x13433 + 4 x13311^2 - x13311 * x13312 - x13311 * x13434 + 4 x13312^2 - x13312 * x13313 - x13312 * x13435 + 4 x13313^2 - x13313 * x13314 - x13313 * x13436 + 4 x13314^2 - x13314 * x13315 - x13314 * x13437 + 4 x13315^2 - x13315 * x13316 - x13315 * x13438 + 4 x13316^2 - x13316 * x13317 - x13316 * x13439 + 4 x13317^2 - x13317 * x13318 - x13317 * x13440 + 4 x13318^2 - x13318 * x13319 - x13318 * x13441 + 4 x13319^2 - x13319 * x13320 - x13319 * x13442 + 4 x13320^2 - x13320 * x13321 - x13320 * x13443 + 4 x13321^2 - x13321 * x13322 - x13321 * x13444 + 4 x13322^2 - x13322 * x13323 - x13322 * x13445 + 4 x13323^2 - x13323 * x13324 - x13323 * x13446 + 4 x13324^2 - x13324 * x13325 - x13324 * x13447 + 4 x13325^2 - x13325 * x13326 - x13325 * x13448 + 4 x13326^2 - x13326 * x13327 - x13326 * x13449 + 4 x13327^2 - x13327 * x13328 - x13327 * x13450 + 4 x13328^2 - x13328 * x13329 - x13328 * x13451 + 4 x13329^2 - x13329 * x13330 - x13329 * x13452 + 4 x13330^2 - x13330 * x13331 - x13330 * x13453 + 4 x13331^2 - x13331 * x13332 - x13331 * x13454 + 4 x13332^2 - x13332 * x13333 - x13332 * x13455 + 4 x13333^2 - x13333 * x13334 - x13333 * x13456 + 4 x13334^2 - x13334 * x13335 - x13334 * x13457 + 4 x13335^2 - x13335 * x13336 - x13335 * x13458 + 4 x13336^2 - x13336 * x13337 - x13336 * x13459 + 4 x13337^2 - x13337 * x13338 - x13337 * x13460 + 4 x13338^2 - x13338 * x13339 - x13338 * x13461 + 4 x13339^2 - x13339 * x13340 - x13339 * x13462 + 4 x13340^2 - x13340 * x13341 - x13340 * x13463 + 4 x13341^2 - x13341 * x13342 - x13341 * x13464 + 4 x13342^2 - x13342 * x13343 - x13342 * x13465 + 4 x13343^2 - x13343 * x13344 - x13343 * x13466 + 4 x13344^2 - x13344 * x13345 - x13344 * x13467 + 4 x13345^2 - x13345 * x13346 - x13345 * x13468 + 4 x13346^2 - x13346 * x13347 - x13346 * x13469 + 4 x13347^2 - x13347 * x13348 - x13347 * x13470 + 4 x13348^2 - x13348 * x13349 - x13348 * x13471 + 4 x13349^2 - x13349 * x13350 - x13349 * x13472 + 4 x13350^2 - x13350 * x13351 - x13350 * x13473 + 4 x13351^2 - x13351 * x13352 - x13351 * x13474 + 4 x13352^2 - x13352 * x13353 - x13352 * x13475 + 4 x13353^2 - x13353 * x13354 - x13353 * x13476 + 4 x13354^2 - x13354 * x13355 - x13354 * x13477 + 4 x13355^2 - x13355 * x13356 - x13355 * x13478 + 4 x13356^2 - x13356 * x13357 - x13356 * x13479 + 4 x13357^2 - x13357 * x13358 - x13357 * x13480 + 4 x13358^2 - x13358 * x13359 - x13358 * x13481 + 4 x13359^2 - x13359 * x13360 - x13359 * x13482 + 4 x13360^2 - x13360 * x13361 - x13360 * x13483 + 4 x13361^2 - x13361 * x13362 - x13361 * x13484 + 4 x13362^2 - x13362 * x13363 - x13362 * x13485 + 4 x13363^2 - x13363 * x13364 - x13363 * x13486 + 4 x13364^2 - x13364 * x13365 - x13364 * x13487 + 4 x13365^2 - x13365 * x13366 - x13365 * x13488 + 4 x13366^2 - x13366 * x13367 - x13366 * x13489 + 4 x13367^2 - x13367 * x13368 - x13367 * x13490 + 4 x13368^2 - x13368 * x13369 - x13368 * x13491 + 4 x13369^2 - x13369 * x13370 - x13369 * x13492 + 4 x13370^2 - x13370 * x13371 - x13370 * x13493 + 4 x13371^2 - x13371 * x13372 - x13371 * x13494 + 4 x13372^2 - x13372 * x13373 - x13372 * x13495 + 4 x13373^2 - x13373 * x13374 - x13373 * x13496 + 4 x13374^2 - x13374 * x13375 - x13374 * x13497 + 4 x13375^2 - x13375 * x13376 - x13375 * x13498 + 4 x13376^2 - x13376 * x13377 - x13376 * x13499 + 4 x13377^2 - x13377 * x13378 - x13377 * x13500 + 4 x13378^2 - x13378 * x13379 - x13378 * x13501 + 4 x13379^2 - x13379 * x13380 - x13379 * x13502 + 4 x13380^2 - x13380 * x13381 - x13380 * x13503 + 4 x13381^2 - x13381 * x13382 - x13381 * x13504 + 4 x13382^2 - x13382 * x13383 - x13382 * x13505 + 4 x13383^2 - x13383 * x13384 - x13383 * x13506 + 4 x13384^2 - x13384 * x13385 - x13384 * x13507 + 4 x13385^2 - x13385 * x13386 - x13385 * x13508 + 4 x13386^2 - x13386 * x13387 - x13386 * x13509 + 4 x13387^2 - x13387 * x13388 - x13387 * x13510 + 4 x13388^2 - x13388 * x13389 - x13388 * x13511 + 4 x13389^2 - x13389 * x13390 - x13389 * x13512 + 4 x13390^2 - x13390 * x13391 - x13390 * x13513 + 4 x13391^2 - x13391 * x13392 - x13391 * x13514 + 4 x13392^2 - x13392 * x13393 - x13392 * x13515 + 4 x13393^2 - x13393 * x13394 - x13393 * x13516 + 4 x13394^2 - x13394 * x13395 - x13394 * x13517 + 4 x13395^2 - x13395 * x13396 - x13395 * x13518 + 4 x13396^2 - x13396 * x13397 - x13396 * x13519 + 4 x13397^2 - x13397 * x13398 - x13397 * x13520 + 4 x13398^2 - x13398 * x13399 - x13398 * x13521 + 4 x13399^2 - x13399 * x13400 - x13399 * x13522 + 4 x13400^2 - x13400 * x13401 - x13400 * x13523 + 4 x13401^2 - x13401 * x13402 - x13401 * x13524 + 4 x13402^2 - x13402 * x13403 - x13402 * x13525 + 4 x13403^2 - x13403 * x13404 - x13403 * x13526 + 4 x13404^2 - x13404 * x13405 - x13404 * x13527 + 4 x13405^2 - x13405 * x13406 - x13405 * x13528 + 4 x13406^2 - x13406 * x13407 - x13406 * x13529 + 4 x13407^2 - x13407 * x13408 - x13407 * x13530 + 3.5 x13408^2 - x13408 * x13531 + 3.5 x13409^2 - x13409 * x13410 - x13409 * x13532 + 4 x13410^2 - x13410 * x13411 - x13410 * x13533 + 4 x13411^2 - x13411 * x13412 - x13411 * x13534 + 4 x13412^2 - x13412 * x13413 - x13412 * x13535 + 4 x13413^2 - x13413 * x13414 - x13413 * x13536 + 4 x13414^2 - x13414 * x13415 - x13414 * x13537 + 4 x13415^2 - x13415 * x13416 - x13415 * x13538 + 4 x13416^2 - x13416 * x13417 - x13416 * x13539 + 4 x13417^2 - x13417 * x13418 - x13417 * x13540 + 4 x13418^2 - x13418 * x13419 - x13418 * x13541 + 4 x13419^2 - x13419 * x13420 - x13419 * x13542 + 4 x13420^2 - x13420 * x13421 - x13420 * x13543 + 4 x13421^2 - x13421 * x13422 - x13421 * x13544 + 4 x13422^2 - x13422 * x13423 - x13422 * x13545 + 4 x13423^2 - x13423 * x13424 - x13423 * x13546 + 4 x13424^2 - x13424 * x13425 - x13424 * x13547 + 4 x13425^2 - x13425 * x13426 - x13425 * x13548 + 4 x13426^2 - x13426 * x13427 - x13426 * x13549 + 4 x13427^2 - x13427 * x13428 - x13427 * x13550 + 4 x13428^2 - x13428 * x13429 - x13428 * x13551 + 4 x13429^2 - x13429 * x13430 - x13429 * x13552 + 4 x13430^2 - x13430 * x13431 - x13430 * x13553 + 4 x13431^2 - x13431 * x13432 - x13431 * x13554 + 4 x13432^2 - x13432 * x13433 - x13432 * x13555 + 4 x13433^2 - x13433 * x13434 - x13433 * x13556 + 4 x13434^2 - x13434 * x13435 - x13434 * x13557 + 4 x13435^2 - x13435 * x13436 - x13435 * x13558 + 4 x13436^2 - x13436 * x13437 - x13436 * x13559 + 4 x13437^2 - x13437 * x13438 - x13437 * x13560 + 4 x13438^2 - x13438 * x13439 - x13438 * x13561 + 4 x13439^2 - x13439 * x13440 - x13439 * x13562 + 4 x13440^2 - x13440 * x13441 - x13440 * x13563 + 4 x13441^2 - x13441 * x13442 - x13441 * x13564 + 4 x13442^2 - x13442 * x13443 - x13442 * x13565 + 4 x13443^2 - x13443 * x13444 - x13443 * x13566 + 4 x13444^2 - x13444 * x13445 - x13444 * x13567 + 4 x13445^2 - x13445 * x13446 - x13445 * x13568 + 4 x13446^2 - x13446 * x13447 - x13446 * x13569 + 4 x13447^2 - x13447 * x13448 - x13447 * x13570 + 4 x13448^2 - x13448 * x13449 - x13448 * x13571 + 4 x13449^2 - x13449 * x13450 - x13449 * x13572 + 4 x13450^2 - x13450 * x13451 - x13450 * x13573 + 4 x13451^2 - x13451 * x13452 - x13451 * x13574 + 4 x13452^2 - x13452 * x13453 - x13452 * x13575 + 4 x13453^2 - x13453 * x13454 - x13453 * x13576 + 4 x13454^2 - x13454 * x13455 - x13454 * x13577 + 4 x13455^2 - x13455 * x13456 - x13455 * x13578 + 4 x13456^2 - x13456 * x13457 - x13456 * x13579 + 4 x13457^2 - x13457 * x13458 - x13457 * x13580 + 4 x13458^2 - x13458 * x13459 - x13458 * x13581 + 4 x13459^2 - x13459 * x13460 - x13459 * x13582 + 4 x13460^2 - x13460 * x13461 - x13460 * x13583 + 4 x13461^2 - x13461 * x13462 - x13461 * x13584 + 4 x13462^2 - x13462 * x13463 - x13462 * x13585 + 4 x13463^2 - x13463 * x13464 - x13463 * x13586 + 4 x13464^2 - x13464 * x13465 - x13464 * x13587 + 4 x13465^2 - x13465 * x13466 - x13465 * x13588 + 4 x13466^2 - x13466 * x13467 - x13466 * x13589 + 4 x13467^2 - x13467 * x13468 - x13467 * x13590 + 4 x13468^2 - x13468 * x13469 - x13468 * x13591 + 4 x13469^2 - x13469 * x13470 - x13469 * x13592 + 4 x13470^2 - x13470 * x13471 - x13470 * x13593 + 4 x13471^2 - x13471 * x13472 - x13471 * x13594 + 4 x13472^2 - x13472 * x13473 - x13472 * x13595 + 4 x13473^2 - x13473 * x13474 - x13473 * x13596 + 4 x13474^2 - x13474 * x13475 - x13474 * x13597 + 4 x13475^2 - x13475 * x13476 - x13475 * x13598 + 4 x13476^2 - x13476 * x13477 - x13476 * x13599 + 4 x13477^2 - x13477 * x13478 - x13477 * x13600 + 4 x13478^2 - x13478 * x13479 - x13478 * x13601 + 4 x13479^2 - x13479 * x13480 - x13479 * x13602 + 4 x13480^2 - x13480 * x13481 - x13480 * x13603 + 4 x13481^2 - x13481 * x13482 - x13481 * x13604 + 4 x13482^2 - x13482 * x13483 - x13482 * x13605 + 4 x13483^2 - x13483 * x13484 - x13483 * x13606 + 4 x13484^2 - x13484 * x13485 - x13484 * x13607 + 4 x13485^2 - x13485 * x13486 - x13485 * x13608 + 4 x13486^2 - x13486 * x13487 - x13486 * x13609 + 4 x13487^2 - x13487 * x13488 - x13487 * x13610 + 4 x13488^2 - x13488 * x13489 - x13488 * x13611 + 4 x13489^2 - x13489 * x13490 - x13489 * x13612 + 4 x13490^2 - x13490 * x13491 - x13490 * x13613 + 4 x13491^2 - x13491 * x13492 - x13491 * x13614 + 4 x13492^2 - x13492 * x13493 - x13492 * x13615 + 4 x13493^2 - x13493 * x13494 - x13493 * x13616 + 4 x13494^2 - x13494 * x13495 - x13494 * x13617 + 4 x13495^2 - x13495 * x13496 - x13495 * x13618 + 4 x13496^2 - x13496 * x13497 - x13496 * x13619 + 4 x13497^2 - x13497 * x13498 - x13497 * x13620 + 4 x13498^2 - x13498 * x13499 - x13498 * x13621 + 4 x13499^2 - x13499 * x13500 - x13499 * x13622 + 4 x13500^2 - x13500 * x13501 - x13500 * x13623 + 4 x13501^2 - x13501 * x13502 - x13501 * x13624 + 4 x13502^2 - x13502 * x13503 - x13502 * x13625 + 4 x13503^2 - x13503 * x13504 - x13503 * x13626 + 4 x13504^2 - x13504 * x13505 - x13504 * x13627 + 4 x13505^2 - x13505 * x13506 - x13505 * x13628 + 4 x13506^2 - x13506 * x13507 - x13506 * x13629 + 4 x13507^2 - x13507 * x13508 - x13507 * x13630 + 4 x13508^2 - x13508 * x13509 - x13508 * x13631 + 4 x13509^2 - x13509 * x13510 - x13509 * x13632 + 4 x13510^2 - x13510 * x13511 - x13510 * x13633 + 4 x13511^2 - x13511 * x13512 - x13511 * x13634 + 4 x13512^2 - x13512 * x13513 - x13512 * x13635 + 4 x13513^2 - x13513 * x13514 - x13513 * x13636 + 4 x13514^2 - x13514 * x13515 - x13514 * x13637 + 4 x13515^2 - x13515 * x13516 - x13515 * x13638 + 4 x13516^2 - x13516 * x13517 - x13516 * x13639 + 4 x13517^2 - x13517 * x13518 - x13517 * x13640 + 4 x13518^2 - x13518 * x13519 - x13518 * x13641 + 4 x13519^2 - x13519 * x13520 - x13519 * x13642 + 4 x13520^2 - x13520 * x13521 - x13520 * x13643 + 4 x13521^2 - x13521 * x13522 - x13521 * x13644 + 4 x13522^2 - x13522 * x13523 - x13522 * x13645 + 4 x13523^2 - x13523 * x13524 - x13523 * x13646 + 4 x13524^2 - x13524 * x13525 - x13524 * x13647 + 4 x13525^2 - x13525 * x13526 - x13525 * x13648 + 4 x13526^2 - x13526 * x13527 - x13526 * x13649 + 4 x13527^2 - x13527 * x13528 - x13527 * x13650 + 4 x13528^2 - x13528 * x13529 - x13528 * x13651 + 4 x13529^2 - x13529 * x13530 - x13529 * x13652 + 4 x13530^2 - x13530 * x13531 - x13530 * x13653 + 3.5 x13531^2 - x13531 * x13654 + 3.5 x13532^2 - x13532 * x13533 - x13532 * x13655 + 4 x13533^2 - x13533 * x13534 - x13533 * x13656 + 4 x13534^2 - x13534 * x13535 - x13534 * x13657 + 4 x13535^2 - x13535 * x13536 - x13535 * x13658 + 4 x13536^2 - x13536 * x13537 - x13536 * x13659 + 4 x13537^2 - x13537 * x13538 - x13537 * x13660 + 4 x13538^2 - x13538 * x13539 - x13538 * x13661 + 4 x13539^2 - x13539 * x13540 - x13539 * x13662 + 4 x13540^2 - x13540 * x13541 - x13540 * x13663 + 4 x13541^2 - x13541 * x13542 - x13541 * x13664 + 4 x13542^2 - x13542 * x13543 - x13542 * x13665 + 4 x13543^2 - x13543 * x13544 - x13543 * x13666 + 4 x13544^2 - x13544 * x13545 - x13544 * x13667 + 4 x13545^2 - x13545 * x13546 - x13545 * x13668 + 4 x13546^2 - x13546 * x13547 - x13546 * x13669 + 4 x13547^2 - x13547 * x13548 - x13547 * x13670 + 4 x13548^2 - x13548 * x13549 - x13548 * x13671 + 4 x13549^2 - x13549 * x13550 - x13549 * x13672 + 4 x13550^2 - x13550 * x13551 - x13550 * x13673 + 4 x13551^2 - x13551 * x13552 - x13551 * x13674 + 4 x13552^2 - x13552 * x13553 - x13552 * x13675 + 4 x13553^2 - x13553 * x13554 - x13553 * x13676 + 4 x13554^2 - x13554 * x13555 - x13554 * x13677 + 4 x13555^2 - x13555 * x13556 - x13555 * x13678 + 4 x13556^2 - x13556 * x13557 - x13556 * x13679 + 4 x13557^2 - x13557 * x13558 - x13557 * x13680 + 4 x13558^2 - x13558 * x13559 - x13558 * x13681 + 4 x13559^2 - x13559 * x13560 - x13559 * x13682 + 4 x13560^2 - x13560 * x13561 - x13560 * x13683 + 4 x13561^2 - x13561 * x13562 - x13561 * x13684 + 4 x13562^2 - x13562 * x13563 - x13562 * x13685 + 4 x13563^2 - x13563 * x13564 - x13563 * x13686 + 4 x13564^2 - x13564 * x13565 - x13564 * x13687 + 4 x13565^2 - x13565 * x13566 - x13565 * x13688 + 4 x13566^2 - x13566 * x13567 - x13566 * x13689 + 4 x13567^2 - x13567 * x13568 - x13567 * x13690 + 4 x13568^2 - x13568 * x13569 - x13568 * x13691 + 4 x13569^2 - x13569 * x13570 - x13569 * x13692 + 4 x13570^2 - x13570 * x13571 - x13570 * x13693 + 4 x13571^2 - x13571 * x13572 - x13571 * x13694 + 4 x13572^2 - x13572 * x13573 - x13572 * x13695 + 4 x13573^2 - x13573 * x13574 - x13573 * x13696 + 4 x13574^2 - x13574 * x13575 - x13574 * x13697 + 4 x13575^2 - x13575 * x13576 - x13575 * x13698 + 4 x13576^2 - x13576 * x13577 - x13576 * x13699 + 4 x13577^2 - x13577 * x13578 - x13577 * x13700 + 4 x13578^2 - x13578 * x13579 - x13578 * x13701 + 4 x13579^2 - x13579 * x13580 - x13579 * x13702 + 4 x13580^2 - x13580 * x13581 - x13580 * x13703 + 4 x13581^2 - x13581 * x13582 - x13581 * x13704 + 4 x13582^2 - x13582 * x13583 - x13582 * x13705 + 4 x13583^2 - x13583 * x13584 - x13583 * x13706 + 4 x13584^2 - x13584 * x13585 - x13584 * x13707 + 4 x13585^2 - x13585 * x13586 - x13585 * x13708 + 4 x13586^2 - x13586 * x13587 - x13586 * x13709 + 4 x13587^2 - x13587 * x13588 - x13587 * x13710 + 4 x13588^2 - x13588 * x13589 - x13588 * x13711 + 4 x13589^2 - x13589 * x13590 - x13589 * x13712 + 4 x13590^2 - x13590 * x13591 - x13590 * x13713 + 4 x13591^2 - x13591 * x13592 - x13591 * x13714 + 4 x13592^2 - x13592 * x13593 - x13592 * x13715 + 4 x13593^2 - x13593 * x13594 - x13593 * x13716 + 4 x13594^2 - x13594 * x13595 - x13594 * x13717 + 4 x13595^2 - x13595 * x13596 - x13595 * x13718 + 4 x13596^2 - x13596 * x13597 - x13596 * x13719 + 4 x13597^2 - x13597 * x13598 - x13597 * x13720 + 4 x13598^2 - x13598 * x13599 - x13598 * x13721 + 4 x13599^2 - x13599 * x13600 - x13599 * x13722 + 4 x13600^2 - x13600 * x13601 - x13600 * x13723 + 4 x13601^2 - x13601 * x13602 - x13601 * x13724 + 4 x13602^2 - x13602 * x13603 - x13602 * x13725 + 4 x13603^2 - x13603 * x13604 - x13603 * x13726 + 4 x13604^2 - x13604 * x13605 - x13604 * x13727 + 4 x13605^2 - x13605 * x13606 - x13605 * x13728 + 4 x13606^2 - x13606 * x13607 - x13606 * x13729 + 4 x13607^2 - x13607 * x13608 - x13607 * x13730 + 4 x13608^2 - x13608 * x13609 - x13608 * x13731 + 4 x13609^2 - x13609 * x13610 - x13609 * x13732 + 4 x13610^2 - x13610 * x13611 - x13610 * x13733 + 4 x13611^2 - x13611 * x13612 - x13611 * x13734 + 4 x13612^2 - x13612 * x13613 - x13612 * x13735 + 4 x13613^2 - x13613 * x13614 - x13613 * x13736 + 4 x13614^2 - x13614 * x13615 - x13614 * x13737 + 4 x13615^2 - x13615 * x13616 - x13615 * x13738 + 4 x13616^2 - x13616 * x13617 - x13616 * x13739 + 4 x13617^2 - x13617 * x13618 - x13617 * x13740 + 4 x13618^2 - x13618 * x13619 - x13618 * x13741 + 4 x13619^2 - x13619 * x13620 - x13619 * x13742 + 4 x13620^2 - x13620 * x13621 - x13620 * x13743 + 4 x13621^2 - x13621 * x13622 - x13621 * x13744 + 4 x13622^2 - x13622 * x13623 - x13622 * x13745 + 4 x13623^2 - x13623 * x13624 - x13623 * x13746 + 4 x13624^2 - x13624 * x13625 - x13624 * x13747 + 4 x13625^2 - x13625 * x13626 - x13625 * x13748 + 4 x13626^2 - x13626 * x13627 - x13626 * x13749 + 4 x13627^2 - x13627 * x13628 - x13627 * x13750 + 4 x13628^2 - x13628 * x13629 - x13628 * x13751 + 4 x13629^2 - x13629 * x13630 - x13629 * x13752 + 4 x13630^2 - x13630 * x13631 - x13630 * x13753 + 4 x13631^2 - x13631 * x13632 - x13631 * x13754 + 4 x13632^2 - x13632 * x13633 - x13632 * x13755 + 4 x13633^2 - x13633 * x13634 - x13633 * x13756 + 4 x13634^2 - x13634 * x13635 - x13634 * x13757 + 4 x13635^2 - x13635 * x13636 - x13635 * x13758 + 4 x13636^2 - x13636 * x13637 - x13636 * x13759 + 4 x13637^2 - x13637 * x13638 - x13637 * x13760 + 4 x13638^2 - x13638 * x13639 - x13638 * x13761 + 4 x13639^2 - x13639 * x13640 - x13639 * x13762 + 4 x13640^2 - x13640 * x13641 - x13640 * x13763 + 4 x13641^2 - x13641 * x13642 - x13641 * x13764 + 4 x13642^2 - x13642 * x13643 - x13642 * x13765 + 4 x13643^2 - x13643 * x13644 - x13643 * x13766 + 4 x13644^2 - x13644 * x13645 - x13644 * x13767 + 4 x13645^2 - x13645 * x13646 - x13645 * x13768 + 4 x13646^2 - x13646 * x13647 - x13646 * x13769 + 4 x13647^2 - x13647 * x13648 - x13647 * x13770 + 4 x13648^2 - x13648 * x13649 - x13648 * x13771 + 4 x13649^2 - x13649 * x13650 - x13649 * x13772 + 4 x13650^2 - x13650 * x13651 - x13650 * x13773 + 4 x13651^2 - x13651 * x13652 - x13651 * x13774 + 4 x13652^2 - x13652 * x13653 - x13652 * x13775 + 4 x13653^2 - x13653 * x13654 - x13653 * x13776 + 3.5 x13654^2 - x13654 * x13777 + 3.5 x13655^2 - x13655 * x13656 - x13655 * x13778 + 4 x13656^2 - x13656 * x13657 - x13656 * x13779 + 4 x13657^2 - x13657 * x13658 - x13657 * x13780 + 4 x13658^2 - x13658 * x13659 - x13658 * x13781 + 4 x13659^2 - x13659 * x13660 - x13659 * x13782 + 4 x13660^2 - x13660 * x13661 - x13660 * x13783 + 4 x13661^2 - x13661 * x13662 - x13661 * x13784 + 4 x13662^2 - x13662 * x13663 - x13662 * x13785 + 4 x13663^2 - x13663 * x13664 - x13663 * x13786 + 4 x13664^2 - x13664 * x13665 - x13664 * x13787 + 4 x13665^2 - x13665 * x13666 - x13665 * x13788 + 4 x13666^2 - x13666 * x13667 - x13666 * x13789 + 4 x13667^2 - x13667 * x13668 - x13667 * x13790 + 4 x13668^2 - x13668 * x13669 - x13668 * x13791 + 4 x13669^2 - x13669 * x13670 - x13669 * x13792 + 4 x13670^2 - x13670 * x13671 - x13670 * x13793 + 4 x13671^2 - x13671 * x13672 - x13671 * x13794 + 4 x13672^2 - x13672 * x13673 - x13672 * x13795 + 4 x13673^2 - x13673 * x13674 - x13673 * x13796 + 4 x13674^2 - x13674 * x13675 - x13674 * x13797 + 4 x13675^2 - x13675 * x13676 - x13675 * x13798 + 4 x13676^2 - x13676 * x13677 - x13676 * x13799 + 4 x13677^2 - x13677 * x13678 - x13677 * x13800 + 4 x13678^2 - x13678 * x13679 - x13678 * x13801 + 4 x13679^2 - x13679 * x13680 - x13679 * x13802 + 4 x13680^2 - x13680 * x13681 - x13680 * x13803 + 4 x13681^2 - x13681 * x13682 - x13681 * x13804 + 4 x13682^2 - x13682 * x13683 - x13682 * x13805 + 4 x13683^2 - x13683 * x13684 - x13683 * x13806 + 4 x13684^2 - x13684 * x13685 - x13684 * x13807 + 4 x13685^2 - x13685 * x13686 - x13685 * x13808 + 4 x13686^2 - x13686 * x13687 - x13686 * x13809 + 4 x13687^2 - x13687 * x13688 - x13687 * x13810 + 4 x13688^2 - x13688 * x13689 - x13688 * x13811 + 4 x13689^2 - x13689 * x13690 - x13689 * x13812 + 4 x13690^2 - x13690 * x13691 - x13690 * x13813 + 4 x13691^2 - x13691 * x13692 - x13691 * x13814 + 4 x13692^2 - x13692 * x13693 - x13692 * x13815 + 4 x13693^2 - x13693 * x13694 - x13693 * x13816 + 4 x13694^2 - x13694 * x13695 - x13694 * x13817 + 4 x13695^2 - x13695 * x13696 - x13695 * x13818 + 4 x13696^2 - x13696 * x13697 - x13696 * x13819 + 4 x13697^2 - x13697 * x13698 - x13697 * x13820 + 4 x13698^2 - x13698 * x13699 - x13698 * x13821 + 4 x13699^2 - x13699 * x13700 - x13699 * x13822 + 4 x13700^2 - x13700 * x13701 - x13700 * x13823 + 4 x13701^2 - x13701 * x13702 - x13701 * x13824 + 4 x13702^2 - x13702 * x13703 - x13702 * x13825 + 4 x13703^2 - x13703 * x13704 - x13703 * x13826 + 4 x13704^2 - x13704 * x13705 - x13704 * x13827 + 4 x13705^2 - x13705 * x13706 - x13705 * x13828 + 4 x13706^2 - x13706 * x13707 - x13706 * x13829 + 4 x13707^2 - x13707 * x13708 - x13707 * x13830 + 4 x13708^2 - x13708 * x13709 - x13708 * x13831 + 4 x13709^2 - x13709 * x13710 - x13709 * x13832 + 4 x13710^2 - x13710 * x13711 - x13710 * x13833 + 4 x13711^2 - x13711 * x13712 - x13711 * x13834 + 4 x13712^2 - x13712 * x13713 - x13712 * x13835 + 4 x13713^2 - x13713 * x13714 - x13713 * x13836 + 4 x13714^2 - x13714 * x13715 - x13714 * x13837 + 4 x13715^2 - x13715 * x13716 - x13715 * x13838 + 4 x13716^2 - x13716 * x13717 - x13716 * x13839 + 4 x13717^2 - x13717 * x13718 - x13717 * x13840 + 4 x13718^2 - x13718 * x13719 - x13718 * x13841 + 4 x13719^2 - x13719 * x13720 - x13719 * x13842 + 4 x13720^2 - x13720 * x13721 - x13720 * x13843 + 4 x13721^2 - x13721 * x13722 - x13721 * x13844 + 4 x13722^2 - x13722 * x13723 - x13722 * x13845 + 4 x13723^2 - x13723 * x13724 - x13723 * x13846 + 4 x13724^2 - x13724 * x13725 - x13724 * x13847 + 4 x13725^2 - x13725 * x13726 - x13725 * x13848 + 4 x13726^2 - x13726 * x13727 - x13726 * x13849 + 4 x13727^2 - x13727 * x13728 - x13727 * x13850 + 4 x13728^2 - x13728 * x13729 - x13728 * x13851 + 4 x13729^2 - x13729 * x13730 - x13729 * x13852 + 4 x13730^2 - x13730 * x13731 - x13730 * x13853 + 4 x13731^2 - x13731 * x13732 - x13731 * x13854 + 4 x13732^2 - x13732 * x13733 - x13732 * x13855 + 4 x13733^2 - x13733 * x13734 - x13733 * x13856 + 4 x13734^2 - x13734 * x13735 - x13734 * x13857 + 4 x13735^2 - x13735 * x13736 - x13735 * x13858 + 4 x13736^2 - x13736 * x13737 - x13736 * x13859 + 4 x13737^2 - x13737 * x13738 - x13737 * x13860 + 4 x13738^2 - x13738 * x13739 - x13738 * x13861 + 4 x13739^2 - x13739 * x13740 - x13739 * x13862 + 4 x13740^2 - x13740 * x13741 - x13740 * x13863 + 4 x13741^2 - x13741 * x13742 - x13741 * x13864 + 4 x13742^2 - x13742 * x13743 - x13742 * x13865 + 4 x13743^2 - x13743 * x13744 - x13743 * x13866 + 4 x13744^2 - x13744 * x13745 - x13744 * x13867 + 4 x13745^2 - x13745 * x13746 - x13745 * x13868 + 4 x13746^2 - x13746 * x13747 - x13746 * x13869 + 4 x13747^2 - x13747 * x13748 - x13747 * x13870 + 4 x13748^2 - x13748 * x13749 - x13748 * x13871 + 4 x13749^2 - x13749 * x13750 - x13749 * x13872 + 4 x13750^2 - x13750 * x13751 - x13750 * x13873 + 4 x13751^2 - x13751 * x13752 - x13751 * x13874 + 4 x13752^2 - x13752 * x13753 - x13752 * x13875 + 4 x13753^2 - x13753 * x13754 - x13753 * x13876 + 4 x13754^2 - x13754 * x13755 - x13754 * x13877 + 4 x13755^2 - x13755 * x13756 - x13755 * x13878 + 4 x13756^2 - x13756 * x13757 - x13756 * x13879 + 4 x13757^2 - x13757 * x13758 - x13757 * x13880 + 4 x13758^2 - x13758 * x13759 - x13758 * x13881 + 4 x13759^2 - x13759 * x13760 - x13759 * x13882 + 4 x13760^2 - x13760 * x13761 - x13760 * x13883 + 4 x13761^2 - x13761 * x13762 - x13761 * x13884 + 4 x13762^2 - x13762 * x13763 - x13762 * x13885 + 4 x13763^2 - x13763 * x13764 - x13763 * x13886 + 4 x13764^2 - x13764 * x13765 - x13764 * x13887 + 4 x13765^2 - x13765 * x13766 - x13765 * x13888 + 4 x13766^2 - x13766 * x13767 - x13766 * x13889 + 4 x13767^2 - x13767 * x13768 - x13767 * x13890 + 4 x13768^2 - x13768 * x13769 - x13768 * x13891 + 4 x13769^2 - x13769 * x13770 - x13769 * x13892 + 4 x13770^2 - x13770 * x13771 - x13770 * x13893 + 4 x13771^2 - x13771 * x13772 - x13771 * x13894 + 4 x13772^2 - x13772 * x13773 - x13772 * x13895 + 4 x13773^2 - x13773 * x13774 - x13773 * x13896 + 4 x13774^2 - x13774 * x13775 - x13774 * x13897 + 4 x13775^2 - x13775 * x13776 - x13775 * x13898 + 4 x13776^2 - x13776 * x13777 - x13776 * x13899 + 3.5 x13777^2 - x13777 * x13900 + 3.5 x13778^2 - x13778 * x13779 - x13778 * x13901 + 4 x13779^2 - x13779 * x13780 - x13779 * x13902 + 4 x13780^2 - x13780 * x13781 - x13780 * x13903 + 4 x13781^2 - x13781 * x13782 - x13781 * x13904 + 4 x13782^2 - x13782 * x13783 - x13782 * x13905 + 4 x13783^2 - x13783 * x13784 - x13783 * x13906 + 4 x13784^2 - x13784 * x13785 - x13784 * x13907 + 4 x13785^2 - x13785 * x13786 - x13785 * x13908 + 4 x13786^2 - x13786 * x13787 - x13786 * x13909 + 4 x13787^2 - x13787 * x13788 - x13787 * x13910 + 4 x13788^2 - x13788 * x13789 - x13788 * x13911 + 4 x13789^2 - x13789 * x13790 - x13789 * x13912 + 4 x13790^2 - x13790 * x13791 - x13790 * x13913 + 4 x13791^2 - x13791 * x13792 - x13791 * x13914 + 4 x13792^2 - x13792 * x13793 - x13792 * x13915 + 4 x13793^2 - x13793 * x13794 - x13793 * x13916 + 4 x13794^2 - x13794 * x13795 - x13794 * x13917 + 4 x13795^2 - x13795 * x13796 - x13795 * x13918 + 4 x13796^2 - x13796 * x13797 - x13796 * x13919 + 4 x13797^2 - x13797 * x13798 - x13797 * x13920 + 4 x13798^2 - x13798 * x13799 - x13798 * x13921 + 4 x13799^2 - x13799 * x13800 - x13799 * x13922 + 4 x13800^2 - x13800 * x13801 - x13800 * x13923 + 4 x13801^2 - x13801 * x13802 - x13801 * x13924 + 4 x13802^2 - x13802 * x13803 - x13802 * x13925 + 4 x13803^2 - x13803 * x13804 - x13803 * x13926 + 4 x13804^2 - x13804 * x13805 - x13804 * x13927 + 4 x13805^2 - x13805 * x13806 - x13805 * x13928 + 4 x13806^2 - x13806 * x13807 - x13806 * x13929 + 4 x13807^2 - x13807 * x13808 - x13807 * x13930 + 4 x13808^2 - x13808 * x13809 - x13808 * x13931 + 4 x13809^2 - x13809 * x13810 - x13809 * x13932 + 4 x13810^2 - x13810 * x13811 - x13810 * x13933 + 4 x13811^2 - x13811 * x13812 - x13811 * x13934 + 4 x13812^2 - x13812 * x13813 - x13812 * x13935 + 4 x13813^2 - x13813 * x13814 - x13813 * x13936 + 4 x13814^2 - x13814 * x13815 - x13814 * x13937 + 4 x13815^2 - x13815 * x13816 - x13815 * x13938 + 4 x13816^2 - x13816 * x13817 - x13816 * x13939 + 4 x13817^2 - x13817 * x13818 - x13817 * x13940 + 4 x13818^2 - x13818 * x13819 - x13818 * x13941 + 4 x13819^2 - x13819 * x13820 - x13819 * x13942 + 4 x13820^2 - x13820 * x13821 - x13820 * x13943 + 4 x13821^2 - x13821 * x13822 - x13821 * x13944 + 4 x13822^2 - x13822 * x13823 - x13822 * x13945 + 4 x13823^2 - x13823 * x13824 - x13823 * x13946 + 4 x13824^2 - x13824 * x13825 - x13824 * x13947 + 4 x13825^2 - x13825 * x13826 - x13825 * x13948 + 4 x13826^2 - x13826 * x13827 - x13826 * x13949 + 4 x13827^2 - x13827 * x13828 - x13827 * x13950 + 4 x13828^2 - x13828 * x13829 - x13828 * x13951 + 4 x13829^2 - x13829 * x13830 - x13829 * x13952 + 4 x13830^2 - x13830 * x13831 - x13830 * x13953 + 4 x13831^2 - x13831 * x13832 - x13831 * x13954 + 4 x13832^2 - x13832 * x13833 - x13832 * x13955 + 4 x13833^2 - x13833 * x13834 - x13833 * x13956 + 4 x13834^2 - x13834 * x13835 - x13834 * x13957 + 4 x13835^2 - x13835 * x13836 - x13835 * x13958 + 4 x13836^2 - x13836 * x13837 - x13836 * x13959 + 4 x13837^2 - x13837 * x13838 - x13837 * x13960 + 4 x13838^2 - x13838 * x13839 - x13838 * x13961 + 4 x13839^2 - x13839 * x13840 - x13839 * x13962 + 4 x13840^2 - x13840 * x13841 - x13840 * x13963 + 4 x13841^2 - x13841 * x13842 - x13841 * x13964 + 4 x13842^2 - x13842 * x13843 - x13842 * x13965 + 4 x13843^2 - x13843 * x13844 - x13843 * x13966 + 4 x13844^2 - x13844 * x13845 - x13844 * x13967 + 4 x13845^2 - x13845 * x13846 - x13845 * x13968 + 4 x13846^2 - x13846 * x13847 - x13846 * x13969 + 4 x13847^2 - x13847 * x13848 - x13847 * x13970 + 4 x13848^2 - x13848 * x13849 - x13848 * x13971 + 4 x13849^2 - x13849 * x13850 - x13849 * x13972 + 4 x13850^2 - x13850 * x13851 - x13850 * x13973 + 4 x13851^2 - x13851 * x13852 - x13851 * x13974 + 4 x13852^2 - x13852 * x13853 - x13852 * x13975 + 4 x13853^2 - x13853 * x13854 - x13853 * x13976 + 4 x13854^2 - x13854 * x13855 - x13854 * x13977 + 4 x13855^2 - x13855 * x13856 - x13855 * x13978 + 4 x13856^2 - x13856 * x13857 - x13856 * x13979 + 4 x13857^2 - x13857 * x13858 - x13857 * x13980 + 4 x13858^2 - x13858 * x13859 - x13858 * x13981 + 4 x13859^2 - x13859 * x13860 - x13859 * x13982 + 4 x13860^2 - x13860 * x13861 - x13860 * x13983 + 4 x13861^2 - x13861 * x13862 - x13861 * x13984 + 4 x13862^2 - x13862 * x13863 - x13862 * x13985 + 4 x13863^2 - x13863 * x13864 - x13863 * x13986 + 4 x13864^2 - x13864 * x13865 - x13864 * x13987 + 4 x13865^2 - x13865 * x13866 - x13865 * x13988 + 4 x13866^2 - x13866 * x13867 - x13866 * x13989 + 4 x13867^2 - x13867 * x13868 - x13867 * x13990 + 4 x13868^2 - x13868 * x13869 - x13868 * x13991 + 4 x13869^2 - x13869 * x13870 - x13869 * x13992 + 4 x13870^2 - x13870 * x13871 - x13870 * x13993 + 4 x13871^2 - x13871 * x13872 - x13871 * x13994 + 4 x13872^2 - x13872 * x13873 - x13872 * x13995 + 4 x13873^2 - x13873 * x13874 - x13873 * x13996 + 4 x13874^2 - x13874 * x13875 - x13874 * x13997 + 4 x13875^2 - x13875 * x13876 - x13875 * x13998 + 4 x13876^2 - x13876 * x13877 - x13876 * x13999 + 4 x13877^2 - x13877 * x13878 - x13877 * x14000 + 4 x13878^2 - x13878 * x13879 - x13878 * x14001 + 4 x13879^2 - x13879 * x13880 - x13879 * x14002 + 4 x13880^2 - x13880 * x13881 - x13880 * x14003 + 4 x13881^2 - x13881 * x13882 - x13881 * x14004 + 4 x13882^2 - x13882 * x13883 - x13882 * x14005 + 4 x13883^2 - x13883 * x13884 - x13883 * x14006 + 4 x13884^2 - x13884 * x13885 - x13884 * x14007 + 4 x13885^2 - x13885 * x13886 - x13885 * x14008 + 4 x13886^2 - x13886 * x13887 - x13886 * x14009 + 4 x13887^2 - x13887 * x13888 - x13887 * x14010 + 4 x13888^2 - x13888 * x13889 - x13888 * x14011 + 4 x13889^2 - x13889 * x13890 - x13889 * x14012 + 4 x13890^2 - x13890 * x13891 - x13890 * x14013 + 4 x13891^2 - x13891 * x13892 - x13891 * x14014 + 4 x13892^2 - x13892 * x13893 - x13892 * x14015 + 4 x13893^2 - x13893 * x13894 - x13893 * x14016 + 4 x13894^2 - x13894 * x13895 - x13894 * x14017 + 4 x13895^2 - x13895 * x13896 - x13895 * x14018 + 4 x13896^2 - x13896 * x13897 - x13896 * x14019 + 4 x13897^2 - x13897 * x13898 - x13897 * x14020 + 4 x13898^2 - x13898 * x13899 - x13898 * x14021 + 4 x13899^2 - x13899 * x13900 - x13899 * x14022 + 3.5 x13900^2 - x13900 * x14023 + 3.5 x13901^2 - x13901 * x13902 - x13901 * x14024 + 4 x13902^2 - x13902 * x13903 - x13902 * x14025 + 4 x13903^2 - x13903 * x13904 - x13903 * x14026 + 4 x13904^2 - x13904 * x13905 - x13904 * x14027 + 4 x13905^2 - x13905 * x13906 - x13905 * x14028 + 4 x13906^2 - x13906 * x13907 - x13906 * x14029 + 4 x13907^2 - x13907 * x13908 - x13907 * x14030 + 4 x13908^2 - x13908 * x13909 - x13908 * x14031 + 4 x13909^2 - x13909 * x13910 - x13909 * x14032 + 4 x13910^2 - x13910 * x13911 - x13910 * x14033 + 4 x13911^2 - x13911 * x13912 - x13911 * x14034 + 4 x13912^2 - x13912 * x13913 - x13912 * x14035 + 4 x13913^2 - x13913 * x13914 - x13913 * x14036 + 4 x13914^2 - x13914 * x13915 - x13914 * x14037 + 4 x13915^2 - x13915 * x13916 - x13915 * x14038 + 4 x13916^2 - x13916 * x13917 - x13916 * x14039 + 4 x13917^2 - x13917 * x13918 - x13917 * x14040 + 4 x13918^2 - x13918 * x13919 - x13918 * x14041 + 4 x13919^2 - x13919 * x13920 - x13919 * x14042 + 4 x13920^2 - x13920 * x13921 - x13920 * x14043 + 4 x13921^2 - x13921 * x13922 - x13921 * x14044 + 4 x13922^2 - x13922 * x13923 - x13922 * x14045 + 4 x13923^2 - x13923 * x13924 - x13923 * x14046 + 4 x13924^2 - x13924 * x13925 - x13924 * x14047 + 4 x13925^2 - x13925 * x13926 - x13925 * x14048 + 4 x13926^2 - x13926 * x13927 - x13926 * x14049 + 4 x13927^2 - x13927 * x13928 - x13927 * x14050 + 4 x13928^2 - x13928 * x13929 - x13928 * x14051 + 4 x13929^2 - x13929 * x13930 - x13929 * x14052 + 4 x13930^2 - x13930 * x13931 - x13930 * x14053 + 4 x13931^2 - x13931 * x13932 - x13931 * x14054 + 4 x13932^2 - x13932 * x13933 - x13932 * x14055 + 4 x13933^2 - x13933 * x13934 - x13933 * x14056 + 4 x13934^2 - x13934 * x13935 - x13934 * x14057 + 4 x13935^2 - x13935 * x13936 - x13935 * x14058 + 4 x13936^2 - x13936 * x13937 - x13936 * x14059 + 4 x13937^2 - x13937 * x13938 - x13937 * x14060 + 4 x13938^2 - x13938 * x13939 - x13938 * x14061 + 4 x13939^2 - x13939 * x13940 - x13939 * x14062 + 4 x13940^2 - x13940 * x13941 - x13940 * x14063 + 4 x13941^2 - x13941 * x13942 - x13941 * x14064 + 4 x13942^2 - x13942 * x13943 - x13942 * x14065 + 4 x13943^2 - x13943 * x13944 - x13943 * x14066 + 4 x13944^2 - x13944 * x13945 - x13944 * x14067 + 4 x13945^2 - x13945 * x13946 - x13945 * x14068 + 4 x13946^2 - x13946 * x13947 - x13946 * x14069 + 4 x13947^2 - x13947 * x13948 - x13947 * x14070 + 4 x13948^2 - x13948 * x13949 - x13948 * x14071 + 4 x13949^2 - x13949 * x13950 - x13949 * x14072 + 4 x13950^2 - x13950 * x13951 - x13950 * x14073 + 4 x13951^2 - x13951 * x13952 - x13951 * x14074 + 4 x13952^2 - x13952 * x13953 - x13952 * x14075 + 4 x13953^2 - x13953 * x13954 - x13953 * x14076 + 4 x13954^2 - x13954 * x13955 - x13954 * x14077 + 4 x13955^2 - x13955 * x13956 - x13955 * x14078 + 4 x13956^2 - x13956 * x13957 - x13956 * x14079 + 4 x13957^2 - x13957 * x13958 - x13957 * x14080 + 4 x13958^2 - x13958 * x13959 - x13958 * x14081 + 4 x13959^2 - x13959 * x13960 - x13959 * x14082 + 4 x13960^2 - x13960 * x13961 - x13960 * x14083 + 4 x13961^2 - x13961 * x13962 - x13961 * x14084 + 4 x13962^2 - x13962 * x13963 - x13962 * x14085 + 4 x13963^2 - x13963 * x13964 - x13963 * x14086 + 4 x13964^2 - x13964 * x13965 - x13964 * x14087 + 4 x13965^2 - x13965 * x13966 - x13965 * x14088 + 4 x13966^2 - x13966 * x13967 - x13966 * x14089 + 4 x13967^2 - x13967 * x13968 - x13967 * x14090 + 4 x13968^2 - x13968 * x13969 - x13968 * x14091 + 4 x13969^2 - x13969 * x13970 - x13969 * x14092 + 4 x13970^2 - x13970 * x13971 - x13970 * x14093 + 4 x13971^2 - x13971 * x13972 - x13971 * x14094 + 4 x13972^2 - x13972 * x13973 - x13972 * x14095 + 4 x13973^2 - x13973 * x13974 - x13973 * x14096 + 4 x13974^2 - x13974 * x13975 - x13974 * x14097 + 4 x13975^2 - x13975 * x13976 - x13975 * x14098 + 4 x13976^2 - x13976 * x13977 - x13976 * x14099 + 4 x13977^2 - x13977 * x13978 - x13977 * x14100 + 4 x13978^2 - x13978 * x13979 - x13978 * x14101 + 4 x13979^2 - x13979 * x13980 - x13979 * x14102 + 4 x13980^2 - x13980 * x13981 - x13980 * x14103 + 4 x13981^2 - x13981 * x13982 - x13981 * x14104 + 4 x13982^2 - x13982 * x13983 - x13982 * x14105 + 4 x13983^2 - x13983 * x13984 - x13983 * x14106 + 4 x13984^2 - x13984 * x13985 - x13984 * x14107 + 4 x13985^2 - x13985 * x13986 - x13985 * x14108 + 4 x13986^2 - x13986 * x13987 - x13986 * x14109 + 4 x13987^2 - x13987 * x13988 - x13987 * x14110 + 4 x13988^2 - x13988 * x13989 - x13988 * x14111 + 4 x13989^2 - x13989 * x13990 - x13989 * x14112 + 4 x13990^2 - x13990 * x13991 - x13990 * x14113 + 4 x13991^2 - x13991 * x13992 - x13991 * x14114 + 4 x13992^2 - x13992 * x13993 - x13992 * x14115 + 4 x13993^2 - x13993 * x13994 - x13993 * x14116 + 4 x13994^2 - x13994 * x13995 - x13994 * x14117 + 4 x13995^2 - x13995 * x13996 - x13995 * x14118 + 4 x13996^2 - x13996 * x13997 - x13996 * x14119 + 4 x13997^2 - x13997 * x13998 - x13997 * x14120 + 4 x13998^2 - x13998 * x13999 - x13998 * x14121 + 4 x13999^2 - x13999 * x14000 - x13999 * x14122 + 4 x14000^2 - x14000 * x14001 - x14000 * x14123 + 4 x14001^2 - x14001 * x14002 - x14001 * x14124 + 4 x14002^2 - x14002 * x14003 - x14002 * x14125 + 4 x14003^2 - x14003 * x14004 - x14003 * x14126 + 4 x14004^2 - x14004 * x14005 - x14004 * x14127 + 4 x14005^2 - x14005 * x14006 - x14005 * x14128 + 4 x14006^2 - x14006 * x14007 - x14006 * x14129 + 4 x14007^2 - x14007 * x14008 - x14007 * x14130 + 4 x14008^2 - x14008 * x14009 - x14008 * x14131 + 4 x14009^2 - x14009 * x14010 - x14009 * x14132 + 4 x14010^2 - x14010 * x14011 - x14010 * x14133 + 4 x14011^2 - x14011 * x14012 - x14011 * x14134 + 4 x14012^2 - x14012 * x14013 - x14012 * x14135 + 4 x14013^2 - x14013 * x14014 - x14013 * x14136 + 4 x14014^2 - x14014 * x14015 - x14014 * x14137 + 4 x14015^2 - x14015 * x14016 - x14015 * x14138 + 4 x14016^2 - x14016 * x14017 - x14016 * x14139 + 4 x14017^2 - x14017 * x14018 - x14017 * x14140 + 4 x14018^2 - x14018 * x14019 - x14018 * x14141 + 4 x14019^2 - x14019 * x14020 - x14019 * x14142 + 4 x14020^2 - x14020 * x14021 - x14020 * x14143 + 4 x14021^2 - x14021 * x14022 - x14021 * x14144 + 4 x14022^2 - x14022 * x14023 - x14022 * x14145 + 3.5 x14023^2 - x14023 * x14146 + 3.5 x14024^2 - x14024 * x14025 - x14024 * x14147 + 4 x14025^2 - x14025 * x14026 - x14025 * x14148 + 4 x14026^2 - x14026 * x14027 - x14026 * x14149 + 4 x14027^2 - x14027 * x14028 - x14027 * x14150 + 4 x14028^2 - x14028 * x14029 - x14028 * x14151 + 4 x14029^2 - x14029 * x14030 - x14029 * x14152 + 4 x14030^2 - x14030 * x14031 - x14030 * x14153 + 4 x14031^2 - x14031 * x14032 - x14031 * x14154 + 4 x14032^2 - x14032 * x14033 - x14032 * x14155 + 4 x14033^2 - x14033 * x14034 - x14033 * x14156 + 4 x14034^2 - x14034 * x14035 - x14034 * x14157 + 4 x14035^2 - x14035 * x14036 - x14035 * x14158 + 4 x14036^2 - x14036 * x14037 - x14036 * x14159 + 4 x14037^2 - x14037 * x14038 - x14037 * x14160 + 4 x14038^2 - x14038 * x14039 - x14038 * x14161 + 4 x14039^2 - x14039 * x14040 - x14039 * x14162 + 4 x14040^2 - x14040 * x14041 - x14040 * x14163 + 4 x14041^2 - x14041 * x14042 - x14041 * x14164 + 4 x14042^2 - x14042 * x14043 - x14042 * x14165 + 4 x14043^2 - x14043 * x14044 - x14043 * x14166 + 4 x14044^2 - x14044 * x14045 - x14044 * x14167 + 4 x14045^2 - x14045 * x14046 - x14045 * x14168 + 4 x14046^2 - x14046 * x14047 - x14046 * x14169 + 4 x14047^2 - x14047 * x14048 - x14047 * x14170 + 4 x14048^2 - x14048 * x14049 - x14048 * x14171 + 4 x14049^2 - x14049 * x14050 - x14049 * x14172 + 4 x14050^2 - x14050 * x14051 - x14050 * x14173 + 4 x14051^2 - x14051 * x14052 - x14051 * x14174 + 4 x14052^2 - x14052 * x14053 - x14052 * x14175 + 4 x14053^2 - x14053 * x14054 - x14053 * x14176 + 4 x14054^2 - x14054 * x14055 - x14054 * x14177 + 4 x14055^2 - x14055 * x14056 - x14055 * x14178 + 4 x14056^2 - x14056 * x14057 - x14056 * x14179 + 4 x14057^2 - x14057 * x14058 - x14057 * x14180 + 4 x14058^2 - x14058 * x14059 - x14058 * x14181 + 4 x14059^2 - x14059 * x14060 - x14059 * x14182 + 4 x14060^2 - x14060 * x14061 - x14060 * x14183 + 4 x14061^2 - x14061 * x14062 - x14061 * x14184 + 4 x14062^2 - x14062 * x14063 - x14062 * x14185 + 4 x14063^2 - x14063 * x14064 - x14063 * x14186 + 4 x14064^2 - x14064 * x14065 - x14064 * x14187 + 4 x14065^2 - x14065 * x14066 - x14065 * x14188 + 4 x14066^2 - x14066 * x14067 - x14066 * x14189 + 4 x14067^2 - x14067 * x14068 - x14067 * x14190 + 4 x14068^2 - x14068 * x14069 - x14068 * x14191 + 4 x14069^2 - x14069 * x14070 - x14069 * x14192 + 4 x14070^2 - x14070 * x14071 - x14070 * x14193 + 4 x14071^2 - x14071 * x14072 - x14071 * x14194 + 4 x14072^2 - x14072 * x14073 - x14072 * x14195 + 4 x14073^2 - x14073 * x14074 - x14073 * x14196 + 4 x14074^2 - x14074 * x14075 - x14074 * x14197 + 4 x14075^2 - x14075 * x14076 - x14075 * x14198 + 4 x14076^2 - x14076 * x14077 - x14076 * x14199 + 4 x14077^2 - x14077 * x14078 - x14077 * x14200 + 4 x14078^2 - x14078 * x14079 - x14078 * x14201 + 4 x14079^2 - x14079 * x14080 - x14079 * x14202 + 4 x14080^2 - x14080 * x14081 - x14080 * x14203 + 4 x14081^2 - x14081 * x14082 - x14081 * x14204 + 4 x14082^2 - x14082 * x14083 - x14082 * x14205 + 4 x14083^2 - x14083 * x14084 - x14083 * x14206 + 4 x14084^2 - x14084 * x14085 - x14084 * x14207 + 4 x14085^2 - x14085 * x14086 - x14085 * x14208 + 4 x14086^2 - x14086 * x14087 - x14086 * x14209 + 4 x14087^2 - x14087 * x14088 - x14087 * x14210 + 4 x14088^2 - x14088 * x14089 - x14088 * x14211 + 4 x14089^2 - x14089 * x14090 - x14089 * x14212 + 4 x14090^2 - x14090 * x14091 - x14090 * x14213 + 4 x14091^2 - x14091 * x14092 - x14091 * x14214 + 4 x14092^2 - x14092 * x14093 - x14092 * x14215 + 4 x14093^2 - x14093 * x14094 - x14093 * x14216 + 4 x14094^2 - x14094 * x14095 - x14094 * x14217 + 4 x14095^2 - x14095 * x14096 - x14095 * x14218 + 4 x14096^2 - x14096 * x14097 - x14096 * x14219 + 4 x14097^2 - x14097 * x14098 - x14097 * x14220 + 4 x14098^2 - x14098 * x14099 - x14098 * x14221 + 4 x14099^2 - x14099 * x14100 - x14099 * x14222 + 4 x14100^2 - x14100 * x14101 - x14100 * x14223 + 4 x14101^2 - x14101 * x14102 - x14101 * x14224 + 4 x14102^2 - x14102 * x14103 - x14102 * x14225 + 4 x14103^2 - x14103 * x14104 - x14103 * x14226 + 4 x14104^2 - x14104 * x14105 - x14104 * x14227 + 4 x14105^2 - x14105 * x14106 - x14105 * x14228 + 4 x14106^2 - x14106 * x14107 - x14106 * x14229 + 4 x14107^2 - x14107 * x14108 - x14107 * x14230 + 4 x14108^2 - x14108 * x14109 - x14108 * x14231 + 4 x14109^2 - x14109 * x14110 - x14109 * x14232 + 4 x14110^2 - x14110 * x14111 - x14110 * x14233 + 4 x14111^2 - x14111 * x14112 - x14111 * x14234 + 4 x14112^2 - x14112 * x14113 - x14112 * x14235 + 4 x14113^2 - x14113 * x14114 - x14113 * x14236 + 4 x14114^2 - x14114 * x14115 - x14114 * x14237 + 4 x14115^2 - x14115 * x14116 - x14115 * x14238 + 4 x14116^2 - x14116 * x14117 - x14116 * x14239 + 4 x14117^2 - x14117 * x14118 - x14117 * x14240 + 4 x14118^2 - x14118 * x14119 - x14118 * x14241 + 4 x14119^2 - x14119 * x14120 - x14119 * x14242 + 4 x14120^2 - x14120 * x14121 - x14120 * x14243 + 4 x14121^2 - x14121 * x14122 - x14121 * x14244 + 4 x14122^2 - x14122 * x14123 - x14122 * x14245 + 4 x14123^2 - x14123 * x14124 - x14123 * x14246 + 4 x14124^2 - x14124 * x14125 - x14124 * x14247 + 4 x14125^2 - x14125 * x14126 - x14125 * x14248 + 4 x14126^2 - x14126 * x14127 - x14126 * x14249 + 4 x14127^2 - x14127 * x14128 - x14127 * x14250 + 4 x14128^2 - x14128 * x14129 - x14128 * x14251 + 4 x14129^2 - x14129 * x14130 - x14129 * x14252 + 4 x14130^2 - x14130 * x14131 - x14130 * x14253 + 4 x14131^2 - x14131 * x14132 - x14131 * x14254 + 4 x14132^2 - x14132 * x14133 - x14132 * x14255 + 4 x14133^2 - x14133 * x14134 - x14133 * x14256 + 4 x14134^2 - x14134 * x14135 - x14134 * x14257 + 4 x14135^2 - x14135 * x14136 - x14135 * x14258 + 4 x14136^2 - x14136 * x14137 - x14136 * x14259 + 4 x14137^2 - x14137 * x14138 - x14137 * x14260 + 4 x14138^2 - x14138 * x14139 - x14138 * x14261 + 4 x14139^2 - x14139 * x14140 - x14139 * x14262 + 4 x14140^2 - x14140 * x14141 - x14140 * x14263 + 4 x14141^2 - x14141 * x14142 - x14141 * x14264 + 4 x14142^2 - x14142 * x14143 - x14142 * x14265 + 4 x14143^2 - x14143 * x14144 - x14143 * x14266 + 4 x14144^2 - x14144 * x14145 - x14144 * x14267 + 4 x14145^2 - x14145 * x14146 - x14145 * x14268 + 3.5 x14146^2 - x14146 * x14269 + 3.5 x14147^2 - x14147 * x14148 - x14147 * x14270 + 4 x14148^2 - x14148 * x14149 - x14148 * x14271 + 4 x14149^2 - x14149 * x14150 - x14149 * x14272 + 4 x14150^2 - x14150 * x14151 - x14150 * x14273 + 4 x14151^2 - x14151 * x14152 - x14151 * x14274 + 4 x14152^2 - x14152 * x14153 - x14152 * x14275 + 4 x14153^2 - x14153 * x14154 - x14153 * x14276 + 4 x14154^2 - x14154 * x14155 - x14154 * x14277 + 4 x14155^2 - x14155 * x14156 - x14155 * x14278 + 4 x14156^2 - x14156 * x14157 - x14156 * x14279 + 4 x14157^2 - x14157 * x14158 - x14157 * x14280 + 4 x14158^2 - x14158 * x14159 - x14158 * x14281 + 4 x14159^2 - x14159 * x14160 - x14159 * x14282 + 4 x14160^2 - x14160 * x14161 - x14160 * x14283 + 4 x14161^2 - x14161 * x14162 - x14161 * x14284 + 4 x14162^2 - x14162 * x14163 - x14162 * x14285 + 4 x14163^2 - x14163 * x14164 - x14163 * x14286 + 4 x14164^2 - x14164 * x14165 - x14164 * x14287 + 4 x14165^2 - x14165 * x14166 - x14165 * x14288 + 4 x14166^2 - x14166 * x14167 - x14166 * x14289 + 4 x14167^2 - x14167 * x14168 - x14167 * x14290 + 4 x14168^2 - x14168 * x14169 - x14168 * x14291 + 4 x14169^2 - x14169 * x14170 - x14169 * x14292 + 4 x14170^2 - x14170 * x14171 - x14170 * x14293 + 4 x14171^2 - x14171 * x14172 - x14171 * x14294 + 4 x14172^2 - x14172 * x14173 - x14172 * x14295 + 4 x14173^2 - x14173 * x14174 - x14173 * x14296 + 4 x14174^2 - x14174 * x14175 - x14174 * x14297 + 4 x14175^2 - x14175 * x14176 - x14175 * x14298 + 4 x14176^2 - x14176 * x14177 - x14176 * x14299 + 4 x14177^2 - x14177 * x14178 - x14177 * x14300 + 4 x14178^2 - x14178 * x14179 - x14178 * x14301 + 4 x14179^2 - x14179 * x14180 - x14179 * x14302 + 4 x14180^2 - x14180 * x14181 - x14180 * x14303 + 4 x14181^2 - x14181 * x14182 - x14181 * x14304 + 4 x14182^2 - x14182 * x14183 - x14182 * x14305 + 4 x14183^2 - x14183 * x14184 - x14183 * x14306 + 4 x14184^2 - x14184 * x14185 - x14184 * x14307 + 4 x14185^2 - x14185 * x14186 - x14185 * x14308 + 4 x14186^2 - x14186 * x14187 - x14186 * x14309 + 4 x14187^2 - x14187 * x14188 - x14187 * x14310 + 4 x14188^2 - x14188 * x14189 - x14188 * x14311 + 4 x14189^2 - x14189 * x14190 - x14189 * x14312 + 4 x14190^2 - x14190 * x14191 - x14190 * x14313 + 4 x14191^2 - x14191 * x14192 - x14191 * x14314 + 4 x14192^2 - x14192 * x14193 - x14192 * x14315 + 4 x14193^2 - x14193 * x14194 - x14193 * x14316 + 4 x14194^2 - x14194 * x14195 - x14194 * x14317 + 4 x14195^2 - x14195 * x14196 - x14195 * x14318 + 4 x14196^2 - x14196 * x14197 - x14196 * x14319 + 4 x14197^2 - x14197 * x14198 - x14197 * x14320 + 4 x14198^2 - x14198 * x14199 - x14198 * x14321 + 4 x14199^2 - x14199 * x14200 - x14199 * x14322 + 4 x14200^2 - x14200 * x14201 - x14200 * x14323 + 4 x14201^2 - x14201 * x14202 - x14201 * x14324 + 4 x14202^2 - x14202 * x14203 - x14202 * x14325 + 4 x14203^2 - x14203 * x14204 - x14203 * x14326 + 4 x14204^2 - x14204 * x14205 - x14204 * x14327 + 4 x14205^2 - x14205 * x14206 - x14205 * x14328 + 4 x14206^2 - x14206 * x14207 - x14206 * x14329 + 4 x14207^2 - x14207 * x14208 - x14207 * x14330 + 4 x14208^2 - x14208 * x14209 - x14208 * x14331 + 4 x14209^2 - x14209 * x14210 - x14209 * x14332 + 4 x14210^2 - x14210 * x14211 - x14210 * x14333 + 4 x14211^2 - x14211 * x14212 - x14211 * x14334 + 4 x14212^2 - x14212 * x14213 - x14212 * x14335 + 4 x14213^2 - x14213 * x14214 - x14213 * x14336 + 4 x14214^2 - x14214 * x14215 - x14214 * x14337 + 4 x14215^2 - x14215 * x14216 - x14215 * x14338 + 4 x14216^2 - x14216 * x14217 - x14216 * x14339 + 4 x14217^2 - x14217 * x14218 - x14217 * x14340 + 4 x14218^2 - x14218 * x14219 - x14218 * x14341 + 4 x14219^2 - x14219 * x14220 - x14219 * x14342 + 4 x14220^2 - x14220 * x14221 - x14220 * x14343 + 4 x14221^2 - x14221 * x14222 - x14221 * x14344 + 4 x14222^2 - x14222 * x14223 - x14222 * x14345 + 4 x14223^2 - x14223 * x14224 - x14223 * x14346 + 4 x14224^2 - x14224 * x14225 - x14224 * x14347 + 4 x14225^2 - x14225 * x14226 - x14225 * x14348 + 4 x14226^2 - x14226 * x14227 - x14226 * x14349 + 4 x14227^2 - x14227 * x14228 - x14227 * x14350 + 4 x14228^2 - x14228 * x14229 - x14228 * x14351 + 4 x14229^2 - x14229 * x14230 - x14229 * x14352 + 4 x14230^2 - x14230 * x14231 - x14230 * x14353 + 4 x14231^2 - x14231 * x14232 - x14231 * x14354 + 4 x14232^2 - x14232 * x14233 - x14232 * x14355 + 4 x14233^2 - x14233 * x14234 - x14233 * x14356 + 4 x14234^2 - x14234 * x14235 - x14234 * x14357 + 4 x14235^2 - x14235 * x14236 - x14235 * x14358 + 4 x14236^2 - x14236 * x14237 - x14236 * x14359 + 4 x14237^2 - x14237 * x14238 - x14237 * x14360 + 4 x14238^2 - x14238 * x14239 - x14238 * x14361 + 4 x14239^2 - x14239 * x14240 - x14239 * x14362 + 4 x14240^2 - x14240 * x14241 - x14240 * x14363 + 4 x14241^2 - x14241 * x14242 - x14241 * x14364 + 4 x14242^2 - x14242 * x14243 - x14242 * x14365 + 4 x14243^2 - x14243 * x14244 - x14243 * x14366 + 4 x14244^2 - x14244 * x14245 - x14244 * x14367 + 4 x14245^2 - x14245 * x14246 - x14245 * x14368 + 4 x14246^2 - x14246 * x14247 - x14246 * x14369 + 4 x14247^2 - x14247 * x14248 - x14247 * x14370 + 4 x14248^2 - x14248 * x14249 - x14248 * x14371 + 4 x14249^2 - x14249 * x14250 - x14249 * x14372 + 4 x14250^2 - x14250 * x14251 - x14250 * x14373 + 4 x14251^2 - x14251 * x14252 - x14251 * x14374 + 4 x14252^2 - x14252 * x14253 - x14252 * x14375 + 4 x14253^2 - x14253 * x14254 - x14253 * x14376 + 4 x14254^2 - x14254 * x14255 - x14254 * x14377 + 4 x14255^2 - x14255 * x14256 - x14255 * x14378 + 4 x14256^2 - x14256 * x14257 - x14256 * x14379 + 4 x14257^2 - x14257 * x14258 - x14257 * x14380 + 4 x14258^2 - x14258 * x14259 - x14258 * x14381 + 4 x14259^2 - x14259 * x14260 - x14259 * x14382 + 4 x14260^2 - x14260 * x14261 - x14260 * x14383 + 4 x14261^2 - x14261 * x14262 - x14261 * x14384 + 4 x14262^2 - x14262 * x14263 - x14262 * x14385 + 4 x14263^2 - x14263 * x14264 - x14263 * x14386 + 4 x14264^2 - x14264 * x14265 - x14264 * x14387 + 4 x14265^2 - x14265 * x14266 - x14265 * x14388 + 4 x14266^2 - x14266 * x14267 - x14266 * x14389 + 4 x14267^2 - x14267 * x14268 - x14267 * x14390 + 4 x14268^2 - x14268 * x14269 - x14268 * x14391 + 3.5 x14269^2 - x14269 * x14392 + 3.5 x14270^2 - x14270 * x14271 - x14270 * x14393 + 4 x14271^2 - x14271 * x14272 - x14271 * x14394 + 4 x14272^2 - x14272 * x14273 - x14272 * x14395 + 4 x14273^2 - x14273 * x14274 - x14273 * x14396 + 4 x14274^2 - x14274 * x14275 - x14274 * x14397 + 4 x14275^2 - x14275 * x14276 - x14275 * x14398 + 4 x14276^2 - x14276 * x14277 - x14276 * x14399 + 4 x14277^2 - x14277 * x14278 - x14277 * x14400 + 4 x14278^2 - x14278 * x14279 - x14278 * x14401 + 4 x14279^2 - x14279 * x14280 - x14279 * x14402 + 4 x14280^2 - x14280 * x14281 - x14280 * x14403 + 4 x14281^2 - x14281 * x14282 - x14281 * x14404 + 4 x14282^2 - x14282 * x14283 - x14282 * x14405 + 4 x14283^2 - x14283 * x14284 - x14283 * x14406 + 4 x14284^2 - x14284 * x14285 - x14284 * x14407 + 4 x14285^2 - x14285 * x14286 - x14285 * x14408 + 4 x14286^2 - x14286 * x14287 - x14286 * x14409 + 4 x14287^2 - x14287 * x14288 - x14287 * x14410 + 4 x14288^2 - x14288 * x14289 - x14288 * x14411 + 4 x14289^2 - x14289 * x14290 - x14289 * x14412 + 4 x14290^2 - x14290 * x14291 - x14290 * x14413 + 4 x14291^2 - x14291 * x14292 - x14291 * x14414 + 4 x14292^2 - x14292 * x14293 - x14292 * x14415 + 4 x14293^2 - x14293 * x14294 - x14293 * x14416 + 4 x14294^2 - x14294 * x14295 - x14294 * x14417 + 4 x14295^2 - x14295 * x14296 - x14295 * x14418 + 4 x14296^2 - x14296 * x14297 - x14296 * x14419 + 4 x14297^2 - x14297 * x14298 - x14297 * x14420 + 4 x14298^2 - x14298 * x14299 - x14298 * x14421 + 4 x14299^2 - x14299 * x14300 - x14299 * x14422 + 4 x14300^2 - x14300 * x14301 - x14300 * x14423 + 4 x14301^2 - x14301 * x14302 - x14301 * x14424 + 4 x14302^2 - x14302 * x14303 - x14302 * x14425 + 4 x14303^2 - x14303 * x14304 - x14303 * x14426 + 4 x14304^2 - x14304 * x14305 - x14304 * x14427 + 4 x14305^2 - x14305 * x14306 - x14305 * x14428 + 4 x14306^2 - x14306 * x14307 - x14306 * x14429 + 4 x14307^2 - x14307 * x14308 - x14307 * x14430 + 4 x14308^2 - x14308 * x14309 - x14308 * x14431 + 4 x14309^2 - x14309 * x14310 - x14309 * x14432 + 4 x14310^2 - x14310 * x14311 - x14310 * x14433 + 4 x14311^2 - x14311 * x14312 - x14311 * x14434 + 4 x14312^2 - x14312 * x14313 - x14312 * x14435 + 4 x14313^2 - x14313 * x14314 - x14313 * x14436 + 4 x14314^2 - x14314 * x14315 - x14314 * x14437 + 4 x14315^2 - x14315 * x14316 - x14315 * x14438 + 4 x14316^2 - x14316 * x14317 - x14316 * x14439 + 4 x14317^2 - x14317 * x14318 - x14317 * x14440 + 4 x14318^2 - x14318 * x14319 - x14318 * x14441 + 4 x14319^2 - x14319 * x14320 - x14319 * x14442 + 4 x14320^2 - x14320 * x14321 - x14320 * x14443 + 4 x14321^2 - x14321 * x14322 - x14321 * x14444 + 4 x14322^2 - x14322 * x14323 - x14322 * x14445 + 4 x14323^2 - x14323 * x14324 - x14323 * x14446 + 4 x14324^2 - x14324 * x14325 - x14324 * x14447 + 4 x14325^2 - x14325 * x14326 - x14325 * x14448 + 4 x14326^2 - x14326 * x14327 - x14326 * x14449 + 4 x14327^2 - x14327 * x14328 - x14327 * x14450 + 4 x14328^2 - x14328 * x14329 - x14328 * x14451 + 4 x14329^2 - x14329 * x14330 - x14329 * x14452 + 4 x14330^2 - x14330 * x14331 - x14330 * x14453 + 4 x14331^2 - x14331 * x14332 - x14331 * x14454 + 4 x14332^2 - x14332 * x14333 - x14332 * x14455 + 4 x14333^2 - x14333 * x14334 - x14333 * x14456 + 4 x14334^2 - x14334 * x14335 - x14334 * x14457 + 4 x14335^2 - x14335 * x14336 - x14335 * x14458 + 4 x14336^2 - x14336 * x14337 - x14336 * x14459 + 4 x14337^2 - x14337 * x14338 - x14337 * x14460 + 4 x14338^2 - x14338 * x14339 - x14338 * x14461 + 4 x14339^2 - x14339 * x14340 - x14339 * x14462 + 4 x14340^2 - x14340 * x14341 - x14340 * x14463 + 4 x14341^2 - x14341 * x14342 - x14341 * x14464 + 4 x14342^2 - x14342 * x14343 - x14342 * x14465 + 4 x14343^2 - x14343 * x14344 - x14343 * x14466 + 4 x14344^2 - x14344 * x14345 - x14344 * x14467 + 4 x14345^2 - x14345 * x14346 - x14345 * x14468 + 4 x14346^2 - x14346 * x14347 - x14346 * x14469 + 4 x14347^2 - x14347 * x14348 - x14347 * x14470 + 4 x14348^2 - x14348 * x14349 - x14348 * x14471 + 4 x14349^2 - x14349 * x14350 - x14349 * x14472 + 4 x14350^2 - x14350 * x14351 - x14350 * x14473 + 4 x14351^2 - x14351 * x14352 - x14351 * x14474 + 4 x14352^2 - x14352 * x14353 - x14352 * x14475 + 4 x14353^2 - x14353 * x14354 - x14353 * x14476 + 4 x14354^2 - x14354 * x14355 - x14354 * x14477 + 4 x14355^2 - x14355 * x14356 - x14355 * x14478 + 4 x14356^2 - x14356 * x14357 - x14356 * x14479 + 4 x14357^2 - x14357 * x14358 - x14357 * x14480 + 4 x14358^2 - x14358 * x14359 - x14358 * x14481 + 4 x14359^2 - x14359 * x14360 - x14359 * x14482 + 4 x14360^2 - x14360 * x14361 - x14360 * x14483 + 4 x14361^2 - x14361 * x14362 - x14361 * x14484 + 4 x14362^2 - x14362 * x14363 - x14362 * x14485 + 4 x14363^2 - x14363 * x14364 - x14363 * x14486 + 4 x14364^2 - x14364 * x14365 - x14364 * x14487 + 4 x14365^2 - x14365 * x14366 - x14365 * x14488 + 4 x14366^2 - x14366 * x14367 - x14366 * x14489 + 4 x14367^2 - x14367 * x14368 - x14367 * x14490 + 4 x14368^2 - x14368 * x14369 - x14368 * x14491 + 4 x14369^2 - x14369 * x14370 - x14369 * x14492 + 4 x14370^2 - x14370 * x14371 - x14370 * x14493 + 4 x14371^2 - x14371 * x14372 - x14371 * x14494 + 4 x14372^2 - x14372 * x14373 - x14372 * x14495 + 4 x14373^2 - x14373 * x14374 - x14373 * x14496 + 4 x14374^2 - x14374 * x14375 - x14374 * x14497 + 4 x14375^2 - x14375 * x14376 - x14375 * x14498 + 4 x14376^2 - x14376 * x14377 - x14376 * x14499 + 4 x14377^2 - x14377 * x14378 - x14377 * x14500 + 4 x14378^2 - x14378 * x14379 - x14378 * x14501 + 4 x14379^2 - x14379 * x14380 - x14379 * x14502 + 4 x14380^2 - x14380 * x14381 - x14380 * x14503 + 4 x14381^2 - x14381 * x14382 - x14381 * x14504 + 4 x14382^2 - x14382 * x14383 - x14382 * x14505 + 4 x14383^2 - x14383 * x14384 - x14383 * x14506 + 4 x14384^2 - x14384 * x14385 - x14384 * x14507 + 4 x14385^2 - x14385 * x14386 - x14385 * x14508 + 4 x14386^2 - x14386 * x14387 - x14386 * x14509 + 4 x14387^2 - x14387 * x14388 - x14387 * x14510 + 4 x14388^2 - x14388 * x14389 - x14388 * x14511 + 4 x14389^2 - x14389 * x14390 - x14389 * x14512 + 4 x14390^2 - x14390 * x14391 - x14390 * x14513 + 4 x14391^2 - x14391 * x14392 - x14391 * x14514 + 3.5 x14392^2 - x14392 * x14515 + 3.5 x14393^2 - x14393 * x14394 - x14393 * x14516 + 4 x14394^2 - x14394 * x14395 - x14394 * x14517 + 4 x14395^2 - x14395 * x14396 - x14395 * x14518 + 4 x14396^2 - x14396 * x14397 - x14396 * x14519 + 4 x14397^2 - x14397 * x14398 - x14397 * x14520 + 4 x14398^2 - x14398 * x14399 - x14398 * x14521 + 4 x14399^2 - x14399 * x14400 - x14399 * x14522 + 4 x14400^2 - x14400 * x14401 - x14400 * x14523 + 4 x14401^2 - x14401 * x14402 - x14401 * x14524 + 4 x14402^2 - x14402 * x14403 - x14402 * x14525 + 4 x14403^2 - x14403 * x14404 - x14403 * x14526 + 4 x14404^2 - x14404 * x14405 - x14404 * x14527 + 4 x14405^2 - x14405 * x14406 - x14405 * x14528 + 4 x14406^2 - x14406 * x14407 - x14406 * x14529 + 4 x14407^2 - x14407 * x14408 - x14407 * x14530 + 4 x14408^2 - x14408 * x14409 - x14408 * x14531 + 4 x14409^2 - x14409 * x14410 - x14409 * x14532 + 4 x14410^2 - x14410 * x14411 - x14410 * x14533 + 4 x14411^2 - x14411 * x14412 - x14411 * x14534 + 4 x14412^2 - x14412 * x14413 - x14412 * x14535 + 4 x14413^2 - x14413 * x14414 - x14413 * x14536 + 4 x14414^2 - x14414 * x14415 - x14414 * x14537 + 4 x14415^2 - x14415 * x14416 - x14415 * x14538 + 4 x14416^2 - x14416 * x14417 - x14416 * x14539 + 4 x14417^2 - x14417 * x14418 - x14417 * x14540 + 4 x14418^2 - x14418 * x14419 - x14418 * x14541 + 4 x14419^2 - x14419 * x14420 - x14419 * x14542 + 4 x14420^2 - x14420 * x14421 - x14420 * x14543 + 4 x14421^2 - x14421 * x14422 - x14421 * x14544 + 4 x14422^2 - x14422 * x14423 - x14422 * x14545 + 4 x14423^2 - x14423 * x14424 - x14423 * x14546 + 4 x14424^2 - x14424 * x14425 - x14424 * x14547 + 4 x14425^2 - x14425 * x14426 - x14425 * x14548 + 4 x14426^2 - x14426 * x14427 - x14426 * x14549 + 4 x14427^2 - x14427 * x14428 - x14427 * x14550 + 4 x14428^2 - x14428 * x14429 - x14428 * x14551 + 4 x14429^2 - x14429 * x14430 - x14429 * x14552 + 4 x14430^2 - x14430 * x14431 - x14430 * x14553 + 4 x14431^2 - x14431 * x14432 - x14431 * x14554 + 4 x14432^2 - x14432 * x14433 - x14432 * x14555 + 4 x14433^2 - x14433 * x14434 - x14433 * x14556 + 4 x14434^2 - x14434 * x14435 - x14434 * x14557 + 4 x14435^2 - x14435 * x14436 - x14435 * x14558 + 4 x14436^2 - x14436 * x14437 - x14436 * x14559 + 4 x14437^2 - x14437 * x14438 - x14437 * x14560 + 4 x14438^2 - x14438 * x14439 - x14438 * x14561 + 4 x14439^2 - x14439 * x14440 - x14439 * x14562 + 4 x14440^2 - x14440 * x14441 - x14440 * x14563 + 4 x14441^2 - x14441 * x14442 - x14441 * x14564 + 4 x14442^2 - x14442 * x14443 - x14442 * x14565 + 4 x14443^2 - x14443 * x14444 - x14443 * x14566 + 4 x14444^2 - x14444 * x14445 - x14444 * x14567 + 4 x14445^2 - x14445 * x14446 - x14445 * x14568 + 4 x14446^2 - x14446 * x14447 - x14446 * x14569 + 4 x14447^2 - x14447 * x14448 - x14447 * x14570 + 4 x14448^2 - x14448 * x14449 - x14448 * x14571 + 4 x14449^2 - x14449 * x14450 - x14449 * x14572 + 4 x14450^2 - x14450 * x14451 - x14450 * x14573 + 4 x14451^2 - x14451 * x14452 - x14451 * x14574 + 4 x14452^2 - x14452 * x14453 - x14452 * x14575 + 4 x14453^2 - x14453 * x14454 - x14453 * x14576 + 4 x14454^2 - x14454 * x14455 - x14454 * x14577 + 4 x14455^2 - x14455 * x14456 - x14455 * x14578 + 4 x14456^2 - x14456 * x14457 - x14456 * x14579 + 4 x14457^2 - x14457 * x14458 - x14457 * x14580 + 4 x14458^2 - x14458 * x14459 - x14458 * x14581 + 4 x14459^2 - x14459 * x14460 - x14459 * x14582 + 4 x14460^2 - x14460 * x14461 - x14460 * x14583 + 4 x14461^2 - x14461 * x14462 - x14461 * x14584 + 4 x14462^2 - x14462 * x14463 - x14462 * x14585 + 4 x14463^2 - x14463 * x14464 - x14463 * x14586 + 4 x14464^2 - x14464 * x14465 - x14464 * x14587 + 4 x14465^2 - x14465 * x14466 - x14465 * x14588 + 4 x14466^2 - x14466 * x14467 - x14466 * x14589 + 4 x14467^2 - x14467 * x14468 - x14467 * x14590 + 4 x14468^2 - x14468 * x14469 - x14468 * x14591 + 4 x14469^2 - x14469 * x14470 - x14469 * x14592 + 4 x14470^2 - x14470 * x14471 - x14470 * x14593 + 4 x14471^2 - x14471 * x14472 - x14471 * x14594 + 4 x14472^2 - x14472 * x14473 - x14472 * x14595 + 4 x14473^2 - x14473 * x14474 - x14473 * x14596 + 4 x14474^2 - x14474 * x14475 - x14474 * x14597 + 4 x14475^2 - x14475 * x14476 - x14475 * x14598 + 4 x14476^2 - x14476 * x14477 - x14476 * x14599 + 4 x14477^2 - x14477 * x14478 - x14477 * x14600 + 4 x14478^2 - x14478 * x14479 - x14478 * x14601 + 4 x14479^2 - x14479 * x14480 - x14479 * x14602 + 4 x14480^2 - x14480 * x14481 - x14480 * x14603 + 4 x14481^2 - x14481 * x14482 - x14481 * x14604 + 4 x14482^2 - x14482 * x14483 - x14482 * x14605 + 4 x14483^2 - x14483 * x14484 - x14483 * x14606 + 4 x14484^2 - x14484 * x14485 - x14484 * x14607 + 4 x14485^2 - x14485 * x14486 - x14485 * x14608 + 4 x14486^2 - x14486 * x14487 - x14486 * x14609 + 4 x14487^2 - x14487 * x14488 - x14487 * x14610 + 4 x14488^2 - x14488 * x14489 - x14488 * x14611 + 4 x14489^2 - x14489 * x14490 - x14489 * x14612 + 4 x14490^2 - x14490 * x14491 - x14490 * x14613 + 4 x14491^2 - x14491 * x14492 - x14491 * x14614 + 4 x14492^2 - x14492 * x14493 - x14492 * x14615 + 4 x14493^2 - x14493 * x14494 - x14493 * x14616 + 4 x14494^2 - x14494 * x14495 - x14494 * x14617 + 4 x14495^2 - x14495 * x14496 - x14495 * x14618 + 4 x14496^2 - x14496 * x14497 - x14496 * x14619 + 4 x14497^2 - x14497 * x14498 - x14497 * x14620 + 4 x14498^2 - x14498 * x14499 - x14498 * x14621 + 4 x14499^2 - x14499 * x14500 - x14499 * x14622 + 4 x14500^2 - x14500 * x14501 - x14500 * x14623 + 4 x14501^2 - x14501 * x14502 - x14501 * x14624 + 4 x14502^2 - x14502 * x14503 - x14502 * x14625 + 4 x14503^2 - x14503 * x14504 - x14503 * x14626 + 4 x14504^2 - x14504 * x14505 - x14504 * x14627 + 4 x14505^2 - x14505 * x14506 - x14505 * x14628 + 4 x14506^2 - x14506 * x14507 - x14506 * x14629 + 4 x14507^2 - x14507 * x14508 - x14507 * x14630 + 4 x14508^2 - x14508 * x14509 - x14508 * x14631 + 4 x14509^2 - x14509 * x14510 - x14509 * x14632 + 4 x14510^2 - x14510 * x14511 - x14510 * x14633 + 4 x14511^2 - x14511 * x14512 - x14511 * x14634 + 4 x14512^2 - x14512 * x14513 - x14512 * x14635 + 4 x14513^2 - x14513 * x14514 - x14513 * x14636 + 4 x14514^2 - x14514 * x14515 - x14514 * x14637 + 3.5 x14515^2 - x14515 * x14638 + 3.5 x14516^2 - x14516 * x14517 - x14516 * x14639 + 4 x14517^2 - x14517 * x14518 - x14517 * x14640 + 4 x14518^2 - x14518 * x14519 - x14518 * x14641 + 4 x14519^2 - x14519 * x14520 - x14519 * x14642 + 4 x14520^2 - x14520 * x14521 - x14520 * x14643 + 4 x14521^2 - x14521 * x14522 - x14521 * x14644 + 4 x14522^2 - x14522 * x14523 - x14522 * x14645 + 4 x14523^2 - x14523 * x14524 - x14523 * x14646 + 4 x14524^2 - x14524 * x14525 - x14524 * x14647 + 4 x14525^2 - x14525 * x14526 - x14525 * x14648 + 4 x14526^2 - x14526 * x14527 - x14526 * x14649 + 4 x14527^2 - x14527 * x14528 - x14527 * x14650 + 4 x14528^2 - x14528 * x14529 - x14528 * x14651 + 4 x14529^2 - x14529 * x14530 - x14529 * x14652 + 4 x14530^2 - x14530 * x14531 - x14530 * x14653 + 4 x14531^2 - x14531 * x14532 - x14531 * x14654 + 4 x14532^2 - x14532 * x14533 - x14532 * x14655 + 4 x14533^2 - x14533 * x14534 - x14533 * x14656 + 4 x14534^2 - x14534 * x14535 - x14534 * x14657 + 4 x14535^2 - x14535 * x14536 - x14535 * x14658 + 4 x14536^2 - x14536 * x14537 - x14536 * x14659 + 4 x14537^2 - x14537 * x14538 - x14537 * x14660 + 4 x14538^2 - x14538 * x14539 - x14538 * x14661 + 4 x14539^2 - x14539 * x14540 - x14539 * x14662 + 4 x14540^2 - x14540 * x14541 - x14540 * x14663 + 4 x14541^2 - x14541 * x14542 - x14541 * x14664 + 4 x14542^2 - x14542 * x14543 - x14542 * x14665 + 4 x14543^2 - x14543 * x14544 - x14543 * x14666 + 4 x14544^2 - x14544 * x14545 - x14544 * x14667 + 4 x14545^2 - x14545 * x14546 - x14545 * x14668 + 4 x14546^2 - x14546 * x14547 - x14546 * x14669 + 4 x14547^2 - x14547 * x14548 - x14547 * x14670 + 4 x14548^2 - x14548 * x14549 - x14548 * x14671 + 4 x14549^2 - x14549 * x14550 - x14549 * x14672 + 4 x14550^2 - x14550 * x14551 - x14550 * x14673 + 4 x14551^2 - x14551 * x14552 - x14551 * x14674 + 4 x14552^2 - x14552 * x14553 - x14552 * x14675 + 4 x14553^2 - x14553 * x14554 - x14553 * x14676 + 4 x14554^2 - x14554 * x14555 - x14554 * x14677 + 4 x14555^2 - x14555 * x14556 - x14555 * x14678 + 4 x14556^2 - x14556 * x14557 - x14556 * x14679 + 4 x14557^2 - x14557 * x14558 - x14557 * x14680 + 4 x14558^2 - x14558 * x14559 - x14558 * x14681 + 4 x14559^2 - x14559 * x14560 - x14559 * x14682 + 4 x14560^2 - x14560 * x14561 - x14560 * x14683 + 4 x14561^2 - x14561 * x14562 - x14561 * x14684 + 4 x14562^2 - x14562 * x14563 - x14562 * x14685 + 4 x14563^2 - x14563 * x14564 - x14563 * x14686 + 4 x14564^2 - x14564 * x14565 - x14564 * x14687 + 4 x14565^2 - x14565 * x14566 - x14565 * x14688 + 4 x14566^2 - x14566 * x14567 - x14566 * x14689 + 4 x14567^2 - x14567 * x14568 - x14567 * x14690 + 4 x14568^2 - x14568 * x14569 - x14568 * x14691 + 4 x14569^2 - x14569 * x14570 - x14569 * x14692 + 4 x14570^2 - x14570 * x14571 - x14570 * x14693 + 4 x14571^2 - x14571 * x14572 - x14571 * x14694 + 4 x14572^2 - x14572 * x14573 - x14572 * x14695 + 4 x14573^2 - x14573 * x14574 - x14573 * x14696 + 4 x14574^2 - x14574 * x14575 - x14574 * x14697 + 4 x14575^2 - x14575 * x14576 - x14575 * x14698 + 4 x14576^2 - x14576 * x14577 - x14576 * x14699 + 4 x14577^2 - x14577 * x14578 - x14577 * x14700 + 4 x14578^2 - x14578 * x14579 - x14578 * x14701 + 4 x14579^2 - x14579 * x14580 - x14579 * x14702 + 4 x14580^2 - x14580 * x14581 - x14580 * x14703 + 4 x14581^2 - x14581 * x14582 - x14581 * x14704 + 4 x14582^2 - x14582 * x14583 - x14582 * x14705 + 4 x14583^2 - x14583 * x14584 - x14583 * x14706 + 4 x14584^2 - x14584 * x14585 - x14584 * x14707 + 4 x14585^2 - x14585 * x14586 - x14585 * x14708 + 4 x14586^2 - x14586 * x14587 - x14586 * x14709 + 4 x14587^2 - x14587 * x14588 - x14587 * x14710 + 4 x14588^2 - x14588 * x14589 - x14588 * x14711 + 4 x14589^2 - x14589 * x14590 - x14589 * x14712 + 4 x14590^2 - x14590 * x14591 - x14590 * x14713 + 4 x14591^2 - x14591 * x14592 - x14591 * x14714 + 4 x14592^2 - x14592 * x14593 - x14592 * x14715 + 4 x14593^2 - x14593 * x14594 - x14593 * x14716 + 4 x14594^2 - x14594 * x14595 - x14594 * x14717 + 4 x14595^2 - x14595 * x14596 - x14595 * x14718 + 4 x14596^2 - x14596 * x14597 - x14596 * x14719 + 4 x14597^2 - x14597 * x14598 - x14597 * x14720 + 4 x14598^2 - x14598 * x14599 - x14598 * x14721 + 4 x14599^2 - x14599 * x14600 - x14599 * x14722 + 4 x14600^2 - x14600 * x14601 - x14600 * x14723 + 4 x14601^2 - x14601 * x14602 - x14601 * x14724 + 4 x14602^2 - x14602 * x14603 - x14602 * x14725 + 4 x14603^2 - x14603 * x14604 - x14603 * x14726 + 4 x14604^2 - x14604 * x14605 - x14604 * x14727 + 4 x14605^2 - x14605 * x14606 - x14605 * x14728 + 4 x14606^2 - x14606 * x14607 - x14606 * x14729 + 4 x14607^2 - x14607 * x14608 - x14607 * x14730 + 4 x14608^2 - x14608 * x14609 - x14608 * x14731 + 4 x14609^2 - x14609 * x14610 - x14609 * x14732 + 4 x14610^2 - x14610 * x14611 - x14610 * x14733 + 4 x14611^2 - x14611 * x14612 - x14611 * x14734 + 4 x14612^2 - x14612 * x14613 - x14612 * x14735 + 4 x14613^2 - x14613 * x14614 - x14613 * x14736 + 4 x14614^2 - x14614 * x14615 - x14614 * x14737 + 4 x14615^2 - x14615 * x14616 - x14615 * x14738 + 4 x14616^2 - x14616 * x14617 - x14616 * x14739 + 4 x14617^2 - x14617 * x14618 - x14617 * x14740 + 4 x14618^2 - x14618 * x14619 - x14618 * x14741 + 4 x14619^2 - x14619 * x14620 - x14619 * x14742 + 4 x14620^2 - x14620 * x14621 - x14620 * x14743 + 4 x14621^2 - x14621 * x14622 - x14621 * x14744 + 4 x14622^2 - x14622 * x14623 - x14622 * x14745 + 4 x14623^2 - x14623 * x14624 - x14623 * x14746 + 4 x14624^2 - x14624 * x14625 - x14624 * x14747 + 4 x14625^2 - x14625 * x14626 - x14625 * x14748 + 4 x14626^2 - x14626 * x14627 - x14626 * x14749 + 4 x14627^2 - x14627 * x14628 - x14627 * x14750 + 4 x14628^2 - x14628 * x14629 - x14628 * x14751 + 4 x14629^2 - x14629 * x14630 - x14629 * x14752 + 4 x14630^2 - x14630 * x14631 - x14630 * x14753 + 4 x14631^2 - x14631 * x14632 - x14631 * x14754 + 4 x14632^2 - x14632 * x14633 - x14632 * x14755 + 4 x14633^2 - x14633 * x14634 - x14633 * x14756 + 4 x14634^2 - x14634 * x14635 - x14634 * x14757 + 4 x14635^2 - x14635 * x14636 - x14635 * x14758 + 4 x14636^2 - x14636 * x14637 - x14636 * x14759 + 4 x14637^2 - x14637 * x14638 - x14637 * x14760 + 3.5 x14638^2 - x14638 * x14761 + 3.5 x14639^2 - x14639 * x14640 - x14639 * x14762 + 4 x14640^2 - x14640 * x14641 - x14640 * x14763 + 4 x14641^2 - x14641 * x14642 - x14641 * x14764 + 4 x14642^2 - x14642 * x14643 - x14642 * x14765 + 4 x14643^2 - x14643 * x14644 - x14643 * x14766 + 4 x14644^2 - x14644 * x14645 - x14644 * x14767 + 4 x14645^2 - x14645 * x14646 - x14645 * x14768 + 4 x14646^2 - x14646 * x14647 - x14646 * x14769 + 4 x14647^2 - x14647 * x14648 - x14647 * x14770 + 4 x14648^2 - x14648 * x14649 - x14648 * x14771 + 4 x14649^2 - x14649 * x14650 - x14649 * x14772 + 4 x14650^2 - x14650 * x14651 - x14650 * x14773 + 4 x14651^2 - x14651 * x14652 - x14651 * x14774 + 4 x14652^2 - x14652 * x14653 - x14652 * x14775 + 4 x14653^2 - x14653 * x14654 - x14653 * x14776 + 4 x14654^2 - x14654 * x14655 - x14654 * x14777 + 4 x14655^2 - x14655 * x14656 - x14655 * x14778 + 4 x14656^2 - x14656 * x14657 - x14656 * x14779 + 4 x14657^2 - x14657 * x14658 - x14657 * x14780 + 4 x14658^2 - x14658 * x14659 - x14658 * x14781 + 4 x14659^2 - x14659 * x14660 - x14659 * x14782 + 4 x14660^2 - x14660 * x14661 - x14660 * x14783 + 4 x14661^2 - x14661 * x14662 - x14661 * x14784 + 4 x14662^2 - x14662 * x14663 - x14662 * x14785 + 4 x14663^2 - x14663 * x14664 - x14663 * x14786 + 4 x14664^2 - x14664 * x14665 - x14664 * x14787 + 4 x14665^2 - x14665 * x14666 - x14665 * x14788 + 4 x14666^2 - x14666 * x14667 - x14666 * x14789 + 4 x14667^2 - x14667 * x14668 - x14667 * x14790 + 4 x14668^2 - x14668 * x14669 - x14668 * x14791 + 4 x14669^2 - x14669 * x14670 - x14669 * x14792 + 4 x14670^2 - x14670 * x14671 - x14670 * x14793 + 4 x14671^2 - x14671 * x14672 - x14671 * x14794 + 4 x14672^2 - x14672 * x14673 - x14672 * x14795 + 4 x14673^2 - x14673 * x14674 - x14673 * x14796 + 4 x14674^2 - x14674 * x14675 - x14674 * x14797 + 4 x14675^2 - x14675 * x14676 - x14675 * x14798 + 4 x14676^2 - x14676 * x14677 - x14676 * x14799 + 4 x14677^2 - x14677 * x14678 - x14677 * x14800 + 4 x14678^2 - x14678 * x14679 - x14678 * x14801 + 4 x14679^2 - x14679 * x14680 - x14679 * x14802 + 4 x14680^2 - x14680 * x14681 - x14680 * x14803 + 4 x14681^2 - x14681 * x14682 - x14681 * x14804 + 4 x14682^2 - x14682 * x14683 - x14682 * x14805 + 4 x14683^2 - x14683 * x14684 - x14683 * x14806 + 4 x14684^2 - x14684 * x14685 - x14684 * x14807 + 4 x14685^2 - x14685 * x14686 - x14685 * x14808 + 4 x14686^2 - x14686 * x14687 - x14686 * x14809 + 4 x14687^2 - x14687 * x14688 - x14687 * x14810 + 4 x14688^2 - x14688 * x14689 - x14688 * x14811 + 4 x14689^2 - x14689 * x14690 - x14689 * x14812 + 4 x14690^2 - x14690 * x14691 - x14690 * x14813 + 4 x14691^2 - x14691 * x14692 - x14691 * x14814 + 4 x14692^2 - x14692 * x14693 - x14692 * x14815 + 4 x14693^2 - x14693 * x14694 - x14693 * x14816 + 4 x14694^2 - x14694 * x14695 - x14694 * x14817 + 4 x14695^2 - x14695 * x14696 - x14695 * x14818 + 4 x14696^2 - x14696 * x14697 - x14696 * x14819 + 4 x14697^2 - x14697 * x14698 - x14697 * x14820 + 4 x14698^2 - x14698 * x14699 - x14698 * x14821 + 4 x14699^2 - x14699 * x14700 - x14699 * x14822 + 4 x14700^2 - x14700 * x14701 - x14700 * x14823 + 4 x14701^2 - x14701 * x14702 - x14701 * x14824 + 4 x14702^2 - x14702 * x14703 - x14702 * x14825 + 4 x14703^2 - x14703 * x14704 - x14703 * x14826 + 4 x14704^2 - x14704 * x14705 - x14704 * x14827 + 4 x14705^2 - x14705 * x14706 - x14705 * x14828 + 4 x14706^2 - x14706 * x14707 - x14706 * x14829 + 4 x14707^2 - x14707 * x14708 - x14707 * x14830 + 4 x14708^2 - x14708 * x14709 - x14708 * x14831 + 4 x14709^2 - x14709 * x14710 - x14709 * x14832 + 4 x14710^2 - x14710 * x14711 - x14710 * x14833 + 4 x14711^2 - x14711 * x14712 - x14711 * x14834 + 4 x14712^2 - x14712 * x14713 - x14712 * x14835 + 4 x14713^2 - x14713 * x14714 - x14713 * x14836 + 4 x14714^2 - x14714 * x14715 - x14714 * x14837 + 4 x14715^2 - x14715 * x14716 - x14715 * x14838 + 4 x14716^2 - x14716 * x14717 - x14716 * x14839 + 4 x14717^2 - x14717 * x14718 - x14717 * x14840 + 4 x14718^2 - x14718 * x14719 - x14718 * x14841 + 4 x14719^2 - x14719 * x14720 - x14719 * x14842 + 4 x14720^2 - x14720 * x14721 - x14720 * x14843 + 4 x14721^2 - x14721 * x14722 - x14721 * x14844 + 4 x14722^2 - x14722 * x14723 - x14722 * x14845 + 4 x14723^2 - x14723 * x14724 - x14723 * x14846 + 4 x14724^2 - x14724 * x14725 - x14724 * x14847 + 4 x14725^2 - x14725 * x14726 - x14725 * x14848 + 4 x14726^2 - x14726 * x14727 - x14726 * x14849 + 4 x14727^2 - x14727 * x14728 - x14727 * x14850 + 4 x14728^2 - x14728 * x14729 - x14728 * x14851 + 4 x14729^2 - x14729 * x14730 - x14729 * x14852 + 4 x14730^2 - x14730 * x14731 - x14730 * x14853 + 4 x14731^2 - x14731 * x14732 - x14731 * x14854 + 4 x14732^2 - x14732 * x14733 - x14732 * x14855 + 4 x14733^2 - x14733 * x14734 - x14733 * x14856 + 4 x14734^2 - x14734 * x14735 - x14734 * x14857 + 4 x14735^2 - x14735 * x14736 - x14735 * x14858 + 4 x14736^2 - x14736 * x14737 - x14736 * x14859 + 4 x14737^2 - x14737 * x14738 - x14737 * x14860 + 4 x14738^2 - x14738 * x14739 - x14738 * x14861 + 4 x14739^2 - x14739 * x14740 - x14739 * x14862 + 4 x14740^2 - x14740 * x14741 - x14740 * x14863 + 4 x14741^2 - x14741 * x14742 - x14741 * x14864 + 4 x14742^2 - x14742 * x14743 - x14742 * x14865 + 4 x14743^2 - x14743 * x14744 - x14743 * x14866 + 4 x14744^2 - x14744 * x14745 - x14744 * x14867 + 4 x14745^2 - x14745 * x14746 - x14745 * x14868 + 4 x14746^2 - x14746 * x14747 - x14746 * x14869 + 4 x14747^2 - x14747 * x14748 - x14747 * x14870 + 4 x14748^2 - x14748 * x14749 - x14748 * x14871 + 4 x14749^2 - x14749 * x14750 - x14749 * x14872 + 4 x14750^2 - x14750 * x14751 - x14750 * x14873 + 4 x14751^2 - x14751 * x14752 - x14751 * x14874 + 4 x14752^2 - x14752 * x14753 - x14752 * x14875 + 4 x14753^2 - x14753 * x14754 - x14753 * x14876 + 4 x14754^2 - x14754 * x14755 - x14754 * x14877 + 4 x14755^2 - x14755 * x14756 - x14755 * x14878 + 4 x14756^2 - x14756 * x14757 - x14756 * x14879 + 4 x14757^2 - x14757 * x14758 - x14757 * x14880 + 4 x14758^2 - x14758 * x14759 - x14758 * x14881 + 4 x14759^2 - x14759 * x14760 - x14759 * x14882 + 4 x14760^2 - x14760 * x14761 - x14760 * x14883 + 3.5 x14761^2 - x14761 * x14884 + 3.5 x14762^2 - x14762 * x14763 - x14762 * x14885 + 4 x14763^2 - x14763 * x14764 - x14763 * x14886 + 4 x14764^2 - x14764 * x14765 - x14764 * x14887 + 4 x14765^2 - x14765 * x14766 - x14765 * x14888 + 4 x14766^2 - x14766 * x14767 - x14766 * x14889 + 4 x14767^2 - x14767 * x14768 - x14767 * x14890 + 4 x14768^2 - x14768 * x14769 - x14768 * x14891 + 4 x14769^2 - x14769 * x14770 - x14769 * x14892 + 4 x14770^2 - x14770 * x14771 - x14770 * x14893 + 4 x14771^2 - x14771 * x14772 - x14771 * x14894 + 4 x14772^2 - x14772 * x14773 - x14772 * x14895 + 4 x14773^2 - x14773 * x14774 - x14773 * x14896 + 4 x14774^2 - x14774 * x14775 - x14774 * x14897 + 4 x14775^2 - x14775 * x14776 - x14775 * x14898 + 4 x14776^2 - x14776 * x14777 - x14776 * x14899 + 4 x14777^2 - x14777 * x14778 - x14777 * x14900 + 4 x14778^2 - x14778 * x14779 - x14778 * x14901 + 4 x14779^2 - x14779 * x14780 - x14779 * x14902 + 4 x14780^2 - x14780 * x14781 - x14780 * x14903 + 4 x14781^2 - x14781 * x14782 - x14781 * x14904 + 4 x14782^2 - x14782 * x14783 - x14782 * x14905 + 4 x14783^2 - x14783 * x14784 - x14783 * x14906 + 4 x14784^2 - x14784 * x14785 - x14784 * x14907 + 4 x14785^2 - x14785 * x14786 - x14785 * x14908 + 4 x14786^2 - x14786 * x14787 - x14786 * x14909 + 4 x14787^2 - x14787 * x14788 - x14787 * x14910 + 4 x14788^2 - x14788 * x14789 - x14788 * x14911 + 4 x14789^2 - x14789 * x14790 - x14789 * x14912 + 4 x14790^2 - x14790 * x14791 - x14790 * x14913 + 4 x14791^2 - x14791 * x14792 - x14791 * x14914 + 4 x14792^2 - x14792 * x14793 - x14792 * x14915 + 4 x14793^2 - x14793 * x14794 - x14793 * x14916 + 4 x14794^2 - x14794 * x14795 - x14794 * x14917 + 4 x14795^2 - x14795 * x14796 - x14795 * x14918 + 4 x14796^2 - x14796 * x14797 - x14796 * x14919 + 4 x14797^2 - x14797 * x14798 - x14797 * x14920 + 4 x14798^2 - x14798 * x14799 - x14798 * x14921 + 4 x14799^2 - x14799 * x14800 - x14799 * x14922 + 4 x14800^2 - x14800 * x14801 - x14800 * x14923 + 4 x14801^2 - x14801 * x14802 - x14801 * x14924 + 4 x14802^2 - x14802 * x14803 - x14802 * x14925 + 4 x14803^2 - x14803 * x14804 - x14803 * x14926 + 4 x14804^2 - x14804 * x14805 - x14804 * x14927 + 4 x14805^2 - x14805 * x14806 - x14805 * x14928 + 4 x14806^2 - x14806 * x14807 - x14806 * x14929 + 4 x14807^2 - x14807 * x14808 - x14807 * x14930 + 4 x14808^2 - x14808 * x14809 - x14808 * x14931 + 4 x14809^2 - x14809 * x14810 - x14809 * x14932 + 4 x14810^2 - x14810 * x14811 - x14810 * x14933 + 4 x14811^2 - x14811 * x14812 - x14811 * x14934 + 4 x14812^2 - x14812 * x14813 - x14812 * x14935 + 4 x14813^2 - x14813 * x14814 - x14813 * x14936 + 4 x14814^2 - x14814 * x14815 - x14814 * x14937 + 4 x14815^2 - x14815 * x14816 - x14815 * x14938 + 4 x14816^2 - x14816 * x14817 - x14816 * x14939 + 4 x14817^2 - x14817 * x14818 - x14817 * x14940 + 4 x14818^2 - x14818 * x14819 - x14818 * x14941 + 4 x14819^2 - x14819 * x14820 - x14819 * x14942 + 4 x14820^2 - x14820 * x14821 - x14820 * x14943 + 4 x14821^2 - x14821 * x14822 - x14821 * x14944 + 4 x14822^2 - x14822 * x14823 - x14822 * x14945 + 4 x14823^2 - x14823 * x14824 - x14823 * x14946 + 4 x14824^2 - x14824 * x14825 - x14824 * x14947 + 4 x14825^2 - x14825 * x14826 - x14825 * x14948 + 4 x14826^2 - x14826 * x14827 - x14826 * x14949 + 4 x14827^2 - x14827 * x14828 - x14827 * x14950 + 4 x14828^2 - x14828 * x14829 - x14828 * x14951 + 4 x14829^2 - x14829 * x14830 - x14829 * x14952 + 4 x14830^2 - x14830 * x14831 - x14830 * x14953 + 4 x14831^2 - x14831 * x14832 - x14831 * x14954 + 4 x14832^2 - x14832 * x14833 - x14832 * x14955 + 4 x14833^2 - x14833 * x14834 - x14833 * x14956 + 4 x14834^2 - x14834 * x14835 - x14834 * x14957 + 4 x14835^2 - x14835 * x14836 - x14835 * x14958 + 4 x14836^2 - x14836 * x14837 - x14836 * x14959 + 4 x14837^2 - x14837 * x14838 - x14837 * x14960 + 4 x14838^2 - x14838 * x14839 - x14838 * x14961 + 4 x14839^2 - x14839 * x14840 - x14839 * x14962 + 4 x14840^2 - x14840 * x14841 - x14840 * x14963 + 4 x14841^2 - x14841 * x14842 - x14841 * x14964 + 4 x14842^2 - x14842 * x14843 - x14842 * x14965 + 4 x14843^2 - x14843 * x14844 - x14843 * x14966 + 4 x14844^2 - x14844 * x14845 - x14844 * x14967 + 4 x14845^2 - x14845 * x14846 - x14845 * x14968 + 4 x14846^2 - x14846 * x14847 - x14846 * x14969 + 4 x14847^2 - x14847 * x14848 - x14847 * x14970 + 4 x14848^2 - x14848 * x14849 - x14848 * x14971 + 4 x14849^2 - x14849 * x14850 - x14849 * x14972 + 4 x14850^2 - x14850 * x14851 - x14850 * x14973 + 4 x14851^2 - x14851 * x14852 - x14851 * x14974 + 4 x14852^2 - x14852 * x14853 - x14852 * x14975 + 4 x14853^2 - x14853 * x14854 - x14853 * x14976 + 4 x14854^2 - x14854 * x14855 - x14854 * x14977 + 4 x14855^2 - x14855 * x14856 - x14855 * x14978 + 4 x14856^2 - x14856 * x14857 - x14856 * x14979 + 4 x14857^2 - x14857 * x14858 - x14857 * x14980 + 4 x14858^2 - x14858 * x14859 - x14858 * x14981 + 4 x14859^2 - x14859 * x14860 - x14859 * x14982 + 4 x14860^2 - x14860 * x14861 - x14860 * x14983 + 4 x14861^2 - x14861 * x14862 - x14861 * x14984 + 4 x14862^2 - x14862 * x14863 - x14862 * x14985 + 4 x14863^2 - x14863 * x14864 - x14863 * x14986 + 4 x14864^2 - x14864 * x14865 - x14864 * x14987 + 4 x14865^2 - x14865 * x14866 - x14865 * x14988 + 4 x14866^2 - x14866 * x14867 - x14866 * x14989 + 4 x14867^2 - x14867 * x14868 - x14867 * x14990 + 4 x14868^2 - x14868 * x14869 - x14868 * x14991 + 4 x14869^2 - x14869 * x14870 - x14869 * x14992 + 4 x14870^2 - x14870 * x14871 - x14870 * x14993 + 4 x14871^2 - x14871 * x14872 - x14871 * x14994 + 4 x14872^2 - x14872 * x14873 - x14872 * x14995 + 4 x14873^2 - x14873 * x14874 - x14873 * x14996 + 4 x14874^2 - x14874 * x14875 - x14874 * x14997 + 4 x14875^2 - x14875 * x14876 - x14875 * x14998 + 4 x14876^2 - x14876 * x14877 - x14876 * x14999 + 4 x14877^2 - x14877 * x14878 - x14877 * x15000 + 4 x14878^2 - x14878 * x14879 - x14878 * x15001 + 4 x14879^2 - x14879 * x14880 - x14879 * x15002 + 4 x14880^2 - x14880 * x14881 - x14880 * x15003 + 4 x14881^2 - x14881 * x14882 - x14881 * x15004 + 4 x14882^2 - x14882 * x14883 - x14882 * x15005 + 4 x14883^2 - x14883 * x14884 - x14883 * x15006 + 3.5 x14884^2 - x14884 * x15007 + 3.5 x14885^2 - x14885 * x14886 - x14885 * x15008 + 4 x14886^2 - x14886 * x14887 - x14886 * x15009 + 4 x14887^2 - x14887 * x14888 - x14887 * x15010 + 4 x14888^2 - x14888 * x14889 - x14888 * x15011 + 4 x14889^2 - x14889 * x14890 - x14889 * x15012 + 4 x14890^2 - x14890 * x14891 - x14890 * x15013 + 4 x14891^2 - x14891 * x14892 - x14891 * x15014 + 4 x14892^2 - x14892 * x14893 - x14892 * x15015 + 4 x14893^2 - x14893 * x14894 - x14893 * x15016 + 4 x14894^2 - x14894 * x14895 - x14894 * x15017 + 4 x14895^2 - x14895 * x14896 - x14895 * x15018 + 4 x14896^2 - x14896 * x14897 - x14896 * x15019 + 4 x14897^2 - x14897 * x14898 - x14897 * x15020 + 4 x14898^2 - x14898 * x14899 - x14898 * x15021 + 4 x14899^2 - x14899 * x14900 - x14899 * x15022 + 4 x14900^2 - x14900 * x14901 - x14900 * x15023 + 4 x14901^2 - x14901 * x14902 - x14901 * x15024 + 4 x14902^2 - x14902 * x14903 - x14902 * x15025 + 4 x14903^2 - x14903 * x14904 - x14903 * x15026 + 4 x14904^2 - x14904 * x14905 - x14904 * x15027 + 4 x14905^2 - x14905 * x14906 - x14905 * x15028 + 4 x14906^2 - x14906 * x14907 - x14906 * x15029 + 4 x14907^2 - x14907 * x14908 - x14907 * x15030 + 4 x14908^2 - x14908 * x14909 - x14908 * x15031 + 4 x14909^2 - x14909 * x14910 - x14909 * x15032 + 4 x14910^2 - x14910 * x14911 - x14910 * x15033 + 4 x14911^2 - x14911 * x14912 - x14911 * x15034 + 4 x14912^2 - x14912 * x14913 - x14912 * x15035 + 4 x14913^2 - x14913 * x14914 - x14913 * x15036 + 4 x14914^2 - x14914 * x14915 - x14914 * x15037 + 4 x14915^2 - x14915 * x14916 - x14915 * x15038 + 4 x14916^2 - x14916 * x14917 - x14916 * x15039 + 4 x14917^2 - x14917 * x14918 - x14917 * x15040 + 4 x14918^2 - x14918 * x14919 - x14918 * x15041 + 4 x14919^2 - x14919 * x14920 - x14919 * x15042 + 4 x14920^2 - x14920 * x14921 - x14920 * x15043 + 4 x14921^2 - x14921 * x14922 - x14921 * x15044 + 4 x14922^2 - x14922 * x14923 - x14922 * x15045 + 4 x14923^2 - x14923 * x14924 - x14923 * x15046 + 4 x14924^2 - x14924 * x14925 - x14924 * x15047 + 4 x14925^2 - x14925 * x14926 - x14925 * x15048 + 4 x14926^2 - x14926 * x14927 - x14926 * x15049 + 4 x14927^2 - x14927 * x14928 - x14927 * x15050 + 4 x14928^2 - x14928 * x14929 - x14928 * x15051 + 4 x14929^2 - x14929 * x14930 - x14929 * x15052 + 4 x14930^2 - x14930 * x14931 - x14930 * x15053 + 4 x14931^2 - x14931 * x14932 - x14931 * x15054 + 4 x14932^2 - x14932 * x14933 - x14932 * x15055 + 4 x14933^2 - x14933 * x14934 - x14933 * x15056 + 4 x14934^2 - x14934 * x14935 - x14934 * x15057 + 4 x14935^2 - x14935 * x14936 - x14935 * x15058 + 4 x14936^2 - x14936 * x14937 - x14936 * x15059 + 4 x14937^2 - x14937 * x14938 - x14937 * x15060 + 4 x14938^2 - x14938 * x14939 - x14938 * x15061 + 4 x14939^2 - x14939 * x14940 - x14939 * x15062 + 4 x14940^2 - x14940 * x14941 - x14940 * x15063 + 4 x14941^2 - x14941 * x14942 - x14941 * x15064 + 4 x14942^2 - x14942 * x14943 - x14942 * x15065 + 4 x14943^2 - x14943 * x14944 - x14943 * x15066 + 4 x14944^2 - x14944 * x14945 - x14944 * x15067 + 4 x14945^2 - x14945 * x14946 - x14945 * x15068 + 4 x14946^2 - x14946 * x14947 - x14946 * x15069 + 4 x14947^2 - x14947 * x14948 - x14947 * x15070 + 4 x14948^2 - x14948 * x14949 - x14948 * x15071 + 4 x14949^2 - x14949 * x14950 - x14949 * x15072 + 4 x14950^2 - x14950 * x14951 - x14950 * x15073 + 4 x14951^2 - x14951 * x14952 - x14951 * x15074 + 4 x14952^2 - x14952 * x14953 - x14952 * x15075 + 4 x14953^2 - x14953 * x14954 - x14953 * x15076 + 4 x14954^2 - x14954 * x14955 - x14954 * x15077 + 4 x14955^2 - x14955 * x14956 - x14955 * x15078 + 4 x14956^2 - x14956 * x14957 - x14956 * x15079 + 4 x14957^2 - x14957 * x14958 - x14957 * x15080 + 4 x14958^2 - x14958 * x14959 - x14958 * x15081 + 4 x14959^2 - x14959 * x14960 - x14959 * x15082 + 4 x14960^2 - x14960 * x14961 - x14960 * x15083 + 4 x14961^2 - x14961 * x14962 - x14961 * x15084 + 4 x14962^2 - x14962 * x14963 - x14962 * x15085 + 4 x14963^2 - x14963 * x14964 - x14963 * x15086 + 4 x14964^2 - x14964 * x14965 - x14964 * x15087 + 4 x14965^2 - x14965 * x14966 - x14965 * x15088 + 4 x14966^2 - x14966 * x14967 - x14966 * x15089 + 4 x14967^2 - x14967 * x14968 - x14967 * x15090 + 4 x14968^2 - x14968 * x14969 - x14968 * x15091 + 4 x14969^2 - x14969 * x14970 - x14969 * x15092 + 4 x14970^2 - x14970 * x14971 - x14970 * x15093 + 4 x14971^2 - x14971 * x14972 - x14971 * x15094 + 4 x14972^2 - x14972 * x14973 - x14972 * x15095 + 4 x14973^2 - x14973 * x14974 - x14973 * x15096 + 4 x14974^2 - x14974 * x14975 - x14974 * x15097 + 4 x14975^2 - x14975 * x14976 - x14975 * x15098 + 4 x14976^2 - x14976 * x14977 - x14976 * x15099 + 4 x14977^2 - x14977 * x14978 - x14977 * x15100 + 4 x14978^2 - x14978 * x14979 - x14978 * x15101 + 4 x14979^2 - x14979 * x14980 - x14979 * x15102 + 4 x14980^2 - x14980 * x14981 - x14980 * x15103 + 4 x14981^2 - x14981 * x14982 - x14981 * x15104 + 4 x14982^2 - x14982 * x14983 - x14982 * x15105 + 4 x14983^2 - x14983 * x14984 - x14983 * x15106 + 4 x14984^2 - x14984 * x14985 - x14984 * x15107 + 4 x14985^2 - x14985 * x14986 - x14985 * x15108 + 4 x14986^2 - x14986 * x14987 - x14986 * x15109 + 4 x14987^2 - x14987 * x14988 - x14987 * x15110 + 4 x14988^2 - x14988 * x14989 - x14988 * x15111 + 4 x14989^2 - x14989 * x14990 - x14989 * x15112 + 4 x14990^2 - x14990 * x14991 - x14990 * x15113 + 4 x14991^2 - x14991 * x14992 - x14991 * x15114 + 4 x14992^2 - x14992 * x14993 - x14992 * x15115 + 4 x14993^2 - x14993 * x14994 - x14993 * x15116 + 4 x14994^2 - x14994 * x14995 - x14994 * x15117 + 4 x14995^2 - x14995 * x14996 - x14995 * x15118 + 4 x14996^2 - x14996 * x14997 - x14996 * x15119 + 4 x14997^2 - x14997 * x14998 - x14997 * x15120 + 4 x14998^2 - x14998 * x14999 - x14998 * x15121 + 4 x14999^2 - x14999 * x15000 - x14999 * x15122 + 4 x15000^2 - x15000 * x15001 - x15000 * x15123 + 4 x15001^2 - x15001 * x15002 - x15001 * x15124 + 4 x15002^2 - x15002 * x15003 - x15002 * x15125 + 4 x15003^2 - x15003 * x15004 - x15003 * x15126 + 4 x15004^2 - x15004 * x15005 - x15004 * x15127 + 4 x15005^2 - x15005 * x15006 - x15005 * x15128 + 4 x15006^2 - x15006 * x15007 - x15006 * x15129 + 3.5 x15007^2 - x15007 * x15130 + 3 x15008^2 - x15008 * x15009 + 3.5 x15009^2 - x15009 * x15010 + 3.5 x15010^2 - x15010 * x15011 + 3.5 x15011^2 - x15011 * x15012 + 3.5 x15012^2 - x15012 * x15013 + 3.5 x15013^2 - x15013 * x15014 + 3.5 x15014^2 - x15014 * x15015 + 3.5 x15015^2 - x15015 * x15016 + 3.5 x15016^2 - x15016 * x15017 + 3.5 x15017^2 - x15017 * x15018 + 3.5 x15018^2 - x15018 * x15019 + 3.5 x15019^2 - x15019 * x15020 + 3.5 x15020^2 - x15020 * x15021 + 3.5 x15021^2 - x15021 * x15022 + 3.5 x15022^2 - x15022 * x15023 + 3.5 x15023^2 - x15023 * x15024 + 3.5 x15024^2 - x15024 * x15025 + 3.5 x15025^2 - x15025 * x15026 + 3.5 x15026^2 - x15026 * x15027 + 3.5 x15027^2 - x15027 * x15028 + 3.5 x15028^2 - x15028 * x15029 + 3.5 x15029^2 - x15029 * x15030 + 3.5 x15030^2 - x15030 * x15031 + 3.5 x15031^2 - x15031 * x15032 + 3.5 x15032^2 - x15032 * x15033 + 3.5 x15033^2 - x15033 * x15034 + 3.5 x15034^2 - x15034 * x15035 + 3.5 x15035^2 - x15035 * x15036 + 3.5 x15036^2 - x15036 * x15037 + 3.5 x15037^2 - x15037 * x15038 + 3.5 x15038^2 - x15038 * x15039 + 3.5 x15039^2 - x15039 * x15040 + 3.5 x15040^2 - x15040 * x15041 + 3.5 x15041^2 - x15041 * x15042 + 3.5 x15042^2 - x15042 * x15043 + 3.5 x15043^2 - x15043 * x15044 + 3.5 x15044^2 - x15044 * x15045 + 3.5 x15045^2 - x15045 * x15046 + 3.5 x15046^2 - x15046 * x15047 + 3.5 x15047^2 - x15047 * x15048 + 3.5 x15048^2 - x15048 * x15049 + 3.5 x15049^2 - x15049 * x15050 + 3.5 x15050^2 - x15050 * x15051 + 3.5 x15051^2 - x15051 * x15052 + 3.5 x15052^2 - x15052 * x15053 + 3.5 x15053^2 - x15053 * x15054 + 3.5 x15054^2 - x15054 * x15055 + 3.5 x15055^2 - x15055 * x15056 + 3.5 x15056^2 - x15056 * x15057 + 3.5 x15057^2 - x15057 * x15058 + 3.5 x15058^2 - x15058 * x15059 + 3.5 x15059^2 - x15059 * x15060 + 3.5 x15060^2 - x15060 * x15061 + 3.5 x15061^2 - x15061 * x15062 + 3.5 x15062^2 - x15062 * x15063 + 3.5 x15063^2 - x15063 * x15064 + 3.5 x15064^2 - x15064 * x15065 + 3.5 x15065^2 - x15065 * x15066 + 3.5 x15066^2 - x15066 * x15067 + 3.5 x15067^2 - x15067 * x15068 + 3.5 x15068^2 - x15068 * x15069 + 3.5 x15069^2 - x15069 * x15070 + 3.5 x15070^2 - x15070 * x15071 + 3.5 x15071^2 - x15071 * x15072 + 3.5 x15072^2 - x15072 * x15073 + 3.5 x15073^2 - x15073 * x15074 + 3.5 x15074^2 - x15074 * x15075 + 3.5 x15075^2 - x15075 * x15076 + 3.5 x15076^2 - x15076 * x15077 + 3.5 x15077^2 - x15077 * x15078 + 3.5 x15078^2 - x15078 * x15079 + 3.5 x15079^2 - x15079 * x15080 + 3.5 x15080^2 - x15080 * x15081 + 3.5 x15081^2 - x15081 * x15082 + 3.5 x15082^2 - x15082 * x15083 + 3.5 x15083^2 - x15083 * x15084 + 3.5 x15084^2 - x15084 * x15085 + 3.5 x15085^2 - x15085 * x15086 + 3.5 x15086^2 - x15086 * x15087 + 3.5 x15087^2 - x15087 * x15088 + 3.5 x15088^2 - x15088 * x15089 + 3.5 x15089^2 - x15089 * x15090 + 3.5 x15090^2 - x15090 * x15091 + 3.5 x15091^2 - x15091 * x15092 + 3.5 x15092^2 - x15092 * x15093 + 3.5 x15093^2 - x15093 * x15094 + 3.5 x15094^2 - x15094 * x15095 + 3.5 x15095^2 - x15095 * x15096 + 3.5 x15096^2 - x15096 * x15097 + 3.5 x15097^2 - x15097 * x15098 + 3.5 x15098^2 - x15098 * x15099 + 3.5 x15099^2 - x15099 * x15100 + 3.5 x15100^2 - x15100 * x15101 + 3.5 x15101^2 - x15101 * x15102 + 3.5 x15102^2 - x15102 * x15103 + 3.5 x15103^2 - x15103 * x15104 + 3.5 x15104^2 - x15104 * x15105 + 3.5 x15105^2 - x15105 * x15106 + 3.5 x15106^2 - x15106 * x15107 + 3.5 x15107^2 - x15107 * x15108 + 3.5 x15108^2 - x15108 * x15109 + 3.5 x15109^2 - x15109 * x15110 + 3.5 x15110^2 - x15110 * x15111 + 3.5 x15111^2 - x15111 * x15112 + 3.5 x15112^2 - x15112 * x15113 + 3.5 x15113^2 - x15113 * x15114 + 3.5 x15114^2 - x15114 * x15115 + 3.5 x15115^2 - x15115 * x15116 + 3.5 x15116^2 - x15116 * x15117 + 3.5 x15117^2 - x15117 * x15118 + 3.5 x15118^2 - x15118 * x15119 + 3.5 x15119^2 - x15119 * x15120 + 3.5 x15120^2 - x15120 * x15121 + 3.5 x15121^2 - x15121 * x15122 + 3.5 x15122^2 - x15122 * x15123 + 3.5 x15123^2 - x15123 * x15124 + 3.5 x15124^2 - x15124 * x15125 + 3.5 x15125^2 - x15125 * x15126 + 3.5 x15126^2 - x15126 * x15127 + 3.5 x15127^2 - x15127 * x15128 + 3.5 x15128^2 - x15128 * x15129 + 3.5 x15129^2 - x15129 * x15130 + 3 x15130^2 ]/2 Subject To Bounds 0.000686627315 <= x2 <= 2000 0.00137279738 <= x3 <= 2000 0.00205805325 <= x4 <= 2000 0.00274193859 <= x5 <= 2000 0.00342399797 <= x6 <= 2000 0.00410377719 <= x7 <= 2000 0.00478082356 <= x8 <= 2000 0.0054546862 <= x9 <= 2000 0.00612491637 <= x10 <= 2000 0.00679106774 <= x11 <= 2000 0.0074526967 <= x12 <= 2000 0.00810936263 <= x13 <= 2000 0.00876062825 <= x14 <= 2000 0.00940605985 <= x15 <= 2000 0.0100452276 <= x16 <= 2000 0.0106777059 <= x17 <= 2000 0.0113030735 <= x18 <= 2000 0.011920914 <= x19 <= 2000 0.0125308159 <= x20 <= 2000 0.0131323732 <= x21 <= 2000 0.013725185 <= x22 <= 2000 0.0143088568 <= x23 <= 2000 0.0148829999 <= x24 <= 2000 0.0154472317 <= x25 <= 2000 0.0160011768 <= x26 <= 2000 0.016544466 <= x27 <= 2000 0.0170767377 <= x28 <= 2000 0.0175976374 <= x29 <= 2000 0.0181068182 <= x30 <= 2000 0.018603941 <= x31 <= 2000 0.0190886748 <= x32 <= 2000 0.0195606967 <= x33 <= 2000 0.0200196925 <= x34 <= 2000 0.0204653564 <= x35 <= 2000 0.0208973917 <= x36 <= 2000 0.0213155107 <= x37 <= 2000 0.021719435 <= x38 <= 2000 0.0221088954 <= x39 <= 2000 0.0224836328 <= x40 <= 2000 0.0228433975 <= x41 <= 2000 0.02318795 <= x42 <= 2000 0.0235170607 <= x43 <= 2000 0.0238305107 <= x44 <= 2000 0.024128091 <= x45 <= 2000 0.0244096035 <= x46 <= 2000 0.0246748609 <= x47 <= 2000 0.0249236863 <= x48 <= 2000 0.0251559142 <= x49 <= 2000 0.0253713898 <= x50 <= 2000 0.0255699697 <= x51 <= 2000 0.0257515217 <= x52 <= 2000 0.0259159248 <= x53 <= 2000 0.0260630695 <= x54 <= 2000 0.0261928579 <= x55 <= 2000 0.0263052035 <= x56 <= 2000 0.0264000316 <= x57 <= 2000 0.0264772789 <= x58 <= 2000 0.0265368941 <= x59 <= 2000 0.0265788374 <= x60 <= 2000 0.0266030808 <= x61 <= 2000 0.0266096084 <= x62 <= 2000 0.0265984156 <= x63 <= 2000 0.02656951 <= x64 <= 2000 0.0265229108 <= x65 <= 2000 0.026458649 <= x66 <= 2000 0.0263767675 <= x67 <= 2000 0.0262773207 <= x68 <= 2000 0.0261603749 <= x69 <= 2000 0.026026008 <= x70 <= 2000 0.0258743094 <= x71 <= 2000 0.0257053802 <= x72 <= 2000 0.0255193329 <= x73 <= 2000 0.0253162913 <= x74 <= 2000 0.0250963907 <= x75 <= 2000 0.0248597775 <= x76 <= 2000 0.0246066093 <= x77 <= 2000 0.0243370546 <= x78 <= 2000 0.024051293 <= x79 <= 2000 0.0237495148 <= x80 <= 2000 0.023431921 <= x81 <= 2000 0.023098723 <= x82 <= 2000 0.0227501427 <= x83 <= 2000 0.0223864123 <= x84 <= 2000 0.0220077739 <= x85 <= 2000 0.0216144798 <= x86 <= 2000 0.0212067919 <= x87 <= 2000 0.0207849815 <= x88 <= 2000 0.0203493297 <= x89 <= 2000 0.0199001266 <= x90 <= 2000 0.0194376712 <= x91 <= 2000 0.0189622716 <= x92 <= 2000 0.0184742443 <= x93 <= 2000 0.0179739144 <= x94 <= 2000 0.017461615 <= x95 <= 2000 0.0169376873 <= x96 <= 2000 0.0164024802 <= x97 <= 2000 0.01585635 <= x98 <= 2000 0.0152996606 <= x99 <= 2000 0.0147327825 <= x100 <= 2000 0.0141560934 <= x101 <= 2000 0.0135699772 <= x102 <= 2000 0.0129748243 <= x103 <= 2000 0.0123710309 <= x104 <= 2000 0.0117589993 <= x105 <= 2000 0.0111391369 <= x106 <= 2000 0.0105118566 <= x107 <= 2000 0.009877576 <= x108 <= 2000 0.0092367176 <= x109 <= 2000 0.00858970815 <= x110 <= 2000 0.0079369785 <= x111 <= 2000 0.00727896332 <= x112 <= 2000 0.00661610083 <= x113 <= 2000 0.00594883243 <= x114 <= 2000 0.0052776025 <= x115 <= 2000 0.00460285801 <= x116 <= 2000 0.00392504832 <= x117 <= 2000 0.0032446248 <= x118 <= 2000 0.00256204057 <= x119 <= 2000 0.00187775018 <= x120 <= 2000 0.00119220933 <= x121 <= 2000 0.000505874541 <= x122 <= 2000 -0.000180797124 <= x123 <= 2000 -0.000867348391 <= x124 <= 2000 0.00137276836 <= x125 <= 2000 0.00274462254 <= x126 <= 2000 0.00411464898 <= x127 <= 2000 0.00548193532 <= x128 <= 2000 0.00684557105 <= x129 <= 2000 0.00820464807 <= x130 <= 2000 0.00955826131 <= x131 <= 2000 0.0109055094 <= x132 <= 2000 0.012245495 <= x133 <= 2000 0.013577326 <= x134 <= 2000 0.0149001154 <= x135 <= 2000 0.0162129822 <= x136 <= 2000 0.0175150522 <= x137 <= 2000 0.0188054583 <= x138 <= 2000 0.0200833412 <= x139 <= 2000 0.0213478498 <= x140 <= 2000 0.0225981422 <= x141 <= 2000 0.0238333856 <= x142 <= 2000 0.0250527575 <= x143 <= 2000 0.0262554459 <= x144 <= 2000 0.0274406499 <= x145 <= 2000 0.0286075801 <= x146 <= 2000 0.0297554595 <= x147 <= 2000 0.0308835237 <= x148 <= 2000 0.0319910214 <= x149 <= 2000 0.0330772152 <= x150 <= 2000 0.0341413816 <= x151 <= 2000 0.0351828121 <= x152 <= 2000 0.0362008131 <= x153 <= 2000 0.0371947066 <= x154 <= 2000 0.0381638309 <= x155 <= 2000 0.0391075405 <= x156 <= 2000 0.040025207 <= x157 <= 2000 0.0409162192 <= x158 <= 2000 0.0417799839 <= x159 <= 2000 0.0426159257 <= x160 <= 2000 0.0434234881 <= x161 <= 2000 0.0442021333 <= x162 <= 2000 0.0449513426 <= x163 <= 2000 0.0456706172 <= x164 <= 2000 0.0463594781 <= x165 <= 2000 0.0470174666 <= x166 <= 2000 0.0476441444 <= x167 <= 2000 0.0482390943 <= x168 <= 2000 0.0488019201 <= x169 <= 2000 0.0493322469 <= x170 <= 2000 0.0498297215 <= x171 <= 2000 0.0502940128 <= x172 <= 2000 0.0507248115 <= x173 <= 2000 0.0511218307 <= x174 <= 2000 0.051484806 <= x175 <= 2000 0.0518134957 <= x176 <= 2000 0.052107681 <= x177 <= 2000 0.0523671659 <= x178 <= 2000 0.0525917776 <= x179 <= 2000 0.0527813666 <= x180 <= 2000 0.0529358065 <= x181 <= 2000 0.0530549946 <= x182 <= 2000 0.0531388515 <= x183 <= 2000 0.0531873213 <= x184 <= 2000 0.0532003717 <= x185 <= 2000 0.0531779941 <= x186 <= 2000 0.0531202033 <= x187 <= 2000 0.0530270379 <= x188 <= 2000 0.0528985599 <= x189 <= 2000 0.0527348548 <= x190 <= 2000 0.0525360317 <= x191 <= 2000 0.052302223 <= x192 <= 2000 0.0520335843 <= x193 <= 2000 0.0517302946 <= x194 <= 2000 0.0513925558 <= x195 <= 2000 0.0510205929 <= x196 <= 2000 0.0506146535 <= x197 <= 2000 0.050175008 <= x198 <= 2000 0.0497019492 <= x199 <= 2000 0.049195792 <= x200 <= 2000 0.0486568736 <= x201 <= 2000 0.0480855528 <= x202 <= 2000 0.0474822102 <= x203 <= 2000 0.0468472474 <= x204 <= 2000 0.0461810873 <= x205 <= 2000 0.0454841736 <= x206 <= 2000 0.0447569704 <= x207 <= 2000 0.0439999619 <= x208 <= 2000 0.0432136522 <= x209 <= 2000 0.042398565 <= x210 <= 2000 0.041555243 <= x211 <= 2000 0.040684248 <= x212 <= 2000 0.0397861598 <= x213 <= 2000 0.0388615766 <= x214 <= 2000 0.0379111141 <= x215 <= 2000 0.0369354051 <= x216 <= 2000 0.0359350996 <= x217 <= 2000 0.0349108636 <= x218 <= 2000 0.0338633792 <= x219 <= 2000 0.032793344 <= x220 <= 2000 0.0317014705 <= x221 <= 2000 0.0305884858 <= x222 <= 2000 0.0294551312 <= x223 <= 2000 0.0283021613 <= x224 <= 2000 0.027130344 <= x225 <= 2000 0.0259404597 <= x226 <= 2000 0.0247333006 <= x227 <= 2000 0.0235096708 <= x228 <= 2000 0.022270385 <= x229 <= 2000 0.0210162686 <= x230 <= 2000 0.0197481566 <= x231 <= 2000 0.0184668937 <= x232 <= 2000 0.017173333 <= x233 <= 2000 0.015868336 <= x234 <= 2000 0.0145527716 <= x235 <= 2000 0.0132275161 <= x236 <= 2000 0.0118934519 <= x237 <= 2000 0.0105514674 <= x238 <= 2000 0.00920245626 <= x239 <= 2000 0.00784731691 <= x240 <= 2000 0.00648695174 <= x241 <= 2000 0.00512226668 <= x242 <= 2000 0.00375417052 <= x243 <= 2000 0.00238357433 <= x244 <= 2000 0.00101139082 <= x245 <= 2000 -0.000361466207 <= x246 <= 2000 -0.00173408252 <= x247 <= 2000 0.0020579372 <= x248 <= 2000 0.00411450394 <= x249 <= 2000 0.00616833069 <= x250 <= 2000 0.00821804972 <= x251 <= 2000 0.0102622961 <= x252 <= 2000 0.0122997084 <= x253 <= 2000 0.0143289299 <= x254 <= 2000 0.0163486092 <= x255 <= 2000 0.0183574014 <= x256 <= 2000 0.0203539688 <= x257 <= 2000 0.0223369817 <= x258 <= 2000 0.0243051196 <= x259 <= 2000 0.0262570719 <= x260 <= 2000 0.0281915386 <= x261 <= 2000 0.0301072316 <= x262 <= 2000 0.0320028751 <= x263 <= 2000 0.0338772067 <= x264 <= 2000 0.0357289782 <= x265 <= 2000 0.0375569566 <= x266 <= 2000 0.0393599244 <= x267 <= 2000 0.0411366811 <= x268 <= 2000 0.0428860433 <= x269 <= 2000 0.0446068462 <= x270 <= 2000 0.0462979438 <= x271 <= 2000 0.0479582099 <= x272 <= 2000 0.0495865389 <= x273 <= 2000 0.0511818464 <= x274 <= 2000 0.0527430702 <= x275 <= 2000 0.0542691704 <= x276 <= 2000 0.0557591308 <= x277 <= 2000 0.0572119592 <= x278 <= 2000 0.0586266881 <= x279 <= 2000 0.0600023754 <= x280 <= 2000 0.0613381049 <= x281 <= 2000 0.0626329872 <= x282 <= 2000 0.0638861599 <= x283 <= 2000 0.0650967886 <= x284 <= 2000 0.0662640669 <= x285 <= 2000 0.0673872176 <= x286 <= 2000 0.0684654928 <= x287 <= 2000 0.0694981743 <= x288 <= 2000 0.0704845744 <= x289 <= 2000 0.0714240364 <= x290 <= 2000 0.0723159345 <= x291 <= 2000 0.0731596748 <= x292 <= 2000 0.0739546955 <= x293 <= 2000 0.0747004671 <= x294 <= 2000 0.075396493 <= x295 <= 2000 0.0760423096 <= x296 <= 2000 0.0766374869 <= x297 <= 2000 0.0771816285 <= x298 <= 2000 0.0776743722 <= x299 <= 2000 0.0781153896 <= x300 <= 2000 0.0785043872 <= x301 <= 2000 0.0788411059 <= x302 <= 2000 0.0791253215 <= x303 <= 2000 0.0793568447 <= x304 <= 2000 0.0795355213 <= x305 <= 2000 0.0796612324 <= x306 <= 2000 0.0797338941 <= x307 <= 2000 0.0797534582 <= x308 <= 2000 0.0797199116 <= x309 <= 2000 0.0796332767 <= x310 <= 2000 0.079493611 <= x311 <= 2000 0.0793010078 <= x312 <= 2000 0.0790555951 <= x313 <= 2000 0.0787575364 <= x314 <= 2000 0.0784070303 <= x315 <= 2000 0.0780043101 <= x316 <= 2000 0.0775496441 <= x317 <= 2000 0.0770433349 <= x318 <= 2000 0.0764857198 <= x319 <= 2000 0.0758771701 <= x320 <= 2000 0.0752180911 <= x321 <= 2000 0.0745089217 <= x322 <= 2000 0.073750134 <= x323 <= 2000 0.0729422335 <= x324 <= 2000 0.0720857582 <= x325 <= 2000 0.0711812783 <= x326 <= 2000 0.0702293963 <= x327 <= 2000 0.069230746 <= x328 <= 2000 0.0681859925 <= x329 <= 2000 0.0670958314 <= x330 <= 2000 0.0659609888 <= x331 <= 2000 0.0647822204 <= x332 <= 2000 0.0635603112 <= x333 <= 2000 0.0622960749 <= x334 <= 2000 0.0609903534 <= x335 <= 2000 0.0596440163 <= x336 <= 2000 0.05825796 <= x337 <= 2000 0.0568331077 <= x338 <= 2000 0.0553704081 <= x339 <= 2000 0.0538708354 <= x340 <= 2000 0.0523353882 <= x341 <= 2000 0.050765089 <= x342 <= 2000 0.0491609834 <= x343 <= 2000 0.0475241398 <= x344 <= 2000 0.0458556482 <= x345 <= 2000 0.0441566196 <= x346 <= 2000 0.0424281856 <= x347 <= 2000 0.0406714971 <= x348 <= 2000 0.0388877239 <= x349 <= 2000 0.0370780541 <= x350 <= 2000 0.0352436926 <= x351 <= 2000 0.0333858611 <= x352 <= 2000 0.0315057968 <= x353 <= 2000 0.0296047516 <= x354 <= 2000 0.0276839915 <= x355 <= 2000 0.0257447957 <= x356 <= 2000 0.0237884554 <= x357 <= 2000 0.0218162736 <= x358 <= 2000 0.0198295636 <= x359 <= 2000 0.0178296483 <= x360 <= 2000 0.0158178596 <= x361 <= 2000 0.0137955373 <= x362 <= 2000 0.011764028 <= x363 <= 2000 0.0097246846 <= x364 <= 2000 0.00767886519 <= x365 <= 2000 0.00562793215 <= x366 <= 2000 0.00357325127 <= x367 <= 2000 0.00151619083 <= x368 <= 2000 -0.000541879298 <= x369 <= 2000 -0.00259958857 <= x370 <= 2000 0.0027416486 <= x371 <= 2000 0.00548147143 <= x372 <= 2000 0.00821764396 <= x373 <= 2000 0.0109483441 <= x374 <= 2000 0.0136717533 <= x375 <= 2000 0.016386058 <= x376 <= 2000 0.0190894506 <= x377 <= 2000 0.0217801309 <= x378 <= 2000 0.024456307 <= x379 <= 2000 0.0271161967 <= x380 <= 2000 0.0297580289 <= x381 <= 2000 0.032380044 <= x382 <= 2000 0.0349804962 <= x383 <= 2000 0.0375576535 <= x384 <= 2000 0.0401097999 <= x385 <= 2000 0.0426352357 <= x386 <= 2000 0.0451322792 <= x387 <= 2000 0.0475992675 <= x388 <= 2000 0.0500345577 <= x389 <= 2000 0.0524365281 <= x390 <= 2000 0.0548035791 <= x391 <= 2000 0.0571341344 <= x392 <= 2000 0.0594266421 <= x393 <= 2000 0.0616795754 <= x394 <= 2000 0.0638914341 <= x395 <= 2000 0.0660607452 <= x396 <= 2000 0.068186064 <= x397 <= 2000 0.0702659753 <= x398 <= 2000 0.072299094 <= x399 <= 2000 0.074284066 <= x400 <= 2000 0.0762195697 <= x401 <= 2000 0.078104316 <= x402 <= 2000 0.0799370498 <= x403 <= 2000 0.0817165507 <= x404 <= 2000 0.0834416335 <= x405 <= 2000 0.0851111496 <= x406 <= 2000 0.0867239871 <= x407 <= 2000 0.088279072 <= x408 <= 2000 0.0897753687 <= x409 <= 2000 0.0912118807 <= x410 <= 2000 0.0925876515 <= x411 <= 2000 0.0939017648 <= x412 <= 2000 0.0951533455 <= x413 <= 2000 0.0963415602 <= x414 <= 2000 0.0974656176 <= x415 <= 2000 0.0985247691 <= x416 <= 2000 0.0995183095 <= x417 <= 2000 0.100445577 <= x418 <= 2000 0.101305954 <= x419 <= 2000 0.102098868 <= x420 <= 2000 0.102823791 <= x421 <= 2000 0.103480239 <= x422 <= 2000 0.104067777 <= x423 <= 2000 0.104586011 <= x424 <= 2000 0.105034599 <= x425 <= 2000 0.10541324 <= x426 <= 2000 0.105721682 <= x427 <= 2000 0.105959721 <= x428 <= 2000 0.106127197 <= x429 <= 2000 0.106223999 <= x430 <= 2000 0.106250063 <= x431 <= 2000 0.106205371 <= x432 <= 2000 0.106089953 <= x433 <= 2000 0.105903886 <= x434 <= 2000 0.105647294 <= x435 <= 2000 0.105320348 <= x436 <= 2000 0.104923265 <= x437 <= 2000 0.104456309 <= x438 <= 2000 0.103919793 <= x439 <= 2000 0.103314073 <= x440 <= 2000 0.102639552 <= x441 <= 2000 0.101896679 <= x442 <= 2000 0.10108595 <= x443 <= 2000 0.100207904 <= x444 <= 2000 0.0992631266 <= x445 <= 2000 0.0982522459 <= x446 <= 2000 0.0971759355 <= x447 <= 2000 0.0960349121 <= x448 <= 2000 0.0948299356 <= x449 <= 2000 0.0935618085 <= x450 <= 2000 0.0922313751 <= x451 <= 2000 0.0908395216 <= x452 <= 2000 0.0893871748 <= x453 <= 2000 0.0878753018 <= x454 <= 2000 0.0863049096 <= x455 <= 2000 0.0846770437 <= x456 <= 2000 0.0829927884 <= x457 <= 2000 0.0812532652 <= x458 <= 2000 0.0794596325 <= x459 <= 2000 0.0776130848 <= x460 <= 2000 0.0757148518 <= x461 <= 2000 0.0737661975 <= x462 <= 2000 0.0717684196 <= x463 <= 2000 0.0697228486 <= x464 <= 2000 0.0676308466 <= x465 <= 2000 0.0654938068 <= x466 <= 2000 0.0633131523 <= x467 <= 2000 0.0610903353 <= x468 <= 2000 0.0588268361 <= x469 <= 2000 0.0565241619 <= x470 <= 2000 0.0541838463 <= x471 <= 2000 0.0518074477 <= x472 <= 2000 0.0493965487 <= x473 <= 2000 0.0469527547 <= x474 <= 2000 0.0444776932 <= x475 <= 2000 0.0419730124 <= x476 <= 2000 0.0394403802 <= x477 <= 2000 0.0368814833 <= x478 <= 2000 0.0342980257 <= x479 <= 2000 0.0316917278 <= x480 <= 2000 0.0290643252 <= x481 <= 2000 0.0264175677 <= x482 <= 2000 0.0237532177 <= x483 <= 2000 0.0210730496 <= x484 <= 2000 0.0183788482 <= x485 <= 2000 0.0156724077 <= x486 <= 2000 0.0129555304 <= x487 <= 2000 0.0102300255 <= x488 <= 2000 0.00749770804 <= x489 <= 2000 0.00476039761 <= x490 <= 2000 0.00201991706 <= x491 <= 2000 -0.000721908628 <= x492 <= 2000 -0.00346325357 <= x493 <= 2000 0.00342341835 <= x494 <= 2000 0.00684455692 <= x495 <= 2000 0.0102611375 <= x496 <= 2000 0.0136708847 <= x497 <= 2000 0.0170715281 <= x498 <= 2000 0.0204608029 <= x499 <= 2000 0.0238364521 <= x500 <= 2000 0.0271962277 <= x501 <= 2000 0.0305378925 <= x502 <= 2000 0.0338592209 <= x503 <= 2000 0.0371580012 <= x504 <= 2000 0.0404320367 <= x505 <= 2000 0.0436791471 <= x506 <= 2000 0.0468971699 <= x507 <= 2000 0.0500839623 <= x508 <= 2000 0.0532374019 <= x509 <= 2000 0.0563553888 <= x510 <= 2000 0.0594358466 <= x511 <= 2000 0.062476724 <= x512 <= 2000 0.0654759959 <= x513 <= 2000 0.0684316649 <= x514 <= 2000 0.0713417629 <= x515 <= 2000 0.0742043517 <= x516 <= 2000 0.0770175253 <= x517 <= 2000 0.0797794101 <= x518 <= 2000 0.0824881669 <= x519 <= 2000 0.0851419919 <= x520 <= 2000 0.0877391178 <= x521 <= 2000 0.090277815 <= x522 <= 2000 0.092756393 <= x523 <= 2000 0.0951732011 <= x524 <= 2000 0.09752663 <= x525 <= 2000 0.0998151124 <= x526 <= 2000 0.102037124 <= x527 <= 2000 0.104191186 <= x528 <= 2000 0.106275863 <= x529 <= 2000 0.108289767 <= x530 <= 2000 0.110231557 <= x531 <= 2000 0.11209994 <= x532 <= 2000 0.113893672 <= x533 <= 2000 0.115611558 <= x534 <= 2000 0.117252453 <= x535 <= 2000 0.118815267 <= x536 <= 2000 0.120298956 <= x537 <= 2000 0.121702535 <= x538 <= 2000 0.123025067 <= x539 <= 2000 0.124265672 <= x540 <= 2000 0.125423525 <= x541 <= 2000 0.126497853 <= x542 <= 2000 0.127487942 <= x543 <= 2000 0.128393132 <= x544 <= 2000 0.129212821 <= x545 <= 2000 0.129946462 <= x546 <= 2000 0.130593567 <= x547 <= 2000 0.131153705 <= x548 <= 2000 0.131626503 <= x549 <= 2000 0.132011647 <= x550 <= 2000 0.132308879 <= x551 <= 2000 0.132518001 <= x552 <= 2000 0.132638876 <= x553 <= 2000 0.132671421 <= x554 <= 2000 0.132615616 <= x555 <= 2000 0.132471497 <= x556 <= 2000 0.13223916 <= x557 <= 2000 0.131918761 <= x558 <= 2000 0.131510512 <= x559 <= 2000 0.131014686 <= x560 <= 2000 0.130431612 <= x561 <= 2000 0.129761679 <= x562 <= 2000 0.129005333 <= x563 <= 2000 0.128163078 <= x564 <= 2000 0.127235475 <= x565 <= 2000 0.126223141 <= x566 <= 2000 0.12512675 <= x567 <= 2000 0.123947033 <= x568 <= 2000 0.122684775 <= x569 <= 2000 0.121340817 <= x570 <= 2000 0.119916054 <= x571 <= 2000 0.118411434 <= x572 <= 2000 0.11682796 <= x573 <= 2000 0.115166686 <= x574 <= 2000 0.113428718 <= x575 <= 2000 0.111615214 <= x576 <= 2000 0.109727381 <= x577 <= 2000 0.107766477 <= x578 <= 2000 0.105733808 <= x579 <= 2000 0.103630726 <= x580 <= 2000 0.101458633 <= x581 <= 2000 0.0992189751 <= x582 <= 2000 0.0969132437 <= x583 <= 2000 0.0945429743 <= x584 <= 2000 0.0921097453 <= x585 <= 2000 0.0896151771 <= x586 <= 2000 0.0870609309 <= x587 <= 2000 0.0844487078 <= x588 <= 2000 0.0817802472 <= x589 <= 2000 0.0790573262 <= x590 <= 2000 0.076281758 <= x591 <= 2000 0.0734553911 <= x592 <= 2000 0.0705801076 <= x593 <= 2000 0.0676578223 <= x594 <= 2000 0.0646904812 <= x595 <= 2000 0.0616800604 <= x596 <= 2000 0.0586285646 <= x597 <= 2000 0.055538026 <= x598 <= 2000 0.0524105025 <= x599 <= 2000 0.0492480771 <= x600 <= 2000 0.0460528555 <= x601 <= 2000 0.0428269657 <= x602 <= 2000 0.0395725559 <= x603 <= 2000 0.0362917933 <= x604 <= 2000 0.0329868627 <= x605 <= 2000 0.029659965 <= x606 <= 2000 0.0263133156 <= x607 <= 2000 0.0229491432 <= x608 <= 2000 0.0195696882 <= x609 <= 2000 0.016177201 <= x610 <= 2000 0.0127739408 <= x611 <= 2000 0.00936217403 <= x612 <= 2000 0.00594417262 <= x613 <= 2000 0.00252221278 <= x614 <= 2000 -0.000901426698 <= x615 <= 2000 -0.00432446588 <= x616 <= 2000 0.00410276362 <= x617 <= 2000 0.00820279506 <= x618 <= 2000 0.012297364 <= x619 <= 2000 0.0163837436 <= x620 <= 2000 0.0204592127 <= x621 <= 2000 0.0245210573 <= x622 <= 2000 0.0285665725 <= x623 <= 2000 0.0325930641 <= x624 <= 2000 0.0365978509 <= x625 <= 2000 0.0405782658 <= x626 <= 2000 0.0445316582 <= x627 <= 2000 0.0484553953 <= x628 <= 2000 0.0523468643 <= x629 <= 2000 0.0562034736 <= x630 <= 2000 0.060022655 <= x631 <= 2000 0.0638018651 <= x632 <= 2000 0.0675385873 <= x633 <= 2000 0.0712303331 <= x634 <= 2000 0.074874644 <= x635 <= 2000 0.0784690933 <= x636 <= 2000 0.0820112871 <= x637 <= 2000 0.0854988667 <= x638 <= 2000 0.0889295095 <= x639 <= 2000 0.092300931 <= x640 <= 2000 0.0956108859 <= x641 <= 2000 0.0988571701 <= x642 <= 2000 0.102037622 <= x643 <= 2000 0.105150123 <= x644 <= 2000 0.108192601 <= x645 <= 2000 0.111163029 <= x646 <= 2000 0.11405943 <= x647 <= 2000 0.116879875 <= x648 <= 2000 0.119622486 <= x649 <= 2000 0.122285435 <= x650 <= 2000 0.12486695 <= x651 <= 2000 0.127365312 <= x652 <= 2000 0.129778856 <= x653 <= 2000 0.132105976 <= x654 <= 2000 0.134345122 <= x655 <= 2000 0.136494803 <= x656 <= 2000 0.138553587 <= x657 <= 2000 0.140520103 <= x658 <= 2000 0.142393042 <= x659 <= 2000 0.144171156 <= x660 <= 2000 0.145853262 <= x661 <= 2000 0.147438238 <= x662 <= 2000 0.14892503 <= x663 <= 2000 0.150312647 <= x664 <= 2000 0.151600166 <= x665 <= 2000 0.152786729 <= x666 <= 2000 0.153871546 <= x667 <= 2000 0.154853894 <= x668 <= 2000 0.155733119 <= x669 <= 2000 0.156508636 <= x670 <= 2000 0.157179928 <= x671 <= 2000 0.157746549 <= x672 <= 2000 0.15820812 <= x673 <= 2000 0.158564335 <= x674 <= 2000 0.158814956 <= x675 <= 2000 0.158959817 <= x676 <= 2000 0.15899882 <= x677 <= 2000 0.158931941 <= x678 <= 2000 0.158759223 <= x679 <= 2000 0.158480781 <= x680 <= 2000 0.158096802 <= x681 <= 2000 0.15760754 <= x682 <= 2000 0.157013322 <= x683 <= 2000 0.156314542 <= x684 <= 2000 0.155511668 <= x685 <= 2000 0.154605232 <= x686 <= 2000 0.15359584 <= x687 <= 2000 0.152484162 <= x688 <= 2000 0.151270939 <= x689 <= 2000 0.14995698 <= x690 <= 2000 0.148543159 <= x691 <= 2000 0.147030418 <= x692 <= 2000 0.145419764 <= x693 <= 2000 0.14371227 <= x694 <= 2000 0.141909073 <= x695 <= 2000 0.140011373 <= x696 <= 2000 0.138020434 <= x697 <= 2000 0.135937583 <= x698 <= 2000 0.133764206 <= x699 <= 2000 0.131501751 <= x700 <= 2000 0.129151724 <= x701 <= 2000 0.12671569 <= x702 <= 2000 0.124195272 <= x703 <= 2000 0.121592147 <= x704 <= 2000 0.11890805 <= x705 <= 2000 0.116144768 <= x706 <= 2000 0.113304141 <= x707 <= 2000 0.110388061 <= x708 <= 2000 0.107398469 <= x709 <= 2000 0.104337356 <= x710 <= 2000 0.101206762 <= x711 <= 2000 0.0980087704 <= x712 <= 2000 0.0947455112 <= x713 <= 2000 0.0914191576 <= x714 <= 2000 0.0880319247 <= x715 <= 2000 0.0845860682 <= x716 <= 2000 0.0810838827 <= x717 <= 2000 0.0775277006 <= x718 <= 2000 0.07391989 <= x719 <= 2000 0.0702628535 <= x720 <= 2000 0.0665590264 <= x721 <= 2000 0.0628108753 <= x722 <= 2000 0.0590208961 <= x723 <= 2000 0.0551916129 <= x724 <= 2000 0.0513255755 <= x725 <= 2000 0.0474253586 <= x726 <= 2000 0.0434935594 <= x727 <= 2000 0.0395327963 <= x728 <= 2000 0.0355457069 <= x729 <= 2000 0.0315349463 <= x730 <= 2000 0.0275031855 <= x731 <= 2000 0.0234531093 <= x732 <= 2000 0.0193874148 <= x733 <= 2000 0.0153088096 <= x734 <= 2000 0.0112200097 <= x735 <= 2000 0.00712373794 <= x736 <= 2000 0.00302272225 <= x737 <= 2000 -0.00108030637 <= x738 <= 2000 -0.00518261558 <= x739 <= 2000 0.00477920329 <= x740 <= 2000 0.00955522394 <= x741 <= 2000 0.0143248814 <= x742 <= 2000 0.0190849994 <= x743 <= 2000 0.0238324081 <= x744 <= 2000 0.0285639459 <= x745 <= 2000 0.0332764619 <= x746 <= 2000 0.0379668179 <= x747 <= 2000 0.0426318905 <= x748 <= 2000 0.0472685729 <= x749 <= 2000 0.0518737775 <= x750 <= 2000 0.0564444375 <= x751 <= 2000 0.0609775091 <= x752 <= 2000 0.0654699736 <= x753 <= 2000 0.0699188393 <= x754 <= 2000 0.0743211435 <= x755 <= 2000 0.0786739546 <= x756 <= 2000 0.0829743738 <= x757 <= 2000 0.0872195375 <= x758 <= 2000 0.0914066185 <= x759 <= 2000 0.0955328286 <= x760 <= 2000 0.0995954199 <= x761 <= 2000 0.103591687 <= x762 <= 2000 0.107518969 <= x763 <= 2000 0.11137465 <= x764 <= 2000 0.115156162 <= x765 <= 2000 0.118860988 <= x766 <= 2000 0.12248666 <= x767 <= 2000 0.126030764 <= x768 <= 2000 0.12949094 <= x769 <= 2000 0.132864882 <= x770 <= 2000 0.136150346 <= x771 <= 2000 0.139345141 <= x772 <= 2000 0.142447142 <= x773 <= 2000 0.145454283 <= x774 <= 2000 0.148364559 <= x775 <= 2000 0.151176035 <= x776 <= 2000 0.153886837 <= x777 <= 2000 0.156495161 <= x778 <= 2000 0.158999268 <= x779 <= 2000 0.161397492 <= x780 <= 2000 0.163688236 <= x781 <= 2000 0.165869974 <= x782 <= 2000 0.167941253 <= x783 <= 2000 0.169900694 <= x784 <= 2000 0.171746992 <= x785 <= 2000 0.173478918 <= x786 <= 2000 0.175095318 <= x787 <= 2000 0.176595115 <= x788 <= 2000 0.177977311 <= x789 <= 2000 0.179240986 <= x790 <= 2000 0.180385298 <= x791 <= 2000 0.181409485 <= x792 <= 2000 0.182312865 <= x793 <= 2000 0.183094836 <= x794 <= 2000 0.183754877 <= x795 <= 2000 0.18429255 <= x796 <= 2000 0.184707495 <= x797 <= 2000 0.184999437 <= x798 <= 2000 0.185168182 <= x799 <= 2000 0.185213616 <= x800 <= 2000 0.18513571 <= x801 <= 2000 0.184934515 <= x802 <= 2000 0.184610166 <= x803 <= 2000 0.184162878 <= x804 <= 2000 0.18359295 <= x805 <= 2000 0.18290076 <= x806 <= 2000 0.18208677 <= x807 <= 2000 0.181151522 <= x808 <= 2000 0.180095639 <= x809 <= 2000 0.178919823 <= x810 <= 2000 0.177624859 <= x811 <= 2000 0.176211607 <= x812 <= 2000 0.17468101 <= x813 <= 2000 0.173034087 <= x814 <= 2000 0.171271934 <= x815 <= 2000 0.169395725 <= x816 <= 2000 0.167406709 <= x817 <= 2000 0.165306211 <= x818 <= 2000 0.163095629 <= x819 <= 2000 0.160776436 <= x820 <= 2000 0.158350177 <= x821 <= 2000 0.155818466 <= x822 <= 2000 0.153182991 <= x823 <= 2000 0.150445505 <= x824 <= 2000 0.147607832 <= x825 <= 2000 0.144671862 <= x826 <= 2000 0.14163955 <= x827 <= 2000 0.138512914 <= x828 <= 2000 0.135294038 <= x829 <= 2000 0.131985065 <= x830 <= 2000 0.128588198 <= x831 <= 2000 0.1251057 <= x832 <= 2000 0.121539889 <= x833 <= 2000 0.117893141 <= x834 <= 2000 0.114167883 <= x835 <= 2000 0.110366597 <= x836 <= 2000 0.106491814 <= x837 <= 2000 0.102546114 <= x838 <= 2000 0.0985321244 <= x839 <= 2000 0.0944525192 <= x840 <= 2000 0.0903100145 <= x841 <= 2000 0.0861073692 <= x842 <= 2000 0.0818473819 <= x843 <= 2000 0.0775328895 <= x844 <= 2000 0.0731667651 <= x845 <= 2000 0.0687519164 <= x846 <= 2000 0.0642912832 <= x847 <= 2000 0.0597878362 <= x848 <= 2000 0.0552445744 <= x849 <= 2000 0.0506645231 <= x850 <= 2000 0.0460507326 <= x851 <= 2000 0.0414062752 <= x852 <= 2000 0.0367342439 <= x853 <= 2000 0.0320377499 <= x854 <= 2000 0.0273199208 <= x855 <= 2000 0.0225838984 <= x856 <= 2000 0.0178328366 <= x857 <= 2000 0.0130698993 <= x858 <= 2000 0.00829825819 <= x859 <= 2000 0.00352109102 <= x860 <= 2000 -0.00125842097 <= x861 <= 2000 -0.00603709494 <= x862 <= 2000 0.00545225831 <= x863 <= 2000 0.0109008858 <= x864 <= 2000 0.0163422539 <= x865 <= 2000 0.0217727392 <= x866 <= 2000 0.0271887252 <= x867 <= 2000 0.0325866053 <= x868 <= 2000 0.0379627848 <= x869 <= 2000 0.0433136834 <= x870 <= 2000 0.048635738 <= x871 <= 2000 0.0539254043 <= x872 <= 2000 0.0591791597 <= x873 <= 2000 0.0643935055 <= x874 <= 2000 0.0695649694 <= x875 <= 2000 0.0746901075 <= x876 <= 2000 0.0797655068 <= x877 <= 2000 0.0847877873 <= x878 <= 2000 0.0897536046 <= x879 <= 2000 0.0946596518 <= x880 <= 2000 0.0995026616 <= x881 <= 2000 0.104279409 <= x882 <= 2000 0.108986713 <= x883 <= 2000 0.113621439 <= x884 <= 2000 0.1181805 <= x885 <= 2000 0.122660861 <= x886 <= 2000 0.127059537 <= x887 <= 2000 0.1313736 <= x888 <= 2000 0.135600177 <= x889 <= 2000 0.139736452 <= x890 <= 2000 0.143779672 <= x891 <= 2000 0.147727144 <= x892 <= 2000 0.151576239 <= x893 <= 2000 0.155324394 <= x894 <= 2000 0.158969112 <= x895 <= 2000 0.162507968 <= x896 <= 2000 0.165938604 <= x897 <= 2000 0.169258735 <= x898 <= 2000 0.17246615 <= x899 <= 2000 0.175558715 <= x900 <= 2000 0.178534368 <= x901 <= 2000 0.181391129 <= x902 <= 2000 0.184127095 <= x903 <= 2000 0.186740444 <= x904 <= 2000 0.189229436 <= x905 <= 2000 0.191592414 <= x906 <= 2000 0.193827803 <= x907 <= 2000 0.195934115 <= x908 <= 2000 0.197909947 <= x909 <= 2000 0.199753985 <= x910 <= 2000 0.201464998 <= x911 <= 2000 0.203041849 <= x912 <= 2000 0.204483488 <= x913 <= 2000 0.205788953 <= x914 <= 2000 0.206957376 <= x915 <= 2000 0.207987978 <= x916 <= 2000 0.208880074 <= x917 <= 2000 0.20963307 <= x918 <= 2000 0.210246463 <= x919 <= 2000 0.210719845 <= x920 <= 2000 0.211052901 <= x921 <= 2000 0.21124541 <= x922 <= 2000 0.211297243 <= x923 <= 2000 0.211208365 <= x924 <= 2000 0.210978836 <= x925 <= 2000 0.210608809 <= x926 <= 2000 0.210098529 <= x927 <= 2000 0.209448338 <= x928 <= 2000 0.208658667 <= x929 <= 2000 0.207730043 <= x930 <= 2000 0.206663084 <= x931 <= 2000 0.205458501 <= x932 <= 2000 0.204117095 <= x933 <= 2000 0.202639761 <= x934 <= 2000 0.201027481 <= x935 <= 2000 0.19928133 <= x936 <= 2000 0.197402471 <= x937 <= 2000 0.195392154 <= x938 <= 2000 0.193251718 <= x939 <= 2000 0.190982589 <= x940 <= 2000 0.188586278 <= x941 <= 2000 0.18606438 <= x942 <= 2000 0.183418576 <= x943 <= 2000 0.180650626 <= x944 <= 2000 0.177762375 <= x945 <= 2000 0.174755746 <= x946 <= 2000 0.17163274 <= x947 <= 2000 0.168395438 <= x948 <= 2000 0.165045995 <= x949 <= 2000 0.161586642 <= x950 <= 2000 0.158019683 <= x951 <= 2000 0.154347493 <= x952 <= 2000 0.150572517 <= x953 <= 2000 0.14669727 <= x954 <= 2000 0.142724331 <= x955 <= 2000 0.138656347 <= x956 <= 2000 0.134496028 <= x957 <= 2000 0.130246142 <= x958 <= 2000 0.125909521 <= x959 <= 2000 0.121489052 <= x960 <= 2000 0.116987679 <= x961 <= 2000 0.1124084 <= x962 <= 2000 0.107754264 <= x963 <= 2000 0.10302837 <= x964 <= 2000 0.0982338667 <= x965 <= 2000 0.0933739456 <= x966 <= 2000 0.0884518434 <= x967 <= 2000 0.0834708379 <= x968 <= 2000 0.0784342461 <= x969 <= 2000 0.0733454222 <= x970 <= 2000 0.0682077549 <= x971 <= 2000 0.0630246657 <= x972 <= 2000 0.057799606 <= x973 <= 2000 0.0525360555 <= x974 <= 2000 0.0472375193 <= x975 <= 2000 0.041907526 <= x976 <= 2000 0.036549625 <= x977 <= 2000 0.0311673842 <= x978 <= 2000 0.025764388 <= x979 <= 2000 0.0203442343 <= x980 <= 2000 0.0149105327 <= x981 <= 2000 0.00946690158 <= x982 <= 2000 0.00401696614 <= x983 <= 2000 -0.00143564435 <= x984 <= 2000 -0.00688729879 <= x985 <= 2000 0.00612145201 <= x986 <= 2000 0.0122388275 <= x987 <= 2000 0.0183480528 <= x988 <= 2000 0.0244450594 <= x989 <= 2000 0.0305257872 <= x990 <= 2000 0.0365861867 <= x991 <= 2000 0.0426222222 <= x992 <= 2000 0.048629874 <= x993 <= 2000 0.0546051414 <= x994 <= 2000 0.0605440454 <= x995 <= 2000 0.0664426308 <= x996 <= 2000 0.0722969697 <= x997 <= 2000 0.0781031635 <= x998 <= 2000 0.0838573455 <= x999 <= 2000 0.0895556839 <= x1000 <= 2000 0.095194384 <= x1001 <= 2000 0.100769691 <= x1002 <= 2000 0.106277891 <= x1003 <= 2000 0.111715318 <= x1004 <= 2000 0.117078349 <= x1005 <= 2000 0.122363413 <= x1006 <= 2000 0.127566991 <= x1007 <= 2000 0.132685618 <= x1008 <= 2000 0.137715884 <= x1009 <= 2000 0.142654441 <= x1010 <= 2000 0.147497999 <= x1011 <= 2000 0.152243332 <= x1012 <= 2000 0.156887282 <= x1013 <= 2000 0.161426754 <= x1014 <= 2000 0.165858727 <= x1015 <= 2000 0.170180248 <= x1016 <= 2000 0.17438844 <= x1017 <= 2000 0.178480501 <= x1018 <= 2000 0.182453705 <= x1019 <= 2000 0.186305406 <= x1020 <= 2000 0.19003304 <= x1021 <= 2000 0.193634124 <= x1022 <= 2000 0.197106261 <= x1023 <= 2000 0.200447137 <= x1024 <= 2000 0.203654528 <= x1025 <= 2000 0.206726298 <= x1026 <= 2000 0.209660402 <= x1027 <= 2000 0.212454885 <= x1028 <= 2000 0.215107887 <= x1029 <= 2000 0.217617641 <= x1030 <= 2000 0.219982476 <= x1031 <= 2000 0.222200816 <= x1032 <= 2000 0.224271185 <= x1033 <= 2000 0.226192203 <= x1034 <= 2000 0.227962592 <= x1035 <= 2000 0.229581173 <= x1036 <= 2000 0.231046867 <= x1037 <= 2000 0.232358699 <= x1038 <= 2000 0.233515794 <= x1039 <= 2000 0.234517383 <= x1040 <= 2000 0.235362799 <= x1041 <= 2000 0.236051478 <= x1042 <= 2000 0.236582962 <= x1043 <= 2000 0.236956896 <= x1044 <= 2000 0.237173033 <= x1045 <= 2000 0.237231227 <= x1046 <= 2000 0.237131441 <= x1047 <= 2000 0.23687374 <= x1048 <= 2000 0.236458297 <= x1049 <= 2000 0.235885388 <= x1050 <= 2000 0.235155394 <= x1051 <= 2000 0.234268801 <= x1052 <= 2000 0.2332262 <= x1053 <= 2000 0.232028286 <= x1054 <= 2000 0.230675856 <= x1055 <= 2000 0.22916981 <= x1056 <= 2000 0.227511152 <= x1057 <= 2000 0.225700987 <= x1058 <= 2000 0.223740518 <= x1059 <= 2000 0.221631053 <= x1060 <= 2000 0.219373996 <= x1061 <= 2000 0.21697085 <= x1062 <= 2000 0.214423215 <= x1063 <= 2000 0.211732788 <= x1064 <= 2000 0.20890136 <= x1065 <= 2000 0.205930817 <= x1066 <= 2000 0.202823138 <= x1067 <= 2000 0.199580392 <= x1068 <= 2000 0.196204737 <= x1069 <= 2000 0.192698423 <= x1070 <= 2000 0.189063785 <= x1071 <= 2000 0.185303241 <= x1072 <= 2000 0.181419298 <= x1073 <= 2000 0.177414541 <= x1074 <= 2000 0.173291637 <= x1075 <= 2000 0.169053332 <= x1076 <= 2000 0.164702449 <= x1077 <= 2000 0.160241884 <= x1078 <= 2000 0.155674608 <= x1079 <= 2000 0.151003663 <= x1080 <= 2000 0.14623216 <= x1081 <= 2000 0.141363275 <= x1082 <= 2000 0.136400251 <= x1083 <= 2000 0.131346393 <= x1084 <= 2000 0.126205067 <= x1085 <= 2000 0.120979696 <= x1086 <= 2000 0.115673761 <= x1087 <= 2000 0.110290795 <= x1088 <= 2000 0.104834381 <= x1089 <= 2000 0.0993081552 <= x1090 <= 2000 0.0937157962 <= x1091 <= 2000 0.0880610284 <= x1092 <= 2000 0.0823476176 <= x1093 <= 2000 0.0765793686 <= x1094 <= 2000 0.0707601226 <= x1095 <= 2000 0.0648937549 <= x1096 <= 2000 0.0589841721 <= x1097 <= 2000 0.0530353097 <= x1098 <= 2000 0.0470511291 <= x1099 <= 2000 0.0410356154 <= x1100 <= 2000 0.0349927747 <= x1101 <= 2000 0.0289266311 <= x1102 <= 2000 0.0228412241 <= x1103 <= 2000 0.0167406064 <= x1104 <= 2000 0.0106288405 <= x1105 <= 2000 0.00450999642 <= x1106 <= 2000 -0.001611851 <= x1107 <= 2000 -0.00773262502 <= x1108 <= 2000 0.00678631047 <= x1109 <= 2000 0.0135681017 <= x1110 <= 2000 0.0203408574 <= x1111 <= 2000 0.0271000675 <= x1112 <= 2000 0.0338412306 <= x1113 <= 2000 0.0405598576 <= x1114 <= 2000 0.0472514744 <= x1115 <= 2000 0.0539116247 <= x1116 <= 2000 0.0605358733 <= x1117 <= 2000 0.0671198089 <= x1118 <= 2000 0.073659047 <= x1119 <= 2000 0.0801492329 <= x1120 <= 2000 0.0865860445 <= x1121 <= 2000 0.0929651953 <= x1122 <= 2000 0.0992824373 <= x1123 <= 2000 0.105533564 <= x1124 <= 2000 0.111714411 <= x1125 <= 2000 0.117820864 <= x1126 <= 2000 0.123848856 <= x1127 <= 2000 0.129794373 <= x1128 <= 2000 0.135653454 <= x1129 <= 2000 0.141422199 <= x1130 <= 2000 0.147096766 <= x1131 <= 2000 0.152673376 <= x1132 <= 2000 0.158148316 <= x1133 <= 2000 0.163517938 <= x1134 <= 2000 0.168778669 <= x1135 <= 2000 0.173927003 <= x1136 <= 2000 0.178959513 <= x1137 <= 2000 0.183872848 <= x1138 <= 2000 0.188663735 <= x1139 <= 2000 0.193328984 <= x1140 <= 2000 0.197865488 <= x1141 <= 2000 0.202270227 <= x1142 <= 2000 0.206540266 <= x1143 <= 2000 0.210672763 <= x1144 <= 2000 0.214664966 <= x1145 <= 2000 0.218514215 <= x1146 <= 2000 0.222217948 <= x1147 <= 2000 0.225773698 <= x1148 <= 2000 0.229179097 <= x1149 <= 2000 0.232431877 <= x1150 <= 2000 0.235529873 <= x1151 <= 2000 0.23847102 <= x1152 <= 2000 0.241253362 <= x1153 <= 2000 0.243875044 <= x1154 <= 2000 0.246334321 <= x1155 <= 2000 0.248629555 <= x1156 <= 2000 0.250759218 <= x1157 <= 2000 0.252721891 <= x1158 <= 2000 0.254516267 <= x1159 <= 2000 0.256141152 <= x1160 <= 2000 0.257595464 <= x1161 <= 2000 0.258878233 <= x1162 <= 2000 0.259988606 <= x1163 <= 2000 0.260925843 <= x1164 <= 2000 0.26168932 <= x1165 <= 2000 0.262278529 <= x1166 <= 2000 0.262693077 <= x1167 <= 2000 0.262932689 <= x1168 <= 2000 0.262997204 <= x1169 <= 2000 0.26288658 <= x1170 <= 2000 0.26260089 <= x1171 <= 2000 0.262140325 <= x1172 <= 2000 0.261505191 <= x1173 <= 2000 0.260695911 <= x1174 <= 2000 0.259713025 <= x1175 <= 2000 0.258557186 <= x1176 <= 2000 0.257229165 <= x1177 <= 2000 0.255729846 <= x1178 <= 2000 0.254060226 <= x1179 <= 2000 0.25222142 <= x1180 <= 2000 0.250214649 <= x1181 <= 2000 0.248041252 <= x1182 <= 2000 0.245702675 <= x1183 <= 2000 0.243200476 <= x1184 <= 2000 0.240536321 <= x1185 <= 2000 0.237711985 <= x1186 <= 2000 0.234729347 <= x1187 <= 2000 0.231590395 <= x1188 <= 2000 0.228297218 <= x1189 <= 2000 0.22485201 <= x1190 <= 2000 0.221257064 <= x1191 <= 2000 0.217514776 <= x1192 <= 2000 0.213627637 <= x1193 <= 2000 0.209598236 <= x1194 <= 2000 0.205429255 <= x1195 <= 2000 0.201123472 <= x1196 <= 2000 0.196683753 <= x1197 <= 2000 0.192113056 <= x1198 <= 2000 0.187414424 <= x1199 <= 2000 0.182590985 <= x1200 <= 2000 0.177645953 <= x1201 <= 2000 0.17258262 <= x1202 <= 2000 0.167404358 <= x1203 <= 2000 0.162114615 <= x1204 <= 2000 0.156716914 <= x1205 <= 2000 0.15121485 <= x1206 <= 2000 0.145612087 <= x1207 <= 2000 0.139912355 <= x1208 <= 2000 0.134119451 <= x1209 <= 2000 0.128237231 <= x1210 <= 2000 0.122269614 <= x1211 <= 2000 0.116220573 <= x1212 <= 2000 0.110094137 <= x1213 <= 2000 0.103894384 <= x1214 <= 2000 0.0976254454 <= x1215 <= 2000 0.091291494 <= x1216 <= 2000 0.0848967483 <= x1217 <= 2000 0.0784454669 <= x1218 <= 2000 0.0719419457 <= x1219 <= 2000 0.0653905159 <= x1220 <= 2000 0.0587955401 <= x1221 <= 2000 0.0521614103 <= x1222 <= 2000 0.0454925443 <= x1223 <= 2000 0.0387933832 <= x1224 <= 2000 0.0320683882 <= x1225 <= 2000 0.0253220377 <= x1226 <= 2000 0.0185588243 <= x1227 <= 2000 0.0117832519 <= x1228 <= 2000 0.00499983269 <= x1229 <= 2000 -0.00178691612 <= x1230 <= 2000 -0.00857247497 <= x1231 <= 2000 0.00744636284 <= x1232 <= 2000 0.0148877669 <= x1233 <= 2000 0.0223192566 <= x1234 <= 2000 0.0297358831 <= x1235 <= 2000 0.0371327075 <= x1236 <= 2000 0.0445048038 <= x1237 <= 2000 0.0518472628 <= x1238 <= 2000 0.0591551949 <= x1239 <= 2000 0.0664237333 <= x1240 <= 2000 0.0736480378 <= x1241 <= 2000 0.0808232974 <= x1242 <= 2000 0.0879447339 <= x1243 <= 2000 0.0950076048 <= x1244 <= 2000 0.102007207 <= x1245 <= 2000 0.108938878 <= x1246 <= 2000 0.115798004 <= x1247 <= 2000 0.122580015 <= x1248 <= 2000 0.129280396 <= x1249 <= 2000 0.135894684 <= x1250 <= 2000 0.142418476 <= x1251 <= 2000 0.148847425 <= x1252 <= 2000 0.155177252 <= x1253 <= 2000 0.161403741 <= x1254 <= 2000 0.167522745 <= x1255 <= 2000 0.173530189 <= x1256 <= 2000 0.179422074 <= x1257 <= 2000 0.185194475 <= x1258 <= 2000 0.190843548 <= x1259 <= 2000 0.196365532 <= x1260 <= 2000 0.201756749 <= x1261 <= 2000 0.207013609 <= x1262 <= 2000 0.212132611 <= x1263 <= 2000 0.217110346 <= x1264 <= 2000 0.2219435 <= x1265 <= 2000 0.226628854 <= x1266 <= 2000 0.231163287 <= x1267 <= 2000 0.23554378 <= x1268 <= 2000 0.239767416 <= x1269 <= 2000 0.243831383 <= x1270 <= 2000 0.247732973 <= x1271 <= 2000 0.251469589 <= x1272 <= 2000 0.255038743 <= x1273 <= 2000 0.258438057 <= x1274 <= 2000 0.261665267 <= x1275 <= 2000 0.264718226 <= x1276 <= 2000 0.267594899 <= x1277 <= 2000 0.270293371 <= x1278 <= 2000 0.272811845 <= x1279 <= 2000 0.275148643 <= x1280 <= 2000 0.277302211 <= x1281 <= 2000 0.279271112 <= x1282 <= 2000 0.281054037 <= x1283 <= 2000 0.282649798 <= x1284 <= 2000 0.284057333 <= x1285 <= 2000 0.285275703 <= x1286 <= 2000 0.286304098 <= x1287 <= 2000 0.287141833 <= x1288 <= 2000 0.28778835 <= x1289 <= 2000 0.288243218 <= x1290 <= 2000 0.288506135 <= x1291 <= 2000 0.288576925 <= x1292 <= 2000 0.288455541 <= x1293 <= 2000 0.288142064 <= x1294 <= 2000 0.287636703 <= x1295 <= 2000 0.286939795 <= x1296 <= 2000 0.286051803 <= x1297 <= 2000 0.284973318 <= x1298 <= 2000 0.28370506 <= x1299 <= 2000 0.282247873 <= x1300 <= 2000 0.280602726 <= x1301 <= 2000 0.278770716 <= x1302 <= 2000 0.276753062 <= x1303 <= 2000 0.274551109 <= x1304 <= 2000 0.272166322 <= x1305 <= 2000 0.26960029 <= x1306 <= 2000 0.266854721 <= x1307 <= 2000 0.263931444 <= x1308 <= 2000 0.260832406 <= x1309 <= 2000 0.25755967 <= x1310 <= 2000 0.254115416 <= x1311 <= 2000 0.250501937 <= x1312 <= 2000 0.24672164 <= x1313 <= 2000 0.242777042 <= x1314 <= 2000 0.23867077 <= x1315 <= 2000 0.234405559 <= x1316 <= 2000 0.229984248 <= x1317 <= 2000 0.225409783 <= x1318 <= 2000 0.220685209 <= x1319 <= 2000 0.215813673 <= x1320 <= 2000 0.210798419 <= x1321 <= 2000 0.205642787 <= x1322 <= 2000 0.20035021 <= x1323 <= 2000 0.194924212 <= x1324 <= 2000 0.189368407 <= x1325 <= 2000 0.183686495 <= x1326 <= 2000 0.17788226 <= x1327 <= 2000 0.171959567 <= x1328 <= 2000 0.165922359 <= x1329 <= 2000 0.159774658 <= x1330 <= 2000 0.153520557 <= x1331 <= 2000 0.147164221 <= x1332 <= 2000 0.140709883 <= x1333 <= 2000 0.134161841 <= x1334 <= 2000 0.127524457 <= x1335 <= 2000 0.120802149 <= x1336 <= 2000 0.113999394 <= x1337 <= 2000 0.107120724 <= x1338 <= 2000 0.100170717 <= x1339 <= 2000 0.0931540038 <= x1340 <= 2000 0.0860752557 <= x1341 <= 2000 0.0789391869 <= x1342 <= 2000 0.0717505498 <= x1343 <= 2000 0.0645141313 <= x1344 <= 2000 0.0572347505 <= x1345 <= 2000 0.0499172551 <= x1346 <= 2000 0.042566518 <= x1347 <= 2000 0.0351874343 <= x1348 <= 2000 0.027784918 <= x1349 <= 2000 0.0203638988 <= x1350 <= 2000 0.0129293185 <= x1351 <= 2000 0.00548612807 <= x1352 <= 2000 -0.00196071575 <= x1353 <= 2000 -0.00940625385 <= x1354 <= 2000 0.00810114165 <= x1355 <= 2000 0.0161968885 <= x1356 <= 2000 0.0242818492 <= x1357 <= 2000 0.0323506397 <= x1358 <= 2000 0.0403978868 <= x1359 <= 2000 0.0484182315 <= x1360 <= 2000 0.0564063328 <= x1361 <= 2000 0.064356871 <= x1362 <= 2000 0.0722645517 <= x1363 <= 2000 0.0801241089 <= x1364 <= 2000 0.0879303085 <= x1365 <= 2000 0.0956779521 <= x1366 <= 2000 0.10336188 <= x1367 <= 2000 0.110976976 <= x1368 <= 2000 0.118518169 <= x1369 <= 2000 0.125980435 <= x1370 <= 2000 0.133358807 <= x1371 <= 2000 0.140648371 <= x1372 <= 2000 0.147844271 <= x1373 <= 2000 0.154941717 <= x1374 <= 2000 0.161935982 <= x1375 <= 2000 0.168822407 <= x1376 <= 2000 0.175596408 <= x1377 <= 2000 0.182253472 <= x1378 <= 2000 0.188789168 <= x1379 <= 2000 0.195199142 <= x1380 <= 2000 0.201479126 <= x1381 <= 2000 0.207624938 <= x1382 <= 2000 0.213632484 <= x1383 <= 2000 0.219497766 <= x1384 <= 2000 0.225216875 <= x1385 <= 2000 0.230786005 <= x1386 <= 2000 0.236201446 <= x1387 <= 2000 0.241459592 <= x1388 <= 2000 0.246556941 <= x1389 <= 2000 0.2514901 <= x1390 <= 2000 0.256255782 <= x1391 <= 2000 0.260850813 <= x1392 <= 2000 0.265272135 <= x1393 <= 2000 0.269516803 <= x1394 <= 2000 0.27358199 <= x1395 <= 2000 0.277464989 <= x1396 <= 2000 0.281163214 <= x1397 <= 2000 0.284674202 <= x1398 <= 2000 0.287995615 <= x1399 <= 2000 0.291125242 <= x1400 <= 2000 0.294060998 <= x1401 <= 2000 0.296800928 <= x1402 <= 2000 0.299343207 <= x1403 <= 2000 0.301686144 <= x1404 <= 2000 0.303828176 <= x1405 <= 2000 0.305767879 <= x1406 <= 2000 0.307503959 <= x1407 <= 2000 0.309035262 <= x1408 <= 2000 0.310360767 <= x1409 <= 2000 0.311479592 <= x1410 <= 2000 0.312390991 <= x1411 <= 2000 0.313094357 <= x1412 <= 2000 0.313589223 <= x1413 <= 2000 0.313875259 <= x1414 <= 2000 0.313952274 <= x1415 <= 2000 0.313820216 <= x1416 <= 2000 0.313479175 <= x1417 <= 2000 0.312929376 <= x1418 <= 2000 0.312171186 <= x1419 <= 2000 0.311205111 <= x1420 <= 2000 0.310031793 <= x1421 <= 2000 0.308652013 <= x1422 <= 2000 0.307066691 <= x1423 <= 2000 0.305276882 <= x1424 <= 2000 0.303283778 <= x1425 <= 2000 0.301088707 <= x1426 <= 2000 0.29869313 <= x1427 <= 2000 0.296098643 <= x1428 <= 2000 0.293306972 <= x1429 <= 2000 0.290319978 <= x1430 <= 2000 0.28713965 <= x1431 <= 2000 0.283768105 <= x1432 <= 2000 0.280207588 <= x1433 <= 2000 0.276460471 <= x1434 <= 2000 0.272529249 <= x1435 <= 2000 0.268416541 <= x1436 <= 2000 0.264125083 <= x1437 <= 2000 0.259657736 <= x1438 <= 2000 0.255017473 <= x1439 <= 2000 0.250207385 <= x1440 <= 2000 0.245230674 <= x1441 <= 2000 0.240090656 <= x1442 <= 2000 0.234790753 <= x1443 <= 2000 0.229334494 <= x1444 <= 2000 0.223725513 <= x1445 <= 2000 0.217967545 <= x1446 <= 2000 0.212064425 <= x1447 <= 2000 0.206020083 <= x1448 <= 2000 0.199838546 <= x1449 <= 2000 0.193523928 <= x1450 <= 2000 0.187080436 <= x1451 <= 2000 0.18051236 <= x1452 <= 2000 0.173824075 <= x1453 <= 2000 0.167020034 <= x1454 <= 2000 0.160104769 <= x1455 <= 2000 0.153082883 <= x1456 <= 2000 0.145959055 <= x1457 <= 2000 0.138738027 <= x1458 <= 2000 0.131424608 <= x1459 <= 2000 0.124023669 <= x1460 <= 2000 0.116540138 <= x1461 <= 2000 0.108978999 <= x1462 <= 2000 0.101345287 <= x1463 <= 2000 0.0936440856 <= x1464 <= 2000 0.085880523 <= x1465 <= 2000 0.0780597695 <= x1466 <= 2000 0.0701870332 <= x1467 <= 2000 0.0622675569 <= x1468 <= 2000 0.0543066143 <= x1469 <= 2000 0.046309507 <= x1470 <= 2000 0.0382815605 <= x1471 <= 2000 0.030228121 <= x1472 <= 2000 0.0221545514 <= x1473 <= 2000 0.0140662284 <= x1474 <= 2000 0.00596853814 <= x1475 <= 2000 -0.00213312678 <= x1476 <= 2000 -0.0102333712 <= x1477 <= 2000 0.00875018319 <= x1478 <= 2000 0.0174945393 <= x1479 <= 2000 0.0262272452 <= x1480 <= 2000 0.0349424854 <= x1481 <= 2000 0.0436344562 <= x1482 <= 2000 0.0522973692 <= x1483 <= 2000 0.0609254555 <= x1484 <= 2000 0.0695129694 <= x1485 <= 2000 0.0780541921 <= x1486 <= 2000 0.0865434356 <= x1487 <= 2000 0.0949750468 <= x1488 <= 2000 0.103343411 <= x1489 <= 2000 0.111642954 <= x1490 <= 2000 0.119868151 <= x1491 <= 2000 0.128013523 <= x1492 <= 2000 0.136073647 <= x1493 <= 2000 0.144043154 <= x1494 <= 2000 0.151916737 <= x1495 <= 2000 0.159689154 <= x1496 <= 2000 0.167355228 <= x1497 <= 2000 0.174909854 <= x1498 <= 2000 0.182348002 <= x1499 <= 2000 0.189664717 <= x1500 <= 2000 0.196855127 <= x1501 <= 2000 0.203914445 <= x1502 <= 2000 0.210837969 <= x1503 <= 2000 0.217621088 <= x1504 <= 2000 0.224259286 <= x1505 <= 2000 0.230748141 <= x1506 <= 2000 0.237083333 <= x1507 <= 2000 0.243260642 <= x1508 <= 2000 0.249275955 <= x1509 <= 2000 0.255125267 <= x1510 <= 2000 0.260804681 <= x1511 <= 2000 0.266310416 <= x1512 <= 2000 0.271638806 <= x1513 <= 2000 0.276786301 <= x1514 <= 2000 0.281749475 <= x1515 <= 2000 0.286525021 <= x1516 <= 2000 0.29110976 <= x1517 <= 2000 0.295500639 <= x1518 <= 2000 0.299694733 <= x1519 <= 2000 0.303689249 <= x1520 <= 2000 0.307481528 <= x1521 <= 2000 0.311069044 <= x1522 <= 2000 0.314449408 <= x1523 <= 2000 0.317620369 <= x1524 <= 2000 0.320579815 <= x1525 <= 2000 0.323325775 <= x1526 <= 2000 0.325856421 <= x1527 <= 2000 0.328170067 <= x1528 <= 2000 0.330265174 <= x1529 <= 2000 0.332140344 <= x1530 <= 2000 0.333794331 <= x1531 <= 2000 0.335226032 <= x1532 <= 2000 0.336434493 <= x1533 <= 2000 0.337418911 <= x1534 <= 2000 0.33817863 <= x1535 <= 2000 0.338713143 <= x1536 <= 2000 0.339022095 <= x1537 <= 2000 0.33910528 <= x1538 <= 2000 0.338962643 <= x1539 <= 2000 0.338594278 <= x1540 <= 2000 0.338000431 <= x1541 <= 2000 0.337181497 <= x1542 <= 2000 0.336138022 <= x1543 <= 2000 0.334870701 <= x1544 <= 2000 0.333380377 <= x1545 <= 2000 0.331668043 <= x1546 <= 2000 0.32973484 <= x1547 <= 2000 0.327582054 <= x1548 <= 2000 0.32521112 <= x1549 <= 2000 0.322623615 <= x1550 <= 2000 0.319821264 <= x1551 <= 2000 0.316805933 <= x1552 <= 2000 0.313579629 <= x1553 <= 2000 0.310144501 <= x1554 <= 2000 0.306502837 <= x1555 <= 2000 0.302657062 <= x1556 <= 2000 0.298609736 <= x1557 <= 2000 0.294363555 <= x1558 <= 2000 0.289921347 <= x1559 <= 2000 0.28528607 <= x1560 <= 2000 0.280460811 <= x1561 <= 2000 0.275448783 <= x1562 <= 2000 0.270253323 <= x1563 <= 2000 0.264877892 <= x1564 <= 2000 0.25932607 <= x1565 <= 2000 0.253601553 <= x1566 <= 2000 0.247708153 <= x1567 <= 2000 0.241649796 <= x1568 <= 2000 0.235430515 <= x1569 <= 2000 0.229054453 <= x1570 <= 2000 0.222525855 <= x1571 <= 2000 0.215849069 <= x1572 <= 2000 0.209028541 <= x1573 <= 2000 0.202068814 <= x1574 <= 2000 0.194974522 <= x1575 <= 2000 0.18775039 <= x1576 <= 2000 0.180401227 <= x1577 <= 2000 0.172931929 <= x1578 <= 2000 0.16534747 <= x1579 <= 2000 0.157652899 <= x1580 <= 2000 0.149853342 <= x1581 <= 2000 0.141953992 <= x1582 <= 2000 0.13396011 <= x1583 <= 2000 0.125877019 <= x1584 <= 2000 0.117710102 <= x1585 <= 2000 0.109464797 <= x1586 <= 2000 0.101146596 <= x1587 <= 2000 0.0927610381 <= x1588 <= 2000 0.084313707 <= x1589 <= 2000 0.0758102284 <= x1590 <= 2000 0.067256265 <= x1591 <= 2000 0.0586575133 <= x1592 <= 2000 0.0500196994 <= x1593 <= 2000 0.0413485756 <= x1594 <= 2000 0.0326499162 <= x1595 <= 2000 0.0239295141 <= x1596 <= 2000 0.0151931765 <= x1597 <= 2000 0.00644672126 <= x1598 <= 2000 -0.00230402713 <= x1599 <= 2000 -0.0110532412 <= x1600 <= 2000 0.00939302782 <= x1601 <= 2000 0.0187798005 <= x1602 <= 2000 0.028154067 <= x1603 <= 2000 0.0375095847 <= x1604 <= 2000 0.0468401234 <= x1605 <= 2000 0.0561394696 <= x1606 <= 2000 0.0654014306 <= x1607 <= 2000 0.0746198383 <= x1608 <= 2000 0.083788554 <= x1609 <= 2000 0.0929014719 <= x1610 <= 2000 0.101952523 <= x1611 <= 2000 0.110935681 <= x1612 <= 2000 0.119844963 <= x1613 <= 2000 0.128674435 <= x1614 <= 2000 0.137418219 <= x1615 <= 2000 0.14607049 <= x1616 <= 2000 0.154625489 <= x1617 <= 2000 0.163077516 <= x1618 <= 2000 0.171420944 <= x1619 <= 2000 0.179650217 <= x1620 <= 2000 0.187759855 <= x1621 <= 2000 0.195744456 <= x1622 <= 2000 0.203598704 <= x1623 <= 2000 0.211317369 <= x1624 <= 2000 0.218895309 <= x1625 <= 2000 0.22632748 <= x1626 <= 2000 0.23360893 <= x1627 <= 2000 0.240734812 <= x1628 <= 2000 0.24770038 <= x1629 <= 2000 0.254500996 <= x1630 <= 2000 0.26113213 <= x1631 <= 2000 0.267589367 <= x1632 <= 2000 0.273868406 <= x1633 <= 2000 0.279965067 <= x1634 <= 2000 0.285875289 <= x1635 <= 2000 0.291595136 <= x1636 <= 2000 0.2971208 <= x1637 <= 2000 0.3024486 <= x1638 <= 2000 0.307574988 <= x1639 <= 2000 0.312496552 <= x1640 <= 2000 0.317210012 <= x1641 <= 2000 0.321712232 <= x1642 <= 2000 0.326000211 <= x1643 <= 2000 0.330071095 <= x1644 <= 2000 0.333922173 <= x1645 <= 2000 0.33755088 <= x1646 <= 2000 0.3409548 <= x1647 <= 2000 0.344131666 <= x1648 <= 2000 0.347079362 <= x1649 <= 2000 0.349795925 <= x1650 <= 2000 0.352279547 <= x1651 <= 2000 0.354528573 <= x1652 <= 2000 0.356541506 <= x1653 <= 2000 0.358317005 <= x1654 <= 2000 0.359853888 <= x1655 <= 2000 0.361151131 <= x1656 <= 2000 0.36220787 <= x1657 <= 2000 0.363023403 <= x1658 <= 2000 0.363597185 <= x1659 <= 2000 0.363928834 <= x1660 <= 2000 0.364018131 <= x1661 <= 2000 0.363865014 <= x1662 <= 2000 0.363469587 <= x1663 <= 2000 0.362832112 <= x1664 <= 2000 0.361953014 <= x1665 <= 2000 0.360832879 <= x1666 <= 2000 0.359472452 <= x1667 <= 2000 0.357872639 <= x1668 <= 2000 0.356034507 <= x1669 <= 2000 0.353959278 <= x1670 <= 2000 0.351648334 <= x1671 <= 2000 0.349103216 <= x1672 <= 2000 0.346325617 <= x1673 <= 2000 0.343317387 <= x1674 <= 2000 0.34008053 <= x1675 <= 2000 0.336617202 <= x1676 <= 2000 0.332929707 <= x1677 <= 2000 0.329020503 <= x1678 <= 2000 0.324892192 <= x1679 <= 2000 0.320547524 <= x1680 <= 2000 0.315989392 <= x1681 <= 2000 0.31122083 <= x1682 <= 2000 0.306245016 <= x1683 <= 2000 0.301065262 <= x1684 <= 2000 0.295685018 <= x1685 <= 2000 0.290107867 <= x1686 <= 2000 0.284337523 <= x1687 <= 2000 0.278377828 <= x1688 <= 2000 0.272232751 <= x1689 <= 2000 0.265906384 <= x1690 <= 2000 0.259402941 <= x1691 <= 2000 0.252726752 <= x1692 <= 2000 0.245882263 <= x1693 <= 2000 0.238874033 <= x1694 <= 2000 0.231706727 <= x1695 <= 2000 0.22438512 <= x1696 <= 2000 0.216914086 <= x1697 <= 2000 0.209298602 <= x1698 <= 2000 0.201543738 <= x1699 <= 2000 0.193654659 <= x1700 <= 2000 0.185636619 <= x1701 <= 2000 0.177494956 <= x1702 <= 2000 0.169235093 <= x1703 <= 2000 0.16086253 <= x1704 <= 2000 0.152382844 <= x1705 <= 2000 0.143801679 <= x1706 <= 2000 0.135124753 <= x1707 <= 2000 0.126357841 <= x1708 <= 2000 0.117506784 <= x1709 <= 2000 0.108577475 <= x1710 <= 2000 0.0995758594 <= x1711 <= 2000 0.0905079332 <= x1712 <= 2000 0.0813797344 <= x1713 <= 2000 0.072197342 <= x1714 <= 2000 0.0629668707 <= x1715 <= 2000 0.0536944676 <= x1716 <= 2000 0.0443863073 <= x1717 <= 2000 0.0350485886 <= x1718 <= 2000 0.0256875299 <= x1719 <= 2000 0.0163093648 <= x1720 <= 2000 0.00692033879 <= x1721 <= 2000 -0.00247329575 <= x1722 <= 2000 -0.0118652832 <= x1723 <= 2000 0.0100292203 <= x1724 <= 2000 0.0200517617 <= x1725 <= 2000 0.0300609499 <= x1726 <= 2000 0.0400501195 <= x1727 <= 2000 0.0500126183 <= x1728 <= 2000 0.0599418118 <= x1729 <= 2000 0.069831088 <= x1730 <= 2000 0.0796738611 <= x1731 <= 2000 0.0894635765 <= x1732 <= 2000 0.0991937149 <= x1733 <= 2000 0.108857797 <= x1734 <= 2000 0.118449386 <= x1735 <= 2000 0.127962096 <= x1736 <= 2000 0.137389591 <= x1737 <= 2000 0.146725593 <= x1738 <= 2000 0.155963886 <= x1739 <= 2000 0.165098317 <= x1740 <= 2000 0.174122802 <= x1741 <= 2000 0.183031334 <= x1742 <= 2000 0.191817978 <= x1743 <= 2000 0.200476883 <= x1744 <= 2000 0.209002284 <= x1745 <= 2000 0.217388502 <= x1746 <= 2000 0.225629954 <= x1747 <= 2000 0.233721151 <= x1748 <= 2000 0.241656704 <= x1749 <= 2000 0.249431329 <= x1750 <= 2000 0.257039849 <= x1751 <= 2000 0.264477197 <= x1752 <= 2000 0.271738421 <= x1753 <= 2000 0.278818683 <= x1754 <= 2000 0.285713271 <= x1755 <= 2000 0.292417591 <= x1756 <= 2000 0.29892718 <= x1757 <= 2000 0.305237703 <= x1758 <= 2000 0.311344957 <= x1759 <= 2000 0.317244876 <= x1760 <= 2000 0.322933529 <= x1761 <= 2000 0.328407129 <= x1762 <= 2000 0.333662032 <= x1763 <= 2000 0.338694736 <= x1764 <= 2000 0.343501892 <= x1765 <= 2000 0.348080298 <= x1766 <= 2000 0.352426904 <= x1767 <= 2000 0.356538816 <= x1768 <= 2000 0.360413297 <= x1769 <= 2000 0.364047765 <= x1770 <= 2000 0.367439801 <= x1771 <= 2000 0.370587145 <= x1772 <= 2000 0.373487702 <= x1773 <= 2000 0.376139541 <= x1774 <= 2000 0.378540894 <= x1775 <= 2000 0.380690163 <= x1776 <= 2000 0.382585917 <= x1777 <= 2000 0.384226893 <= x1778 <= 2000 0.385611999 <= x1779 <= 2000 0.386740312 <= x1780 <= 2000 0.387611081 <= x1781 <= 2000 0.388223725 <= x1782 <= 2000 0.388577837 <= x1783 <= 2000 0.388673182 <= x1784 <= 2000 0.388509695 <= x1785 <= 2000 0.388087485 <= x1786 <= 2000 0.387406834 <= x1787 <= 2000 0.386468194 <= x1788 <= 2000 0.385272192 <= x1789 <= 2000 0.383819623 <= x1790 <= 2000 0.382111455 <= x1791 <= 2000 0.380148825 <= x1792 <= 2000 0.37793304 <= x1793 <= 2000 0.375465576 <= x1794 <= 2000 0.372748076 <= x1795 <= 2000 0.369782349 <= x1796 <= 2000 0.366570371 <= x1797 <= 2000 0.363114281 <= x1798 <= 2000 0.35941638 <= x1799 <= 2000 0.355479131 <= x1800 <= 2000 0.351305155 <= x1801 <= 2000 0.346897232 <= x1802 <= 2000 0.342258299 <= x1803 <= 2000 0.337391443 <= x1804 <= 2000 0.332299906 <= x1805 <= 2000 0.326987078 <= x1806 <= 2000 0.321456498 <= x1807 <= 2000 0.315711849 <= x1808 <= 2000 0.309756955 <= x1809 <= 2000 0.303595784 <= x1810 <= 2000 0.297232437 <= x1811 <= 2000 0.290671152 <= x1812 <= 2000 0.283916299 <= x1813 <= 2000 0.276972376 <= x1814 <= 2000 0.269844006 <= x1815 <= 2000 0.262535939 <= x1816 <= 2000 0.255053038 <= x1817 <= 2000 0.247400289 <= x1818 <= 2000 0.239582788 <= x1819 <= 2000 0.231605739 <= x1820 <= 2000 0.223474456 <= x1821 <= 2000 0.215194353 <= x1822 <= 2000 0.206770944 <= x1823 <= 2000 0.19820984 <= x1824 <= 2000 0.18951674 <= x1825 <= 2000 0.180697434 <= x1826 <= 2000 0.171757795 <= x1827 <= 2000 0.162703777 <= x1828 <= 2000 0.153541408 <= x1829 <= 2000 0.14427679 <= x1830 <= 2000 0.134916094 <= x1831 <= 2000 0.125465552 <= x1832 <= 2000 0.115931458 <= x1833 <= 2000 0.106320161 <= x1834 <= 2000 0.0966380611 <= x1835 <= 2000 0.0868916069 <= x1836 <= 2000 0.0770872884 <= x1837 <= 2000 0.0672316347 <= x1838 <= 2000 0.0573312091 <= x1839 <= 2000 0.0473926045 <= x1840 <= 2000 0.0374224395 <= x1841 <= 2000 0.0274273535 <= x1842 <= 2000 0.0174140027 <= x1843 <= 2000 0.00738905529 <= x1844 <= 2000 -0.00264081277 <= x1845 <= 2000 -0.0126689222 <= x1846 <= 2000 0.0106583099 <= x1847 <= 2000 0.0213095221 <= x1848 <= 2000 0.0319465436 <= x1849 <= 2000 0.0425622906 <= x1850 <= 2000 0.0531496939 <= x1851 <= 2000 0.0637017029 <= x1852 <= 2000 0.0742112907 <= x1853 <= 2000 0.0846714585 <= x1854 <= 2000 0.0950752405 <= x1855 <= 2000 0.105415708 <= x1856 <= 2000 0.115685976 <= x1857 <= 2000 0.125879205 <= x1858 <= 2000 0.135988606 <= x1859 <= 2000 0.146007447 <= x1860 <= 2000 0.155929057 <= x1861 <= 2000 0.165746827 <= x1862 <= 2000 0.175454221 <= x1863 <= 2000 0.185044774 <= x1864 <= 2000 0.194512099 <= x1865 <= 2000 0.203849891 <= x1866 <= 2000 0.213051932 <= x1867 <= 2000 0.222112095 <= x1868 <= 2000 0.231024345 <= x1869 <= 2000 0.239782747 <= x1870 <= 2000 0.248381469 <= x1871 <= 2000 0.256814786 <= x1872 <= 2000 0.26507708 <= x1873 <= 2000 0.27316285 <= x1874 <= 2000 0.28106671 <= x1875 <= 2000 0.288783399 <= x1876 <= 2000 0.296307776 <= x1877 <= 2000 0.303634831 <= x1878 <= 2000 0.310759684 <= x1879 <= 2000 0.317677592 <= x1880 <= 2000 0.324383947 <= x1881 <= 2000 0.330874282 <= x1882 <= 2000 0.337144277 <= x1883 <= 2000 0.343189755 <= x1884 <= 2000 0.349006691 <= x1885 <= 2000 0.354591211 <= x1886 <= 2000 0.359939595 <= x1887 <= 2000 0.365048283 <= x1888 <= 2000 0.369913872 <= x1889 <= 2000 0.374533122 <= x1890 <= 2000 0.378902957 <= x1891 <= 2000 0.383020467 <= x1892 <= 2000 0.38688291 <= x1893 <= 2000 0.390487713 <= x1894 <= 2000 0.393832477 <= x1895 <= 2000 0.396914974 <= x1896 <= 2000 0.39973315 <= x1897 <= 2000 0.40228513 <= x1898 <= 2000 0.404569214 <= x1899 <= 2000 0.40658388 <= x1900 <= 2000 0.408327788 <= x1901 <= 2000 0.409799775 <= x1902 <= 2000 0.410998863 <= x1903 <= 2000 0.411924251 <= x1904 <= 2000 0.412575324 <= x1905 <= 2000 0.412951648 <= x1906 <= 2000 0.413052973 <= x1907 <= 2000 0.412879231 <= x1908 <= 2000 0.412430538 <= x1909 <= 2000 0.411707192 <= x1910 <= 2000 0.410709676 <= x1911 <= 2000 0.409438654 <= x1912 <= 2000 0.407894971 <= x1913 <= 2000 0.406079657 <= x1914 <= 2000 0.403993919 <= x1915 <= 2000 0.401639148 <= x1916 <= 2000 0.399016911 <= x1917 <= 2000 0.396128953 <= x1918 <= 2000 0.3929772 <= x1919 <= 2000 0.389563748 <= x1920 <= 2000 0.385890873 <= x1921 <= 2000 0.381961018 <= x1922 <= 2000 0.377776802 <= x1923 <= 2000 0.373341011 <= x1924 <= 2000 0.368656598 <= x1925 <= 2000 0.363726684 <= x1926 <= 2000 0.358554551 <= x1927 <= 2000 0.353143644 <= x1928 <= 2000 0.347497566 <= x1929 <= 2000 0.341620077 <= x1930 <= 2000 0.33551509 <= x1931 <= 2000 0.329186672 <= x1932 <= 2000 0.322639037 <= x1933 <= 2000 0.315876544 <= x1934 <= 2000 0.308903699 <= x1935 <= 2000 0.301725143 <= x1936 <= 2000 0.294345657 <= x1937 <= 2000 0.286770156 <= x1938 <= 2000 0.279003685 <= x1939 <= 2000 0.271051415 <= x1940 <= 2000 0.262918642 <= x1941 <= 2000 0.254610782 <= x1942 <= 2000 0.246133367 <= x1943 <= 2000 0.237492044 <= x1944 <= 2000 0.228692566 <= x1945 <= 2000 0.219740793 <= x1946 <= 2000 0.210642687 <= x1947 <= 2000 0.201404307 <= x1948 <= 2000 0.192031804 <= x1949 <= 2000 0.18253142 <= x1950 <= 2000 0.172909482 <= x1951 <= 2000 0.163172398 <= x1952 <= 2000 0.153326651 <= x1953 <= 2000 0.143378798 <= x1954 <= 2000 0.133335464 <= x1955 <= 2000 0.123203338 <= x1956 <= 2000 0.112989165 <= x1957 <= 2000 0.10269975 <= x1958 <= 2000 0.0923419423 <= x1959 <= 2000 0.0819226412 <= x1960 <= 2000 0.0714487849 <= x1961 <= 2000 0.0609273483 <= x1962 <= 2000 0.050365338 <= x1963 <= 2000 0.0397697876 <= x1964 <= 2000 0.029147753 <= x1965 <= 2000 0.0185063079 <= x1966 <= 2000 0.00785253884 <= x1967 <= 2000 -0.00280645956 <= x1968 <= 2000 -0.013463589 <= x1969 <= 2000 0.0112798514 <= x1970 <= 2000 0.0225521911 <= x1971 <= 2000 0.0338095125 <= x1972 <= 2000 0.0450443189 <= x1973 <= 2000 0.0562491287 <= x1974 <= 2000 0.0674164802 <= x1975 <= 2000 0.0785389366 <= x1976 <= 2000 0.0896090911 <= x1977 <= 2000 0.100619572 <= x1978 <= 2000 0.111563046 <= x1979 <= 2000 0.122432227 <= x1980 <= 2000 0.133219875 <= x1981 <= 2000 0.143918808 <= x1982 <= 2000 0.1545219 <= x1983 <= 2000 0.16502209 <= x1984 <= 2000 0.175412386 <= x1985 <= 2000 0.185685869 <= x1986 <= 2000 0.195835696 <= x1987 <= 2000 0.20585511 <= x1988 <= 2000 0.215737437 <= x1989 <= 2000 0.225476098 <= x1990 <= 2000 0.235064605 <= x1991 <= 2000 0.244496574 <= x1992 <= 2000 0.253765725 <= x1993 <= 2000 0.262865883 <= x1994 <= 2000 0.27179099 <= x1995 <= 2000 0.280535102 <= x1996 <= 2000 0.289092395 <= x1997 <= 2000 0.29745717 <= x1998 <= 2000 0.305623859 <= x1999 <= 2000 0.313587022 <= x2000 <= 2000 0.321341355 <= x2001 <= 2000 0.328881696 <= x2002 <= 2000 0.336203023 <= x2003 <= 2000 0.34330046 <= x2004 <= 2000 0.350169281 <= x2005 <= 2000 0.356804912 <= x2006 <= 2000 0.363202933 <= x2007 <= 2000 0.369359084 <= x2008 <= 2000 0.375269266 <= x2009 <= 2000 0.380929543 <= x2010 <= 2000 0.386336145 <= x2011 <= 2000 0.391485472 <= x2012 <= 2000 0.396374094 <= x2013 <= 2000 0.400998757 <= x2014 <= 2000 0.405356381 <= x2015 <= 2000 0.409444062 <= x2016 <= 2000 0.413259081 <= x2017 <= 2000 0.416798895 <= x2018 <= 2000 0.420061148 <= x2019 <= 2000 0.423043667 <= x2020 <= 2000 0.425744466 <= x2021 <= 2000 0.428161747 <= x2022 <= 2000 0.430293899 <= x2023 <= 2000 0.432139503 <= x2024 <= 2000 0.433697329 <= x2025 <= 2000 0.434966341 <= x2026 <= 2000 0.435945694 <= x2027 <= 2000 0.436634734 <= x2028 <= 2000 0.437033004 <= x2029 <= 2000 0.437140237 <= x2030 <= 2000 0.436956364 <= x2031 <= 2000 0.436481505 <= x2032 <= 2000 0.435715977 <= x2033 <= 2000 0.434660291 <= x2034 <= 2000 0.433315149 <= x2035 <= 2000 0.431681446 <= x2036 <= 2000 0.429760271 <= x2037 <= 2000 0.427552904 <= x2038 <= 2000 0.425060813 <= x2039 <= 2000 0.42228566 <= x2040 <= 2000 0.419229291 <= x2041 <= 2000 0.415893742 <= x2042 <= 2000 0.412281235 <= x2043 <= 2000 0.408394174 <= x2044 <= 2000 0.404235149 <= x2045 <= 2000 0.39980693 <= x2046 <= 2000 0.395112465 <= x2047 <= 2000 0.39015488 <= x2048 <= 2000 0.384937477 <= x2049 <= 2000 0.37946373 <= x2050 <= 2000 0.373737285 <= x2051 <= 2000 0.367761954 <= x2052 <= 2000 0.361541718 <= x2053 <= 2000 0.355080718 <= x2054 <= 2000 0.348383257 <= x2055 <= 2000 0.341453795 <= x2056 <= 2000 0.334296947 <= x2057 <= 2000 0.326917478 <= x2058 <= 2000 0.319320303 <= x2059 <= 2000 0.311510482 <= x2060 <= 2000 0.303493214 <= x2061 <= 2000 0.295273839 <= x2062 <= 2000 0.286857831 <= x2063 <= 2000 0.278250794 <= x2064 <= 2000 0.269458459 <= x2065 <= 2000 0.260486683 <= x2066 <= 2000 0.251341439 <= x2067 <= 2000 0.242028817 <= x2068 <= 2000 0.23255502 <= x2069 <= 2000 0.222926357 <= x2070 <= 2000 0.213149238 <= x2071 <= 2000 0.203230176 <= x2072 <= 2000 0.193175776 <= x2073 <= 2000 0.182992733 <= x2074 <= 2000 0.172687828 <= x2075 <= 2000 0.162267924 <= x2076 <= 2000 0.151739961 <= x2077 <= 2000 0.141110948 <= x2078 <= 2000 0.130387964 <= x2079 <= 2000 0.119578151 <= x2080 <= 2000 0.108688705 <= x2081 <= 2000 0.0977268807 <= x2082 <= 2000 0.0866999761 <= x2083 <= 2000 0.0756153348 <= x2084 <= 2000 0.0644803385 <= x2085 <= 2000 0.0533024025 <= x2086 <= 2000 0.0420889705 <= x2087 <= 2000 0.0308475099 <= x2088 <= 2000 0.0195855069 <= x2089 <= 2000 0.00831046117 <= x2090 <= 2000 -0.00297011879 <= x2091 <= 2000 -0.0142487209 <= x2092 <= 2000 0.0118934044 <= x2093 <= 2000 0.0237788885 <= x2094 <= 2000 0.0356485374 <= x2095 <= 2000 0.0474944466 <= x2096 <= 2000 0.0593087276 <= x2097 <= 2000 0.0710835128 <= x2098 <= 2000 0.0828109609 <= x2099 <= 2000 0.0944832622 <= x2100 <= 2000 0.106092644 <= x2101 <= 2000 0.117631374 <= x2102 <= 2000 0.12909177 <= x2103 <= 2000 0.140466199 <= x2104 <= 2000 0.151747086 <= x2105 <= 2000 0.162926919 <= x2106 <= 2000 0.173998254 <= x2107 <= 2000 0.184953717 <= x2108 <= 2000 0.195786012 <= x2109 <= 2000 0.206487927 <= x2110 <= 2000 0.217052334 <= x2111 <= 2000 0.227472197 <= x2112 <= 2000 0.237740579 <= x2113 <= 2000 0.247850641 <= x2114 <= 2000 0.257795651 <= x2115 <= 2000 0.267568984 <= x2116 <= 2000 0.277164134 <= x2117 <= 2000 0.286574711 <= x2118 <= 2000 0.295794447 <= x2119 <= 2000 0.304817203 <= x2120 <= 2000 0.31363697 <= x2121 <= 2000 0.322247875 <= x2122 <= 2000 0.330644184 <= x2123 <= 2000 0.338820304 <= x2124 <= 2000 0.346770792 <= x2125 <= 2000 0.354490353 <= x2126 <= 2000 0.361973846 <= x2127 <= 2000 0.369216288 <= x2128 <= 2000 0.376212855 <= x2129 <= 2000 0.382958888 <= x2130 <= 2000 0.389449896 <= x2131 <= 2000 0.395681555 <= x2132 <= 2000 0.401649715 <= x2133 <= 2000 0.407350402 <= x2134 <= 2000 0.41277982 <= x2135 <= 2000 0.417934353 <= x2136 <= 2000 0.422810568 <= x2137 <= 2000 0.427405219 <= x2138 <= 2000 0.431715245 <= x2139 <= 2000 0.435737776 <= x2140 <= 2000 0.439470134 <= x2141 <= 2000 0.442909833 <= x2142 <= 2000 0.446054582 <= x2143 <= 2000 0.448902288 <= x2144 <= 2000 0.451451053 <= x2145 <= 2000 0.453699181 <= x2146 <= 2000 0.455645174 <= x2147 <= 2000 0.457287737 <= x2148 <= 2000 0.458625775 <= x2149 <= 2000 0.459658398 <= x2150 <= 2000 0.460384918 <= x2151 <= 2000 0.460804851 <= x2152 <= 2000 0.460917917 <= x2153 <= 2000 0.460724042 <= x2154 <= 2000 0.460223354 <= x2155 <= 2000 0.459416187 <= x2156 <= 2000 0.458303078 <= x2157 <= 2000 0.456884768 <= x2158 <= 2000 0.455162202 <= x2159 <= 2000 0.453136528 <= x2160 <= 2000 0.450809093 <= x2161 <= 2000 0.448181449 <= x2162 <= 2000 0.445255344 <= x2163 <= 2000 0.442032728 <= x2164 <= 2000 0.438515746 <= x2165 <= 2000 0.434706741 <= x2166 <= 2000 0.430608249 <= x2167 <= 2000 0.426223 <= x2168 <= 2000 0.421553913 <= x2169 <= 2000 0.416604098 <= x2170 <= 2000 0.411376852 <= x2171 <= 2000 0.405875655 <= x2172 <= 2000 0.400104171 <= x2173 <= 2000 0.394066243 <= x2174 <= 2000 0.387765892 <= x2175 <= 2000 0.381207314 <= x2176 <= 2000 0.374394876 <= x2177 <= 2000 0.367333115 <= x2178 <= 2000 0.360026734 <= x2179 <= 2000 0.352480598 <= x2180 <= 2000 0.344699733 <= x2181 <= 2000 0.33668932 <= x2182 <= 2000 0.328454693 <= x2183 <= 2000 0.320001336 <= x2184 <= 2000 0.311334879 <= x2185 <= 2000 0.302461093 <= x2186 <= 2000 0.293385887 <= x2187 <= 2000 0.284115305 <= x2188 <= 2000 0.27465552 <= x2189 <= 2000 0.265012832 <= x2190 <= 2000 0.255193663 <= x2191 <= 2000 0.245204551 <= x2192 <= 2000 0.235052149 <= x2193 <= 2000 0.224743217 <= x2194 <= 2000 0.21428462 <= x2195 <= 2000 0.203683323 <= x2196 <= 2000 0.192946386 <= x2197 <= 2000 0.18208096 <= x2198 <= 2000 0.171094279 <= x2199 <= 2000 0.15999366 <= x2200 <= 2000 0.148786496 <= x2201 <= 2000 0.13748025 <= x2202 <= 2000 0.12608245 <= x2203 <= 2000 0.114600688 <= x2204 <= 2000 0.103042608 <= x2205 <= 2000 0.0914159096 <= x2206 <= 2000 0.0797283335 <= x2207 <= 2000 0.0679876635 <= x2208 <= 2000 0.056201718 <= x2209 <= 2000 0.0443783458 <= x2210 <= 2000 0.0325254205 <= x2211 <= 2000 0.0206508353 <= x2212 <= 2000 0.008762498 <= x2213 <= 2000 -0.00313167458 <= x2214 <= 2000 -0.0150237617 <= x2215 <= 2000 0.0124985344 <= x2216 <= 2000 0.0249887455 <= x2217 <= 2000 0.0374623158 <= x2218 <= 2000 0.0499109385 <= x2219 <= 2000 0.0623263238 <= x2220 <= 2000 0.0747002037 <= x2221 <= 2000 0.087024338 <= x2222 <= 2000 0.0992905197 <= x2223 <= 2000 0.11149058 <= x2224 <= 2000 0.123616395 <= x2225 <= 2000 0.13565989 <= x2226 <= 2000 0.147613043 <= x2227 <= 2000 0.159467896 <= x2228 <= 2000 0.171216553 <= x2229 <= 2000 0.182851191 <= x2230 <= 2000 0.194364062 <= x2231 <= 2000 0.205747499 <= x2232 <= 2000 0.216993921 <= x2233 <= 2000 0.22809584 <= x2234 <= 2000 0.23904586 <= x2235 <= 2000 0.249836692 <= x2236 <= 2000 0.260461149 <= x2237 <= 2000 0.270912155 <= x2238 <= 2000 0.28118275 <= x2239 <= 2000 0.291266096 <= x2240 <= 2000 0.301155478 <= x2241 <= 2000 0.310844309 <= x2242 <= 2000 0.320326138 <= x2243 <= 2000 0.32959465 <= x2244 <= 2000 0.338643674 <= x2245 <= 2000 0.347467182 <= x2246 <= 2000 0.356059299 <= x2247 <= 2000 0.364414304 <= x2248 <= 2000 0.372526632 <= x2249 <= 2000 0.380390881 <= x2250 <= 2000 0.388001814 <= x2251 <= 2000 0.395354363 <= x2252 <= 2000 0.402443631 <= x2253 <= 2000 0.409264897 <= x2254 <= 2000 0.415813619 <= x2255 <= 2000 0.422085436 <= x2256 <= 2000 0.428076171 <= x2257 <= 2000 0.433781835 <= x2258 <= 2000 0.439198628 <= x2259 <= 2000 0.444322942 <= x2260 <= 2000 0.449151366 <= x2261 <= 2000 0.453680684 <= x2262 <= 2000 0.45790788 <= x2263 <= 2000 0.461830138 <= x2264 <= 2000 0.465444847 <= x2265 <= 2000 0.468749599 <= x2266 <= 2000 0.471742195 <= x2267 <= 2000 0.47442064 <= x2268 <= 2000 0.476783151 <= x2269 <= 2000 0.478828156 <= x2270 <= 2000 0.480554291 <= x2271 <= 2000 0.481960408 <= x2272 <= 2000 0.48304557 <= x2273 <= 2000 0.483809055 <= x2274 <= 2000 0.484250354 <= x2275 <= 2000 0.484369173 <= x2276 <= 2000 0.484165434 <= x2277 <= 2000 0.483639271 <= x2278 <= 2000 0.482791035 <= x2279 <= 2000 0.481621292 <= x2280 <= 2000 0.480130819 <= x2281 <= 2000 0.47832061 <= x2282 <= 2000 0.47619187 <= x2283 <= 2000 0.473746017 <= x2284 <= 2000 0.47098468 <= x2285 <= 2000 0.467909696 <= x2286 <= 2000 0.464523115 <= x2287 <= 2000 0.460827191 <= x2288 <= 2000 0.456824386 <= x2289 <= 2000 0.452517365 <= x2290 <= 2000 0.447908997 <= x2291 <= 2000 0.443002349 <= x2292 <= 2000 0.437800691 <= x2293 <= 2000 0.432307485 <= x2294 <= 2000 0.42652639 <= x2295 <= 2000 0.420461256 <= x2296 <= 2000 0.414116121 <= x2297 <= 2000 0.407495212 <= x2298 <= 2000 0.400602937 <= x2299 <= 2000 0.393443886 <= x2300 <= 2000 0.386022827 <= x2301 <= 2000 0.378344701 <= x2302 <= 2000 0.370414622 <= x2303 <= 2000 0.36223787 <= x2304 <= 2000 0.353819891 <= x2305 <= 2000 0.345166291 <= x2306 <= 2000 0.336282832 <= x2307 <= 2000 0.32717543 <= x2308 <= 2000 0.317850151 <= x2309 <= 2000 0.308313203 <= x2310 <= 2000 0.298570939 <= x2311 <= 2000 0.288629845 <= x2312 <= 2000 0.278496543 <= x2313 <= 2000 0.268177779 <= x2314 <= 2000 0.257680427 <= x2315 <= 2000 0.247011476 <= x2316 <= 2000 0.23617803 <= x2317 <= 2000 0.225187306 <= x2318 <= 2000 0.214046621 <= x2319 <= 2000 0.202763395 <= x2320 <= 2000 0.191345141 <= x2321 <= 2000 0.179799464 <= x2322 <= 2000 0.168134052 <= x2323 <= 2000 0.156356673 <= x2324 <= 2000 0.144475171 <= x2325 <= 2000 0.132497457 <= x2326 <= 2000 0.120431509 <= x2327 <= 2000 0.108285361 <= x2328 <= 2000 0.0960671019 <= x2329 <= 2000 0.0837848682 <= x2330 <= 2000 0.0714468392 <= x2331 <= 2000 0.0590612312 <= x2332 <= 2000 0.0466362922 <= x2333 <= 2000 0.0341802964 <= x2334 <= 2000 0.0217015387 <= x2335 <= 2000 0.00920832919 <= x2336 <= 2000 -0.0032910125 <= x2337 <= 2000 -0.0157881626 <= x2338 <= 2000 0.0130948129 <= x2339 <= 2000 0.0261809054 <= x2340 <= 2000 0.0392495632 <= x2341 <= 2000 0.0522920832 <= x2342 <= 2000 0.0652997801 <= x2343 <= 2000 0.0782639915 <= x2344 <= 2000 0.0911760841 <= x2345 <= 2000 0.104027459 <= x2346 <= 2000 0.116809559 <= x2347 <= 2000 0.129513871 <= x2348 <= 2000 0.142131935 <= x2349 <= 2000 0.154655348 <= x2350 <= 2000 0.16707577 <= x2351 <= 2000 0.179384931 <= x2352 <= 2000 0.191574633 <= x2353 <= 2000 0.203636758 <= x2354 <= 2000 0.215563275 <= x2355 <= 2000 0.22734624 <= x2356 <= 2000 0.238977807 <= x2357 <= 2000 0.25045023 <= x2358 <= 2000 0.261755869 <= x2359 <= 2000 0.272887196 <= x2360 <= 2000 0.283836797 <= x2361 <= 2000 0.294597381 <= x2362 <= 2000 0.305161782 <= x2363 <= 2000 0.315522965 <= x2364 <= 2000 0.32567403 <= x2365 <= 2000 0.335608217 <= x2366 <= 2000 0.34531891 <= x2367 <= 2000 0.354799643 <= x2368 <= 2000 0.364044102 <= x2369 <= 2000 0.373046131 <= x2370 <= 2000 0.381799735 <= x2371 <= 2000 0.390299085 <= x2372 <= 2000 0.398538521 <= x2373 <= 2000 0.406512555 <= x2374 <= 2000 0.414215878 <= x2375 <= 2000 0.42164336 <= x2376 <= 2000 0.428790055 <= x2377 <= 2000 0.435651203 <= x2378 <= 2000 0.442222235 <= x2379 <= 2000 0.448498775 <= x2380 <= 2000 0.454476644 <= x2381 <= 2000 0.46015186 <= x2382 <= 2000 0.465520645 <= x2383 <= 2000 0.470579423 <= x2384 <= 2000 0.475324825 <= x2385 <= 2000 0.479753691 <= x2386 <= 2000 0.483863072 <= x2387 <= 2000 0.487650231 <= x2388 <= 2000 0.491112646 <= x2389 <= 2000 0.494248011 <= x2390 <= 2000 0.49705424 <= x2391 <= 2000 0.499529461 <= x2392 <= 2000 0.501672028 <= x2393 <= 2000 0.503480514 <= x2394 <= 2000 0.504953714 <= x2395 <= 2000 0.506090647 <= x2396 <= 2000 0.506890556 <= x2397 <= 2000 0.507352908 <= x2398 <= 2000 0.507477396 <= x2399 <= 2000 0.507263937 <= x2400 <= 2000 0.506712672 <= x2401 <= 2000 0.505823969 <= x2402 <= 2000 0.504598419 <= x2403 <= 2000 0.503036839 <= x2404 <= 2000 0.501140269 <= x2405 <= 2000 0.498909972 <= x2406 <= 2000 0.496347432 <= x2407 <= 2000 0.493454357 <= x2408 <= 2000 0.490232673 <= x2409 <= 2000 0.486684525 <= x2410 <= 2000 0.482812277 <= x2411 <= 2000 0.478618506 <= x2412 <= 2000 0.474106006 <= x2413 <= 2000 0.469277782 <= x2414 <= 2000 0.464137049 <= x2415 <= 2000 0.45868723 <= x2416 <= 2000 0.452931956 <= x2417 <= 2000 0.446875057 <= x2418 <= 2000 0.440520568 <= x2419 <= 2000 0.433872721 <= x2420 <= 2000 0.426935942 <= x2421 <= 2000 0.419714851 <= x2422 <= 2000 0.412214257 <= x2423 <= 2000 0.404439155 <= x2424 <= 2000 0.396394722 <= x2425 <= 2000 0.388086316 <= x2426 <= 2000 0.379519468 <= x2427 <= 2000 0.370699886 <= x2428 <= 2000 0.361633441 <= x2429 <= 2000 0.352326171 <= x2430 <= 2000 0.342784274 <= x2431 <= 2000 0.333014105 <= x2432 <= 2000 0.32302217 <= x2433 <= 2000 0.312815123 <= x2434 <= 2000 0.302399761 <= x2435 <= 2000 0.291783021 <= x2436 <= 2000 0.280971971 <= x2437 <= 2000 0.269973812 <= x2438 <= 2000 0.258795868 <= x2439 <= 2000 0.247445582 <= x2440 <= 2000 0.235930513 <= x2441 <= 2000 0.22425833 <= x2442 <= 2000 0.212436805 <= x2443 <= 2000 0.200473811 <= x2444 <= 2000 0.188377314 <= x2445 <= 2000 0.17615537 <= x2446 <= 2000 0.163816117 <= x2447 <= 2000 0.151367774 <= x2448 <= 2000 0.138818629 <= x2449 <= 2000 0.12617704 <= x2450 <= 2000 0.113451425 <= x2451 <= 2000 0.100650259 <= x2452 <= 2000 0.0877820661 <= x2453 <= 2000 0.074855416 <= x2454 <= 2000 0.0618789169 <= x2455 <= 2000 0.0488612105 <= x2456 <= 2000 0.0358109656 <= x2457 <= 2000 0.022736873 <= x2458 <= 2000 0.00964763899 <= x2459 <= 2000 -0.0034480197 <= x2460 <= 2000 -0.0165413822 <= x2461 <= 2000 0.0136818176 <= x2462 <= 2000 0.0273545239 <= x2463 <= 2000 0.0410090139 <= x2464 <= 2000 0.0546361945 <= x2465 <= 2000 0.0682269908 <= x2466 <= 2000 0.0817723524 <= x2467 <= 2000 0.0952632589 <= x2468 <= 2000 0.108690726 <= x2469 <= 2000 0.122045812 <= x2470 <= 2000 0.135319624 <= x2471 <= 2000 0.148503321 <= x2472 <= 2000 0.161588124 <= x2473 <= 2000 0.174565321 <= x2474 <= 2000 0.187426267 <= x2475 <= 2000 0.2001624 <= x2476 <= 2000 0.212765238 <= x2477 <= 2000 0.225226388 <= x2478 <= 2000 0.237537551 <= x2479 <= 2000 0.249690529 <= x2480 <= 2000 0.26167723 <= x2481 <= 2000 0.27348967 <= x2482 <= 2000 0.285119983 <= x2483 <= 2000 0.296560425 <= x2484 <= 2000 0.307803377 <= x2485 <= 2000 0.318841351 <= x2486 <= 2000 0.329666998 <= x2487 <= 2000 0.340273107 <= x2488 <= 2000 0.350652616 <= x2489 <= 2000 0.360798613 <= x2490 <= 2000 0.370704342 <= x2491 <= 2000 0.380363204 <= x2492 <= 2000 0.38976877 <= x2493 <= 2000 0.398914774 <= x2494 <= 2000 0.407795127 <= x2495 <= 2000 0.416403914 <= x2496 <= 2000 0.424735402 <= x2497 <= 2000 0.432784045 <= x2498 <= 2000 0.44054448 <= x2499 <= 2000 0.448011542 <= x2500 <= 2000 0.455180256 <= x2501 <= 2000 0.462045849 <= x2502 <= 2000 0.46860375 <= x2503 <= 2000 0.47484959 <= x2504 <= 2000 0.480779211 <= x2505 <= 2000 0.486388663 <= x2506 <= 2000 0.491674212 <= x2507 <= 2000 0.496632338 <= x2508 <= 2000 0.501259738 <= x2509 <= 2000 0.505553331 <= x2510 <= 2000 0.509510258 <= x2511 <= 2000 0.513127884 <= x2512 <= 2000 0.516403799 <= x2513 <= 2000 0.519335823 <= x2514 <= 2000 0.521922002 <= x2515 <= 2000 0.524160615 <= x2516 <= 2000 0.52605017 <= x2517 <= 2000 0.527589409 <= x2518 <= 2000 0.528777308 <= x2519 <= 2000 0.529613075 <= x2520 <= 2000 0.530096153 <= x2521 <= 2000 0.530226222 <= x2522 <= 2000 0.530003193 <= x2523 <= 2000 0.529427216 <= x2524 <= 2000 0.528498675 <= x2525 <= 2000 0.527218188 <= x2526 <= 2000 0.525586606 <= x2527 <= 2000 0.523605018 <= x2528 <= 2000 0.521274743 <= x2529 <= 2000 0.518597332 <= x2530 <= 2000 0.515574568 <= x2531 <= 2000 0.512208464 <= x2532 <= 2000 0.508501263 <= x2533 <= 2000 0.504455432 <= x2534 <= 2000 0.500073666 <= x2535 <= 2000 0.495358883 <= x2536 <= 2000 0.490314223 <= x2537 <= 2000 0.484943045 <= x2538 <= 2000 0.479248926 <= x2539 <= 2000 0.473235658 <= x2540 <= 2000 0.466907245 <= x2541 <= 2000 0.460267902 <= x2542 <= 2000 0.453322049 <= x2543 <= 2000 0.446074314 <= x2544 <= 2000 0.438529521 <= x2545 <= 2000 0.430692696 <= x2546 <= 2000 0.422569057 <= x2547 <= 2000 0.414164014 <= x2548 <= 2000 0.405483165 <= x2549 <= 2000 0.396532289 <= x2550 <= 2000 0.387317349 <= x2551 <= 2000 0.37784448 <= x2552 <= 2000 0.36811999 <= x2553 <= 2000 0.358150357 <= x2554 <= 2000 0.347942218 <= x2555 <= 2000 0.337502372 <= x2556 <= 2000 0.326837771 <= x2557 <= 2000 0.315955516 <= x2558 <= 2000 0.304862856 <= x2559 <= 2000 0.293567177 <= x2560 <= 2000 0.282076 <= x2561 <= 2000 0.270396979 <= x2562 <= 2000 0.258537891 <= x2563 <= 2000 0.246506634 <= x2564 <= 2000 0.234311218 <= x2565 <= 2000 0.221959767 <= x2566 <= 2000 0.209460504 <= x2567 <= 2000 0.196821754 <= x2568 <= 2000 0.184051934 <= x2569 <= 2000 0.171159546 <= x2570 <= 2000 0.158153178 <= x2571 <= 2000 0.145041489 <= x2572 <= 2000 0.131833212 <= x2573 <= 2000 0.118537143 <= x2574 <= 2000 0.105162135 <= x2575 <= 2000 0.0917170963 <= x2576 <= 2000 0.0782109798 <= x2577 <= 2000 0.0646527797 <= x2578 <= 2000 0.0510515251 <= x2579 <= 2000 0.0374162734 <= x2580 <= 2000 0.0237561049 <= x2581 <= 2000 0.0100801163 <= x2582 <= 2000 -0.00360258501 <= x2583 <= 2000 -0.0172828872 <= x2584 <= 2000 0.0142591327 <= x2585 <= 2000 0.0285087697 <= x2586 <= 2000 0.0427394218 <= x2587 <= 2000 0.0569416121 <= x2588 <= 2000 0.0711058829 <= x2589 <= 2000 0.0852228018 <= x2590 <= 2000 0.0992829677 <= x2591 <= 2000 0.113277018 <= x2592 <= 2000 0.127195632 <= x2593 <= 2000 0.141029543 <= x2594 <= 2000 0.154769536 <= x2595 <= 2000 0.168406464 <= x2596 <= 2000 0.181931243 <= x2597 <= 2000 0.195334868 <= x2598 <= 2000 0.208608412 <= x2599 <= 2000 0.221743036 <= x2600 <= 2000 0.234729994 <= x2601 <= 2000 0.247560636 <= x2602 <= 2000 0.260226419 <= x2603 <= 2000 0.272718908 <= x2604 <= 2000 0.285029784 <= x2605 <= 2000 0.297150848 <= x2606 <= 2000 0.309074028 <= x2607 <= 2000 0.320791385 <= x2608 <= 2000 0.332295115 <= x2609 <= 2000 0.343577559 <= x2610 <= 2000 0.354631201 <= x2611 <= 2000 0.365448682 <= x2612 <= 2000 0.376022797 <= x2613 <= 2000 0.386346506 <= x2614 <= 2000 0.396412932 <= x2615 <= 2000 0.406215372 <= x2616 <= 2000 0.4157473 <= x2617 <= 2000 0.425002366 <= x2618 <= 2000 0.433974407 <= x2619 <= 2000 0.44265745 <= x2620 <= 2000 0.451045711 <= x2621 <= 2000 0.459133604 <= x2622 <= 2000 0.466915744 <= x2623 <= 2000 0.474386948 <= x2624 <= 2000 0.481542241 <= x2625 <= 2000 0.488376857 <= x2626 <= 2000 0.494886245 <= x2627 <= 2000 0.501066071 <= x2628 <= 2000 0.506912219 <= x2629 <= 2000 0.512420796 <= x2630 <= 2000 0.517588134 <= x2631 <= 2000 0.522410791 <= x2632 <= 2000 0.526885555 <= x2633 <= 2000 0.531009448 <= x2634 <= 2000 0.534779722 <= x2635 <= 2000 0.538193868 <= x2636 <= 2000 0.541249611 <= x2637 <= 2000 0.543944916 <= x2638 <= 2000 0.546277988 <= x2639 <= 2000 0.548247275 <= x2640 <= 2000 0.549851463 <= x2641 <= 2000 0.551089486 <= x2642 <= 2000 0.551960519 <= x2643 <= 2000 0.552463981 <= x2644 <= 2000 0.552599538 <= x2645 <= 2000 0.552367099 <= x2646 <= 2000 0.551766818 <= x2647 <= 2000 0.550799096 <= x2648 <= 2000 0.549464578 <= x2649 <= 2000 0.547764151 <= x2650 <= 2000 0.545698948 <= x2651 <= 2000 0.543270344 <= x2652 <= 2000 0.540479958 <= x2653 <= 2000 0.537329646 <= x2654 <= 2000 0.533821507 <= x2655 <= 2000 0.529957877 <= x2656 <= 2000 0.525741329 <= x2657 <= 2000 0.521174672 <= x2658 <= 2000 0.516260945 <= x2659 <= 2000 0.511003421 <= x2660 <= 2000 0.505405602 <= x2661 <= 2000 0.499471215 <= x2662 <= 2000 0.493204212 <= x2663 <= 2000 0.486608767 <= x2664 <= 2000 0.479689271 <= x2665 <= 2000 0.472450333 <= x2666 <= 2000 0.464896774 <= x2667 <= 2000 0.457033623 <= x2668 <= 2000 0.448866116 <= x2669 <= 2000 0.440399694 <= x2670 <= 2000 0.431639994 <= x2671 <= 2000 0.422592849 <= x2672 <= 2000 0.413264284 <= x2673 <= 2000 0.403660512 <= x2674 <= 2000 0.393787928 <= x2675 <= 2000 0.383653106 <= x2676 <= 2000 0.373262795 <= x2677 <= 2000 0.362623916 <= x2678 <= 2000 0.351743552 <= x2679 <= 2000 0.34062895 <= x2680 <= 2000 0.32928751 <= x2681 <= 2000 0.317726786 <= x2682 <= 2000 0.305954477 <= x2683 <= 2000 0.293978421 <= x2684 <= 2000 0.281806595 <= x2685 <= 2000 0.269447103 <= x2686 <= 2000 0.256908177 <= x2687 <= 2000 0.244198166 <= x2688 <= 2000 0.231325535 <= x2689 <= 2000 0.218298856 <= x2690 <= 2000 0.205126804 <= x2691 <= 2000 0.191818151 <= x2692 <= 2000 0.178381759 <= x2693 <= 2000 0.164826576 <= x2694 <= 2000 0.15116163 <= x2695 <= 2000 0.137396019 <= x2696 <= 2000 0.123538912 <= x2697 <= 2000 0.109599535 <= x2698 <= 2000 0.095587172 <= x2699 <= 2000 0.0815111542 <= x2700 <= 2000 0.0673808551 <= x2701 <= 2000 0.0532056847 <= x2702 <= 2000 0.0389950828 <= x2703 <= 2000 0.0247585126 <= x2704 <= 2000 0.0105054548 <= x2705 <= 2000 -0.00375459894 <= x2706 <= 2000 -0.0180121524 <= x2707 <= 2000 0.0148263495 <= x2708 <= 2000 0.0296428256 <= x2709 <= 2000 0.0444395614 <= x2710 <= 2000 0.0592067033 <= x2711 <= 2000 0.0739344174 <= x2712 <= 2000 0.0886128959 <= x2713 <= 2000 0.103232364 <= x2714 <= 2000 0.117783086 <= x2715 <= 2000 0.132255372 <= x2716 <= 2000 0.146639584 <= x2717 <= 2000 0.160926143 <= x2718 <= 2000 0.175105537 <= x2719 <= 2000 0.189168321 <= x2720 <= 2000 0.203105131 <= x2721 <= 2000 0.216906686 <= x2722 <= 2000 0.230563795 <= x2723 <= 2000 0.244067363 <= x2724 <= 2000 0.257408398 <= x2725 <= 2000 0.270578016 <= x2726 <= 2000 0.283567446 <= x2727 <= 2000 0.296368038 <= x2728 <= 2000 0.308971268 <= x2729 <= 2000 0.321368743 <= x2730 <= 2000 0.333552207 <= x2731 <= 2000 0.345513546 <= x2732 <= 2000 0.357244796 <= x2733 <= 2000 0.368738144 <= x2734 <= 2000 0.379985935 <= x2735 <= 2000 0.39098068 <= x2736 <= 2000 0.401715057 <= x2737 <= 2000 0.412181918 <= x2738 <= 2000 0.422374292 <= x2739 <= 2000 0.432285391 <= x2740 <= 2000 0.441908616 <= x2741 <= 2000 0.451237558 <= x2742 <= 2000 0.460266005 <= x2743 <= 2000 0.468987945 <= x2744 <= 2000 0.477397568 <= x2745 <= 2000 0.485489275 <= x2746 <= 2000 0.493257677 <= x2747 <= 2000 0.500697602 <= x2748 <= 2000 0.507804093 <= x2749 <= 2000 0.51457242 <= x2750 <= 2000 0.520998074 <= x2751 <= 2000 0.527076778 <= x2752 <= 2000 0.532804481 <= x2753 <= 2000 0.538177371 <= x2754 <= 2000 0.543191869 <= x2755 <= 2000 0.547844637 <= x2756 <= 2000 0.552132575 <= x2757 <= 2000 0.556052827 <= x2758 <= 2000 0.559602785 <= x2759 <= 2000 0.562780082 <= x2760 <= 2000 0.565582604 <= x2761 <= 2000 0.568008485 <= x2762 <= 2000 0.570056108 <= x2763 <= 2000 0.57172411 <= x2764 <= 2000 0.573011381 <= x2765 <= 2000 0.573917062 <= x2766 <= 2000 0.574440552 <= x2767 <= 2000 0.574581501 <= x2768 <= 2000 0.574339815 <= x2769 <= 2000 0.573715656 <= x2770 <= 2000 0.572709439 <= x2771 <= 2000 0.571321834 <= x2772 <= 2000 0.569553766 <= x2773 <= 2000 0.567406411 <= x2774 <= 2000 0.564881199 <= x2775 <= 2000 0.561979813 <= x2776 <= 2000 0.558704185 <= x2777 <= 2000 0.555056495 <= x2778 <= 2000 0.551039173 <= x2779 <= 2000 0.546654894 <= x2780 <= 2000 0.541906578 <= x2781 <= 2000 0.536797388 <= x2782 <= 2000 0.531330724 <= x2783 <= 2000 0.525510228 <= x2784 <= 2000 0.519339776 <= x2785 <= 2000 0.512823477 <= x2786 <= 2000 0.50596567 <= x2787 <= 2000 0.498770922 <= x2788 <= 2000 0.491244025 <= x2789 <= 2000 0.483389991 <= x2790 <= 2000 0.475214051 <= x2791 <= 2000 0.466721648 <= x2792 <= 2000 0.457918438 <= x2793 <= 2000 0.448810284 <= x2794 <= 2000 0.439403251 <= x2795 <= 2000 0.429703603 <= x2796 <= 2000 0.419717801 <= x2797 <= 2000 0.409452493 <= x2798 <= 2000 0.398914516 <= x2799 <= 2000 0.388110888 <= x2800 <= 2000 0.377048802 <= x2801 <= 2000 0.365735626 <= x2802 <= 2000 0.354178894 <= x2803 <= 2000 0.342386301 <= x2804 <= 2000 0.330365701 <= x2805 <= 2000 0.318125099 <= x2806 <= 2000 0.305672645 <= x2807 <= 2000 0.293016633 <= x2808 <= 2000 0.280165491 <= x2809 <= 2000 0.267127776 <= x2810 <= 2000 0.253912172 <= x2811 <= 2000 0.240527478 <= x2812 <= 2000 0.226982608 <= x2813 <= 2000 0.213286583 <= x2814 <= 2000 0.199448522 <= x2815 <= 2000 0.185477641 <= x2816 <= 2000 0.171383244 <= x2817 <= 2000 0.157174717 <= x2818 <= 2000 0.142861522 <= x2819 <= 2000 0.12845319 <= x2820 <= 2000 0.113959316 <= x2821 <= 2000 0.0993895524 <= x2822 <= 2000 0.084753602 <= x2823 <= 2000 0.070061211 <= x2824 <= 2000 0.0553221638 <= x2825 <= 2000 0.0405462756 <= x2826 <= 2000 0.0257433862 <= x2827 <= 2000 0.0109233533 <= x2828 <= 2000 -0.00390395385 <= x2829 <= 2000 -0.0187286612 <= x2830 <= 2000 0.0153830662 <= x2831 <= 2000 0.0307558882 <= x2832 <= 2000 0.0461082287 <= x2833 <= 2000 0.0614298642 <= x2834 <= 2000 0.0767105912 <= x2835 <= 2000 0.091940234 <= x2836 <= 2000 0.10710865 <= x2837 <= 2000 0.122205739 <= x2838 <= 2000 0.137221447 <= x2839 <= 2000 0.152145774 <= x2840 <= 2000 0.166968782 <= x2841 <= 2000 0.181680599 <= x2842 <= 2000 0.196271428 <= x2843 <= 2000 0.210731554 <= x2844 <= 2000 0.225051345 <= x2845 <= 2000 0.239221267 <= x2846 <= 2000 0.253231883 <= x2847 <= 2000 0.267073862 <= x2848 <= 2000 0.280737988 <= x2849 <= 2000 0.29421516 <= x2850 <= 2000 0.307496403 <= x2851 <= 2000 0.320572873 <= x2852 <= 2000 0.333435863 <= x2853 <= 2000 0.346076806 <= x2854 <= 2000 0.358487283 <= x2855 <= 2000 0.370659031 <= x2856 <= 2000 0.382583944 <= x2857 <= 2000 0.39425408 <= x2858 <= 2000 0.405661669 <= x2859 <= 2000 0.416799112 <= x2860 <= 2000 0.427658994 <= x2861 <= 2000 0.438234083 <= x2862 <= 2000 0.448517336 <= x2863 <= 2000 0.458501905 <= x2864 <= 2000 0.468181141 <= x2865 <= 2000 0.477548598 <= x2866 <= 2000 0.486598039 <= x2867 <= 2000 0.495323436 <= x2868 <= 2000 0.50371898 <= x2869 <= 2000 0.511779079 <= x2870 <= 2000 0.519498366 <= x2871 <= 2000 0.526871701 <= x2872 <= 2000 0.533894172 <= x2873 <= 2000 0.540561104 <= x2874 <= 2000 0.546868057 <= x2875 <= 2000 0.552810831 <= x2876 <= 2000 0.558385469 <= x2877 <= 2000 0.563588257 <= x2878 <= 2000 0.568415732 <= x2879 <= 2000 0.572864678 <= x2880 <= 2000 0.576932133 <= x2881 <= 2000 0.580615388 <= x2882 <= 2000 0.583911991 <= x2883 <= 2000 0.586819745 <= x2884 <= 2000 0.589336715 <= x2885 <= 2000 0.591461225 <= x2886 <= 2000 0.593191859 <= x2887 <= 2000 0.594527465 <= x2888 <= 2000 0.595467154 <= x2889 <= 2000 0.596010301 <= x2890 <= 2000 0.596156542 <= x2891 <= 2000 0.595905781 <= x2892 <= 2000 0.595258186 <= x2893 <= 2000 0.594214186 <= x2894 <= 2000 0.592774478 <= x2895 <= 2000 0.59094002 <= x2896 <= 2000 0.588712034 <= x2897 <= 2000 0.586092003 <= x2898 <= 2000 0.583081672 <= x2899 <= 2000 0.579683047 <= x2900 <= 2000 0.575898389 <= x2901 <= 2000 0.57173022 <= x2902 <= 2000 0.567181316 <= x2903 <= 2000 0.562254705 <= x2904 <= 2000 0.556953668 <= x2905 <= 2000 0.551281736 <= x2906 <= 2000 0.545242685 <= x2907 <= 2000 0.538840538 <= x2908 <= 2000 0.532079557 <= x2909 <= 2000 0.524964246 <= x2910 <= 2000 0.517499342 <= x2911 <= 2000 0.509689816 <= x2912 <= 2000 0.50154087 <= x2913 <= 2000 0.49305793 <= x2914 <= 2000 0.484246644 <= x2915 <= 2000 0.475112881 <= x2916 <= 2000 0.465662724 <= x2917 <= 2000 0.455902465 <= x2918 <= 2000 0.445838604 <= x2919 <= 2000 0.435477843 <= x2920 <= 2000 0.424827082 <= x2921 <= 2000 0.413893413 <= x2922 <= 2000 0.402684118 <= x2923 <= 2000 0.39120666 <= x2924 <= 2000 0.379468685 <= x2925 <= 2000 0.367478007 <= x2926 <= 2000 0.355242612 <= x2927 <= 2000 0.342770649 <= x2928 <= 2000 0.330070422 <= x2929 <= 2000 0.31715039 <= x2930 <= 2000 0.304019156 <= x2931 <= 2000 0.290685464 <= x2932 <= 2000 0.277158195 <= x2933 <= 2000 0.263446356 <= x2934 <= 2000 0.249559078 <= x2935 <= 2000 0.23550561 <= x2936 <= 2000 0.221295311 <= x2937 <= 2000 0.206937643 <= x2938 <= 2000 0.192442167 <= x2939 <= 2000 0.177818538 <= x2940 <= 2000 0.163076493 <= x2941 <= 2000 0.148225849 <= x2942 <= 2000 0.133276496 <= x2943 <= 2000 0.11823839 <= x2944 <= 2000 0.103121545 <= x2945 <= 2000 0.0879360268 <= x2946 <= 2000 0.0726919493 <= x2947 <= 2000 0.0573994635 <= x2948 <= 2000 0.0420687534 <= x2949 <= 2000 0.0267100282 <= x2950 <= 2000 0.0113335158 <= x2951 <= 2000 -0.00405054396 <= x2952 <= 2000 -0.0194319063 <= x2953 <= 2000 0.0159288885 <= x2954 <= 2000 0.0318471693 <= x2955 <= 2000 0.047744242 <= x2956 <= 2000 0.06360952 <= x2957 <= 2000 0.0794324382 <= x2958 <= 2000 0.0952024595 <= x2959 <= 2000 0.110909082 <= x2960 <= 2000 0.126541846 <= x2961 <= 2000 0.142090342 <= x2962 <= 2000 0.157544214 <= x2963 <= 2000 0.172893172 <= x2964 <= 2000 0.188126994 <= x2965 <= 2000 0.203235536 <= x2966 <= 2000 0.218208736 <= x2967 <= 2000 0.233036622 <= x2968 <= 2000 0.247709322 <= x2969 <= 2000 0.262217062 <= x2970 <= 2000 0.276550183 <= x2971 <= 2000 0.29069914 <= x2972 <= 2000 0.304654509 <= x2973 <= 2000 0.318406998 <= x2974 <= 2000 0.331947448 <= x2975 <= 2000 0.345266842 <= x2976 <= 2000 0.358356311 <= x2977 <= 2000 0.371207137 <= x2978 <= 2000 0.383810763 <= x2979 <= 2000 0.396158796 <= x2980 <= 2000 0.408243013 <= x2981 <= 2000 0.420055365 <= x2982 <= 2000 0.431587988 <= x2983 <= 2000 0.442833201 <= x2984 <= 2000 0.453783515 <= x2985 <= 2000 0.464431638 <= x2986 <= 2000 0.47477048 <= x2987 <= 2000 0.484793155 <= x2988 <= 2000 0.494492989 <= x2989 <= 2000 0.503863522 <= x2990 <= 2000 0.512898514 <= x2991 <= 2000 0.521591949 <= x2992 <= 2000 0.529938036 <= x2993 <= 2000 0.537931219 <= x2994 <= 2000 0.545566175 <= x2995 <= 2000 0.552837818 <= x2996 <= 2000 0.559741306 <= x2997 <= 2000 0.566272043 <= x2998 <= 2000 0.572425678 <= x2999 <= 2000 0.578198115 <= x3000 <= 2000 0.583585509 <= x3001 <= 2000 0.588584272 <= x3002 <= 2000 0.593191076 <= x3003 <= 2000 0.597402853 <= x3004 <= 2000 0.601216797 <= x3005 <= 2000 0.60463037 <= x3006 <= 2000 0.607641297 <= x3007 <= 2000 0.610247574 <= x3008 <= 2000 0.612447466 <= x3009 <= 2000 0.614239506 <= x3010 <= 2000 0.615622503 <= x3011 <= 2000 0.616595534 <= x3012 <= 2000 0.617157952 <= x3013 <= 2000 0.617309383 <= x3014 <= 2000 0.617049724 <= x3015 <= 2000 0.616379151 <= x3016 <= 2000 0.615298108 <= x3017 <= 2000 0.613807316 <= x3018 <= 2000 0.611907768 <= x3019 <= 2000 0.609600728 <= x3020 <= 2000 0.606887733 <= x3021 <= 2000 0.60377059 <= x3022 <= 2000 0.600251374 <= x3023 <= 2000 0.596332429 <= x3024 <= 2000 0.592016365 <= x3025 <= 2000 0.587306056 <= x3026 <= 2000 0.582204639 <= x3027 <= 2000 0.576715511 <= x3028 <= 2000 0.570842327 <= x3029 <= 2000 0.564588999 <= x3030 <= 2000 0.557959691 <= x3031 <= 2000 0.550958817 <= x3032 <= 2000 0.54359104 <= x3033 <= 2000 0.535861266 <= x3034 <= 2000 0.527774642 <= x3035 <= 2000 0.519336555 <= x3036 <= 2000 0.510552623 <= x3037 <= 2000 0.501428695 <= x3038 <= 2000 0.491970848 <= x3039 <= 2000 0.48218538 <= x3040 <= 2000 0.472078807 <= x3041 <= 2000 0.46165786 <= x3042 <= 2000 0.450929478 <= x3043 <= 2000 0.439900806 <= x3044 <= 2000 0.428579189 <= x3045 <= 2000 0.416972165 <= x3046 <= 2000 0.405087464 <= x3047 <= 2000 0.392933001 <= x3048 <= 2000 0.38051687 <= x3049 <= 2000 0.367847339 <= x3050 <= 2000 0.354932845 <= x3051 <= 2000 0.341781989 <= x3052 <= 2000 0.328403528 <= x3053 <= 2000 0.314806371 <= x3054 <= 2000 0.300999573 <= x3055 <= 2000 0.286992328 <= x3056 <= 2000 0.272793965 <= x3057 <= 2000 0.258413939 <= x3058 <= 2000 0.243861826 <= x3059 <= 2000 0.229147316 <= x3060 <= 2000 0.214280209 <= x3061 <= 2000 0.199270405 <= x3062 <= 2000 0.184127899 <= x3063 <= 2000 0.168862777 <= x3064 <= 2000 0.153485202 <= x3065 <= 2000 0.138005416 <= x3066 <= 2000 0.122433727 <= x3067 <= 2000 0.106780506 <= x3068 <= 2000 0.091056175 <= x3069 <= 2000 0.0752712067 <= x3070 <= 2000 0.0594361126 <= x3071 <= 2000 0.0435614379 <= x3072 <= 2000 0.027657754 <= x3073 <= 2000 0.0117356519 <= x3074 <= 2000 -0.00419426546 <= x3075 <= 2000 -0.0201213897 <= x3076 <= 2000 0.0164634299 <= x3077 <= 2000 0.0329158961 <= x3078 <= 2000 0.0493464425 <= x3079 <= 2000 0.0657441274 <= x3080 <= 2000 0.0820980308 <= x3081 <= 2000 0.0983972622 <= x3082 <= 2000 0.114630967 <= x3083 <= 2000 0.130788336 <= x3084 <= 2000 0.146858607 <= x3085 <= 2000 0.16283108 <= x3086 <= 2000 0.178695118 <= x3087 <= 2000 0.194440157 <= x3088 <= 2000 0.210055711 <= x3089 <= 2000 0.225531381 <= x3090 <= 2000 0.240856862 <= x3091 <= 2000 0.256021947 <= x3092 <= 2000 0.271016539 <= x3093 <= 2000 0.28583065 <= x3094 <= 2000 0.300454417 <= x3095 <= 2000 0.3148781 <= x3096 <= 2000 0.329092095 <= x3097 <= 2000 0.343086935 <= x3098 <= 2000 0.356853302 <= x3099 <= 2000 0.370382027 <= x3100 <= 2000 0.383664101 <= x3101 <= 2000 0.396690679 <= x3102 <= 2000 0.409453087 <= x3103 <= 2000 0.421942826 <= x3104 <= 2000 0.434151577 <= x3105 <= 2000 0.446071211 <= x3106 <= 2000 0.457693791 <= x3107 <= 2000 0.469011575 <= x3108 <= 2000 0.480017028 <= x3109 <= 2000 0.490702821 <= x3110 <= 2000 0.501061836 <= x3111 <= 2000 0.511087177 <= x3112 <= 2000 0.520772166 <= x3113 <= 2000 0.530110355 <= x3114 <= 2000 0.539095523 <= x3115 <= 2000 0.547721689 <= x3116 <= 2000 0.555983107 <= x3117 <= 2000 0.563874276 <= x3118 <= 2000 0.571389941 <= x3119 <= 2000 0.578525096 <= x3120 <= 2000 0.585274991 <= x3121 <= 2000 0.591635131 <= x3122 <= 2000 0.597601279 <= x3123 <= 2000 0.603169463 <= x3124 <= 2000 0.608335974 <= x3125 <= 2000 0.613097373 <= x3126 <= 2000 0.617450488 <= x3127 <= 2000 0.621392421 <= x3128 <= 2000 0.624920546 <= x3129 <= 2000 0.628032515 <= x3130 <= 2000 0.630726253 <= x3131 <= 2000 0.632999969 <= x3132 <= 2000 0.634852146 <= x3133 <= 2000 0.636281553 <= x3134 <= 2000 0.637287238 <= x3135 <= 2000 0.637868529 <= x3136 <= 2000 0.638025041 <= x3137 <= 2000 0.63775667 <= x3138 <= 2000 0.637063593 <= x3139 <= 2000 0.635946272 <= x3140 <= 2000 0.634405453 <= x3141 <= 2000 0.632442159 <= x3142 <= 2000 0.6300577 <= x3143 <= 2000 0.627253662 <= x3144 <= 2000 0.624031914 <= x3145 <= 2000 0.620394601 <= x3146 <= 2000 0.616344144 <= x3147 <= 2000 0.611883242 <= x3148 <= 2000 0.607014864 <= x3149 <= 2000 0.601742254 <= x3150 <= 2000 0.596068922 <= x3151 <= 2000 0.589998645 <= x3152 <= 2000 0.583535468 <= x3153 <= 2000 0.576683693 <= x3154 <= 2000 0.569447884 <= x3155 <= 2000 0.56183286 <= x3156 <= 2000 0.55384369 <= x3157 <= 2000 0.545485696 <= x3158 <= 2000 0.536764443 <= x3159 <= 2000 0.52768574 <= x3160 <= 2000 0.518255632 <= x3161 <= 2000 0.508480398 <= x3162 <= 2000 0.498366549 <= x3163 <= 2000 0.48792082 <= x3164 <= 2000 0.477150167 <= x3165 <= 2000 0.466061763 <= x3166 <= 2000 0.454662991 <= x3167 <= 2000 0.442961443 <= x3168 <= 2000 0.430964911 <= x3169 <= 2000 0.418681383 <= x3170 <= 2000 0.406119041 <= x3171 <= 2000 0.39328625 <= x3172 <= 2000 0.380191555 <= x3173 <= 2000 0.366843676 <= x3174 <= 2000 0.353251504 <= x3175 <= 2000 0.339424088 <= x3176 <= 2000 0.325370638 <= x3177 <= 2000 0.311100512 <= x3178 <= 2000 0.296623213 <= x3179 <= 2000 0.281948381 <= x3180 <= 2000 0.26708579 <= x3181 <= 2000 0.252045337 <= x3182 <= 2000 0.236837038 <= x3183 <= 2000 0.221471021 <= x3184 <= 2000 0.205957518 <= x3185 <= 2000 0.190306861 <= x3186 <= 2000 0.174529471 <= x3187 <= 2000 0.158635856 <= x3188 <= 2000 0.1426366 <= x3189 <= 2000 0.126542357 <= x3190 <= 2000 0.110363844 <= x3191 <= 2000 0.0941118368 <= x3192 <= 2000 0.0777971568 <= x3193 <= 2000 0.0614306688 <= x3194 <= 2000 0.045023272 <= x3195 <= 2000 0.0285858925 <= x3196 <= 2000 0.0121294767 <= x3197 <= 2000 -0.00433501656 <= x3198 <= 2000 -0.020796623 <= x3199 <= 2000 0.0169863118 <= x3200 <= 2000 0.0339613118 <= x3201 <= 2000 0.0509136957 <= x3202 <= 2000 0.0678321744 <= x3203 <= 2000 0.0847054811 <= x3204 <= 2000 0.10152238 <= x3205 <= 2000 0.11827167 <= x3206 <= 2000 0.1349422 <= x3207 <= 2000 0.151522867 <= x3208 <= 2000 0.168002629 <= x3209 <= 2000 0.184370512 <= x3210 <= 2000 0.200615616 <= x3211 <= 2000 0.216727123 <= x3212 <= 2000 0.232694304 <= x3213 <= 2000 0.248506525 <= x3214 <= 2000 0.264153257 <= x3215 <= 2000 0.27962408 <= x3216 <= 2000 0.29490869 <= x3217 <= 2000 0.309996911 <= x3218 <= 2000 0.324878693 <= x3219 <= 2000 0.339544127 <= x3220 <= 2000 0.353983447 <= x3221 <= 2000 0.368187036 <= x3222 <= 2000 0.382145436 <= x3223 <= 2000 0.395849352 <= x3224 <= 2000 0.409289657 <= x3225 <= 2000 0.422457402 <= x3226 <= 2000 0.435343817 <= x3227 <= 2000 0.44794032 <= x3228 <= 2000 0.460238525 <= x3229 <= 2000 0.47223024 <= x3230 <= 2000 0.48390748 <= x3231 <= 2000 0.495262468 <= x3232 <= 2000 0.506287643 <= x3233 <= 2000 0.516975663 <= x3234 <= 2000 0.527319411 <= x3235 <= 2000 0.537311997 <= x3236 <= 2000 0.546946769 <= x3237 <= 2000 0.556217308 <= x3238 <= 2000 0.565117443 <= x3239 <= 2000 0.573641245 <= x3240 <= 2000 0.581783039 <= x3241 <= 2000 0.589537403 <= x3242 <= 2000 0.596899172 <= x3243 <= 2000 0.603863445 <= x3244 <= 2000 0.610425584 <= x3245 <= 2000 0.616581218 <= x3246 <= 2000 0.622326249 <= x3247 <= 2000 0.62765685 <= x3248 <= 2000 0.632569472 <= x3249 <= 2000 0.637060843 <= x3250 <= 2000 0.641127972 <= x3251 <= 2000 0.644768152 <= x3252 <= 2000 0.647978956 <= x3253 <= 2000 0.650758249 <= x3254 <= 2000 0.653104178 <= x3255 <= 2000 0.655015181 <= x3256 <= 2000 0.656489986 <= x3257 <= 2000 0.657527611 <= x3258 <= 2000 0.658127365 <= x3259 <= 2000 0.658288848 <= x3260 <= 2000 0.658011953 <= x3261 <= 2000 0.657296864 <= x3262 <= 2000 0.656144057 <= x3263 <= 2000 0.6545543 <= x3264 <= 2000 0.652528652 <= x3265 <= 2000 0.650068462 <= x3266 <= 2000 0.647175368 <= x3267 <= 2000 0.643851296 <= x3268 <= 2000 0.640098461 <= x3269 <= 2000 0.635919361 <= x3270 <= 2000 0.631316779 <= x3271 <= 2000 0.626293781 <= x3272 <= 2000 0.620853712 <= x3273 <= 2000 0.615000193 <= x3274 <= 2000 0.608737124 <= x3275 <= 2000 0.602068675 <= x3276 <= 2000 0.594999286 <= x3277 <= 2000 0.587533666 <= x3278 <= 2000 0.579676787 <= x3279 <= 2000 0.571433879 <= x3280 <= 2000 0.562810434 <= x3281 <= 2000 0.553812192 <= x3282 <= 2000 0.544445147 <= x3283 <= 2000 0.534715537 <= x3284 <= 2000 0.52462984 <= x3285 <= 2000 0.514194774 <= x3286 <= 2000 0.503417286 <= x3287 <= 2000 0.492304555 <= x3288 <= 2000 0.48086398 <= x3289 <= 2000 0.469103181 <= x3290 <= 2000 0.457029989 <= x3291 <= 2000 0.444652445 <= x3292 <= 2000 0.43197879 <= x3293 <= 2000 0.419017465 <= x3294 <= 2000 0.405777102 <= x3295 <= 2000 0.392266517 <= x3296 <= 2000 0.378494707 <= x3297 <= 2000 0.364470844 <= x3298 <= 2000 0.350204267 <= x3299 <= 2000 0.335704476 <= x3300 <= 2000 0.320981128 <= x3301 <= 2000 0.306044027 <= x3302 <= 2000 0.29090312 <= x3303 <= 2000 0.27556849 <= x3304 <= 2000 0.260050349 <= x3305 <= 2000 0.244359031 <= x3306 <= 2000 0.228504986 <= x3307 <= 2000 0.212498771 <= x3308 <= 2000 0.196351046 <= x3309 <= 2000 0.180072563 <= x3310 <= 2000 0.163674164 <= x3311 <= 2000 0.147166768 <= x3312 <= 2000 0.130561368 <= x3313 <= 2000 0.113869023 <= x3314 <= 2000 0.0971008481 <= x3315 <= 2000 0.0802680105 <= x3316 <= 2000 0.0633817195 <= x3317 <= 2000 0.0464532204 <= x3318 <= 2000 0.0294937864 <= x3319 <= 2000 0.0125147114 <= x3320 <= 2000 -0.00447269757 <= x3321 <= 2000 -0.021457128 <= x3322 <= 2000 0.0174971639 <= x3323 <= 2000 0.0349826758 <= x3324 <= 2000 0.0524448915 <= x3325 <= 2000 0.0698721823 <= x3326 <= 2000 0.0872529427 <= x3327 <= 2000 0.104575598 <= x3328 <= 2000 0.121828613 <= x3329 <= 2000 0.139000498 <= x3330 <= 2000 0.156079817 <= x3331 <= 2000 0.173055197 <= x3332 <= 2000 0.189915334 <= x3333 <= 2000 0.206648999 <= x3334 <= 2000 0.223245049 <= x3335 <= 2000 0.239692432 <= x3336 <= 2000 0.255980195 <= x3337 <= 2000 0.272097492 <= x3338 <= 2000 0.28803359 <= x3339 <= 2000 0.303777875 <= x3340 <= 2000 0.319319864 <= x3341 <= 2000 0.334649206 <= x3342 <= 2000 0.349755693 <= x3343 <= 2000 0.364629266 <= x3344 <= 2000 0.379260018 <= x3345 <= 2000 0.393638208 <= x3346 <= 2000 0.40775426 <= x3347 <= 2000 0.421598774 <= x3348 <= 2000 0.435162529 <= x3349 <= 2000 0.448436495 <= x3350 <= 2000 0.46141183 <= x3351 <= 2000 0.474079895 <= x3352 <= 2000 0.486432253 <= x3353 <= 2000 0.498460678 <= x3354 <= 2000 0.51015716 <= x3355 <= 2000 0.52151391 <= x3356 <= 2000 0.532523366 <= x3357 <= 2000 0.543178195 <= x3358 <= 2000 0.553471302 <= x3359 <= 2000 0.563395832 <= x3360 <= 2000 0.572945177 <= x3361 <= 2000 0.582112977 <= x3362 <= 2000 0.590893127 <= x3363 <= 2000 0.59927978 <= x3364 <= 2000 0.607267352 <= x3365 <= 2000 0.614850522 <= x3366 <= 2000 0.622024241 <= x3367 <= 2000 0.628783731 <= x3368 <= 2000 0.635124492 <= x3369 <= 2000 0.641042301 <= x3370 <= 2000 0.646533216 <= x3371 <= 2000 0.651593582 <= x3372 <= 2000 0.656220028 <= x3373 <= 2000 0.660409474 <= x3374 <= 2000 0.664159129 <= x3375 <= 2000 0.667466496 <= x3376 <= 2000 0.670329374 <= x3377 <= 2000 0.672745855 <= x3378 <= 2000 0.674714331 <= x3379 <= 2000 0.67623349 <= x3380 <= 2000 0.677302321 <= x3381 <= 2000 0.677920112 <= x3382 <= 2000 0.678086451 <= x3383 <= 2000 0.677801229 <= x3384 <= 2000 0.677064634 <= x3385 <= 2000 0.675877157 <= x3386 <= 2000 0.674239589 <= x3387 <= 2000 0.672153021 <= x3388 <= 2000 0.669618843 <= x3389 <= 2000 0.66663874 <= x3390 <= 2000 0.6632147 <= x3391 <= 2000 0.659349 <= x3392 <= 2000 0.655044217 <= x3393 <= 2000 0.650303215 <= x3394 <= 2000 0.645129154 <= x3395 <= 2000 0.639525478 <= x3396 <= 2000 0.633495919 <= x3397 <= 2000 0.627044492 <= x3398 <= 2000 0.620175493 <= x3399 <= 2000 0.612893498 <= x3400 <= 2000 0.605203354 <= x3401 <= 2000 0.597110184 <= x3402 <= 2000 0.588619377 <= x3403 <= 2000 0.579736587 <= x3404 <= 2000 0.570467729 <= x3405 <= 2000 0.560818976 <= x3406 <= 2000 0.550796754 <= x3407 <= 2000 0.540407737 <= x3408 <= 2000 0.529658842 <= x3409 <= 2000 0.518557229 <= x3410 <= 2000 0.50711029 <= x3411 <= 2000 0.495325648 <= x3412 <= 2000 0.48321115 <= x3413 <= 2000 0.470774865 <= x3414 <= 2000 0.458025074 <= x3415 <= 2000 0.444970268 <= x3416 <= 2000 0.43161914 <= x3417 <= 2000 0.417980581 <= x3418 <= 2000 0.404063674 <= x3419 <= 2000 0.389877686 <= x3420 <= 2000 0.375432065 <= x3421 <= 2000 0.36073643 <= x3422 <= 2000 0.345800567 <= x3423 <= 2000 0.330634424 <= x3424 <= 2000 0.315248099 <= x3425 <= 2000 0.299651839 <= x3426 <= 2000 0.283856031 <= x3427 <= 2000 0.267871192 <= x3428 <= 2000 0.251707968 <= x3429 <= 2000 0.235377123 <= x3430 <= 2000 0.218889532 <= x3431 <= 2000 0.202256174 <= x3432 <= 2000 0.185488127 <= x3433 <= 2000 0.168596556 <= x3434 <= 2000 0.151592711 <= x3435 <= 2000 0.134487915 <= x3436 <= 2000 0.117293559 <= x3437 <= 2000 0.100021092 <= x3438 <= 2000 0.082682018 <= x3439 <= 2000 0.0652878829 <= x3440 <= 2000 0.0478502704 <= x3441 <= 2000 0.0303807926 <= x3442 <= 2000 0.0128910831 <= x3443 <= 2000 -0.00460721101 <= x3444 <= 2000 -0.022102437 <= x3445 <= 2000 0.0179956245 <= x3446 <= 2000 0.035979265 <= x3447 <= 2000 0.0539389457 <= x3448 <= 2000 0.0718627064 <= x3449 <= 2000 0.0897386112 <= x3450 <= 2000 0.107554756 <= x3451 <= 2000 0.125299276 <= x3452 <= 2000 0.142960355 <= x3453 <= 2000 0.160526231 <= x3454 <= 2000 0.177985207 <= x3455 <= 2000 0.195325656 <= x3456 <= 2000 0.212536031 <= x3457 <= 2000 0.229604871 <= x3458 <= 2000 0.246520808 <= x3459 <= 2000 0.263272579 <= x3460 <= 2000 0.279849026 <= x3461 <= 2000 0.296239113 <= x3462 <= 2000 0.312431922 <= x3463 <= 2000 0.328416673 <= x3464 <= 2000 0.344182718 <= x3465 <= 2000 0.35971956 <= x3466 <= 2000 0.375016852 <= x3467 <= 2000 0.390064407 <= x3468 <= 2000 0.404852204 <= x3469 <= 2000 0.419370395 <= x3470 <= 2000 0.433609312 <= x3471 <= 2000 0.447559473 <= x3472 <= 2000 0.461211588 <= x3473 <= 2000 0.474556566 <= x3474 <= 2000 0.48758552 <= x3475 <= 2000 0.500289772 <= x3476 <= 2000 0.512660864 <= x3477 <= 2000 0.524690557 <= x3478 <= 2000 0.536370839 <= x3479 <= 2000 0.547693933 <= x3480 <= 2000 0.558652297 <= x3481 <= 2000 0.569238635 <= x3482 <= 2000 0.579445896 <= x3483 <= 2000 0.589267283 <= x3484 <= 2000 0.598696257 <= x3485 <= 2000 0.607726536 <= x3486 <= 2000 0.616352109 <= x3487 <= 2000 0.624567231 <= x3488 <= 2000 0.632366431 <= x3489 <= 2000 0.639744515 <= x3490 <= 2000 0.646696571 <= x3491 <= 2000 0.653217968 <= x3492 <= 2000 0.659304363 <= x3493 <= 2000 0.664951704 <= x3494 <= 2000 0.67015623 <= x3495 <= 2000 0.674914475 <= x3496 <= 2000 0.67922327 <= x3497 <= 2000 0.683079745 <= x3498 <= 2000 0.686481333 <= x3499 <= 2000 0.689425769 <= x3500 <= 2000 0.691911091 <= x3501 <= 2000 0.693935645 <= x3502 <= 2000 0.695498082 <= x3503 <= 2000 0.696597362 <= x3504 <= 2000 0.697232752 <= x3505 <= 2000 0.69740383 <= x3506 <= 2000 0.697110482 <= x3507 <= 2000 0.696352903 <= x3508 <= 2000 0.695131598 <= x3509 <= 2000 0.693447379 <= x3510 <= 2000 0.691301369 <= x3511 <= 2000 0.688694996 <= x3512 <= 2000 0.685629996 <= x3513 <= 2000 0.682108411 <= x3514 <= 2000 0.678132585 <= x3515 <= 2000 0.673705167 <= x3516 <= 2000 0.668829104 <= x3517 <= 2000 0.663507643 <= x3518 <= 2000 0.657744329 <= x3519 <= 2000 0.651542999 <= x3520 <= 2000 0.644907783 <= x3521 <= 2000 0.6378431 <= x3522 <= 2000 0.630353655 <= x3523 <= 2000 0.622444434 <= x3524 <= 2000 0.614120705 <= x3525 <= 2000 0.605388011 <= x3526 <= 2000 0.596252167 <= x3527 <= 2000 0.586719258 <= x3528 <= 2000 0.576795631 <= x3529 <= 2000 0.566487895 <= x3530 <= 2000 0.555802914 <= x3531 <= 2000 0.544747804 <= x3532 <= 2000 0.533329927 <= x3533 <= 2000 0.521556887 <= x3534 <= 2000 0.509436523 <= x3535 <= 2000 0.496976907 <= x3536 <= 2000 0.484186336 <= x3537 <= 2000 0.471073328 <= x3538 <= 2000 0.457646615 <= x3539 <= 2000 0.443915139 <= x3540 <= 2000 0.429888044 <= x3541 <= 2000 0.415574671 <= x3542 <= 2000 0.400984552 <= x3543 <= 2000 0.386127402 <= x3544 <= 2000 0.371013117 <= x3545 <= 2000 0.355651761 <= x3546 <= 2000 0.340053563 <= x3547 <= 2000 0.324228911 <= x3548 <= 2000 0.308188344 <= x3549 <= 2000 0.291942543 <= x3550 <= 2000 0.275502327 <= x3551 <= 2000 0.258878644 <= x3552 <= 2000 0.242082565 <= x3553 <= 2000 0.225125274 <= x3554 <= 2000 0.208018064 <= x3555 <= 2000 0.190772327 <= x3556 <= 2000 0.173399548 <= x3557 <= 2000 0.155911296 <= x3558 <= 2000 0.138319217 <= x3559 <= 2000 0.120635026 <= x3560 <= 2000 0.102870501 <= x3561 <= 2000 0.0850374697 <= x3562 <= 2000 0.0671478092 <= x3563 <= 2000 0.0492134325 <= x3564 <= 2000 0.0312462829 <= x3565 <= 2000 0.0132583253 <= x3566 <= 2000 -0.00473846159 <= x3567 <= 2000 -0.0227320929 <= x3568 <= 2000 0.0184813404 <= x3569 <= 2000 0.0369503735 <= x3570 <= 2000 0.0553948 <= x3571 <= 2000 0.073802337 <= x3572 <= 2000 0.0921607265 <= x3573 <= 2000 0.110457743 <= x3574 <= 2000 0.128681201 <= x3575 <= 2000 0.146818966 <= x3576 <= 2000 0.164858959 <= x3577 <= 2000 0.182789167 <= x3578 <= 2000 0.200597649 <= x3579 <= 2000 0.218272545 <= x3580 <= 2000 0.235802086 <= x3581 <= 2000 0.253174598 <= x3582 <= 2000 0.270378511 <= x3583 <= 2000 0.28740237 <= x3584 <= 2000 0.304234838 <= x3585 <= 2000 0.320864704 <= x3586 <= 2000 0.337280895 <= x3587 <= 2000 0.353472479 <= x3588 <= 2000 0.369428672 <= x3589 <= 2000 0.38513885 <= x3590 <= 2000 0.40059255 <= x3591 <= 2000 0.415779481 <= x3592 <= 2000 0.430689529 <= x3593 <= 2000 0.445312766 <= x3594 <= 2000 0.459639453 <= x3595 <= 2000 0.47366005 <= x3596 <= 2000 0.487365219 <= x3597 <= 2000 0.500745834 <= x3598 <= 2000 0.513792984 <= x3599 <= 2000 0.526497982 <= x3600 <= 2000 0.538852365 <= x3601 <= 2000 0.550847907 <= x3602 <= 2000 0.56247662 <= x3603 <= 2000 0.573730759 <= x3604 <= 2000 0.58460283 <= x3605 <= 2000 0.595085594 <= x3606 <= 2000 0.605172068 <= x3607 <= 2000 0.614855536 <= x3608 <= 2000 0.62412955 <= x3609 <= 2000 0.632987934 <= x3610 <= 2000 0.641424788 <= x3611 <= 2000 0.649434495 <= x3612 <= 2000 0.657011719 <= x3613 <= 2000 0.664151416 <= x3614 <= 2000 0.670848831 <= x3615 <= 2000 0.677099503 <= x3616 <= 2000 0.68289927 <= x3617 <= 2000 0.68824427 <= x3618 <= 2000 0.693130944 <= x3619 <= 2000 0.697556036 <= x3620 <= 2000 0.701516601 <= x3621 <= 2000 0.705010001 <= x3622 <= 2000 0.708033909 <= x3623 <= 2000 0.710586312 <= x3624 <= 2000 0.71266551 <= x3625 <= 2000 0.714270119 <= x3626 <= 2000 0.715399069 <= x3627 <= 2000 0.716051609 <= x3628 <= 2000 0.716227305 <= x3629 <= 2000 0.715926039 <= x3630 <= 2000 0.715148012 <= x3631 <= 2000 0.713893743 <= x3632 <= 2000 0.712164065 <= x3633 <= 2000 0.709960133 <= x3634 <= 2000 0.707283412 <= x3635 <= 2000 0.704135686 <= x3636 <= 2000 0.70051905 <= x3637 <= 2000 0.696435914 <= x3638 <= 2000 0.691888996 <= x3639 <= 2000 0.686881324 <= x3640 <= 2000 0.681416233 <= x3641 <= 2000 0.675497362 <= x3642 <= 2000 0.669128654 <= x3643 <= 2000 0.662314348 <= x3644 <= 2000 0.655058984 <= x3645 <= 2000 0.647367393 <= x3646 <= 2000 0.639244696 <= x3647 <= 2000 0.630696303 <= x3648 <= 2000 0.621727906 <= x3649 <= 2000 0.612345479 <= x3650 <= 2000 0.602555269 <= x3651 <= 2000 0.592363796 <= x3652 <= 2000 0.581777846 <= x3653 <= 2000 0.570804469 <= x3654 <= 2000 0.559450973 <= x3655 <= 2000 0.547724919 <= x3656 <= 2000 0.535634115 <= x3657 <= 2000 0.523186613 <= x3658 <= 2000 0.510390702 <= x3659 <= 2000 0.497254903 <= x3660 <= 2000 0.483787965 <= x3661 <= 2000 0.469998855 <= x3662 <= 2000 0.455896755 <= x3663 <= 2000 0.441491058 <= x3664 <= 2000 0.426791356 <= x3665 <= 2000 0.411807438 <= x3666 <= 2000 0.396549283 <= x3667 <= 2000 0.381027051 <= x3668 <= 2000 0.36525108 <= x3669 <= 2000 0.349231874 <= x3670 <= 2000 0.332980103 <= x3671 <= 2000 0.316506588 <= x3672 <= 2000 0.2998223 <= x3673 <= 2000 0.28293835 <= x3674 <= 2000 0.265865981 <= x3675 <= 2000 0.248616562 <= x3676 <= 2000 0.231201581 <= x3677 <= 2000 0.213632634 <= x3678 <= 2000 0.195921421 <= x3679 <= 2000 0.178079737 <= x3680 <= 2000 0.160119464 <= x3681 <= 2000 0.142052561 <= x3682 <= 2000 0.12389106 <= x3683 <= 2000 0.105647056 <= x3684 <= 2000 0.0873326974 <= x3685 <= 2000 0.068960181 <= x3686 <= 2000 0.0505417415 <= x3687 <= 2000 0.0320896445 <= x3688 <= 2000 0.0136161778 <= x3689 <= 2000 -0.00486635637 <= x3690 <= 2000 -0.0233456499 <= x3691 <= 2000 0.0189539678 <= x3692 <= 2000 0.0378953135 <= x3693 <= 2000 0.0568114234 <= x3694 <= 2000 0.0756897005 <= x3695 <= 2000 0.094517573 <= x3696 <= 2000 0.113282503 <= x3697 <= 2000 0.131971994 <= x3698 <= 2000 0.1505736 <= x3699 <= 2000 0.169074934 <= x3700 <= 2000 0.187463675 <= x3701 <= 2000 0.205727576 <= x3702 <= 2000 0.223854477 <= x3703 <= 2000 0.241832305 <= x3704 <= 2000 0.259649088 <= x3705 <= 2000 0.277292961 <= x3706 <= 2000 0.294752175 <= x3707 <= 2000 0.312015102 <= x3708 <= 2000 0.329070248 <= x3709 <= 2000 0.345906254 <= x3710 <= 2000 0.362511909 <= x3711 <= 2000 0.378876153 <= x3712 <= 2000 0.394988091 <= x3713 <= 2000 0.410836992 <= x3714 <= 2000 0.426412301 <= x3715 <= 2000 0.441703648 <= x3716 <= 2000 0.456700848 <= x3717 <= 2000 0.471393914 <= x3718 <= 2000 0.485773062 <= x3719 <= 2000 0.499828717 <= x3720 <= 2000 0.513551517 <= x3721 <= 2000 0.526932326 <= x3722 <= 2000 0.539962231 <= x3723 <= 2000 0.552632555 <= x3724 <= 2000 0.564934862 <= x3725 <= 2000 0.576860958 <= x3726 <= 2000 0.588402902 <= x3727 <= 2000 0.599553007 <= x3728 <= 2000 0.610303849 <= x3729 <= 2000 0.620648267 <= x3730 <= 2000 0.630579373 <= x3731 <= 2000 0.640090553 <= x3732 <= 2000 0.649175474 <= x3733 <= 2000 0.657828086 <= x3734 <= 2000 0.666042626 <= x3735 <= 2000 0.673813625 <= x3736 <= 2000 0.681135907 <= x3737 <= 2000 0.688004596 <= x3738 <= 2000 0.694415118 <= x3739 <= 2000 0.700363204 <= x3740 <= 2000 0.705844893 <= x3741 <= 2000 0.710856534 <= x3742 <= 2000 0.715394791 <= x3743 <= 2000 0.71945664 <= x3744 <= 2000 0.723039377 <= x3745 <= 2000 0.726140617 <= x3746 <= 2000 0.728758293 <= x3747 <= 2000 0.730890662 <= x3748 <= 2000 0.732536306 <= x3749 <= 2000 0.733694127 <= x3750 <= 2000 0.734363355 <= x3751 <= 2000 0.734543544 <= x3752 <= 2000 0.734234573 <= x3753 <= 2000 0.73343665 <= x3754 <= 2000 0.732150305 <= x3755 <= 2000 0.730376394 <= x3756 <= 2000 0.7281161 <= x3757 <= 2000 0.725370927 <= x3758 <= 2000 0.722142703 <= x3759 <= 2000 0.718433578 <= x3760 <= 2000 0.714246023 <= x3761 <= 2000 0.709582825 <= x3762 <= 2000 0.704447091 <= x3763 <= 2000 0.69884224 <= x3764 <= 2000 0.692772005 <= x3765 <= 2000 0.686240428 <= x3766 <= 2000 0.679251859 <= x3767 <= 2000 0.671810952 <= x3768 <= 2000 0.663922662 <= x3769 <= 2000 0.655592241 <= x3770 <= 2000 0.646825238 <= x3771 <= 2000 0.637627491 <= x3772 <= 2000 0.628005125 <= x3773 <= 2000 0.617964548 <= x3774 <= 2000 0.607512445 <= x3775 <= 2000 0.596655779 <= x3776 <= 2000 0.585401778 <= x3777 <= 2000 0.573757936 <= x3778 <= 2000 0.561732009 <= x3779 <= 2000 0.549332004 <= x3780 <= 2000 0.536566179 <= x3781 <= 2000 0.523443036 <= x3782 <= 2000 0.509971313 <= x3783 <= 2000 0.496159981 <= x3784 <= 2000 0.482018239 <= x3785 <= 2000 0.467555504 <= x3786 <= 2000 0.452781406 <= x3787 <= 2000 0.437705785 <= x3788 <= 2000 0.42233868 <= x3789 <= 2000 0.406690325 <= x3790 <= 2000 0.39077114 <= x3791 <= 2000 0.374591726 <= x3792 <= 2000 0.358162858 <= x3793 <= 2000 0.341495477 <= x3794 <= 2000 0.324600681 <= x3795 <= 2000 0.307489722 <= x3796 <= 2000 0.290173995 <= x3797 <= 2000 0.27266503 <= x3798 <= 2000 0.254974488 <= x3799 <= 2000 0.23711415 <= x3800 <= 2000 0.219095908 <= x3801 <= 2000 0.200931763 <= x3802 <= 2000 0.18263381 <= x3803 <= 2000 0.164214234 <= x3804 <= 2000 0.145685302 <= x3805 <= 2000 0.127059353 <= x3806 <= 2000 0.108348791 <= x3807 <= 2000 0.0895660758 <= x3808 <= 2000 0.0707237149 <= x3809 <= 2000 0.0518342566 <= x3810 <= 2000 0.0329102801 <= x3811 <= 2000 0.0139643873 <= x3812 <= 2000 -0.00499080477 <= x3813 <= 2000 -0.0239426733 <= x3814 <= 2000 0.0194131719 <= x3815 <= 2000 0.0388134159 <= x3816 <= 2000 0.0581878127 <= x3817 <= 2000 0.0775234601 <= x3818 <= 2000 0.0968074818 <= x3819 <= 2000 0.116027036 <= x3820 <= 2000 0.135169324 <= x3821 <= 2000 0.154221597 <= x3822 <= 2000 0.173171169 <= x3823 <= 2000 0.19200542 <= x3824 <= 2000 0.210711807 <= x3825 <= 2000 0.229277874 <= x3826 <= 2000 0.247691257 <= x3827 <= 2000 0.265939693 <= x3828 <= 2000 0.28401103 <= x3829 <= 2000 0.301893234 <= x3830 <= 2000 0.319574396 <= x3831 <= 2000 0.337042743 <= x3832 <= 2000 0.35428664 <= x3833 <= 2000 0.371294605 <= x3834 <= 2000 0.388055312 <= x3835 <= 2000 0.404557599 <= x3836 <= 2000 0.420790477 <= x3837 <= 2000 0.436743134 <= x3838 <= 2000 0.452404949 <= x3839 <= 2000 0.467765491 <= x3840 <= 2000 0.482814532 <= x3841 <= 2000 0.497542048 <= x3842 <= 2000 0.511938234 <= x3843 <= 2000 0.525993501 <= x3844 <= 2000 0.539698491 <= x3845 <= 2000 0.553044076 <= x3846 <= 2000 0.566021369 <= x3847 <= 2000 0.578621727 <= x3848 <= 2000 0.590836761 <= x3849 <= 2000 0.602658336 <= x3850 <= 2000 0.614078578 <= x3851 <= 2000 0.625089884 <= x3852 <= 2000 0.635684919 <= x3853 <= 2000 0.645856629 <= x3854 <= 2000 0.65559824 <= x3855 <= 2000 0.664903265 <= x3856 <= 2000 0.673765506 <= x3857 <= 2000 0.682179063 <= x3858 <= 2000 0.690138333 <= x3859 <= 2000 0.697638014 <= x3860 <= 2000 0.704673113 <= x3861 <= 2000 0.711238945 <= x3862 <= 2000 0.717331137 <= x3863 <= 2000 0.722945633 <= x3864 <= 2000 0.728078693 <= x3865 <= 2000 0.732726899 <= x3866 <= 2000 0.736887156 <= x3867 <= 2000 0.740556693 <= x3868 <= 2000 0.743733068 <= x3869 <= 2000 0.746414163 <= x3870 <= 2000 0.748598194 <= x3871 <= 2000 0.750283707 <= x3872 <= 2000 0.751469579 <= x3873 <= 2000 0.752155021 <= x3874 <= 2000 0.752339575 <= x3875 <= 2000 0.752023119 <= x3876 <= 2000 0.751205864 <= x3877 <= 2000 0.749888354 <= x3878 <= 2000 0.748071467 <= x3879 <= 2000 0.745756411 <= x3880 <= 2000 0.74294473 <= x3881 <= 2000 0.739638295 <= x3882 <= 2000 0.735839308 <= x3883 <= 2000 0.7315503 <= x3884 <= 2000 0.726774125 <= x3885 <= 2000 0.721513966 <= x3886 <= 2000 0.715773324 <= x3887 <= 2000 0.709556024 <= x3888 <= 2000 0.702866204 <= x3889 <= 2000 0.695708321 <= x3890 <= 2000 0.68808714 <= x3891 <= 2000 0.680007737 <= x3892 <= 2000 0.671475493 <= x3893 <= 2000 0.662496089 <= x3894 <= 2000 0.653075505 <= x3895 <= 2000 0.643220015 <= x3896 <= 2000 0.632936181 <= x3897 <= 2000 0.622230852 <= x3898 <= 2000 0.611111157 <= x3899 <= 2000 0.599584502 <= x3900 <= 2000 0.587658561 <= x3901 <= 2000 0.575341278 <= x3902 <= 2000 0.562640854 <= x3903 <= 2000 0.549565747 <= x3904 <= 2000 0.536124665 <= x3905 <= 2000 0.522326558 <= x3906 <= 2000 0.508180615 <= x3907 <= 2000 0.493696256 <= x3908 <= 2000 0.478883127 <= x3909 <= 2000 0.463751092 <= x3910 <= 2000 0.448310229 <= x3911 <= 2000 0.43257082 <= x3912 <= 2000 0.416543347 <= x3913 <= 2000 0.400238482 <= x3914 <= 2000 0.383667085 <= x3915 <= 2000 0.366840189 <= x3916 <= 2000 0.349769001 <= x3917 <= 2000 0.33246489 <= x3918 <= 2000 0.314939378 <= x3919 <= 2000 0.297204137 <= x3920 <= 2000 0.279270977 <= x3921 <= 2000 0.26115184 <= x3922 <= 2000 0.242858793 <= x3923 <= 2000 0.224404018 <= x3924 <= 2000 0.205799803 <= x3925 <= 2000 0.18705854 <= x3926 <= 2000 0.168192707 <= x3927 <= 2000 0.149214869 <= x3928 <= 2000 0.130137663 <= x3929 <= 2000 0.110973794 <= x3930 <= 2000 0.0917360229 <= x3931 <= 2000 0.072437162 <= x3932 <= 2000 0.0530900625 <= x3933 <= 2000 0.0337076084 <= x3934 <= 2000 0.0143027072 <= x3935 <= 2000 -0.00511171867 <= x3936 <= 2000 -0.0245227405 <= x3937 <= 2000 0.0198586275 <= x3938 <= 2000 0.0397040305 <= x3939 <= 2000 0.0595229931 <= x3940 <= 2000 0.0793023172 <= x3941 <= 2000 0.0990288311 <= x3942 <= 2000 0.118689398 <= x3943 <= 2000 0.138270925 <= x3944 <= 2000 0.157760373 <= x3945 <= 2000 0.177144763 <= x3946 <= 2000 0.196411185 <= x3947 <= 2000 0.215546811 <= x3948 <= 2000 0.234538895 <= x3949 <= 2000 0.253374792 <= x3950 <= 2000 0.272041958 <= x3951 <= 2000 0.290527961 <= x3952 <= 2000 0.308820491 <= x3953 <= 2000 0.326907366 <= x3954 <= 2000 0.344776542 <= x3955 <= 2000 0.362416119 <= x3956 <= 2000 0.37981435 <= x3957 <= 2000 0.396959649 <= x3958 <= 2000 0.413840598 <= x3959 <= 2000 0.430445956 <= x3960 <= 2000 0.446764664 <= x3961 <= 2000 0.462785856 <= x3962 <= 2000 0.478498861 <= x3963 <= 2000 0.493893218 <= x3964 <= 2000 0.508958673 <= x3965 <= 2000 0.523685194 <= x3966 <= 2000 0.538062974 <= x3967 <= 2000 0.552082439 <= x3968 <= 2000 0.565734252 <= x3969 <= 2000 0.579009323 <= x3970 <= 2000 0.59189881 <= x3971 <= 2000 0.604394131 <= x3972 <= 2000 0.616486963 <= x3973 <= 2000 0.628169255 <= x3974 <= 2000 0.639433227 <= x3975 <= 2000 0.650271377 <= x3976 <= 2000 0.660676487 <= x3977 <= 2000 0.67064163 <= x3978 <= 2000 0.680160168 <= x3979 <= 2000 0.689225763 <= x3980 <= 2000 0.697832378 <= x3981 <= 2000 0.705974281 <= x3982 <= 2000 0.71364605 <= x3983 <= 2000 0.720842577 <= x3984 <= 2000 0.727559069 <= x3985 <= 2000 0.733791053 <= x3986 <= 2000 0.739534379 <= x3987 <= 2000 0.744785222 <= x3988 <= 2000 0.749540086 <= x3989 <= 2000 0.753795805 <= x3990 <= 2000 0.757549544 <= x3991 <= 2000 0.760798803 <= x3992 <= 2000 0.763541419 <= x3993 <= 2000 0.765775565 <= x3994 <= 2000 0.767499754 <= x3995 <= 2000 0.768712837 <= x3996 <= 2000 0.769414007 <= x3997 <= 2000 0.769602796 <= x3998 <= 2000 0.769279079 <= x3999 <= 2000 0.768443071 <= x4000 <= 2000 0.767095329 <= x4001 <= 2000 0.765236751 <= x4002 <= 2000 0.762868575 <= x4003 <= 2000 0.759992376 <= x4004 <= 2000 0.756610072 <= x4005 <= 2000 0.752723913 <= x4006 <= 2000 0.748336489 <= x4007 <= 2000 0.74345072 <= x4008 <= 2000 0.738069861 <= x4009 <= 2000 0.732197494 <= x4010 <= 2000 0.725837531 <= x4011 <= 2000 0.718994207 <= x4012 <= 2000 0.711672078 <= x4013 <= 2000 0.703876021 <= x4014 <= 2000 0.695611228 <= x4015 <= 2000 0.686883203 <= x4016 <= 2000 0.677697757 <= x4017 <= 2000 0.668061008 <= x4018 <= 2000 0.657979373 <= x4019 <= 2000 0.647459566 <= x4020 <= 2000 0.636508592 <= x4021 <= 2000 0.625133744 <= x4022 <= 2000 0.613342597 <= x4023 <= 2000 0.601143004 <= x4024 <= 2000 0.588543087 <= x4025 <= 2000 0.575551239 <= x4026 <= 2000 0.56217611 <= x4027 <= 2000 0.548426608 <= x4028 <= 2000 0.534311889 <= x4029 <= 2000 0.519841352 <= x4030 <= 2000 0.505024634 <= x4031 <= 2000 0.489871603 <= x4032 <= 2000 0.474392348 <= x4033 <= 2000 0.458597178 <= x4034 <= 2000 0.442496612 <= x4035 <= 2000 0.426101371 <= x4036 <= 2000 0.409422374 <= x4037 <= 2000 0.392470728 <= x4038 <= 2000 0.375257722 <= x4039 <= 2000 0.357794818 <= x4040 <= 2000 0.340093646 <= x4041 <= 2000 0.322165993 <= x4042 <= 2000 0.304023798 <= x4043 <= 2000 0.285679143 <= x4044 <= 2000 0.267144243 <= x4045 <= 2000 0.248431443 <= x4046 <= 2000 0.229553203 <= x4047 <= 2000 0.210522096 <= x4048 <= 2000 0.191350794 <= x4049 <= 2000 0.172052065 <= x4050 <= 2000 0.15263876 <= x4051 <= 2000 0.133123808 <= x4052 <= 2000 0.113520204 <= x4053 <= 2000 0.0938410023 <= x4054 <= 2000 0.0740993087 <= x4055 <= 2000 0.0543082697 <= x4056 <= 2000 0.0344810648 <= x4057 <= 2000 0.0146308978 <= x4058 <= 2000 -0.00522901241 <= x4059 <= 2000 -0.0250854405 <= x4060 <= 2000 0.0202900192 <= x4061 <= 2000 0.0405665265 <= x4062 <= 2000 0.0608160191 <= x4063 <= 2000 0.0810250121 <= x4064 <= 2000 0.101180048 <= x4065 <= 2000 0.121267704 <= x4066 <= 2000 0.141274603 <= x4067 <= 2000 0.161187423 <= x4068 <= 2000 0.180992902 <= x4069 <= 2000 0.200677852 <= x4070 <= 2000 0.220229163 <= x4071 <= 2000 0.239633815 <= x4072 <= 2000 0.258878887 <= x4073 <= 2000 0.277951562 <= x4074 <= 2000 0.296839139 <= x4075 <= 2000 0.31552904 <= x4076 <= 2000 0.334008819 <= x4077 <= 2000 0.352266169 <= x4078 <= 2000 0.370288933 <= x4079 <= 2000 0.388065108 <= x4080 <= 2000 0.405582856 <= x4081 <= 2000 0.422830512 <= x4082 <= 2000 0.439796591 <= x4083 <= 2000 0.456469792 <= x4084 <= 2000 0.472839015 <= x4085 <= 2000 0.488893356 <= x4086 <= 2000 0.504622126 <= x4087 <= 2000 0.52001485 <= x4088 <= 2000 0.535061277 <= x4089 <= 2000 0.549751388 <= x4090 <= 2000 0.5640754 <= x4091 <= 2000 0.578023773 <= x4092 <= 2000 0.59158722 <= x4093 <= 2000 0.604756707 <= x4094 <= 2000 0.617523465 <= x4095 <= 2000 0.629878992 <= x4096 <= 2000 0.64181506 <= x4097 <= 2000 0.65332372 <= x4098 <= 2000 0.664397309 <= x4099 <= 2000 0.675028451 <= x4100 <= 2000 0.685210068 <= x4101 <= 2000 0.694935378 <= x4102 <= 2000 0.704197906 <= x4103 <= 2000 0.712991484 <= x4104 <= 2000 0.721310254 <= x4105 <= 2000 0.729148679 <= x4106 <= 2000 0.736501537 <= x4107 <= 2000 0.743363932 <= x4108 <= 2000 0.749731294 <= x4109 <= 2000 0.755599383 <= x4110 <= 2000 0.760964291 <= x4111 <= 2000 0.765822446 <= x4112 <= 2000 0.770170612 <= x4113 <= 2000 0.774005894 <= x4114 <= 2000 0.777325737 <= x4115 <= 2000 0.780127932 <= x4116 <= 2000 0.782410611 <= x4117 <= 2000 0.784172254 <= x4118 <= 2000 0.785411689 <= x4119 <= 2000 0.78612809 <= x4120 <= 2000 0.78632098 <= x4121 <= 2000 0.785990231 <= x4122 <= 2000 0.785136063 <= x4123 <= 2000 0.783759044 <= x4124 <= 2000 0.781860092 <= x4125 <= 2000 0.779440471 <= x4126 <= 2000 0.776501792 <= x4127 <= 2000 0.773046014 <= x4128 <= 2000 0.769075436 <= x4129 <= 2000 0.764592702 <= x4130 <= 2000 0.7596008 <= x4131 <= 2000 0.754103051 <= x4132 <= 2000 0.748103119 <= x4133 <= 2000 0.741604997 <= x4134 <= 2000 0.734613014 <= x4135 <= 2000 0.727131826 <= x4136 <= 2000 0.719166414 <= x4137 <= 2000 0.710722084 <= x4138 <= 2000 0.701804459 <= x4139 <= 2000 0.692419476 <= x4140 <= 2000 0.682573387 <= x4141 <= 2000 0.672272747 <= x4142 <= 2000 0.661524417 <= x4143 <= 2000 0.650335553 <= x4144 <= 2000 0.638713608 <= x4145 <= 2000 0.626666321 <= x4146 <= 2000 0.614201714 <= x4147 <= 2000 0.601328087 <= x4148 <= 2000 0.588054015 <= x4149 <= 2000 0.574388337 <= x4150 <= 2000 0.560340152 <= x4151 <= 2000 0.545918817 <= x4152 <= 2000 0.531133935 <= x4153 <= 2000 0.515995352 <= x4154 <= 2000 0.500513149 <= x4155 <= 2000 0.484697636 <= x4156 <= 2000 0.468559346 <= x4157 <= 2000 0.452109025 <= x4158 <= 2000 0.435357628 <= x4159 <= 2000 0.418316311 <= x4160 <= 2000 0.400996423 <= x4161 <= 2000 0.383409496 <= x4162 <= 2000 0.365567243 <= x4163 <= 2000 0.347481546 <= x4164 <= 2000 0.329164448 <= x4165 <= 2000 0.310628148 <= x4166 <= 2000 0.291884989 <= x4167 <= 2000 0.272947454 <= x4168 <= 2000 0.253828153 <= x4169 <= 2000 0.234539818 <= x4170 <= 2000 0.215095296 <= x4171 <= 2000 0.195507533 <= x4172 <= 2000 0.175789575 <= x4173 <= 2000 0.155954553 <= x4174 <= 2000 0.136015674 <= x4175 <= 2000 0.115986218 <= x4176 <= 2000 0.0958795229 <= x4177 <= 2000 0.0757089779 <= x4178 <= 2000 0.0554880155 <= x4179 <= 2000 0.0352301016 <= x4180 <= 2000 0.0149487268 <= x4181 <= 2000 -0.00534260295 <= x4182 <= 2000 -0.0256303749 <= x4183 <= 2000 0.0207070413 <= x4184 <= 2000 0.041400293 <= x4185 <= 2000 0.0620659748 <= x4186 <= 2000 0.0826903246 <= x4187 <= 2000 0.103259608 <= x4188 <= 2000 0.123760127 <= x4189 <= 2000 0.14417823 <= x4190 <= 2000 0.164500319 <= x4191 <= 2000 0.184712862 <= x4192 <= 2000 0.204802397 <= x4193 <= 2000 0.224755548 <= x4194 <= 2000 0.244559025 <= x4195 <= 2000 0.264199642 <= x4196 <= 2000 0.283664319 <= x4197 <= 2000 0.302940094 <= x4198 <= 2000 0.322014129 <= x4199 <= 2000 0.340873724 <= x4200 <= 2000 0.359506319 <= x4201 <= 2000 0.377899506 <= x4202 <= 2000 0.396041036 <= x4203 <= 2000 0.413918828 <= x4204 <= 2000 0.431520977 <= x4205 <= 2000 0.44883576 <= x4206 <= 2000 0.465851647 <= x4207 <= 2000 0.482557307 <= x4208 <= 2000 0.498941614 <= x4209 <= 2000 0.514993659 <= x4210 <= 2000 0.530702751 <= x4211 <= 2000 0.546058428 <= x4212 <= 2000 0.561050466 <= x4213 <= 2000 0.57566888 <= x4214 <= 2000 0.589903935 <= x4215 <= 2000 0.603746152 <= x4216 <= 2000 0.617186313 <= x4217 <= 2000 0.630215467 <= x4218 <= 2000 0.642824938 <= x4219 <= 2000 0.655006329 <= x4220 <= 2000 0.666751527 <= x4221 <= 2000 0.678052712 <= x4222 <= 2000 0.688902357 <= x4223 <= 2000 0.699293237 <= x4224 <= 2000 0.709218432 <= x4225 <= 2000 0.718671334 <= x4226 <= 2000 0.727645646 <= x4227 <= 2000 0.736135393 <= x4228 <= 2000 0.744134921 <= x4229 <= 2000 0.751638902 <= x4230 <= 2000 0.758642341 <= x4231 <= 2000 0.765140572 <= x4232 <= 2000 0.771129268 <= x4233 <= 2000 0.776604442 <= x4234 <= 2000 0.781562447 <= x4235 <= 2000 0.785999981 <= x4236 <= 2000 0.789914089 <= x4237 <= 2000 0.793302166 <= x4238 <= 2000 0.796161954 <= x4239 <= 2000 0.798491549 <= x4240 <= 2000 0.800289399 <= x4241 <= 2000 0.801554309 <= x4242 <= 2000 0.802285434 <= x4243 <= 2000 0.802482289 <= x4244 <= 2000 0.802144742 <= x4245 <= 2000 0.801273017 <= x4246 <= 2000 0.799867697 <= x4247 <= 2000 0.797929715 <= x4248 <= 2000 0.795460364 <= x4249 <= 2000 0.792461286 <= x4250 <= 2000 0.788934481 <= x4251 <= 2000 0.784882295 <= x4252 <= 2000 0.780307428 <= x4253 <= 2000 0.775212926 <= x4254 <= 2000 0.769602182 <= x4255 <= 2000 0.763478933 <= x4256 <= 2000 0.756847255 <= x4257 <= 2000 0.749711565 <= x4258 <= 2000 0.742076615 <= x4259 <= 2000 0.73394749 <= x4260 <= 2000 0.725329603 <= x4261 <= 2000 0.716228693 <= x4262 <= 2000 0.70665082 <= x4263 <= 2000 0.696602363 <= x4264 <= 2000 0.686090014 <= x4265 <= 2000 0.675120773 <= x4266 <= 2000 0.663701944 <= x4267 <= 2000 0.651841132 <= x4268 <= 2000 0.639546236 <= x4269 <= 2000 0.626825443 <= x4270 <= 2000 0.613687224 <= x4271 <= 2000 0.600140329 <= x4272 <= 2000 0.586193779 <= x4273 <= 2000 0.571856861 <= x4274 <= 2000 0.557139124 <= x4275 <= 2000 0.542050367 <= x4276 <= 2000 0.526600639 <= x4277 <= 2000 0.51080023 <= x4278 <= 2000 0.49465966 <= x4279 <= 2000 0.478189678 <= x4280 <= 2000 0.461401252 <= x4281 <= 2000 0.444305563 <= x4282 <= 2000 0.426913995 <= x4283 <= 2000 0.409238129 <= x4284 <= 2000 0.391289737 <= x4285 <= 2000 0.373080771 <= x4286 <= 2000 0.354623357 <= x4287 <= 2000 0.335929787 <= x4288 <= 2000 0.317012509 <= x4289 <= 2000 0.297884121 <= x4290 <= 2000 0.278557361 <= x4291 <= 2000 0.2590451 <= x4292 <= 2000 0.239360331 <= x4293 <= 2000 0.219516164 <= x4294 <= 2000 0.199525813 <= x4295 <= 2000 0.17940259 <= x4296 <= 2000 0.159159897 <= x4297 <= 2000 0.138811214 <= x4298 <= 2000 0.118370091 <= x4299 <= 2000 0.0978501412 <= x4300 <= 2000 0.0772650296 <= x4301 <= 2000 0.0566284644 <= x4302 <= 2000 0.0359541883 <= x4303 <= 2000 0.015255969 <= x4304 <= 2000 -0.00545240983 <= x4305 <= 2000 -0.0261571577 <= x4306 <= 2000 0.0211093986 <= x4307 <= 2000 0.0422047397 <= x4308 <= 2000 0.0632719751 <= x4309 <= 2000 0.0842970755 <= x4310 <= 2000 0.105266039 <= x4311 <= 2000 0.126164903 <= x4312 <= 2000 0.146979749 <= x4313 <= 2000 0.167696715 <= x4314 <= 2000 0.188302006 <= x4315 <= 2000 0.208781901 <= x4316 <= 2000 0.22912276 <= x4317 <= 2000 0.249311037 <= x4318 <= 2000 0.26933329 <= x4319 <= 2000 0.289176184 <= x4320 <= 2000 0.308826505 <= x4321 <= 2000 0.328271167 <= x4322 <= 2000 0.347497222 <= x4323 <= 2000 0.366491866 <= x4324 <= 2000 0.385242449 <= x4325 <= 2000 0.403736486 <= x4326 <= 2000 0.421961661 <= x4327 <= 2000 0.439905835 <= x4328 <= 2000 0.457557061 <= x4329 <= 2000 0.474903583 <= x4330 <= 2000 0.49193385 <= x4331 <= 2000 0.50863652 <= x4332 <= 2000 0.525000471 <= x4333 <= 2000 0.541014805 <= x4334 <= 2000 0.556668857 <= x4335 <= 2000 0.571952204 <= x4336 <= 2000 0.586854668 <= x4337 <= 2000 0.601366324 <= x4338 <= 2000 0.615477508 <= x4339 <= 2000 0.629178824 <= x4340 <= 2000 0.642461147 <= x4341 <= 2000 0.655315632 <= x4342 <= 2000 0.667733718 <= x4343 <= 2000 0.679707137 <= x4344 <= 2000 0.691227914 <= x4345 <= 2000 0.702288378 <= x4346 <= 2000 0.712881163 <= x4347 <= 2000 0.722999214 <= x4348 <= 2000 0.732635794 <= x4349 <= 2000 0.741784486 <= x4350 <= 2000 0.750439197 <= x4351 <= 2000 0.758594163 <= x4352 <= 2000 0.766243954 <= x4353 <= 2000 0.773383476 <= x4354 <= 2000 0.780007973 <= x4355 <= 2000 0.786113036 <= x4356 <= 2000 0.791694597 <= x4357 <= 2000 0.796748941 <= x4358 <= 2000 0.8012727 <= x4359 <= 2000 0.805262864 <= x4360 <= 2000 0.808716774 <= x4361 <= 2000 0.81163213 <= x4362 <= 2000 0.814006991 <= x4363 <= 2000 0.815839776 <= x4364 <= 2000 0.817129264 <= x4365 <= 2000 0.817874595 <= x4366 <= 2000 0.818075275 <= x4367 <= 2000 0.817731169 <= x4368 <= 2000 0.816842506 <= x4369 <= 2000 0.815409879 <= x4370 <= 2000 0.813434241 <= x4371 <= 2000 0.810916907 <= x4372 <= 2000 0.807859555 <= x4373 <= 2000 0.80426422 <= x4374 <= 2000 0.800133297 <= x4375 <= 2000 0.795469536 <= x4376 <= 2000 0.790276043 <= x4377 <= 2000 0.784556277 <= x4378 <= 2000 0.778314047 <= x4379 <= 2000 0.771553509 <= x4380 <= 2000 0.764279167 <= x4381 <= 2000 0.756495863 <= x4382 <= 2000 0.748208781 <= x4383 <= 2000 0.73942344 <= x4384 <= 2000 0.730145691 <= x4385 <= 2000 0.720381711 <= x4386 <= 2000 0.710138003 <= x4387 <= 2000 0.699421389 <= x4388 <= 2000 0.688239005 <= x4389 <= 2000 0.676598297 <= x4390 <= 2000 0.664507019 <= x4391 <= 2000 0.651973221 <= x4392 <= 2000 0.639005251 <= x4393 <= 2000 0.625611745 <= x4394 <= 2000 0.611801621 <= x4395 <= 2000 0.597584076 <= x4396 <= 2000 0.582968579 <= x4397 <= 2000 0.567964861 <= x4398 <= 2000 0.552582916 <= x4399 <= 2000 0.536832986 <= x4400 <= 2000 0.520725559 <= x4401 <= 2000 0.504271362 <= x4402 <= 2000 0.487481353 <= x4403 <= 2000 0.470366713 <= x4404 <= 2000 0.452938838 <= x4405 <= 2000 0.435209336 <= x4406 <= 2000 0.417190011 <= x4407 <= 2000 0.398892865 <= x4408 <= 2000 0.380330082 <= x4409 <= 2000 0.361514023 <= x4410 <= 2000 0.342457219 <= x4411 <= 2000 0.32317236 <= x4412 <= 2000 0.30367229 <= x4413 <= 2000 0.283969993 <= x4414 <= 2000 0.26407859 <= x4415 <= 2000 0.244011328 <= x4416 <= 2000 0.223781569 <= x4417 <= 2000 0.203402787 <= x4418 <= 2000 0.182888551 <= x4419 <= 2000 0.162252524 <= x4420 <= 2000 0.141508446 <= x4421 <= 2000 0.120670133 <= x4422 <= 2000 0.0997514616 <= x4423 <= 2000 0.0787663619 <= x4424 <= 2000 0.0577288088 <= x4425 <= 2000 0.036652812 <= x4426 <= 2000 0.0155524068 <= x4427 <= 2000 -0.00555835529 <= x4428 <= 2000 -0.0266654159 <= x4429 <= 2000 0.0214968061 <= x4430 <= 2000 0.0429792968 <= x4431 <= 2000 0.0644331659 <= x4432 <= 2000 0.0858441267 <= x4433 <= 2000 0.107197921 <= x4434 <= 2000 0.128480328 <= x4435 <= 2000 0.149677176 <= x4436 <= 2000 0.170774348 <= x4437 <= 2000 0.191757795 <= x4438 <= 2000 0.212613544 <= x4439 <= 2000 0.233327706 <= x4440 <= 2000 0.253886486 <= x4441 <= 2000 0.274276195 <= x4442 <= 2000 0.294483253 <= x4443 <= 2000 0.314494204 <= x4444 <= 2000 0.334295722 <= x4445 <= 2000 0.35387462 <= x4446 <= 2000 0.373217861 <= x4447 <= 2000 0.392312562 <= x4448 <= 2000 0.411146008 <= x4449 <= 2000 0.429705658 <= x4450 <= 2000 0.447979151 <= x4451 <= 2000 0.465954318 <= x4452 <= 2000 0.48361919 <= x4453 <= 2000 0.500962003 <= x4454 <= 2000 0.517971206 <= x4455 <= 2000 0.534635474 <= x4456 <= 2000 0.550943709 <= x4457 <= 2000 0.566885051 <= x4458 <= 2000 0.582448884 <= x4459 <= 2000 0.597624843 <= x4460 <= 2000 0.612402822 <= x4461 <= 2000 0.62677298 <= x4462 <= 2000 0.640725747 <= x4463 <= 2000 0.654251832 <= x4464 <= 2000 0.667342228 <= x4465 <= 2000 0.679988216 <= x4466 <= 2000 0.692181375 <= x4467 <= 2000 0.703913586 <= x4468 <= 2000 0.715177035 <= x4469 <= 2000 0.725964223 <= x4470 <= 2000 0.736267964 <= x4471 <= 2000 0.746081399 <= x4472 <= 2000 0.755397991 <= x4473 <= 2000 0.764211536 <= x4474 <= 2000 0.772516165 <= x4475 <= 2000 0.780306348 <= x4476 <= 2000 0.787576897 <= x4477 <= 2000 0.79432297 <= x4478 <= 2000 0.800540074 <= x4479 <= 2000 0.806224071 <= x4480 <= 2000 0.811371174 <= x4481 <= 2000 0.815977955 <= x4482 <= 2000 0.820041347 <= x4483 <= 2000 0.823558645 <= x4484 <= 2000 0.826527505 <= x4485 <= 2000 0.82894595 <= x4486 <= 2000 0.830812371 <= x4487 <= 2000 0.832125524 <= x4488 <= 2000 0.832884534 <= x4489 <= 2000 0.833088897 <= x4490 <= 2000 0.832738476 <= x4491 <= 2000 0.831833504 <= x4492 <= 2000 0.830374584 <= x4493 <= 2000 0.828362688 <= x4494 <= 2000 0.825799156 <= x4495 <= 2000 0.822685694 <= x4496 <= 2000 0.819024376 <= x4497 <= 2000 0.814817641 <= x4498 <= 2000 0.810068289 <= x4499 <= 2000 0.804779483 <= x4500 <= 2000 0.798954746 <= x4501 <= 2000 0.792597956 <= x4502 <= 2000 0.785713346 <= x4503 <= 2000 0.778305502 <= x4504 <= 2000 0.770379356 <= x4505 <= 2000 0.761940187 <= x4506 <= 2000 0.752993614 <= x4507 <= 2000 0.743545596 <= x4508 <= 2000 0.733602424 <= x4509 <= 2000 0.72317072 <= x4510 <= 2000 0.71225743 <= x4511 <= 2000 0.700869823 <= x4512 <= 2000 0.689015481 <= x4513 <= 2000 0.676702299 <= x4514 <= 2000 0.663938476 <= x4515 <= 2000 0.650732513 <= x4516 <= 2000 0.637093204 <= x4517 <= 2000 0.623029632 <= x4518 <= 2000 0.608551161 <= x4519 <= 2000 0.593667435 <= x4520 <= 2000 0.578388364 <= x4521 <= 2000 0.562724123 <= x4522 <= 2000 0.546685144 <= x4523 <= 2000 0.530282108 <= x4524 <= 2000 0.513525938 <= x4525 <= 2000 0.496427792 <= x4526 <= 2000 0.478999058 <= x4527 <= 2000 0.46125134 <= x4528 <= 2000 0.443196459 <= x4529 <= 2000 0.424846437 <= x4530 <= 2000 0.406213495 <= x4531 <= 2000 0.387310041 <= x4532 <= 2000 0.368148663 <= x4533 <= 2000 0.348742121 <= x4534 <= 2000 0.32910334 <= x4535 <= 2000 0.309245396 <= x4536 <= 2000 0.289181516 <= x4537 <= 2000 0.268925058 <= x4538 <= 2000 0.248489514 <= x4539 <= 2000 0.227888492 <= x4540 <= 2000 0.207135711 <= x4541 <= 2000 0.18624499 <= x4542 <= 2000 0.165230242 <= x4543 <= 2000 0.144105462 <= x4544 <= 2000 0.122884716 <= x4545 <= 2000 0.101582137 <= x4546 <= 2000 0.0802119114 <= x4547 <= 2000 0.0587882693 <= x4548 <= 2000 0.037325478 <= x4549 <= 2000 0.0158378304 <= x4550 <= 2000 -0.00566036429 <= x4551 <= 2000 -0.0271547895 <= x4552 <= 2000 0.0218689895 <= x4553 <= 2000 0.0437234157 <= x4554 <= 2000 0.0655487249 <= x4555 <= 2000 0.0873303828 <= x4556 <= 2000 0.109053884 <= x4557 <= 2000 0.130704763 <= x4558 <= 2000 0.1522686 <= x4559 <= 2000 0.173731037 <= x4560 <= 2000 0.19507778 <= x4561 <= 2000 0.216294613 <= x4562 <= 2000 0.237367408 <= x4563 <= 2000 0.258282131 <= x4564 <= 2000 0.279024856 <= x4565 <= 2000 0.299581767 <= x4566 <= 2000 0.319939176 <= x4567 <= 2000 0.340083526 <= x4568 <= 2000 0.360001403 <= x4569 <= 2000 0.379679541 <= x4570 <= 2000 0.399104837 <= x4571 <= 2000 0.418264355 <= x4572 <= 2000 0.437145336 <= x4573 <= 2000 0.455735205 <= x4574 <= 2000 0.474021585 <= x4575 <= 2000 0.491992296 <= x4576 <= 2000 0.509635372 <= x4577 <= 2000 0.526939063 <= x4578 <= 2000 0.543891847 <= x4579 <= 2000 0.560482433 <= x4580 <= 2000 0.576699774 <= x4581 <= 2000 0.59253307 <= x4582 <= 2000 0.607971777 <= x4583 <= 2000 0.623005614 <= x4584 <= 2000 0.637624568 <= x4585 <= 2000 0.651818906 <= x4586 <= 2000 0.665579174 <= x4587 <= 2000 0.678896209 <= x4588 <= 2000 0.691761142 <= x4589 <= 2000 0.704165407 <= x4590 <= 2000 0.716100743 <= x4591 <= 2000 0.727559201 <= x4592 <= 2000 0.738533151 <= x4593 <= 2000 0.749015286 <= x4594 <= 2000 0.758998625 <= x4595 <= 2000 0.768476519 <= x4596 <= 2000 0.777442657 <= x4597 <= 2000 0.785891067 <= x4598 <= 2000 0.793816125 <= x4599 <= 2000 0.801212552 <= x4600 <= 2000 0.808075423 <= x4601 <= 2000 0.814400167 <= x4602 <= 2000 0.820182573 <= x4603 <= 2000 0.825418789 <= x4604 <= 2000 0.83010533 <= x4605 <= 2000 0.834239074 <= x4606 <= 2000 0.837817267 <= x4607 <= 2000 0.840837528 <= x4608 <= 2000 0.843297846 <= x4609 <= 2000 0.84519658 <= x4610 <= 2000 0.846532468 <= x4611 <= 2000 0.84730462 <= x4612 <= 2000 0.847512521 <= x4613 <= 2000 0.847156033 <= x4614 <= 2000 0.846235393 <= x4615 <= 2000 0.844751214 <= x4616 <= 2000 0.842704485 <= x4617 <= 2000 0.840096569 <= x4618 <= 2000 0.836929203 <= x4619 <= 2000 0.833204495 <= x4620 <= 2000 0.828924927 <= x4621 <= 2000 0.824093347 <= x4622 <= 2000 0.818712974 <= x4623 <= 2000 0.812787391 <= x4624 <= 2000 0.806320543 <= x4625 <= 2000 0.799316737 <= x4626 <= 2000 0.791780638 <= x4627 <= 2000 0.783717263 <= x4628 <= 2000 0.775131983 <= x4629 <= 2000 0.766030514 <= x4630 <= 2000 0.756418919 <= x4631 <= 2000 0.746303596 <= x4632 <= 2000 0.735691284 <= x4633 <= 2000 0.724589048 <= x4634 <= 2000 0.713004282 <= x4635 <= 2000 0.7009447 <= x4636 <= 2000 0.688418335 <= x4637 <= 2000 0.675433527 <= x4638 <= 2000 0.661998923 <= x4639 <= 2000 0.648123471 <= x4640 <= 2000 0.63381641 <= x4641 <= 2000 0.619087267 <= x4642 <= 2000 0.603945853 <= x4643 <= 2000 0.588402249 <= x4644 <= 2000 0.572466806 <= x4645 <= 2000 0.556150138 <= x4646 <= 2000 0.539463109 <= x4647 <= 2000 0.522416832 <= x4648 <= 2000 0.505022659 <= x4649 <= 2000 0.487292173 <= x4650 <= 2000 0.469237182 <= x4651 <= 2000 0.450869709 <= x4652 <= 2000 0.432201985 <= x4653 <= 2000 0.413246443 <= x4654 <= 2000 0.394015705 <= x4655 <= 2000 0.374522578 <= x4656 <= 2000 0.354780043 <= x4657 <= 2000 0.334801246 <= x4658 <= 2000 0.314599494 <= x4659 <= 2000 0.294188239 <= x4660 <= 2000 0.273581073 <= x4661 <= 2000 0.252791719 <= x4662 <= 2000 0.231834023 <= x4663 <= 2000 0.21072194 <= x4664 <= 2000 0.189469529 <= x4665 <= 2000 0.168090944 <= x4666 <= 2000 0.146600421 <= x4667 <= 2000 0.125012272 <= x4668 <= 2000 0.103340872 <= x4669 <= 2000 0.0816006545 <= x4670 <= 2000 0.0598060958 <= x4671 <= 2000 0.03797171 <= x4672 <= 2000 0.0161120375 <= x4673 <= 2000 -0.00575836459 <= x4674 <= 2000 -0.027624932 <= x4675 <= 2000 0.0222256852 <= x4676 <= 2000 0.0444365695 <= x4677 <= 2000 0.0666178619 <= x4678 <= 2000 0.088754791 <= x4679 <= 2000 0.110832615 <= x4680 <= 2000 0.132836632 <= x4681 <= 2000 0.154752188 <= x4682 <= 2000 0.176564689 <= x4683 <= 2000 0.198259609 <= x4684 <= 2000 0.219822501 <= x4685 <= 2000 0.241239005 <= x4686 <= 2000 0.26249486 <= x4687 <= 2000 0.28357591 <= x4688 <= 2000 0.304468116 <= x4689 <= 2000 0.325157566 <= x4690 <= 2000 0.345630482 <= x4691 <= 2000 0.36587323 <= x4692 <= 2000 0.38587233 <= x4693 <= 2000 0.405614464 <= x4694 <= 2000 0.425086485 <= x4695 <= 2000 0.444275425 <= x4696 <= 2000 0.463168506 <= x4697 <= 2000 0.481753146 <= x4698 <= 2000 0.50001697 <= x4699 <= 2000 0.517947815 <= x4700 <= 2000 0.535533739 <= x4701 <= 2000 0.552763032 <= x4702 <= 2000 0.569624221 <= x4703 <= 2000 0.586106076 <= x4704 <= 2000 0.602197622 <= x4705 <= 2000 0.617888143 <= x4706 <= 2000 0.63316719 <= x4707 <= 2000 0.648024588 <= x4708 <= 2000 0.662450443 <= x4709 <= 2000 0.676435149 <= x4710 <= 2000 0.689969392 <= x4711 <= 2000 0.70304416 <= x4712 <= 2000 0.715650745 <= x4713 <= 2000 0.727780753 <= x4714 <= 2000 0.739426106 <= x4715 <= 2000 0.750579048 <= x4716 <= 2000 0.761232152 <= x4717 <= 2000 0.771378324 <= x4718 <= 2000 0.781010808 <= x4719 <= 2000 0.790123189 <= x4720 <= 2000 0.798709398 <= x4721 <= 2000 0.806763718 <= x4722 <= 2000 0.814280785 <= x4723 <= 2000 0.821255593 <= x4724 <= 2000 0.827683497 <= x4725 <= 2000 0.833560217 <= x4726 <= 2000 0.83888184 <= x4727 <= 2000 0.84364482 <= x4728 <= 2000 0.847845988 <= x4729 <= 2000 0.851482544 <= x4730 <= 2000 0.854552067 <= x4731 <= 2000 0.857052513 <= x4732 <= 2000 0.858982218 <= x4733 <= 2000 0.860339895 <= x4734 <= 2000 0.86112464 <= x4735 <= 2000 0.861335932 <= x4736 <= 2000 0.86097363 <= x4737 <= 2000 0.860037973 <= x4738 <= 2000 0.858529587 <= x4739 <= 2000 0.856449475 <= x4740 <= 2000 0.853799023 <= x4741 <= 2000 0.850579995 <= x4742 <= 2000 0.846794535 <= x4743 <= 2000 0.842445164 <= x4744 <= 2000 0.837534778 <= x4745 <= 2000 0.832066649 <= x4746 <= 2000 0.826044415 <= x4747 <= 2000 0.81947209 <= x4748 <= 2000 0.812354048 <= x4749 <= 2000 0.80469503 <= x4750 <= 2000 0.796500138 <= x4751 <= 2000 0.787774827 <= x4752 <= 2000 0.778524908 <= x4753 <= 2000 0.768756542 <= x4754 <= 2000 0.758476233 <= x4755 <= 2000 0.747690827 <= x4756 <= 2000 0.736407507 <= x4757 <= 2000 0.724633787 <= x4758 <= 2000 0.712377507 <= x4759 <= 2000 0.69964683 <= x4760 <= 2000 0.686450232 <= x4761 <= 2000 0.672796503 <= x4762 <= 2000 0.658694734 <= x4763 <= 2000 0.644154316 <= x4764 <= 2000 0.629184933 <= x4765 <= 2000 0.613796553 <= x4766 <= 2000 0.597999424 <= x4767 <= 2000 0.581804066 <= x4768 <= 2000 0.565221263 <= x4769 <= 2000 0.548262059 <= x4770 <= 2000 0.530937748 <= x4771 <= 2000 0.513259866 <= x4772 <= 2000 0.495240186 <= x4773 <= 2000 0.476890707 <= x4774 <= 2000 0.45822365 <= x4775 <= 2000 0.439251446 <= x4776 <= 2000 0.419986728 <= x4777 <= 2000 0.400442325 <= x4778 <= 2000 0.380631254 <= x4779 <= 2000 0.360566707 <= x4780 <= 2000 0.340262045 <= x4781 <= 2000 0.319730791 <= x4782 <= 2000 0.298986616 <= x4783 <= 2000 0.278043336 <= x4784 <= 2000 0.256914896 <= x4785 <= 2000 0.235615368 <= x4786 <= 2000 0.214158934 <= x4787 <= 2000 0.192559885 <= x4788 <= 2000 0.170832603 <= x4789 <= 2000 0.148991558 <= x4790 <= 2000 0.127051293 <= x4791 <= 2000 0.105026421 <= x4792 <= 2000 0.0829316076 <= x4793 <= 2000 0.0607815672 <= x4794 <= 2000 0.0385910502 <= x4795 <= 2000 0.016374834 <= x4796 <= 2000 -0.0058522868 <= x4797 <= 2000 -0.0280755103 <= x4798 <= 2000 0.0225666405 <= x4799 <= 2000 0.0451182531 <= x4800 <= 2000 0.0676398198 <= x4801 <= 2000 0.0901163427 <= x4802 <= 2000 0.112532854 <= x4803 <= 2000 0.134874425 <= x4804 <= 2000 0.157126179 <= x4805 <= 2000 0.179273297 <= x4806 <= 2000 0.20130103 <= x4807 <= 2000 0.22319471 <= x4808 <= 2000 0.244939756 <= x4809 <= 2000 0.266521688 <= x4810 <= 2000 0.287926134 <= x4811 <= 2000 0.309138839 <= x4812 <= 2000 0.330145678 <= x4813 <= 2000 0.350932661 <= x4814 <= 2000 0.371485945 <= x4815 <= 2000 0.391791843 <= x4816 <= 2000 0.411836833 <= x4817 <= 2000 0.431607566 <= x4818 <= 2000 0.451090876 <= x4819 <= 2000 0.470273788 <= x4820 <= 2000 0.489143528 <= x4821 <= 2000 0.50768753 <= x4822 <= 2000 0.525893445 <= x4823 <= 2000 0.543749148 <= x4824 <= 2000 0.561242748 <= x4825 <= 2000 0.578362598 <= x4826 <= 2000 0.595097294 <= x4827 <= 2000 0.611435694 <= x4828 <= 2000 0.627366917 <= x4829 <= 2000 0.642880354 <= x4830 <= 2000 0.657965674 <= x4831 <= 2000 0.67261283 <= x4832 <= 2000 0.68681207 <= x4833 <= 2000 0.700553936 <= x4834 <= 2000 0.713829279 <= x4835 <= 2000 0.726629257 <= x4836 <= 2000 0.738945346 <= x4837 <= 2000 0.750769345 <= x4838 <= 2000 0.76209338 <= x4839 <= 2000 0.772909909 <= x4840 <= 2000 0.78321173 <= x4841 <= 2000 0.792991982 <= x4842 <= 2000 0.802244152 <= x4843 <= 2000 0.810962079 <= x4844 <= 2000 0.819139957 <= x4845 <= 2000 0.82677234 <= x4846 <= 2000 0.833854146 <= x4847 <= 2000 0.840380658 <= x4848 <= 2000 0.84634753 <= x4849 <= 2000 0.85175079 <= x4850 <= 2000 0.856586837 <= x4851 <= 2000 0.860852453 <= x4852 <= 2000 0.864544796 <= x4853 <= 2000 0.867661408 <= x4854 <= 2000 0.870200212 <= x4855 <= 2000 0.87215952 <= x4856 <= 2000 0.873538024 <= x4857 <= 2000 0.874334808 <= x4858 <= 2000 0.874549342 <= x4859 <= 2000 0.874181481 <= x4860 <= 2000 0.873231471 <= x4861 <= 2000 0.871699945 <= x4862 <= 2000 0.869587923 <= x4863 <= 2000 0.866896811 <= x4864 <= 2000 0.863628401 <= x4865 <= 2000 0.85978487 <= x4866 <= 2000 0.855368777 <= x4867 <= 2000 0.850383064 <= x4868 <= 2000 0.844831049 <= x4869 <= 2000 0.838716432 <= x4870 <= 2000 0.832043283 <= x4871 <= 2000 0.824816046 <= x4872 <= 2000 0.817039534 <= x4873 <= 2000 0.808718927 <= x4874 <= 2000 0.799859764 <= x4875 <= 2000 0.790467947 <= x4876 <= 2000 0.780549728 <= x4877 <= 2000 0.770111713 <= x4878 <= 2000 0.759160852 <= x4879 <= 2000 0.74770444 <= x4880 <= 2000 0.735750104 <= x4881 <= 2000 0.723305805 <= x4882 <= 2000 0.710379831 <= x4883 <= 2000 0.69698079 <= x4884 <= 2000 0.683117604 <= x4885 <= 2000 0.668799505 <= x4886 <= 2000 0.654036029 <= x4887 <= 2000 0.638837007 <= x4888 <= 2000 0.62321256 <= x4889 <= 2000 0.607173094 <= x4890 <= 2000 0.590729289 <= x4891 <= 2000 0.573892096 <= x4892 <= 2000 0.556672728 <= x4893 <= 2000 0.539082651 <= x4894 <= 2000 0.52113358 <= x4895 <= 2000 0.502837467 <= x4896 <= 2000 0.484206497 <= x4897 <= 2000 0.465253076 <= x4898 <= 2000 0.445989826 <= x4899 <= 2000 0.426429576 <= x4900 <= 2000 0.406585351 <= x4901 <= 2000 0.386470366 <= x4902 <= 2000 0.366098016 <= x4903 <= 2000 0.345481869 <= x4904 <= 2000 0.324635653 <= x4905 <= 2000 0.30357325 <= x4906 <= 2000 0.282308687 <= x4907 <= 2000 0.260856125 <= x4908 <= 2000 0.239229849 <= x4909 <= 2000 0.217444261 <= x4910 <= 2000 0.195513869 <= x4911 <= 2000 0.173453278 <= x4912 <= 2000 0.151277177 <= x4913 <= 2000 0.129000336 <= x4914 <= 2000 0.106637589 <= x4915 <= 2000 0.0842038282 <= x4916 <= 2000 0.0617139929 <= x4917 <= 2000 0.03918306 <= x4918 <= 2000 0.0166260338 <= x4919 <= 2000 -0.00594206438 <= x4920 <= 2000 -0.0285062055 <= x4921 <= 2000 0.022891614 <= x4922 <= 2000 0.0457679837 <= x4923 <= 2000 0.0686138749 <= x4924 <= 2000 0.0914140736 <= x4925 <= 2000 0.114153396 <= x4926 <= 2000 0.1368167 <= x4927 <= 2000 0.159388893 <= x4928 <= 2000 0.181854943 <= x4929 <= 2000 0.204199889 <= x4930 <= 2000 0.226408851 <= x4931 <= 2000 0.24846704 <= x4932 <= 2000 0.270359765 <= x4933 <= 2000 0.292072448 <= x4934 <= 2000 0.313590629 <= x4935 <= 2000 0.334899979 <= x4936 <= 2000 0.355986307 <= x4937 <= 2000 0.376835571 <= x4938 <= 2000 0.397433887 <= x4939 <= 2000 0.417767537 <= x4940 <= 2000 0.437822981 <= x4941 <= 2000 0.457586862 <= x4942 <= 2000 0.47704602 <= x4943 <= 2000 0.496187496 <= x4944 <= 2000 0.514998543 <= x4945 <= 2000 0.533466634 <= x4946 <= 2000 0.55157947 <= x4947 <= 2000 0.56932499 <= x4948 <= 2000 0.586691375 <= x4949 <= 2000 0.603667062 <= x4950 <= 2000 0.620240745 <= x4951 <= 2000 0.636401387 <= x4952 <= 2000 0.652138227 <= x4953 <= 2000 0.667440785 <= x4954 <= 2000 0.682298869 <= x4955 <= 2000 0.696702586 <= x4956 <= 2000 0.710642344 <= x4957 <= 2000 0.72410886 <= x4958 <= 2000 0.737093166 <= x4959 <= 2000 0.749586614 <= x4960 <= 2000 0.761580886 <= x4961 <= 2000 0.773067994 <= x4962 <= 2000 0.784040288 <= x4963 <= 2000 0.794490461 <= x4964 <= 2000 0.804411555 <= x4965 <= 2000 0.813796962 <= x4966 <= 2000 0.822640432 <= x4967 <= 2000 0.830936077 <= x4968 <= 2000 0.838678371 <= x4969 <= 2000 0.845862159 <= x4970 <= 2000 0.852482657 <= x4971 <= 2000 0.858535456 <= x4972 <= 2000 0.864016526 <= x4973 <= 2000 0.868922215 <= x4974 <= 2000 0.873249259 <= x4975 <= 2000 0.876994774 <= x4976 <= 2000 0.880156267 <= x4977 <= 2000 0.882731632 <= x4978 <= 2000 0.884719154 <= x4979 <= 2000 0.88611751 <= x4980 <= 2000 0.886925768 <= x4981 <= 2000 0.887143391 <= x4982 <= 2000 0.886770233 <= x4983 <= 2000 0.885806542 <= x4984 <= 2000 0.884252962 <= x4985 <= 2000 0.882110525 <= x4986 <= 2000 0.879380659 <= x4987 <= 2000 0.876065182 <= x4988 <= 2000 0.872166302 <= x4989 <= 2000 0.867686615 <= x4990 <= 2000 0.862629104 <= x4991 <= 2000 0.856997137 <= x4992 <= 2000 0.850794465 <= x4993 <= 2000 0.844025218 <= x4994 <= 2000 0.836693905 <= x4995 <= 2000 0.828805407 <= x4996 <= 2000 0.820364978 <= x4997 <= 2000 0.811378238 <= x4998 <= 2000 0.801851172 <= x4999 <= 2000 0.791790125 <= x5000 <= 2000 0.781201796 <= x5001 <= 2000 0.770093236 <= x5002 <= 2000 0.758471844 <= x5003 <= 2000 0.746345358 <= x5004 <= 2000 0.733721854 <= x5005 <= 2000 0.720609738 <= x5006 <= 2000 0.707017743 <= x5007 <= 2000 0.692954918 <= x5008 <= 2000 0.67843063 <= x5009 <= 2000 0.663454551 <= x5010 <= 2000 0.648036653 <= x5011 <= 2000 0.632187205 <= x5012 <= 2000 0.61591676 <= x5013 <= 2000 0.599236154 <= x5014 <= 2000 0.582156495 <= x5015 <= 2000 0.564689158 <= x5016 <= 2000 0.546845773 <= x5017 <= 2000 0.528638224 <= x5018 <= 2000 0.510078636 <= x5019 <= 2000 0.491179368 <= x5020 <= 2000 0.471953007 <= x5021 <= 2000 0.452412354 <= x5022 <= 2000 0.432570424 <= x5023 <= 2000 0.41244043 <= x5024 <= 2000 0.392035777 <= x5025 <= 2000 0.371370053 <= x5026 <= 2000 0.350457021 <= x5027 <= 2000 0.329310606 <= x5028 <= 2000 0.307944892 <= x5029 <= 2000 0.286374106 <= x5030 <= 2000 0.264612614 <= x5031 <= 2000 0.242674906 <= x5032 <= 2000 0.220575592 <= x5033 <= 2000 0.198329389 <= x5034 <= 2000 0.175951112 <= x5035 <= 2000 0.153455662 <= x5036 <= 2000 0.130858021 <= x5037 <= 2000 0.108173236 <= x5038 <= 2000 0.0854164152 <= x5039 <= 2000 0.0626027124 <= x5040 <= 2000 0.0397473202 <= x5041 <= 2000 0.0168654589 <= x5042 <= 2000 -0.00602763377 <= x5043 <= 2000 -0.0289167124 <= x5044 <= 2000 0.0232003756 <= x5045 <= 2000 0.0463853013 <= x5046 <= 2000 0.0695393373 <= x5047 <= 2000 0.0926470645 <= x5048 <= 2000 0.115693095 <= x5049 <= 2000 0.138662081 <= x5050 <= 2000 0.161538727 <= x5051 <= 2000 0.184307798 <= x5052 <= 2000 0.206954133 <= x5053 <= 2000 0.229462649 <= x5054 <= 2000 0.251818357 <= x5055 <= 2000 0.274006371 <= x5056 <= 2000 0.296011914 <= x5057 <= 2000 0.317820332 <= x5058 <= 2000 0.339417103 <= x5059 <= 2000 0.360787843 <= x5060 <= 2000 0.381918321 <= x5061 <= 2000 0.402794466 <= x5062 <= 2000 0.423402376 <= x5063 <= 2000 0.443728327 <= x5064 <= 2000 0.463758784 <= x5065 <= 2000 0.483480406 <= x5066 <= 2000 0.502880062 <= x5067 <= 2000 0.521944832 <= x5068 <= 2000 0.54066202 <= x5069 <= 2000 0.559019162 <= x5070 <= 2000 0.577004032 <= x5071 <= 2000 0.594604655 <= x5072 <= 2000 0.61180931 <= x5073 <= 2000 0.628606538 <= x5074 <= 2000 0.644985155 <= x5075 <= 2000 0.660934253 <= x5076 <= 2000 0.676443211 <= x5077 <= 2000 0.691501701 <= x5078 <= 2000 0.706099695 <= x5079 <= 2000 0.720227472 <= x5080 <= 2000 0.733875624 <= x5081 <= 2000 0.747035062 <= x5082 <= 2000 0.759697022 <= x5083 <= 2000 0.771853072 <= x5084 <= 2000 0.783495118 <= x5085 <= 2000 0.794615406 <= x5086 <= 2000 0.805206531 <= x5087 <= 2000 0.81526144 <= x5088 <= 2000 0.824773437 <= x5089 <= 2000 0.833736188 <= x5090 <= 2000 0.842143724 <= x5091 <= 2000 0.849990446 <= x5092 <= 2000 0.857271129 <= x5093 <= 2000 0.863980924 <= x5094 <= 2000 0.870115363 <= x5095 <= 2000 0.875670361 <= x5096 <= 2000 0.880642219 <= x5097 <= 2000 0.885027625 <= x5098 <= 2000 0.888823659 <= x5099 <= 2000 0.892027794 <= x5100 <= 2000 0.894637896 <= x5101 <= 2000 0.896652226 <= x5102 <= 2000 0.898069443 <= x5103 <= 2000 0.898888603 <= x5104 <= 2000 0.899109161 <= x5105 <= 2000 0.89873097 <= x5106 <= 2000 0.897754281 <= x5107 <= 2000 0.896179746 <= x5108 <= 2000 0.894008412 <= x5109 <= 2000 0.891241726 <= x5110 <= 2000 0.88788153 <= x5111 <= 2000 0.883930061 <= x5112 <= 2000 0.879389952 <= x5113 <= 2000 0.874264226 <= x5114 <= 2000 0.868556295 <= x5115 <= 2000 0.862269962 <= x5116 <= 2000 0.855409411 <= x5117 <= 2000 0.847979213 <= x5118 <= 2000 0.839984316 <= x5119 <= 2000 0.831430042 <= x5120 <= 2000 0.822322089 <= x5121 <= 2000 0.812666522 <= x5122 <= 2000 0.802469772 <= x5123 <= 2000 0.791738628 <= x5124 <= 2000 0.780480236 <= x5125 <= 2000 0.768702095 <= x5126 <= 2000 0.756412048 <= x5127 <= 2000 0.743618278 <= x5128 <= 2000 0.730329306 <= x5129 <= 2000 0.716553982 <= x5130 <= 2000 0.702301479 <= x5131 <= 2000 0.687581287 <= x5132 <= 2000 0.672403211 <= x5133 <= 2000 0.656777357 <= x5134 <= 2000 0.640714132 <= x5135 <= 2000 0.624224231 <= x5136 <= 2000 0.607318638 <= x5137 <= 2000 0.590008609 <= x5138 <= 2000 0.572305672 <= x5139 <= 2000 0.554221617 <= x5140 <= 2000 0.535768485 <= x5141 <= 2000 0.516958565 <= x5142 <= 2000 0.497804385 <= x5143 <= 2000 0.478318698 <= x5144 <= 2000 0.458514482 <= x5145 <= 2000 0.438404924 <= x5146 <= 2000 0.418003417 <= x5147 <= 2000 0.397323547 <= x5148 <= 2000 0.376379084 <= x5149 <= 2000 0.355183977 <= x5150 <= 2000 0.33375234 <= x5151 <= 2000 0.312098446 <= x5152 <= 2000 0.290236714 <= x5153 <= 2000 0.268181702 <= x5154 <= 2000 0.245948099 <= x5155 <= 2000 0.223550711 <= x5156 <= 2000 0.201004452 <= x5157 <= 2000 0.178324336 <= x5158 <= 2000 0.155525468 <= x5159 <= 2000 0.132623031 <= x5160 <= 2000 0.109632274 <= x5161 <= 2000 0.0865685099 <= x5162 <= 2000 0.0634470964 <= x5163 <= 2000 0.0402834312 <= x5164 <= 2000 0.0170929398 <= x5165 <= 2000 -0.00610893436 <= x5166 <= 2000 -0.0293067404 <= x5167 <= 2000 0.0234927066 <= x5168 <= 2000 0.0469697685 <= x5169 <= 2000 0.0704155516 <= x5170 <= 2000 0.0938144424 <= x5171 <= 2000 0.117150859 <= x5172 <= 2000 0.14040926 <= x5173 <= 2000 0.163574158 <= x5174 <= 2000 0.186630126 <= x5175 <= 2000 0.20956181 <= x5176 <= 2000 0.23235394 <= x5177 <= 2000 0.254991336 <= x5178 <= 2000 0.277458925 <= x5179 <= 2000 0.299741744 <= x5180 <= 2000 0.321824954 <= x5181 <= 2000 0.343693849 <= x5182 <= 2000 0.365333866 <= x5183 <= 2000 0.386730594 <= x5184 <= 2000 0.407869785 <= x5185 <= 2000 0.42873736 <= x5186 <= 2000 0.449319423 <= x5187 <= 2000 0.469602269 <= x5188 <= 2000 0.489572389 <= x5189 <= 2000 0.509216486 <= x5190 <= 2000 0.528521477 <= x5191 <= 2000 0.547474506 <= x5192 <= 2000 0.566062953 <= x5193 <= 2000 0.584274438 <= x5194 <= 2000 0.602096833 <= x5195 <= 2000 0.619518271 <= x5196 <= 2000 0.636527149 <= x5197 <= 2000 0.653112141 <= x5198 <= 2000 0.669262202 <= x5199 <= 2000 0.684966577 <= x5200 <= 2000 0.700214808 <= x5201 <= 2000 0.714996741 <= x5202 <= 2000 0.729302532 <= x5203 <= 2000 0.743122654 <= x5204 <= 2000 0.756447904 <= x5205 <= 2000 0.769269408 <= x5206 <= 2000 0.781578628 <= x5207 <= 2000 0.793367366 <= x5208 <= 2000 0.804627773 <= x5209 <= 2000 0.815352349 <= x5210 <= 2000 0.825533953 <= x5211 <= 2000 0.835165803 <= x5212 <= 2000 0.844241487 <= x5213 <= 2000 0.85275496 <= x5214 <= 2000 0.860700553 <= x5215 <= 2000 0.868072975 <= x5216 <= 2000 0.874867315 <= x5217 <= 2000 0.88107905 <= x5218 <= 2000 0.886704042 <= x5219 <= 2000 0.891738547 <= x5220 <= 2000 0.89617921 <= x5221 <= 2000 0.900023076 <= x5222 <= 2000 0.903267584 <= x5223 <= 2000 0.905910573 <= x5224 <= 2000 0.907950284 <= x5225 <= 2000 0.909385359 <= x5226 <= 2000 0.91021484 <= x5227 <= 2000 0.910438177 <= x5228 <= 2000 0.910055221 <= x5229 <= 2000 0.909066226 <= x5230 <= 2000 0.907471851 <= x5231 <= 2000 0.905273158 <= x5232 <= 2000 0.902471611 <= x5233 <= 2000 0.899069075 <= x5234 <= 2000 0.895067817 <= x5235 <= 2000 0.890470501 <= x5236 <= 2000 0.885280189 <= x5237 <= 2000 0.879500337 <= x5238 <= 2000 0.873134794 <= x5239 <= 2000 0.866187799 <= x5240 <= 2000 0.858663979 <= x5241 <= 2000 0.850568343 <= x5242 <= 2000 0.841906283 <= x5243 <= 2000 0.832683568 <= x5244 <= 2000 0.822906339 <= x5245 <= 2000 0.812581106 <= x5246 <= 2000 0.801714747 <= x5247 <= 2000 0.790314497 <= x5248 <= 2000 0.778387948 <= x5249 <= 2000 0.765943042 <= x5250 <= 2000 0.752988068 <= x5251 <= 2000 0.739531651 <= x5252 <= 2000 0.725582754 <= x5253 <= 2000 0.711150666 <= x5254 <= 2000 0.696244996 <= x5255 <= 2000 0.680875672 <= x5256 <= 2000 0.665052928 <= x5257 <= 2000 0.648787302 <= x5258 <= 2000 0.632089624 <= x5259 <= 2000 0.614971016 <= x5260 <= 2000 0.597442876 <= x5261 <= 2000 0.579516877 <= x5262 <= 2000 0.561204958 <= x5263 <= 2000 0.542519311 <= x5264 <= 2000 0.523472382 <= x5265 <= 2000 0.504076853 <= x5266 <= 2000 0.484345642 <= x5267 <= 2000 0.464291887 <= x5268 <= 2000 0.443928944 <= x5269 <= 2000 0.423270373 <= x5270 <= 2000 0.40232993 <= x5271 <= 2000 0.381121562 <= x5272 <= 2000 0.35965939 <= x5273 <= 2000 0.337957709 <= x5274 <= 2000 0.31603097 <= x5275 <= 2000 0.293893774 <= x5276 <= 2000 0.271560864 <= x5277 <= 2000 0.249047111 <= x5278 <= 2000 0.22636751 <= x5279 <= 2000 0.203537162 <= x5280 <= 2000 0.180571271 <= x5281 <= 2000 0.157485131 <= x5282 <= 2000 0.134294116 <= x5283 <= 2000 0.11101367 <= x5284 <= 2000 0.0876592963 <= x5285 <= 2000 0.0642465468 <= x5286 <= 2000 0.0407910132 <= x5287 <= 2000 0.0173083154 <= x5288 <= 2000 -0.00618590857 <= x5289 <= 2000 -0.0296760132 <= x5290 <= 2000 0.0237683999 <= x5291 <= 2000 0.0475209715 <= x5292 <= 2000 0.0712418972 <= x5293 <= 2000 0.0949153804 <= x5294 <= 2000 0.118525656 <= x5295 <= 2000 0.142057001 <= x5296 <= 2000 0.165493745 <= x5297 <= 2000 0.188820281 <= x5298 <= 2000 0.212021075 <= x5299 <= 2000 0.235080676 <= x5300 <= 2000 0.257983729 <= x5301 <= 2000 0.280714981 <= x5302 <= 2000 0.303259295 <= x5303 <= 2000 0.325601657 <= x5304 <= 2000 0.34772719 <= x5305 <= 2000 0.369621159 <= x5306 <= 2000 0.391268983 <= x5307 <= 2000 0.412656248 <= x5308 <= 2000 0.433768709 <= x5309 <= 2000 0.454592309 <= x5310 <= 2000 0.475113179 <= x5311 <= 2000 0.495317654 <= x5312 <= 2000 0.51519228 <= x5313 <= 2000 0.53472382 <= x5314 <= 2000 0.553899269 <= x5315 <= 2000 0.572705856 <= x5316 <= 2000 0.591131057 <= x5317 <= 2000 0.609162604 <= x5318 <= 2000 0.626788487 <= x5319 <= 2000 0.643996968 <= x5320 <= 2000 0.66077659 <= x5321 <= 2000 0.677116176 <= x5322 <= 2000 0.693004846 <= x5323 <= 2000 0.708432019 <= x5324 <= 2000 0.723387422 <= x5325 <= 2000 0.737861095 <= x5326 <= 2000 0.7518434 <= x5327 <= 2000 0.765325026 <= x5328 <= 2000 0.778296994 <= x5329 <= 2000 0.790750666 <= x5330 <= 2000 0.802677748 <= x5331 <= 2000 0.814070299 <= x5332 <= 2000 0.824920731 <= x5333 <= 2000 0.835221818 <= x5334 <= 2000 0.844966702 <= x5335 <= 2000 0.854148891 <= x5336 <= 2000 0.862762272 <= x5337 <= 2000 0.870801109 <= x5338 <= 2000 0.878260047 <= x5339 <= 2000 0.885134121 <= x5340 <= 2000 0.891418752 <= x5341 <= 2000 0.897109756 <= x5342 <= 2000 0.902203341 <= x5343 <= 2000 0.906696117 <= x5344 <= 2000 0.910585092 <= x5345 <= 2000 0.913867675 <= x5346 <= 2000 0.916541681 <= x5347 <= 2000 0.918605328 <= x5348 <= 2000 0.920057243 <= x5349 <= 2000 0.920896459 <= x5350 <= 2000 0.921122417 <= x5351 <= 2000 0.920734967 <= x5352 <= 2000 0.919734365 <= x5353 <= 2000 0.91812128 <= x5354 <= 2000 0.915896785 <= x5355 <= 2000 0.913062361 <= x5356 <= 2000 0.909619895 <= x5357 <= 2000 0.905571682 <= x5358 <= 2000 0.900920415 <= x5359 <= 2000 0.895669193 <= x5360 <= 2000 0.889821513 <= x5361 <= 2000 0.883381269 <= x5362 <= 2000 0.876352749 <= x5363 <= 2000 0.868740635 <= x5364 <= 2000 0.860549994 <= x5365 <= 2000 0.851786283 <= x5366 <= 2000 0.842455336 <= x5367 <= 2000 0.832563368 <= x5368 <= 2000 0.822116967 <= x5369 <= 2000 0.811123088 <= x5370 <= 2000 0.799589053 <= x5371 <= 2000 0.787522542 <= x5372 <= 2000 0.774931592 <= x5373 <= 2000 0.761824588 <= x5374 <= 2000 0.748210257 <= x5375 <= 2000 0.734097666 <= x5376 <= 2000 0.719496212 <= x5377 <= 2000 0.704415621 <= x5378 <= 2000 0.688865933 <= x5379 <= 2000 0.672857505 <= x5380 <= 2000 0.656400997 <= x5381 <= 2000 0.639507368 <= x5382 <= 2000 0.622187868 <= x5383 <= 2000 0.604454031 <= x5384 <= 2000 0.586317666 <= x5385 <= 2000 0.567790851 <= x5386 <= 2000 0.548885923 <= x5387 <= 2000 0.529615473 <= x5388 <= 2000 0.509992333 <= x5389 <= 2000 0.49002957 <= x5390 <= 2000 0.469740479 <= x5391 <= 2000 0.449138571 <= x5392 <= 2000 0.428237566 <= x5393 <= 2000 0.407051381 <= x5394 <= 2000 0.385594127 <= x5395 <= 2000 0.363880091 <= x5396 <= 2000 0.341923735 <= x5397 <= 2000 0.319739679 <= x5398 <= 2000 0.297342698 <= x5399 <= 2000 0.274747705 <= x5400 <= 2000 0.251969747 <= x5401 <= 2000 0.229023994 <= x5402 <= 2000 0.205925726 <= x5403 <= 2000 0.182690324 <= x5404 <= 2000 0.159333262 <= x5405 <= 2000 0.135870094 <= x5406 <= 2000 0.112316446 <= x5407 <= 2000 0.088688002 <= x5408 <= 2000 0.0650004975 <= x5409 <= 2000 0.0412697069 <= x5410 <= 2000 0.0175114332 <= x5411 <= 2000 -0.00625850189 <= x5412 <= 2000 -0.0300242693 <= x5413 <= 2000 0.0240272603 <= x5414 <= 2000 0.04803852 <= x5415 <= 2000 0.072017789 <= x5416 <= 2000 0.0959490989 <= x5417 <= 2000 0.119816513 <= x5418 <= 2000 0.143604137 <= x5419 <= 2000 0.167296129 <= x5420 <= 2000 0.190876713 <= x5421 <= 2000 0.214330186 <= x5422 <= 2000 0.237640928 <= x5423 <= 2000 0.260793416 <= x5424 <= 2000 0.283772233 <= x5425 <= 2000 0.306562076 <= x5426 <= 2000 0.329147768 <= x5427 <= 2000 0.351514269 <= x5428 <= 2000 0.373646683 <= x5429 <= 2000 0.395530273 <= x5430 <= 2000 0.417150465 <= x5431 <= 2000 0.438492862 <= x5432 <= 2000 0.45954325 <= x5433 <= 2000 0.480287612 <= x5434 <= 2000 0.500712133 <= x5435 <= 2000 0.520803212 <= x5436 <= 2000 0.54054747 <= x5437 <= 2000 0.559931757 <= x5438 <= 2000 0.578943166 <= x5439 <= 2000 0.597569035 <= x5440 <= 2000 0.615796962 <= x5441 <= 2000 0.633614807 <= x5442 <= 2000 0.651010706 <= x5443 <= 2000 0.667973073 <= x5444 <= 2000 0.684490613 <= x5445 <= 2000 0.700552326 <= x5446 <= 2000 0.716147516 <= x5447 <= 2000 0.731265797 <= x5448 <= 2000 0.745897102 <= x5449 <= 2000 0.760031688 <= x5450 <= 2000 0.773660141 <= x5451 <= 2000 0.786773386 <= x5452 <= 2000 0.79936269 <= x5453 <= 2000 0.81141967 <= x5454 <= 2000 0.822936296 <= x5455 <= 2000 0.8339049 <= x5456 <= 2000 0.844318176 <= x5457 <= 2000 0.85416919 <= x5458 <= 2000 0.863451382 <= x5459 <= 2000 0.872158571 <= x5460 <= 2000 0.880284958 <= x5461 <= 2000 0.887825132 <= x5462 <= 2000 0.894774071 <= x5463 <= 2000 0.901127148 <= x5464 <= 2000 0.906880132 <= x5465 <= 2000 0.912029191 <= x5466 <= 2000 0.916570898 <= x5467 <= 2000 0.920502227 <= x5468 <= 2000 0.92382056 <= x5469 <= 2000 0.926523688 <= x5470 <= 2000 0.928609811 <= x5471 <= 2000 0.930077539 <= x5472 <= 2000 0.930925895 <= x5473 <= 2000 0.931154314 <= x5474 <= 2000 0.930762643 <= x5475 <= 2000 0.929751145 <= x5476 <= 2000 0.928120491 <= x5477 <= 2000 0.925871769 <= x5478 <= 2000 0.923006475 <= x5479 <= 2000 0.919526519 <= x5480 <= 2000 0.915434216 <= x5481 <= 2000 0.910732293 <= x5482 <= 2000 0.90542388 <= x5483 <= 2000 0.899512513 <= x5484 <= 2000 0.893002128 <= x5485 <= 2000 0.885897062 <= x5486 <= 2000 0.878202044 <= x5487 <= 2000 0.8699222 <= x5488 <= 2000 0.861063043 <= x5489 <= 2000 0.851630474 <= x5490 <= 2000 0.841630773 <= x5491 <= 2000 0.8310706 <= x5492 <= 2000 0.819956987 <= x5493 <= 2000 0.808297335 <= x5494 <= 2000 0.79609941 <= x5495 <= 2000 0.783371332 <= x5496 <= 2000 0.77012158 <= x5497 <= 2000 0.756358976 <= x5498 <= 2000 0.742092685 <= x5499 <= 2000 0.727332208 <= x5500 <= 2000 0.712087375 <= x5501 <= 2000 0.696368336 <= x5502 <= 2000 0.680185561 <= x5503 <= 2000 0.663549826 <= x5504 <= 2000 0.64647221 <= x5505 <= 2000 0.628964084 <= x5506 <= 2000 0.611037108 <= x5507 <= 2000 0.592703221 <= x5508 <= 2000 0.573974631 <= x5509 <= 2000 0.554863811 <= x5510 <= 2000 0.535383488 <= x5511 <= 2000 0.515546633 <= x5512 <= 2000 0.495366457 <= x5513 <= 2000 0.474856398 <= x5514 <= 2000 0.454030116 <= x5515 <= 2000 0.432901479 <= x5516 <= 2000 0.411484557 <= x5517 <= 2000 0.389793612 <= x5518 <= 2000 0.367843091 <= x5519 <= 2000 0.345647609 <= x5520 <= 2000 0.323221948 <= x5521 <= 2000 0.300581041 <= x5522 <= 2000 0.277739968 <= x5523 <= 2000 0.254713937 <= x5524 <= 2000 0.231518282 <= x5525 <= 2000 0.208168452 <= x5526 <= 2000 0.184679995 <= x5527 <= 2000 0.161068552 <= x5528 <= 2000 0.137349848 <= x5529 <= 2000 0.113539679 <= x5530 <= 2000 0.0896538984 <= x5531 <= 2000 0.0657084146 <= x5532 <= 2000 0.0417191731 <= x5533 <= 2000 0.0177021493 <= x5534 <= 2000 -0.00632666291 <= x5535 <= 2000 -0.030351262 <= x5536 <= 2000 0.0242691045 <= x5537 <= 2000 0.0485220473 <= x5538 <= 2000 0.0727426775 <= x5539 <= 2000 0.0969148658 <= x5540 <= 2000 0.121022515 <= x5541 <= 2000 0.145049571 <= x5542 <= 2000 0.168980033 <= x5543 <= 2000 0.192797965 <= x5544 <= 2000 0.216487507 <= x5545 <= 2000 0.240032881 <= x5546 <= 2000 0.263418409 <= x5547 <= 2000 0.286628517 <= x5548 <= 2000 0.309647749 <= x5549 <= 2000 0.332460775 <= x5550 <= 2000 0.355052403 <= x5551 <= 2000 0.37740759 <= x5552 <= 2000 0.399511447 <= x5553 <= 2000 0.421349255 <= x5554 <= 2000 0.442906472 <= x5555 <= 2000 0.464168741 <= x5556 <= 2000 0.485121903 <= x5557 <= 2000 0.505752006 <= x5558 <= 2000 0.526045309 <= x5559 <= 2000 0.545988301 <= x5560 <= 2000 0.565567699 <= x5561 <= 2000 0.584770465 <= x5562 <= 2000 0.603583812 <= x5563 <= 2000 0.62199521 <= x5564 <= 2000 0.639992399 <= x5565 <= 2000 0.657563395 <= x5566 <= 2000 0.674696495 <= x5567 <= 2000 0.691380291 <= x5568 <= 2000 0.707603671 <= x5569 <= 2000 0.723355833 <= x5570 <= 2000 0.738626286 <= x5571 <= 2000 0.753404861 <= x5572 <= 2000 0.767681717 <= x5573 <= 2000 0.781447346 <= x5574 <= 2000 0.794692581 <= x5575 <= 2000 0.807408602 <= x5576 <= 2000 0.81958694 <= x5577 <= 2000 0.831219486 <= x5578 <= 2000 0.842298493 <= x5579 <= 2000 0.852816583 <= x5580 <= 2000 0.862766752 <= x5581 <= 2000 0.872142373 <= x5582 <= 2000 0.880937204 <= x5583 <= 2000 0.889145386 <= x5584 <= 2000 0.896761455 <= x5585 <= 2000 0.903780338 <= x5586 <= 2000 0.910197361 <= x5587 <= 2000 0.916008251 <= x5588 <= 2000 0.921209138 <= x5589 <= 2000 0.925796558 <= x5590 <= 2000 0.929767458 <= x5591 <= 2000 0.933119192 <= x5592 <= 2000 0.935849528 <= x5593 <= 2000 0.937956648 <= x5594 <= 2000 0.939439149 <= x5595 <= 2000 0.940296044 <= x5596 <= 2000 0.940526762 <= x5597 <= 2000 0.94013115 <= x5598 <= 2000 0.93910947 <= x5599 <= 2000 0.937462403 <= x5600 <= 2000 0.935191047 <= x5601 <= 2000 0.932296913 <= x5602 <= 2000 0.928781929 <= x5603 <= 2000 0.924648435 <= x5604 <= 2000 0.919899185 <= x5605 <= 2000 0.914537341 <= x5606 <= 2000 0.908566474 <= x5607 <= 2000 0.90199056 <= x5608 <= 2000 0.894813977 <= x5609 <= 2000 0.887041506 <= x5610 <= 2000 0.878678322 <= x5611 <= 2000 0.869729995 <= x5612 <= 2000 0.860202482 <= x5613 <= 2000 0.850102131 <= x5614 <= 2000 0.839435665 <= x5615 <= 2000 0.828210189 <= x5616 <= 2000 0.816433178 <= x5617 <= 2000 0.804112475 <= x5618 <= 2000 0.791256285 <= x5619 <= 2000 0.777873168 <= x5620 <= 2000 0.763972038 <= x5621 <= 2000 0.749562151 <= x5622 <= 2000 0.734653104 <= x5623 <= 2000 0.719254825 <= x5624 <= 2000 0.703377568 <= x5625 <= 2000 0.687031907 <= x5626 <= 2000 0.670228726 <= x5627 <= 2000 0.652979217 <= x5628 <= 2000 0.635294864 <= x5629 <= 2000 0.617187446 <= x5630 <= 2000 0.598669021 <= x5631 <= 2000 0.57975192 <= x5632 <= 2000 0.560448742 <= x5633 <= 2000 0.540772341 <= x5634 <= 2000 0.52073582 <= x5635 <= 2000 0.500352522 <= x5636 <= 2000 0.479636022 <= x5637 <= 2000 0.458600115 <= x5638 <= 2000 0.437258809 <= x5639 <= 2000 0.415626317 <= x5640 <= 2000 0.393717044 <= x5641 <= 2000 0.371545582 <= x5642 <= 2000 0.349126693 <= x5643 <= 2000 0.326475309 <= x5644 <= 2000 0.303606512 <= x5645 <= 2000 0.280535534 <= x5646 <= 2000 0.257277736 <= x5647 <= 2000 0.233848609 <= x5648 <= 2000 0.210263752 <= x5649 <= 2000 0.186538874 <= x5650 <= 2000 0.162689773 <= x5651 <= 2000 0.138732331 <= x5652 <= 2000 0.114682502 <= x5653 <= 2000 0.0905563016 <= x5654 <= 2000 0.0663697966 <= x5655 <= 2000 0.0421390936 <= x5656 <= 2000 0.0178803287 <= x5657 <= 2000 -0.00639034336 <= x5658 <= 2000 -0.0306567599 <= x5659 <= 2000 0.0244937612 <= x5660 <= 2000 0.0489712111 <= x5661 <= 2000 0.0734160493 <= x5662 <= 2000 0.0978119971 <= x5663 <= 2000 0.122142808 <= x5664 <= 2000 0.14639228 <= x5665 <= 2000 0.170544264 <= x5666 <= 2000 0.194582677 <= x5667 <= 2000 0.21849151 <= x5668 <= 2000 0.242254841 <= x5669 <= 2000 0.265856847 <= x5670 <= 2000 0.289281809 <= x5671 <= 2000 0.312514127 <= x5672 <= 2000 0.335538331 <= x5673 <= 2000 0.358339088 <= x5674 <= 2000 0.380901215 <= x5675 <= 2000 0.403209685 <= x5676 <= 2000 0.425249643 <= x5677 <= 2000 0.447006413 <= x5678 <= 2000 0.468465505 <= x5679 <= 2000 0.489612629 <= x5680 <= 2000 0.510433702 <= x5681 <= 2000 0.530914859 <= x5682 <= 2000 0.55104246 <= x5683 <= 2000 0.570803103 <= x5684 <= 2000 0.590183627 <= x5685 <= 2000 0.609171127 <= x5686 <= 2000 0.627752958 <= x5687 <= 2000 0.645916746 <= x5688 <= 2000 0.663650394 <= x5689 <= 2000 0.680942094 <= x5690 <= 2000 0.697780329 <= x5691 <= 2000 0.714153888 <= x5692 <= 2000 0.730051866 <= x5693 <= 2000 0.745463676 <= x5694 <= 2000 0.760379056 <= x5695 <= 2000 0.774788071 <= x5696 <= 2000 0.788681127 <= x5697 <= 2000 0.802048972 <= x5698 <= 2000 0.814882704 <= x5699 <= 2000 0.827173775 <= x5700 <= 2000 0.838914003 <= x5701 <= 2000 0.850095567 <= x5702 <= 2000 0.860711022 <= x5703 <= 2000 0.870753298 <= x5704 <= 2000 0.880215709 <= x5705 <= 2000 0.889091952 <= x5706 <= 2000 0.897376117 <= x5707 <= 2000 0.905062687 <= x5708 <= 2000 0.912146543 <= x5709 <= 2000 0.918622967 <= x5710 <= 2000 0.924487648 <= x5711 <= 2000 0.929736679 <= x5712 <= 2000 0.934366565 <= x5713 <= 2000 0.938374223 <= x5714 <= 2000 0.941756984 <= x5715 <= 2000 0.944512594 <= x5716 <= 2000 0.94663922 <= x5717 <= 2000 0.948135445 <= x5718 <= 2000 0.949000272 <= x5719 <= 2000 0.949233125 <= x5720 <= 2000 0.948833851 <= x5721 <= 2000 0.947802713 <= x5722 <= 2000 0.9461404 <= x5723 <= 2000 0.943848017 <= x5724 <= 2000 0.940927093 <= x5725 <= 2000 0.937379571 <= x5726 <= 2000 0.933207814 <= x5727 <= 2000 0.928414601 <= x5728 <= 2000 0.923003123 <= x5729 <= 2000 0.916976984 <= x5730 <= 2000 0.910340197 <= x5731 <= 2000 0.903097182 <= x5732 <= 2000 0.895252761 <= x5733 <= 2000 0.88681216 <= x5734 <= 2000 0.877780999 <= x5735 <= 2000 0.868165292 <= x5736 <= 2000 0.857971442 <= x5737 <= 2000 0.847206238 <= x5738 <= 2000 0.835876849 <= x5739 <= 2000 0.823990819 <= x5740 <= 2000 0.811556065 <= x5741 <= 2000 0.798580866 <= x5742 <= 2000 0.785073863 <= x5743 <= 2000 0.771044051 <= x5744 <= 2000 0.756500774 <= x5745 <= 2000 0.741453715 <= x5746 <= 2000 0.725912896 <= x5747 <= 2000 0.709888665 <= x5748 <= 2000 0.693391693 <= x5749 <= 2000 0.676432967 <= x5750 <= 2000 0.65902378 <= x5751 <= 2000 0.641175726 <= x5752 <= 2000 0.622900689 <= x5753 <= 2000 0.604210841 <= x5754 <= 2000 0.585118626 <= x5755 <= 2000 0.565636761 <= x5756 <= 2000 0.545778217 <= x5757 <= 2000 0.52555622 <= x5758 <= 2000 0.504984236 <= x5759 <= 2000 0.484075965 <= x5760 <= 2000 0.46284533 <= x5761 <= 2000 0.44130647 <= x5762 <= 2000 0.419473729 <= x5763 <= 2000 0.397361644 <= x5764 <= 2000 0.374984942 <= x5765 <= 2000 0.352358524 <= x5766 <= 2000 0.329497458 <= x5767 <= 2000 0.306416968 <= x5768 <= 2000 0.283132423 <= x5769 <= 2000 0.259659331 <= x5770 <= 2000 0.236013322 <= x5771 <= 2000 0.212210143 <= x5772 <= 2000 0.188265646 <= x5773 <= 2000 0.164195776 <= x5774 <= 2000 0.140016562 <= x5775 <= 2000 0.115744106 <= x5776 <= 2000 0.0913945723 <= x5777 <= 2000 0.0669841752 <= x5778 <= 2000 0.042529171 <= x5779 <= 2000 0.0180458451 <= x5780 <= 2000 -0.00644949813 <= x5781 <= 2000 -0.0309405465 <= x5782 <= 2000 0.0247010713 <= x5783 <= 2000 0.0493856932 <= x5784 <= 2000 0.0740374274 <= x5785 <= 2000 0.0986398574 <= x5786 <= 2000 0.1231766 <= x5787 <= 2000 0.147631314 <= x5788 <= 2000 0.171987716 <= x5789 <= 2000 0.196229584 <= x5790 <= 2000 0.220340777 <= x5791 <= 2000 0.244305236 <= x5792 <= 2000 0.268107004 <= x5793 <= 2000 0.29173023 <= x5794 <= 2000 0.315159182 <= x5795 <= 2000 0.338378258 <= x5796 <= 2000 0.361371996 <= x5797 <= 2000 0.384125083 <= x5798 <= 2000 0.406622368 <= x5799 <= 2000 0.428848868 <= x5800 <= 2000 0.450789782 <= x5801 <= 2000 0.472430499 <= x5802 <= 2000 0.493756608 <= x5803 <= 2000 0.514753906 <= x5804 <= 2000 0.535408412 <= x5805 <= 2000 0.555706369 <= x5806 <= 2000 0.575634262 <= x5807 <= 2000 0.595178819 <= x5808 <= 2000 0.614327025 <= x5809 <= 2000 0.633066128 <= x5810 <= 2000 0.65138365 <= x5811 <= 2000 0.669267393 <= x5812 <= 2000 0.686705446 <= x5813 <= 2000 0.703686197 <= x5814 <= 2000 0.720198338 <= x5815 <= 2000 0.736230873 <= x5816 <= 2000 0.751773126 <= x5817 <= 2000 0.766814745 <= x5818 <= 2000 0.781345716 <= x5819 <= 2000 0.79535636 <= x5820 <= 2000 0.808837347 <= x5821 <= 2000 0.821779701 <= x5822 <= 2000 0.834174802 <= x5823 <= 2000 0.846014396 <= x5824 <= 2000 0.857290599 <= x5825 <= 2000 0.867995901 <= x5826 <= 2000 0.878123173 <= x5827 <= 2000 0.887665671 <= x5828 <= 2000 0.896617041 <= x5829 <= 2000 0.904971321 <= x5830 <= 2000 0.912722949 <= x5831 <= 2000 0.919866761 <= x5832 <= 2000 0.926398001 <= x5833 <= 2000 0.932312319 <= x5834 <= 2000 0.937605777 <= x5835 <= 2000 0.942274849 <= x5836 <= 2000 0.946316427 <= x5837 <= 2000 0.949727819 <= x5838 <= 2000 0.952506752 <= x5839 <= 2000 0.954651377 <= x5840 <= 2000 0.956160266 <= x5841 <= 2000 0.957032412 <= x5842 <= 2000 0.957267237 <= x5843 <= 2000 0.956864583 <= x5844 <= 2000 0.955824718 <= x5845 <= 2000 0.954148335 <= x5846 <= 2000 0.95183655 <= x5847 <= 2000 0.948890904 <= x5848 <= 2000 0.945313356 <= x5849 <= 2000 0.941106291 <= x5850 <= 2000 0.936272509 <= x5851 <= 2000 0.930815229 <= x5852 <= 2000 0.924738086 <= x5853 <= 2000 0.918045127 <= x5854 <= 2000 0.910740808 <= x5855 <= 2000 0.902829994 <= x5856 <= 2000 0.894317954 <= x5857 <= 2000 0.885210354 <= x5858 <= 2000 0.875513262 <= x5859 <= 2000 0.865233133 <= x5860 <= 2000 0.854376815 <= x5861 <= 2000 0.842951536 <= x5862 <= 2000 0.830964906 <= x5863 <= 2000 0.818424906 <= x5864 <= 2000 0.805339888 <= x5865 <= 2000 0.791718565 <= x5866 <= 2000 0.777570008 <= x5867 <= 2000 0.762903639 <= x5868 <= 2000 0.747729225 <= x5869 <= 2000 0.732056871 <= x5870 <= 2000 0.715897014 <= x5871 <= 2000 0.699260416 <= x5872 <= 2000 0.682158155 <= x5873 <= 2000 0.66460162 <= x5874 <= 2000 0.646602504 <= x5875 <= 2000 0.628172791 <= x5876 <= 2000 0.609324756 <= x5877 <= 2000 0.590070949 <= x5878 <= 2000 0.570424192 <= x5879 <= 2000 0.55039757 <= x5880 <= 2000 0.530004418 <= x5881 <= 2000 0.509258317 <= x5882 <= 2000 0.488173083 <= x5883 <= 2000 0.466762757 <= x5884 <= 2000 0.445041596 <= x5885 <= 2000 0.423024067 <= x5886 <= 2000 0.40072483 <= x5887 <= 2000 0.378158737 <= x5888 <= 2000 0.355340813 <= x5889 <= 2000 0.332286256 <= x5890 <= 2000 0.309010417 <= x5891 <= 2000 0.285528797 <= x5892 <= 2000 0.261857033 <= x5893 <= 2000 0.23801089 <= x5894 <= 2000 0.214006246 <= x5895 <= 2000 0.189859087 <= x5896 <= 2000 0.165585495 <= x5897 <= 2000 0.141201633 <= x5898 <= 2000 0.11672374 <= x5899 <= 2000 0.0921681169 <= x5900 <= 2000 0.0675511153 <= x5901 <= 2000 0.0428891291 <= x5902 <= 2000 0.0181985814 <= x5903 <= 2000 -0.00650408534 <= x5904 <= 2000 -0.0312024208 <= x5905 <= 2000 0.0248908879 <= x5906 <= 2000 0.0497652001 <= x5907 <= 2000 0.0746063719 <= x5908 <= 2000 0.0993978606 <= x5909 <= 2000 0.124123157 <= x5910 <= 2000 0.148765795 <= x5911 <= 2000 0.173309364 <= x5912 <= 2000 0.197737521 <= x5913 <= 2000 0.222033997 <= x5914 <= 2000 0.246182612 <= x5915 <= 2000 0.270167286 <= x5916 <= 2000 0.293972046 <= x5917 <= 2000 0.317581039 <= x5918 <= 2000 0.340978543 <= x5919 <= 2000 0.364148978 <= x5920 <= 2000 0.387076912 <= x5921 <= 2000 0.409747079 <= x5922 <= 2000 0.432144379 <= x5923 <= 2000 0.4542539 <= x5924 <= 2000 0.476060916 <= x5925 <= 2000 0.497550906 <= x5926 <= 2000 0.51870956 <= x5927 <= 2000 0.539522786 <= x5928 <= 2000 0.559976724 <= x5929 <= 2000 0.580057753 <= x5930 <= 2000 0.599752501 <= x5931 <= 2000 0.619047853 <= x5932 <= 2000 0.637930958 <= x5933 <= 2000 0.656389242 <= x5934 <= 2000 0.674410413 <= x5935 <= 2000 0.69198247 <= x5936 <= 2000 0.70909371 <= x5937 <= 2000 0.72573274 <= x5938 <= 2000 0.741888478 <= x5939 <= 2000 0.757550166 <= x5940 <= 2000 0.772707374 <= x5941 <= 2000 0.787350008 <= x5942 <= 2000 0.801468317 <= x5943 <= 2000 0.8150529 <= x5944 <= 2000 0.82809471 <= x5945 <= 2000 0.840585062 <= x5946 <= 2000 0.852515638 <= x5947 <= 2000 0.863878493 <= x5948 <= 2000 0.874666061 <= x5949 <= 2000 0.884871156 <= x5950 <= 2000 0.894486985 <= x5951 <= 2000 0.903507142 <= x5952 <= 2000 0.911925621 <= x5953 <= 2000 0.919736816 <= x5954 <= 2000 0.926935525 <= x5955 <= 2000 0.933516955 <= x5956 <= 2000 0.939476722 <= x5957 <= 2000 0.944810858 <= x5958 <= 2000 0.94951581 <= x5959 <= 2000 0.953588445 <= x5960 <= 2000 0.957026052 <= x5961 <= 2000 0.95982634 <= x5962 <= 2000 0.961987446 <= x5963 <= 2000 0.963507929 <= x5964 <= 2000 0.964386778 <= x5965 <= 2000 0.964623407 <= x5966 <= 2000 0.964217659 <= x5967 <= 2000 0.963169803 <= x5968 <= 2000 0.961480538 <= x5969 <= 2000 0.959150988 <= x5970 <= 2000 0.956182706 <= x5971 <= 2000 0.952577666 <= x5972 <= 2000 0.948338271 <= x5973 <= 2000 0.943467344 <= x5974 <= 2000 0.937968128 <= x5975 <= 2000 0.931844284 <= x5976 <= 2000 0.925099893 <= x5977 <= 2000 0.917739444 <= x5978 <= 2000 0.909767839 <= x5979 <= 2000 0.901190387 <= x5980 <= 2000 0.8920128 <= x5981 <= 2000 0.882241189 <= x5982 <= 2000 0.871882063 <= x5983 <= 2000 0.860942318 <= x5984 <= 2000 0.849429242 <= x5985 <= 2000 0.837350499 <= x5986 <= 2000 0.824714135 <= x5987 <= 2000 0.811528564 <= x5988 <= 2000 0.797802568 <= x5989 <= 2000 0.783545285 <= x5990 <= 2000 0.768766212 <= x5991 <= 2000 0.753475189 <= x5992 <= 2000 0.7376824 <= x5993 <= 2000 0.721398363 <= x5994 <= 2000 0.704633919 <= x5995 <= 2000 0.687400235 <= x5996 <= 2000 0.669708786 <= x5997 <= 2000 0.651571355 <= x5998 <= 2000 0.633000018 <= x5999 <= 2000 0.614007144 <= x6000 <= 2000 0.59460538 <= x6001 <= 2000 0.574807647 <= x6002 <= 2000 0.554627129 <= x6003 <= 2000 0.534077265 <= x6004 <= 2000 0.51317174 <= x6005 <= 2000 0.491924475 <= x6006 <= 2000 0.47034962 <= x6007 <= 2000 0.448461542 <= x6008 <= 2000 0.426274817 <= x6009 <= 2000 0.403804221 <= x6010 <= 2000 0.381064717 <= x6011 <= 2000 0.358071449 <= x6012 <= 2000 0.334839727 <= x6013 <= 2000 0.311385024 <= x6014 <= 2000 0.287722958 <= x6015 <= 2000 0.263869288 <= x6016 <= 2000 0.239839897 <= x6017 <= 2000 0.215650788 <= x6018 <= 2000 0.191318069 <= x6019 <= 2000 0.166857945 <= x6020 <= 2000 0.142286705 <= x6021 <= 2000 0.11762071 <= x6022 <= 2000 0.0928763876 <= x6023 <= 2000 0.0680702154 <= x6024 <= 2000 0.0432187128 <= x6025 <= 2000 0.0183384294 <= x6026 <= 2000 -0.00655406633 <= x6027 <= 2000 -0.0314421974 <= x6028 <= 2000 0.0250630768 <= x6029 <= 2000 0.0501094631 <= x6030 <= 2000 0.0751224798 <= x6031 <= 2000 0.10008547 <= x6032 <= 2000 0.124981809 <= x6033 <= 2000 0.149794919 <= x6034 <= 2000 0.174508274 <= x6035 <= 2000 0.199105419 <= x6036 <= 2000 0.223569971 <= x6037 <= 2000 0.247885641 <= x6038 <= 2000 0.272036235 <= x6039 <= 2000 0.29600567 <= x6040 <= 2000 0.319777984 <= x6041 <= 2000 0.343337346 <= x6042 <= 2000 0.366668068 <= x6043 <= 2000 0.389754612 <= x6044 <= 2000 0.412581605 <= x6045 <= 2000 0.435133844 <= x6046 <= 2000 0.457396313 <= x6047 <= 2000 0.479354185 <= x6048 <= 2000 0.500992837 <= x6049 <= 2000 0.52229786 <= x6050 <= 2000 0.543255067 <= x6051 <= 2000 0.5638505 <= x6052 <= 2000 0.584070445 <= x6053 <= 2000 0.603901437 <= x6054 <= 2000 0.623330268 <= x6055 <= 2000 0.642344002 <= x6056 <= 2000 0.660929976 <= x6057 <= 2000 0.679075813 <= x6058 <= 2000 0.696769428 <= x6059 <= 2000 0.71399904 <= x6060 <= 2000 0.730753174 <= x6061 <= 2000 0.747020674 <= x6062 <= 2000 0.762790705 <= x6063 <= 2000 0.778052767 <= x6064 <= 2000 0.792796695 <= x6065 <= 2000 0.807012671 <= x6066 <= 2000 0.820691229 <= x6067 <= 2000 0.833823259 <= x6068 <= 2000 0.846400016 <= x6069 <= 2000 0.858413124 <= x6070 <= 2000 0.869854585 <= x6071 <= 2000 0.880716778 <= x6072 <= 2000 0.89099247 <= x6073 <= 2000 0.900674818 <= x6074 <= 2000 0.909757374 <= x6075 <= 2000 0.91823409 <= x6076 <= 2000 0.926099321 <= x6077 <= 2000 0.933347829 <= x6078 <= 2000 0.939974788 <= x6079 <= 2000 0.945975783 <= x6080 <= 2000 0.951346819 <= x6081 <= 2000 0.956084319 <= x6082 <= 2000 0.960185127 <= x6083 <= 2000 0.963646514 <= x6084 <= 2000 0.966466175 <= x6085 <= 2000 0.96864223 <= x6086 <= 2000 0.970173232 <= x6087 <= 2000 0.97105816 <= x6088 <= 2000 0.971296426 <= x6089 <= 2000 0.970887871 <= x6090 <= 2000 0.969832767 <= x6091 <= 2000 0.968131816 <= x6092 <= 2000 0.965786151 <= x6093 <= 2000 0.962797334 <= x6094 <= 2000 0.959167356 <= x6095 <= 2000 0.954898634 <= x6096 <= 2000 0.949994011 <= x6097 <= 2000 0.944456752 <= x6098 <= 2000 0.938290546 <= x6099 <= 2000 0.931499498 <= x6100 <= 2000 0.924088132 <= x6101 <= 2000 0.916061381 <= x6102 <= 2000 0.907424593 <= x6103 <= 2000 0.898183517 <= x6104 <= 2000 0.888344309 <= x6105 <= 2000 0.877913521 <= x6106 <= 2000 0.866898098 <= x6107 <= 2000 0.855305377 <= x6108 <= 2000 0.843143077 <= x6109 <= 2000 0.830419298 <= x6110 <= 2000 0.817142513 <= x6111 <= 2000 0.803321563 <= x6112 <= 2000 0.788965652 <= x6113 <= 2000 0.774084341 <= x6114 <= 2000 0.758687539 <= x6115 <= 2000 0.7427855 <= x6116 <= 2000 0.726388813 <= x6117 <= 2000 0.709508398 <= x6118 <= 2000 0.692155495 <= x6119 <= 2000 0.674341661 <= x6120 <= 2000 0.656078759 <= x6121 <= 2000 0.637378951 <= x6122 <= 2000 0.618254689 <= x6123 <= 2000 0.598718709 <= x6124 <= 2000 0.57878402 <= x6125 <= 2000 0.558463898 <= x6126 <= 2000 0.537771876 <= x6127 <= 2000 0.516721731 <= x6128 <= 2000 0.495327483 <= x6129 <= 2000 0.473603379 <= x6130 <= 2000 0.451563885 <= x6131 <= 2000 0.429223678 <= x6132 <= 2000 0.406597636 <= x6133 <= 2000 0.383700826 <= x6134 <= 2000 0.360548496 <= x6135 <= 2000 0.337156063 <= x6136 <= 2000 0.313539106 <= x6137 <= 2000 0.289713352 <= x6138 <= 2000 0.265694668 <= x6139 <= 2000 0.241499048 <= x6140 <= 2000 0.217142605 <= x6141 <= 2000 0.192641559 <= x6142 <= 2000 0.168012226 <= x6143 <= 2000 0.143271008 <= x6144 <= 2000 0.11843438 <= x6145 <= 2000 0.0935188828 <= x6146 <= 2000 0.0685411079 <= x6147 <= 2000 0.0435176889 <= x6148 <= 2000 0.01846529 <= x6149 <= 2000 -0.00659940569 <= x6150 <= 2000 -0.0316597066 <= x6151 <= 2000 0.0252175158 <= x6152 <= 2000 0.0504182384 <= x6153 <= 2000 0.0755853856 <= x6154 <= 2000 0.100702198 <= x6155 <= 2000 0.125751949 <= x6156 <= 2000 0.150717957 <= x6157 <= 2000 0.175583597 <= x6158 <= 2000 0.200332309 <= x6159 <= 2000 0.224947613 <= x6160 <= 2000 0.249413116 <= x6161 <= 2000 0.273712526 <= x6162 <= 2000 0.297829661 <= x6163 <= 2000 0.32174846 <= x6164 <= 2000 0.345452996 <= x6165 <= 2000 0.368927482 <= x6166 <= 2000 0.392156286 <= x6167 <= 2000 0.415123938 <= x6168 <= 2000 0.437815145 <= x6169 <= 2000 0.460214795 <= x6170 <= 2000 0.482307972 <= x6171 <= 2000 0.504079962 <= x6172 <= 2000 0.525516267 <= x6173 <= 2000 0.546602612 <= x6174 <= 2000 0.567324955 <= x6175 <= 2000 0.587669496 <= x6176 <= 2000 0.607622686 <= x6177 <= 2000 0.627171239 <= x6178 <= 2000 0.646302135 <= x6179 <= 2000 0.665002636 <= x6180 <= 2000 0.683260287 <= x6181 <= 2000 0.701062931 <= x6182 <= 2000 0.718398712 <= x6183 <= 2000 0.735256086 <= x6184 <= 2000 0.751623826 <= x6185 <= 2000 0.767491032 <= x6186 <= 2000 0.782847139 <= x6187 <= 2000 0.797681919 <= x6188 <= 2000 0.811985495 <= x6189 <= 2000 0.82574834 <= x6190 <= 2000 0.83896129 <= x6191 <= 2000 0.851615545 <= x6192 <= 2000 0.863702678 <= x6193 <= 2000 0.875214641 <= x6194 <= 2000 0.886143767 <= x6195 <= 2000 0.896482778 <= x6196 <= 2000 0.906224789 <= x6197 <= 2000 0.915363312 <= x6198 <= 2000 0.923892262 <= x6199 <= 2000 0.931805959 <= x6200 <= 2000 0.939099132 <= x6201 <= 2000 0.945766926 <= x6202 <= 2000 0.951804899 <= x6203 <= 2000 0.957209031 <= x6204 <= 2000 0.961975724 <= x6205 <= 2000 0.966101802 <= x6206 <= 2000 0.969584518 <= x6207 <= 2000 0.972421553 <= x6208 <= 2000 0.974611017 <= x6209 <= 2000 0.976151453 <= x6210 <= 2000 0.977041835 <= x6211 <= 2000 0.977281569 <= x6212 <= 2000 0.976870496 <= x6213 <= 2000 0.97580889 <= x6214 <= 2000 0.974097458 <= x6215 <= 2000 0.971737339 <= x6216 <= 2000 0.968730105 <= x6217 <= 2000 0.965077759 <= x6218 <= 2000 0.960782733 <= x6219 <= 2000 0.955847888 <= x6220 <= 2000 0.950276508 <= x6221 <= 2000 0.944072306 <= x6222 <= 2000 0.937239412 <= x6223 <= 2000 0.929782376 <= x6224 <= 2000 0.921706165 <= x6225 <= 2000 0.913016156 <= x6226 <= 2000 0.903718137 <= x6227 <= 2000 0.8938183 <= x6228 <= 2000 0.883323237 <= x6229 <= 2000 0.872239937 <= x6230 <= 2000 0.860575781 <= x6231 <= 2000 0.848338537 <= x6232 <= 2000 0.835536354 <= x6233 <= 2000 0.822177756 <= x6234 <= 2000 0.808271642 <= x6235 <= 2000 0.79382727 <= x6236 <= 2000 0.77885426 <= x6237 <= 2000 0.763362582 <= x6238 <= 2000 0.747362555 <= x6239 <= 2000 0.730864831 <= x6240 <= 2000 0.713880398 <= x6241 <= 2000 0.696420567 <= x6242 <= 2000 0.678496964 <= x6243 <= 2000 0.660121526 <= x6244 <= 2000 0.641306489 <= x6245 <= 2000 0.622064383 <= x6246 <= 2000 0.602408022 <= x6247 <= 2000 0.582350495 <= x6248 <= 2000 0.561905161 <= x6249 <= 2000 0.541085634 <= x6250 <= 2000 0.519905778 <= x6251 <= 2000 0.498379698 <= x6252 <= 2000 0.47652173 <= x6253 <= 2000 0.454346428 <= x6254 <= 2000 0.431868561 <= x6255 <= 2000 0.409103097 <= x6256 <= 2000 0.386065196 <= x6257 <= 2000 0.362770201 <= x6258 <= 2000 0.339233624 <= x6259 <= 2000 0.315471139 <= x6260 <= 2000 0.29149857 <= x6261 <= 2000 0.267331882 <= x6262 <= 2000 0.242987169 <= x6263 <= 2000 0.218480641 <= x6264 <= 2000 0.193828619 <= x6265 <= 2000 0.16904752 <= x6266 <= 2000 0.144153846 <= x6267 <= 2000 0.119164175 <= x6268 <= 2000 0.0940951475 <= x6269 <= 2000 0.0689634591 <= x6270 <= 2000 0.0437858455 <= x6271 <= 2000 0.0185790733 <= x6272 <= 2000 -0.00664007132 <= x6273 <= 2000 -0.0318547941 <= x6274 <= 2000 0.0253540957 <= x6275 <= 2000 0.0506913072 <= x6276 <= 2000 0.0759947615 <= x6277 <= 2000 0.101247608 <= x6278 <= 2000 0.12643303 <= x6279 <= 2000 0.151534256 <= x6280 <= 2000 0.17653457 <= x6281 <= 2000 0.201417323 <= x6282 <= 2000 0.226165945 <= x6283 <= 2000 0.250763955 <= x6284 <= 2000 0.275194973 <= x6285 <= 2000 0.299442728 <= x6286 <= 2000 0.323491073 <= x6287 <= 2000 0.347323994 <= x6288 <= 2000 0.370925619 <= x6289 <= 2000 0.394280232 <= x6290 <= 2000 0.417372279 <= x6291 <= 2000 0.440186384 <= x6292 <= 2000 0.462707352 <= x6293 <= 2000 0.484920186 <= x6294 <= 2000 0.506810095 <= x6295 <= 2000 0.528362501 <= x6296 <= 2000 0.549563051 <= x6297 <= 2000 0.570397628 <= x6298 <= 2000 0.590852356 <= x6299 <= 2000 0.610913614 <= x6300 <= 2000 0.630568043 <= x6301 <= 2000 0.649802554 <= x6302 <= 2000 0.668604338 <= x6303 <= 2000 0.686960874 <= x6304 <= 2000 0.704859939 <= x6305 <= 2000 0.722289611 <= x6306 <= 2000 0.739238285 <= x6307 <= 2000 0.755694674 <= x6308 <= 2000 0.771647819 <= x6309 <= 2000 0.787087095 <= x6310 <= 2000 0.802002222 <= x6311 <= 2000 0.816383266 <= x6312 <= 2000 0.830220652 <= x6313 <= 2000 0.843505164 <= x6314 <= 2000 0.856227955 <= x6315 <= 2000 0.868380554 <= x6316 <= 2000 0.879954866 <= x6317 <= 2000 0.890943185 <= x6318 <= 2000 0.901338193 <= x6319 <= 2000 0.911132967 <= x6320 <= 2000 0.920320985 <= x6321 <= 2000 0.928896129 <= x6322 <= 2000 0.936852686 <= x6323 <= 2000 0.94418536 <= x6324 <= 2000 0.950889267 <= x6325 <= 2000 0.956959943 <= x6326 <= 2000 0.962393344 <= x6327 <= 2000 0.967185853 <= x6328 <= 2000 0.971334278 <= x6329 <= 2000 0.974835857 <= x6330 <= 2000 0.977688258 <= x6331 <= 2000 0.97988958 <= x6332 <= 2000 0.981438359 <= x6333 <= 2000 0.982333563 <= x6334 <= 2000 0.982574596 <= x6335 <= 2000 0.982161297 <= x6336 <= 2000 0.981093941 <= x6337 <= 2000 0.979373239 <= x6338 <= 2000 0.977000338 <= x6339 <= 2000 0.973976817 <= x6340 <= 2000 0.97030469 <= x6341 <= 2000 0.965986401 <= x6342 <= 2000 0.961024828 <= x6343 <= 2000 0.955423274 <= x6344 <= 2000 0.949185469 <= x6345 <= 2000 0.942315567 <= x6346 <= 2000 0.934818144 <= x6347 <= 2000 0.926698191 <= x6348 <= 2000 0.917961117 <= x6349 <= 2000 0.908612739 <= x6350 <= 2000 0.898659284 <= x6351 <= 2000 0.888107379 <= x6352 <= 2000 0.876964051 <= x6353 <= 2000 0.865236721 <= x6354 <= 2000 0.852933199 <= x6355 <= 2000 0.840061678 <= x6356 <= 2000 0.82663073 <= x6357 <= 2000 0.812649299 <= x6358 <= 2000 0.798126695 <= x6359 <= 2000 0.78307259 <= x6360 <= 2000 0.767497009 <= x6361 <= 2000 0.751410324 <= x6362 <= 2000 0.734823247 <= x6363 <= 2000 0.717746826 <= x6364 <= 2000 0.700192431 <= x6365 <= 2000 0.682171753 <= x6366 <= 2000 0.663696792 <= x6367 <= 2000 0.644779851 <= x6368 <= 2000 0.625433528 <= x6369 <= 2000 0.605670707 <= x6370 <= 2000 0.585504547 <= x6371 <= 2000 0.56494848 <= x6372 <= 2000 0.544016192 <= x6373 <= 2000 0.522721625 <= x6374 <= 2000 0.501078958 <= x6375 <= 2000 0.479102605 <= x6376 <= 2000 0.456807201 <= x6377 <= 2000 0.434207592 <= x6378 <= 2000 0.411318828 <= x6379 <= 2000 0.388156153 <= x6380 <= 2000 0.36473499 <= x6381 <= 2000 0.341070937 <= x6382 <= 2000 0.317179753 <= x6383 <= 2000 0.293077347 <= x6384 <= 2000 0.268779771 <= x6385 <= 2000 0.244303205 <= x6386 <= 2000 0.219663948 <= x6387 <= 2000 0.194878409 <= x6388 <= 2000 0.169963093 <= x6389 <= 2000 0.144934593 <= x6390 <= 2000 0.119809576 <= x6391 <= 2000 0.0946047736 <= x6392 <= 2000 0.0693369702 <= x6393 <= 2000 0.0440229928 <= x6394 <= 2000 0.0186796989 <= x6395 <= 2000 -0.00667603442 <= x6396 <= 2000 -0.032027322 <= x6397 <= 2000 0.0254727197 <= x6398 <= 2000 0.0509284761 <= x6399 <= 2000 0.0763503175 <= x6400 <= 2000 0.101721314 <= x6401 <= 2000 0.127024571 <= x6402 <= 2000 0.152243238 <= x6403 <= 2000 0.177360521 <= x6404 <= 2000 0.202359693 <= x6405 <= 2000 0.227224106 <= x6406 <= 2000 0.251937202 <= x6407 <= 2000 0.276482525 <= x6408 <= 2000 0.300843728 <= x6409 <= 2000 0.325004588 <= x6410 <= 2000 0.348949016 <= x6411 <= 2000 0.372661066 <= x6412 <= 2000 0.396124947 <= x6413 <= 2000 0.419325035 <= x6414 <= 2000 0.44224588 <= x6415 <= 2000 0.464872216 <= x6416 <= 2000 0.487188978 <= x6417 <= 2000 0.509181303 <= x6418 <= 2000 0.530834546 <= x6419 <= 2000 0.552134287 <= x6420 <= 2000 0.573066342 <= x6421 <= 2000 0.593616771 <= x6422 <= 2000 0.61377189 <= x6423 <= 2000 0.633518276 <= x6424 <= 2000 0.652842779 <= x6425 <= 2000 0.671732531 <= x6426 <= 2000 0.690174952 <= x6427 <= 2000 0.70815776 <= x6428 <= 2000 0.725668981 <= x6429 <= 2000 0.742696953 <= x6430 <= 2000 0.759230336 <= x6431 <= 2000 0.77525812 <= x6432 <= 2000 0.790769632 <= x6433 <= 2000 0.805754542 <= x6434 <= 2000 0.820202872 <= x6435 <= 2000 0.834104998 <= x6436 <= 2000 0.847451664 <= x6437 <= 2000 0.860233981 <= x6438 <= 2000 0.872443438 <= x6439 <= 2000 0.884071903 <= x6440 <= 2000 0.895111633 <= x6441 <= 2000 0.905555276 <= x6442 <= 2000 0.915395877 <= x6443 <= 2000 0.924626883 <= x6444 <= 2000 0.933242147 <= x6445 <= 2000 0.941235931 <= x6446 <= 2000 0.948602912 <= x6447 <= 2000 0.955338184 <= x6448 <= 2000 0.961437263 <= x6449 <= 2000 0.966896085 <= x6450 <= 2000 0.971711017 <= x6451 <= 2000 0.975878851 <= x6452 <= 2000 0.979396813 <= x6453 <= 2000 0.982262559 <= x6454 <= 2000 0.984474181 <= x6455 <= 2000 0.986030206 <= x6456 <= 2000 0.986929598 <= x6457 <= 2000 0.987171759 <= x6458 <= 2000 0.986756526 <= x6459 <= 2000 0.985684176 <= x6460 <= 2000 0.983955424 <= x6461 <= 2000 0.981571421 <= x6462 <= 2000 0.978533753 <= x6463 <= 2000 0.974844445 <= x6464 <= 2000 0.970505953 <= x6465 <= 2000 0.965521166 <= x6466 <= 2000 0.959893404 <= x6467 <= 2000 0.953626415 <= x6468 <= 2000 0.946724371 <= x6469 <= 2000 0.939191869 <= x6470 <= 2000 0.931033926 <= x6471 <= 2000 0.922255973 <= x6472 <= 2000 0.912863857 <= x6473 <= 2000 0.902863833 <= x6474 <= 2000 0.892262559 <= x6475 <= 2000 0.881067095 <= x6476 <= 2000 0.869284896 <= x6477 <= 2000 0.85692381 <= x6478 <= 2000 0.843992067 <= x6479 <= 2000 0.83049828 <= x6480 <= 2000 0.816451434 <= x6481 <= 2000 0.801860883 <= x6482 <= 2000 0.786736345 <= x6483 <= 2000 0.77108789 <= x6484 <= 2000 0.75492594 <= x6485 <= 2000 0.738261258 <= x6486 <= 2000 0.721104941 <= x6487 <= 2000 0.703468415 <= x6488 <= 2000 0.685363423 <= x6489 <= 2000 0.666802024 <= x6490 <= 2000 0.647796577 <= x6491 <= 2000 0.628359738 <= x6492 <= 2000 0.608504453 <= x6493 <= 2000 0.588243942 <= x6494 <= 2000 0.567591699 <= x6495 <= 2000 0.546561476 <= x6496 <= 2000 0.525167278 <= x6497 <= 2000 0.503423352 <= x6498 <= 2000 0.481344178 <= x6499 <= 2000 0.45894446 <= x6500 <= 2000 0.436239115 <= x6501 <= 2000 0.413243262 <= x6502 <= 2000 0.389972215 <= x6503 <= 2000 0.366441472 <= x6504 <= 2000 0.342666703 <= x6505 <= 2000 0.318663739 <= x6506 <= 2000 0.294448566 <= x6507 <= 2000 0.270037309 <= x6508 <= 2000 0.245446224 <= x6509 <= 2000 0.220691688 <= x6510 <= 2000 0.195790185 <= x6511 <= 2000 0.170758298 <= x6512 <= 2000 0.145612698 <= x6513 <= 2000 0.120370128 <= x6514 <= 2000 0.0950474001 <= x6515 <= 2000 0.0696613764 <= x6516 <= 2000 0.0442289628 <= x6517 <= 2000 0.0187670955 <= x6518 <= 2000 -0.00670726953 <= x6519 <= 2000 -0.0321771679 <= x6520 <= 2000 0.0255733037 <= x6521 <= 2000 0.0511295773 <= x6522 <= 2000 0.0766518018 <= x6523 <= 2000 0.102122981 <= x6524 <= 2000 0.127526153 <= x6525 <= 2000 0.152844401 <= x6526 <= 2000 0.178060864 <= x6527 <= 2000 0.20315875 <= x6528 <= 2000 0.228121345 <= x6529 <= 2000 0.252932026 <= x6530 <= 2000 0.277574271 <= x6531 <= 2000 0.302031669 <= x6532 <= 2000 0.326287933 <= x6533 <= 2000 0.35032691 <= x6534 <= 2000 0.374132592 <= x6535 <= 2000 0.397689125 <= x6536 <= 2000 0.420980823 <= x6537 <= 2000 0.443992175 <= x6538 <= 2000 0.466707856 <= x6539 <= 2000 0.48911274 <= x6540 <= 2000 0.511191906 <= x6541 <= 2000 0.532930651 <= x6542 <= 2000 0.554314498 <= x6543 <= 2000 0.575329208 <= x6544 <= 2000 0.595960785 <= x6545 <= 2000 0.61619549 <= x6546 <= 2000 0.636019848 <= x6547 <= 2000 0.655420658 <= x6548 <= 2000 0.674385 <= x6549 <= 2000 0.692900244 <= x6550 <= 2000 0.710954061 <= x6551 <= 2000 0.728534429 <= x6552 <= 2000 0.745629639 <= x6553 <= 2000 0.762228307 <= x6554 <= 2000 0.77831938 <= x6555 <= 2000 0.793892143 <= x6556 <= 2000 0.808936224 <= x6557 <= 2000 0.823441605 <= x6558 <= 2000 0.837398627 <= x6559 <= 2000 0.850797995 <= x6560 <= 2000 0.863630786 <= x6561 <= 2000 0.875888454 <= x6562 <= 2000 0.887562836 <= x6563 <= 2000 0.898646159 <= x6564 <= 2000 0.90913104 <= x6565 <= 2000 0.919010499 <= x6566 <= 2000 0.928277955 <= x6567 <= 2000 0.936927238 <= x6568 <= 2000 0.944952587 <= x6569 <= 2000 0.952348658 <= x6570 <= 2000 0.959110526 <= x6571 <= 2000 0.965233688 <= x6572 <= 2000 0.970714066 <= x6573 <= 2000 0.97554801 <= x6574 <= 2000 0.979732302 <= x6575 <= 2000 0.983264155 <= x6576 <= 2000 0.986141217 <= x6577 <= 2000 0.988361572 <= x6578 <= 2000 0.989923742 <= x6579 <= 2000 0.990826685 <= x6580 <= 2000 0.991069802 <= x6581 <= 2000 0.990652929 <= x6582 <= 2000 0.989576345 <= x6583 <= 2000 0.987840767 <= x6584 <= 2000 0.98544735 <= x6585 <= 2000 0.982397688 <= x6586 <= 2000 0.978693812 <= x6587 <= 2000 0.974338188 <= x6588 <= 2000 0.969333718 <= x6589 <= 2000 0.963683733 <= x6590 <= 2000 0.957391997 <= x6591 <= 2000 0.950462699 <= x6592 <= 2000 0.942900454 <= x6593 <= 2000 0.934710297 <= x6594 <= 2000 0.925897684 <= x6595 <= 2000 0.916468481 <= x6596 <= 2000 0.906428969 <= x6597 <= 2000 0.895785834 <= x6598 <= 2000 0.884546162 <= x6599 <= 2000 0.87271744 <= x6600 <= 2000 0.860307543 <= x6601 <= 2000 0.847324737 <= x6602 <= 2000 0.833777667 <= x6603 <= 2000 0.819675354 <= x6604 <= 2000 0.80502719 <= x6605 <= 2000 0.789842929 <= x6606 <= 2000 0.774132683 <= x6607 <= 2000 0.757906915 <= x6608 <= 2000 0.741176429 <= x6609 <= 2000 0.723952367 <= x6610 <= 2000 0.706246199 <= x6611 <= 2000 0.688069717 <= x6612 <= 2000 0.669435024 <= x6613 <= 2000 0.65035453 <= x6614 <= 2000 0.630840941 <= x6615 <= 2000 0.610907253 <= x6616 <= 2000 0.59056674 <= x6617 <= 2000 0.569832947 <= x6618 <= 2000 0.548719682 <= x6619 <= 2000 0.527241005 <= x6620 <= 2000 0.505411219 <= x6621 <= 2000 0.483244861 <= x6622 <= 2000 0.460756693 <= x6623 <= 2000 0.437961691 <= x6624 <= 2000 0.414875035 <= x6625 <= 2000 0.391512098 <= x6626 <= 2000 0.367888439 <= x6627 <= 2000 0.34401979 <= x6628 <= 2000 0.319922046 <= x6629 <= 2000 0.295611254 <= x6630 <= 2000 0.271103604 <= x6631 <= 2000 0.246415417 <= x6632 <= 2000 0.221563132 <= x6633 <= 2000 0.196563301 <= x6634 <= 2000 0.171432571 <= x6635 <= 2000 0.146187678 <= x6636 <= 2000 0.120845434 <= x6637 <= 2000 0.0954227136 <= x6638 <= 2000 0.0699364482 <= x6639 <= 2000 0.0444036096 <= x6640 <= 2000 0.0188412011 <= x6641 <= 2000 -0.00673375451 <= x6642 <= 2000 -0.0323042258 <= x6643 <= 2000 0.0256557767 <= x6644 <= 2000 0.0512944682 <= x6645 <= 2000 0.076899001 <= x6646 <= 2000 0.102452324 <= x6647 <= 2000 0.12793742 <= x6648 <= 2000 0.153337318 <= x6649 <= 2000 0.178635103 <= x6650 <= 2000 0.203813929 <= x6651 <= 2000 0.228857028 <= x6652 <= 2000 0.253747722 <= x6653 <= 2000 0.278469437 <= x6654 <= 2000 0.303005709 <= x6655 <= 2000 0.327340199 <= x6656 <= 2000 0.351456701 <= x6657 <= 2000 0.375339155 <= x6658 <= 2000 0.398971658 <= x6659 <= 2000 0.422338471 <= x6660 <= 2000 0.445424033 <= x6661 <= 2000 0.468212972 <= x6662 <= 2000 0.49069011 <= x6663 <= 2000 0.512840481 <= x6664 <= 2000 0.534649332 <= x6665 <= 2000 0.556102142 <= x6666 <= 2000 0.577184623 <= x6667 <= 2000 0.597882736 <= x6668 <= 2000 0.618182697 <= x6669 <= 2000 0.638070988 <= x6670 <= 2000 0.657534365 <= x6671 <= 2000 0.676559866 <= x6672 <= 2000 0.695134821 <= x6673 <= 2000 0.713246861 <= x6674 <= 2000 0.730883925 <= x6675 <= 2000 0.748034266 <= x6676 <= 2000 0.764686465 <= x6677 <= 2000 0.780829431 <= x6678 <= 2000 0.796452415 <= x6679 <= 2000 0.811545013 <= x6680 <= 2000 0.826097173 <= x6681 <= 2000 0.840099206 <= x6682 <= 2000 0.853541786 <= x6683 <= 2000 0.866415962 <= x6684 <= 2000 0.878713161 <= x6685 <= 2000 0.890425193 <= x6686 <= 2000 0.901544259 <= x6687 <= 2000 0.912062954 <= x6688 <= 2000 0.921974273 <= x6689 <= 2000 0.931271617 <= x6690 <= 2000 0.939948793 <= x6691 <= 2000 0.948000023 <= x6692 <= 2000 0.955419947 <= x6693 <= 2000 0.962203621 <= x6694 <= 2000 0.96834653 <= x6695 <= 2000 0.973844582 <= x6696 <= 2000 0.978694116 <= x6697 <= 2000 0.982891902 <= x6698 <= 2000 0.986435145 <= x6699 <= 2000 0.989321485 <= x6700 <= 2000 0.991549001 <= x6701 <= 2000 0.993116208 <= x6702 <= 2000 0.994022064 <= x6703 <= 2000 0.994265965 <= x6704 <= 2000 0.993847748 <= x6705 <= 2000 0.992767692 <= x6706 <= 2000 0.991026516 <= x6707 <= 2000 0.98862538 <= x6708 <= 2000 0.985565883 <= x6709 <= 2000 0.981850062 <= x6710 <= 2000 0.977480392 <= x6711 <= 2000 0.972459783 <= x6712 <= 2000 0.966791577 <= x6713 <= 2000 0.96047955 <= x6714 <= 2000 0.953527906 <= x6715 <= 2000 0.945941272 <= x6716 <= 2000 0.937724703 <= x6717 <= 2000 0.928883669 <= x6718 <= 2000 0.919424057 <= x6719 <= 2000 0.909352169 <= x6720 <= 2000 0.898674709 <= x6721 <= 2000 0.88739879 <= x6722 <= 2000 0.875531921 <= x6723 <= 2000 0.863082003 <= x6724 <= 2000 0.850057327 <= x6725 <= 2000 0.836466568 <= x6726 <= 2000 0.822318776 <= x6727 <= 2000 0.807623372 <= x6728 <= 2000 0.792390142 <= x6729 <= 2000 0.776629232 <= x6730 <= 2000 0.760351136 <= x6731 <= 2000 0.743566695 <= x6732 <= 2000 0.726287086 <= x6733 <= 2000 0.708523816 <= x6734 <= 2000 0.690288715 <= x6735 <= 2000 0.671593926 <= x6736 <= 2000 0.652451898 <= x6737 <= 2000 0.632875379 <= x6738 <= 2000 0.612877406 <= x6739 <= 2000 0.592471295 <= x6740 <= 2000 0.571670637 <= x6741 <= 2000 0.550489282 <= x6742 <= 2000 0.528941337 <= x6743 <= 2000 0.507041151 <= x6744 <= 2000 0.484803308 <= x6745 <= 2000 0.462242616 <= x6746 <= 2000 0.439374101 <= x6747 <= 2000 0.416212991 <= x6748 <= 2000 0.39277471 <= x6749 <= 2000 0.369074865 <= x6750 <= 2000 0.345129241 <= x6751 <= 2000 0.320953782 <= x6752 <= 2000 0.296564589 <= x6753 <= 2000 0.271977903 <= x6754 <= 2000 0.247210097 <= x6755 <= 2000 0.222277665 <= x6756 <= 2000 0.19719721 <= x6757 <= 2000 0.171985435 <= x6758 <= 2000 0.146659128 <= x6759 <= 2000 0.121235155 <= x6760 <= 2000 0.0957304482 <= x6761 <= 2000 0.0701619906 <= x6762 <= 2000 0.0445468096 <= x6763 <= 2000 0.0189019632 <= x6764 <= 2000 -0.00675547061 <= x6765 <= 2000 -0.0324084057 <= x6766 <= 2000 0.0257200801 <= x6767 <= 2000 0.0514230322 <= x6768 <= 2000 0.0770917399 <= x6769 <= 2000 0.102709109 <= x6770 <= 2000 0.128258081 <= x6771 <= 2000 0.153721641 <= x6772 <= 2000 0.179082833 <= x6773 <= 2000 0.204324767 <= x6774 <= 2000 0.229430633 <= x6775 <= 2000 0.254383713 <= x6776 <= 2000 0.27916739 <= x6777 <= 2000 0.30376516 <= x6778 <= 2000 0.328160641 <= x6779 <= 2000 0.352337589 <= x6780 <= 2000 0.376279902 <= x6781 <= 2000 0.399971636 <= x6782 <= 2000 0.423397016 <= x6783 <= 2000 0.44654044 <= x6784 <= 2000 0.469386496 <= x6785 <= 2000 0.491919971 <= x6786 <= 2000 0.514125859 <= x6787 <= 2000 0.535989372 <= x6788 <= 2000 0.557495951 <= x6789 <= 2000 0.578631273 <= x6790 <= 2000 0.599381263 <= x6791 <= 2000 0.619732104 <= x6792 <= 2000 0.639670243 <= x6793 <= 2000 0.659182403 <= x6794 <= 2000 0.678255589 <= x6795 <= 2000 0.696877101 <= x6796 <= 2000 0.715034537 <= x6797 <= 2000 0.732715805 <= x6798 <= 2000 0.749909132 <= x6799 <= 2000 0.766603068 <= x6800 <= 2000 0.782786495 <= x6801 <= 2000 0.798448636 <= x6802 <= 2000 0.813579061 <= x6803 <= 2000 0.828167695 <= x6804 <= 2000 0.842204822 <= x6805 <= 2000 0.855681095 <= x6806 <= 2000 0.868587539 <= x6807 <= 2000 0.880915559 <= x6808 <= 2000 0.892656946 <= x6809 <= 2000 0.903803881 <= x6810 <= 2000 0.914348939 <= x6811 <= 2000 0.924285101 <= x6812 <= 2000 0.933605747 <= x6813 <= 2000 0.942304672 <= x6814 <= 2000 0.950376082 <= x6815 <= 2000 0.957814602 <= x6816 <= 2000 0.964615279 <= x6817 <= 2000 0.970773585 <= x6818 <= 2000 0.976285417 <= x6819 <= 2000 0.981147105 <= x6820 <= 2000 0.985355413 <= x6821 <= 2000 0.988907537 <= x6822 <= 2000 0.991801111 <= x6823 <= 2000 0.99403421 <= x6824 <= 2000 0.995605345 <= x6825 <= 2000 0.996513471 <= x6826 <= 2000 0.996757983 <= x6827 <= 2000 0.996338718 <= x6828 <= 2000 0.995255955 <= x6829 <= 2000 0.993510415 <= x6830 <= 2000 0.991103261 <= x6831 <= 2000 0.988036096 <= x6832 <= 2000 0.984310962 <= x6833 <= 2000 0.97993034 <= x6834 <= 2000 0.974897146 <= x6835 <= 2000 0.969214734 <= x6836 <= 2000 0.962886887 <= x6837 <= 2000 0.955917819 <= x6838 <= 2000 0.948312171 <= x6839 <= 2000 0.940075007 <= x6840 <= 2000 0.931211814 <= x6841 <= 2000 0.921728493 <= x6842 <= 2000 0.91163136 <= x6843 <= 2000 0.900927139 <= x6844 <= 2000 0.889622958 <= x6845 <= 2000 0.877726345 <= x6846 <= 2000 0.865245223 <= x6847 <= 2000 0.852187903 <= x6848 <= 2000 0.83856308 <= x6849 <= 2000 0.824379828 <= x6850 <= 2000 0.809647591 <= x6851 <= 2000 0.794376182 <= x6852 <= 2000 0.778575768 <= x6853 <= 2000 0.762256873 <= x6854 <= 2000 0.745430363 <= x6855 <= 2000 0.728107445 <= x6856 <= 2000 0.710299654 <= x6857 <= 2000 0.692018848 <= x6858 <= 2000 0.673277203 <= x6859 <= 2000 0.654087198 <= x6860 <= 2000 0.634461612 <= x6861 <= 2000 0.614413516 <= x6862 <= 2000 0.59395626 <= x6863 <= 2000 0.573103467 <= x6864 <= 2000 0.551869023 <= x6865 <= 2000 0.530267071 <= x6866 <= 2000 0.508311994 <= x6867 <= 2000 0.486018414 <= x6868 <= 2000 0.463401177 <= x6869 <= 2000 0.440475344 <= x6870 <= 2000 0.417256183 <= x6871 <= 2000 0.393759156 <= x6872 <= 2000 0.369999911 <= x6873 <= 2000 0.34599427 <= x6874 <= 2000 0.321758218 <= x6875 <= 2000 0.297307896 <= x6876 <= 2000 0.272659586 <= x6877 <= 2000 0.247829702 <= x6878 <= 2000 0.22283478 <= x6879 <= 2000 0.197691463 <= x6880 <= 2000 0.172416497 <= x6881 <= 2000 0.147026713 <= x6882 <= 2000 0.121539018 <= x6883 <= 2000 0.0959703861 <= x6884 <= 2000 0.0703378439 <= x6885 <= 2000 0.0446584613 <= x6886 <= 2000 0.0189493389 <= x6887 <= 2000 -0.00677240246 <= x6888 <= 2000 -0.0324896339 <= x6889 <= 2000 0.0257661684 <= x6890 <= 2000 0.0515151781 <= x6891 <= 2000 0.0772298821 <= x6892 <= 2000 0.102893156 <= x6893 <= 2000 0.128487909 <= x6894 <= 2000 0.153997098 <= x6895 <= 2000 0.179403735 <= x6896 <= 2000 0.2046909 <= x6897 <= 2000 0.229841754 <= x6898 <= 2000 0.254839548 <= x6899 <= 2000 0.279667636 <= x6900 <= 2000 0.304309483 <= x6901 <= 2000 0.328748679 <= x6902 <= 2000 0.352968949 <= x6903 <= 2000 0.376954165 <= x6904 <= 2000 0.400688353 <= x6905 <= 2000 0.424155709 <= x6906 <= 2000 0.447340604 <= x6907 <= 2000 0.470227599 <= x6908 <= 2000 0.492801452 <= x6909 <= 2000 0.515047131 <= x6910 <= 2000 0.536949822 <= x6911 <= 2000 0.558494939 <= x6912 <= 2000 0.579668133 <= x6913 <= 2000 0.600455306 <= x6914 <= 2000 0.620842614 <= x6915 <= 2000 0.640816481 <= x6916 <= 2000 0.660363605 <= x6917 <= 2000 0.679470968 <= x6918 <= 2000 0.698125848 <= x6919 <= 2000 0.716315821 <= x6920 <= 2000 0.734028773 <= x6921 <= 2000 0.751252909 <= x6922 <= 2000 0.767976759 <= x6923 <= 2000 0.784189185 <= x6924 <= 2000 0.799879391 <= x6925 <= 2000 0.815036929 <= x6926 <= 2000 0.829651705 <= x6927 <= 2000 0.843713986 <= x6928 <= 2000 0.857214407 <= x6929 <= 2000 0.870143978 <= x6930 <= 2000 0.882494089 <= x6931 <= 2000 0.894256515 <= x6932 <= 2000 0.905423424 <= x6933 <= 2000 0.915987379 <= x6934 <= 2000 0.925941345 <= x6935 <= 2000 0.935278693 <= x6936 <= 2000 0.943993206 <= x6937 <= 2000 0.952079079 <= x6938 <= 2000 0.959530929 <= x6939 <= 2000 0.966343792 <= x6940 <= 2000 0.972513133 <= x6941 <= 2000 0.978034842 <= x6942 <= 2000 0.982905242 <= x6943 <= 2000 0.98712109 <= x6944 <= 2000 0.990679579 <= x6945 <= 2000 0.993578339 <= x6946 <= 2000 0.995815439 <= x6947 <= 2000 0.99738939 <= x6948 <= 2000 0.998299143 <= x6949 <= 2000 0.998544093 <= x6950 <= 2000 0.998124077 <= x6951 <= 2000 0.997039374 <= x6952 <= 2000 0.995290706 <= x6953 <= 2000 0.992879239 <= x6954 <= 2000 0.989806577 <= x6955 <= 2000 0.986074768 <= x6956 <= 2000 0.981686296 <= x6957 <= 2000 0.976644084 <= x6958 <= 2000 0.970951489 <= x6959 <= 2000 0.964612303 <= x6960 <= 2000 0.957630747 <= x6961 <= 2000 0.95001147 <= x6962 <= 2000 0.941759546 <= x6963 <= 2000 0.93288047 <= x6964 <= 2000 0.923380156 <= x6965 <= 2000 0.91326493 <= x6966 <= 2000 0.902541528 <= x6967 <= 2000 0.891217091 <= x6968 <= 2000 0.87929916 <= x6969 <= 2000 0.866795673 <= x6970 <= 2000 0.853714955 <= x6971 <= 2000 0.840065717 <= x6972 <= 2000 0.82585705 <= x6973 <= 2000 0.811098415 <= x6974 <= 2000 0.79579964 <= x6975 <= 2000 0.779970913 <= x6976 <= 2000 0.763622776 <= x6977 <= 2000 0.746766115 <= x6978 <= 2000 0.729412155 <= x6979 <= 2000 0.711572454 <= x6980 <= 2000 0.69325889 <= x6981 <= 2000 0.674483661 <= x6982 <= 2000 0.655259269 <= x6983 <= 2000 0.635598516 <= x6984 <= 2000 0.615514496 <= x6985 <= 2000 0.595020582 <= x6986 <= 2000 0.574130422 <= x6987 <= 2000 0.552857928 <= x6988 <= 2000 0.531217266 <= x6989 <= 2000 0.509222848 <= x6990 <= 2000 0.48688932 <= x6991 <= 2000 0.464231554 <= x6992 <= 2000 0.441264641 <= x6993 <= 2000 0.418003873 <= x6994 <= 2000 0.394464741 <= x6995 <= 2000 0.370662921 <= x6996 <= 2000 0.346614263 <= x6997 <= 2000 0.322334783 <= x6998 <= 2000 0.297840648 <= x6999 <= 2000 0.27314817 <= x7000 <= 2000 0.248273793 <= x7001 <= 2000 0.223234082 <= x7002 <= 2000 0.198045711 <= x7003 <= 2000 0.172725454 <= x7004 <= 2000 0.147290173 <= x7005 <= 2000 0.121756806 <= x7006 <= 2000 0.0961423573 <= x7007 <= 2000 0.0704638837 <= x7008 <= 2000 0.0447384856 <= x7009 <= 2000 0.0189832946 <= x7010 <= 2000 -0.00678453806 <= x7011 <= 2000 -0.0325478527 <= x7012 <= 2000 0.025794009 <= x7013 <= 2000 0.0515708408 <= x7014 <= 2000 0.0773133297 <= x7015 <= 2000 0.103004333 <= x7016 <= 2000 0.128626742 <= x7017 <= 2000 0.154163494 <= x7018 <= 2000 0.179597582 <= x7019 <= 2000 0.20491207 <= x7020 <= 2000 0.2300901 <= x7021 <= 2000 0.255114905 <= x7022 <= 2000 0.279969819 <= x7023 <= 2000 0.304638292 <= x7024 <= 2000 0.329103895 <= x7025 <= 2000 0.353350335 <= x7026 <= 2000 0.377361467 <= x7027 <= 2000 0.401121301 <= x7028 <= 2000 0.424614013 <= x7029 <= 2000 0.44782396 <= x7030 <= 2000 0.470735684 <= x7031 <= 2000 0.493333929 <= x7032 <= 2000 0.515603645 <= x7033 <= 2000 0.537530001 <= x7034 <= 2000 0.559098398 <= x7035 <= 2000 0.58029447 <= x7036 <= 2000 0.601104104 <= x7037 <= 2000 0.62151344 <= x7038 <= 2000 0.641508889 <= x7039 <= 2000 0.661077134 <= x7040 <= 2000 0.680205143 <= x7041 <= 2000 0.69888018 <= x7042 <= 2000 0.717089807 <= x7043 <= 2000 0.734821898 <= x7044 <= 2000 0.752064645 <= x7045 <= 2000 0.768806565 <= x7046 <= 2000 0.785036509 <= x7047 <= 2000 0.800743668 <= x7048 <= 2000 0.815917584 <= x7049 <= 2000 0.830548151 <= x7050 <= 2000 0.844625626 <= x7051 <= 2000 0.858140635 <= x7052 <= 2000 0.871084177 <= x7053 <= 2000 0.883447632 <= x7054 <= 2000 0.895222768 <= x7055 <= 2000 0.906401743 <= x7056 <= 2000 0.916977112 <= x7057 <= 2000 0.926941833 <= x7058 <= 2000 0.93628927 <= x7059 <= 2000 0.945013199 <= x7060 <= 2000 0.953107809 <= x7061 <= 2000 0.960567711 <= x7062 <= 2000 0.967387936 <= x7063 <= 2000 0.973563942 <= x7064 <= 2000 0.979091617 <= x7065 <= 2000 0.98396728 <= x7066 <= 2000 0.988187684 <= x7067 <= 2000 0.991750018 <= x7068 <= 2000 0.99465191 <= x7069 <= 2000 0.996891427 <= x7070 <= 2000 0.998467078 <= x7071 <= 2000 0.999377815 <= x7072 <= 2000 0.999623029 <= x7073 <= 2000 0.999202559 <= x7074 <= 2000 0.998116684 <= x7075 <= 2000 0.996366127 <= x7076 <= 2000 0.993952054 <= x7077 <= 2000 0.990876072 <= x7078 <= 2000 0.987140231 <= x7079 <= 2000 0.982747017 <= x7080 <= 2000 0.977699357 <= x7081 <= 2000 0.972000611 <= x7082 <= 2000 0.965654575 <= x7083 <= 2000 0.958665475 <= x7084 <= 2000 0.951037966 <= x7085 <= 2000 0.942777126 <= x7086 <= 2000 0.933888456 <= x7087 <= 2000 0.924377877 <= x7088 <= 2000 0.914251721 <= x7089 <= 2000 0.903516732 <= x7090 <= 2000 0.892180059 <= x7091 <= 2000 0.880249251 <= x7092 <= 2000 0.867732254 <= x7093 <= 2000 0.854637402 <= x7094 <= 2000 0.840973416 <= x7095 <= 2000 0.826749396 <= x7096 <= 2000 0.811974814 <= x7097 <= 2000 0.796659509 <= x7098 <= 2000 0.780813679 <= x7099 <= 2000 0.764447877 <= x7100 <= 2000 0.747573002 <= x7101 <= 2000 0.730200292 <= x7102 <= 2000 0.712341314 <= x7103 <= 2000 0.694007963 <= x7104 <= 2000 0.675212447 <= x7105 <= 2000 0.655967283 <= x7106 <= 2000 0.636285286 <= x7107 <= 2000 0.616179565 <= x7108 <= 2000 0.595663507 <= x7109 <= 2000 0.574750775 <= x7110 <= 2000 0.553455296 <= x7111 <= 2000 0.531791252 <= x7112 <= 2000 0.509773068 <= x7113 <= 2000 0.487415408 <= x7114 <= 2000 0.464733161 <= x7115 <= 2000 0.441741431 <= x7116 <= 2000 0.41845553 <= x7117 <= 2000 0.394890964 <= x7118 <= 2000 0.371063426 <= x7119 <= 2000 0.346988783 <= x7120 <= 2000 0.322683069 <= x7121 <= 2000 0.298162467 <= x7122 <= 2000 0.273443309 <= x7123 <= 2000 0.248542055 <= x7124 <= 2000 0.223475288 <= x7125 <= 2000 0.198259701 <= x7126 <= 2000 0.172912085 <= x7127 <= 2000 0.147449321 <= x7128 <= 2000 0.121888366 <= x7129 <= 2000 0.09624624 <= x7130 <= 2000 0.0705400206 <= x7131 <= 2000 0.044786826 <= x7132 <= 2000 0.0190038062 <= x7133 <= 2000 -0.00679186882 <= x7134 <= 2000 -0.0325830209 <= x7135 <= 2000 0.0258035821 <= x7136 <= 2000 0.0515899807 <= x7137 <= 2000 0.0773420236 <= x7138 <= 2000 0.103042562 <= x7139 <= 2000 0.12867448 <= x7140 <= 2000 0.154220709 <= x7141 <= 2000 0.179664238 <= x7142 <= 2000 0.204988121 <= x7143 <= 2000 0.230175496 <= x7144 <= 2000 0.255209588 <= x7145 <= 2000 0.280073727 <= x7146 <= 2000 0.304751355 <= x7147 <= 2000 0.329226038 <= x7148 <= 2000 0.353481477 <= x7149 <= 2000 0.377501521 <= x7150 <= 2000 0.401270172 <= x7151 <= 2000 0.424771604 <= x7152 <= 2000 0.447990164 <= x7153 <= 2000 0.470910392 <= x7154 <= 2000 0.493517024 <= x7155 <= 2000 0.515795005 <= x7156 <= 2000 0.537729499 <= x7157 <= 2000 0.559305901 <= x7158 <= 2000 0.58050984 <= x7159 <= 2000 0.601327197 <= x7160 <= 2000 0.621744108 <= x7161 <= 2000 0.641746977 <= x7162 <= 2000 0.661322485 <= x7163 <= 2000 0.680457593 <= x7164 <= 2000 0.699139561 <= x7165 <= 2000 0.717355946 <= x7166 <= 2000 0.735094618 <= x7167 <= 2000 0.752343765 <= x7168 <= 2000 0.769091898 <= x7169 <= 2000 0.785327866 <= x7170 <= 2000 0.801040855 <= x7171 <= 2000 0.816220403 <= x7172 <= 2000 0.830856399 <= x7173 <= 2000 0.844939099 <= x7174 <= 2000 0.858459124 <= x7175 <= 2000 0.871407469 <= x7176 <= 2000 0.883775513 <= x7177 <= 2000 0.895555019 <= x7178 <= 2000 0.906738143 <= x7179 <= 2000 0.917317437 <= x7180 <= 2000 0.927285857 <= x7181 <= 2000 0.936636763 <= x7182 <= 2000 0.94536393 <= x7183 <= 2000 0.953461544 <= x7184 <= 2000 0.960924214 <= x7185 <= 2000 0.96774697 <= x7186 <= 2000 0.973925269 <= x7187 <= 2000 0.979454996 <= x7188 <= 2000 0.984332468 <= x7189 <= 2000 0.988554438 <= x7190 <= 2000 0.992118094 <= x7191 <= 2000 0.995021063 <= x7192 <= 2000 0.997261412 <= x7193 <= 2000 0.998837648 <= x7194 <= 2000 0.999748722 <= x7195 <= 2000 0.999994028 <= x7196 <= 2000 0.999573401 <= x7197 <= 2000 0.998487123 <= x7198 <= 2000 0.996735917 <= x7199 <= 2000 0.994320948 <= x7200 <= 2000 0.991243824 <= x7201 <= 2000 0.987506596 <= x7202 <= 2000 0.983111752 <= x7203 <= 2000 0.978062218 <= x7204 <= 2000 0.972361358 <= x7205 <= 2000 0.966012967 <= x7206 <= 2000 0.959021273 <= x7207 <= 2000 0.951390932 <= x7208 <= 2000 0.943127026 <= x7209 <= 2000 0.934235058 <= x7210 <= 2000 0.924720949 <= x7211 <= 2000 0.914591035 <= x7212 <= 2000 0.903852062 <= x7213 <= 2000 0.892511181 <= x7214 <= 2000 0.880575945 <= x7215 <= 2000 0.868054302 <= x7216 <= 2000 0.854954591 <= x7217 <= 2000 0.841285534 <= x7218 <= 2000 0.827056235 <= x7219 <= 2000 0.812276169 <= x7220 <= 2000 0.796955179 <= x7221 <= 2000 0.781103469 <= x7222 <= 2000 0.764731593 <= x7223 <= 2000 0.747850455 <= x7224 <= 2000 0.730471297 <= x7225 <= 2000 0.712605691 <= x7226 <= 2000 0.694265536 <= x7227 <= 2000 0.675463044 <= x7228 <= 2000 0.656210737 <= x7229 <= 2000 0.636521436 <= x7230 <= 2000 0.616408253 <= x7231 <= 2000 0.59588458 <= x7232 <= 2000 0.574964087 <= x7233 <= 2000 0.553660705 <= x7234 <= 2000 0.53198862 <= x7235 <= 2000 0.509962264 <= x7236 <= 2000 0.487596307 <= x7237 <= 2000 0.464905641 <= x7238 <= 2000 0.441905378 <= x7239 <= 2000 0.418610835 <= x7240 <= 2000 0.395037523 <= x7241 <= 2000 0.371201142 <= x7242 <= 2000 0.347117564 <= x7243 <= 2000 0.322802829 <= x7244 <= 2000 0.298273127 <= x7245 <= 2000 0.273544794 <= x7246 <= 2000 0.248634299 <= x7247 <= 2000 0.223558228 <= x7248 <= 2000 0.198333283 <= x7249 <= 2000 0.17297626 <= x7250 <= 2000 0.147504045 <= x7251 <= 2000 0.121933603 <= x7252 <= 2000 0.0962819607 <= x7253 <= 2000 0.0705662007 <= x7254 <= 2000 0.0448034481 <= x7255 <= 2000 0.0190108593 <= x7256 <= 2000 -0.00679438954 <= x7257 <= 2000 -0.0325951137 <= x7258 <= 2000 0.025794881 <= x7259 <= 2000 0.0515725843 <= x7260 <= 2000 0.0773159436 <= x7261 <= 2000 0.103007815 <= x7262 <= 2000 0.128631091 <= x7263 <= 2000 0.154168706 <= x7264 <= 2000 0.179603654 <= x7265 <= 2000 0.204918998 <= x7266 <= 2000 0.230097879 <= x7267 <= 2000 0.25512353 <= x7268 <= 2000 0.279979285 <= x7269 <= 2000 0.304648591 <= x7270 <= 2000 0.329115021 <= x7271 <= 2000 0.353362282 <= x7272 <= 2000 0.377374226 <= x7273 <= 2000 0.401134862 <= x7274 <= 2000 0.424628369 <= x7275 <= 2000 0.4478391 <= x7276 <= 2000 0.470751599 <= x7277 <= 2000 0.493350608 <= x7278 <= 2000 0.515621077 <= x7279 <= 2000 0.537548175 <= x7280 <= 2000 0.5591173 <= x7281 <= 2000 0.580314089 <= x7282 <= 2000 0.601124426 <= x7283 <= 2000 0.621534453 <= x7284 <= 2000 0.641530578 <= x7285 <= 2000 0.661099484 <= x7286 <= 2000 0.68022814 <= x7287 <= 2000 0.698903808 <= x7288 <= 2000 0.717114051 <= x7289 <= 2000 0.734846741 <= x7290 <= 2000 0.752090071 <= x7291 <= 2000 0.768832557 <= x7292 <= 2000 0.78506305 <= x7293 <= 2000 0.800770741 <= x7294 <= 2000 0.81594517 <= x7295 <= 2000 0.830576231 <= x7296 <= 2000 0.844654182 <= x7297 <= 2000 0.858169648 <= x7298 <= 2000 0.871113627 <= x7299 <= 2000 0.8834775 <= x7300 <= 2000 0.895253034 <= x7301 <= 2000 0.906432387 <= x7302 <= 2000 0.917008114 <= x7303 <= 2000 0.926973172 <= x7304 <= 2000 0.936320925 <= x7305 <= 2000 0.945045149 <= x7306 <= 2000 0.953140033 <= x7307 <= 2000 0.960600187 <= x7308 <= 2000 0.967420642 <= x7309 <= 2000 0.973596857 <= x7310 <= 2000 0.979124719 <= x7311 <= 2000 0.984000547 <= x7312 <= 2000 0.988221093 <= x7313 <= 2000 0.991783548 <= x7314 <= 2000 0.994685538 <= x7315 <= 2000 0.996925131 <= x7316 <= 2000 0.998500836 <= x7317 <= 2000 0.999411603 <= x7318 <= 2000 0.999656826 <= x7319 <= 2000 0.999236341 <= x7320 <= 2000 0.998150429 <= x7321 <= 2000 0.996399813 <= x7322 <= 2000 0.993985658 <= x7323 <= 2000 0.990909573 <= x7324 <= 2000 0.987173605 <= x7325 <= 2000 0.982780243 <= x7326 <= 2000 0.977732412 <= x7327 <= 2000 0.972033473 <= x7328 <= 2000 0.965687223 <= x7329 <= 2000 0.958697887 <= x7330 <= 2000 0.951070119 <= x7331 <= 2000 0.942809 <= x7332 <= 2000 0.93392003 <= x7333 <= 2000 0.924409129 <= x7334 <= 2000 0.914282631 <= x7335 <= 2000 0.903547279 <= x7336 <= 2000 0.892210223 <= x7337 <= 2000 0.880279012 <= x7338 <= 2000 0.867761591 <= x7339 <= 2000 0.854666296 <= x7340 <= 2000 0.841001849 <= x7341 <= 2000 0.826777348 <= x7342 <= 2000 0.812002266 <= x7343 <= 2000 0.796686443 <= x7344 <= 2000 0.780840077 <= x7345 <= 2000 0.764473722 <= x7346 <= 2000 0.747598277 <= x7347 <= 2000 0.730224979 <= x7348 <= 2000 0.712365398 <= x7349 <= 2000 0.694031427 <= x7350 <= 2000 0.675235275 <= x7351 <= 2000 0.65598946 <= x7352 <= 2000 0.636306799 <= x7353 <= 2000 0.616200397 <= x7354 <= 2000 0.595683646 <= x7355 <= 2000 0.574770207 <= x7356 <= 2000 0.553474008 <= x7357 <= 2000 0.531809231 <= x7358 <= 2000 0.509790303 <= x7359 <= 2000 0.487431887 <= x7360 <= 2000 0.464748873 <= x7361 <= 2000 0.441756366 <= x7362 <= 2000 0.418469677 <= x7363 <= 2000 0.394904315 <= x7364 <= 2000 0.371075971 <= x7365 <= 2000 0.347000515 <= x7366 <= 2000 0.322693978 <= x7367 <= 2000 0.298172548 <= x7368 <= 2000 0.273452554 <= x7369 <= 2000 0.248550458 <= x7370 <= 2000 0.223482844 <= x7371 <= 2000 0.198266404 <= x7372 <= 2000 0.172917931 <= x7373 <= 2000 0.147454306 <= x7374 <= 2000 0.121892487 <= x7375 <= 2000 0.096249494 <= x7376 <= 2000 0.0705424054 <= x7377 <= 2000 0.0447883402 <= x7378 <= 2000 0.0190044487 <= x7379 <= 2000 -0.00679209844 <= x7380 <= 2000 -0.0325841225 <= x7381 <= 2000 0.0257679119 <= x7382 <= 2000 0.051518664 <= x7383 <= 2000 0.077235108 <= x7384 <= 2000 0.102900118 <= x7385 <= 2000 0.128496604 <= x7386 <= 2000 0.154007519 <= x7387 <= 2000 0.179415875 <= x7388 <= 2000 0.204704751 <= x7389 <= 2000 0.229857307 <= x7390 <= 2000 0.254856793 <= x7391 <= 2000 0.27968656 <= x7392 <= 2000 0.304330074 <= x7393 <= 2000 0.328770924 <= x7394 <= 2000 0.352992833 <= x7395 <= 2000 0.376979672 <= x7396 <= 2000 0.400715467 <= x7397 <= 2000 0.42418441 <= x7398 <= 2000 0.447370874 <= x7399 <= 2000 0.470259418 <= x7400 <= 2000 0.492834799 <= x7401 <= 2000 0.515081983 <= x7402 <= 2000 0.536986156 <= x7403 <= 2000 0.55853273 <= x7404 <= 2000 0.579707358 <= x7405 <= 2000 0.600495937 <= x7406 <= 2000 0.620884625 <= x7407 <= 2000 0.640859843 <= x7408 <= 2000 0.660408289 <= x7409 <= 2000 0.679516946 <= x7410 <= 2000 0.698173088 <= x7411 <= 2000 0.716364292 <= x7412 <= 2000 0.734078442 <= x7413 <= 2000 0.751303744 <= x7414 <= 2000 0.768028725 <= x7415 <= 2000 0.784242248 <= x7416 <= 2000 0.799933517 <= x7417 <= 2000 0.81509208 <= x7418 <= 2000 0.829707845 <= x7419 <= 2000 0.843771077 <= x7420 <= 2000 0.857272412 <= x7421 <= 2000 0.870202858 <= x7422 <= 2000 0.882553805 <= x7423 <= 2000 0.894317027 <= x7424 <= 2000 0.905484691 <= x7425 <= 2000 0.916049361 <= x7426 <= 2000 0.926004 <= x7427 <= 2000 0.935341981 <= x7428 <= 2000 0.944057083 <= x7429 <= 2000 0.952143503 <= x7430 <= 2000 0.959595857 <= x7431 <= 2000 0.966409182 <= x7432 <= 2000 0.97257894 <= x7433 <= 2000 0.978101022 <= x7434 <= 2000 0.982971752 <= x7435 <= 2000 0.987187886 <= x7436 <= 2000 0.990746615 <= x7437 <= 2000 0.993645571 <= x7438 <= 2000 0.995882823 <= x7439 <= 2000 0.99745688 <= x7440 <= 2000 0.998366695 <= x7441 <= 2000 0.998611662 <= x7442 <= 2000 0.998191617 <= x7443 <= 2000 0.99710684 <= x7444 <= 2000 0.995358054 <= x7445 <= 2000 0.992946424 <= x7446 <= 2000 0.989873554 <= x7447 <= 2000 0.986141492 <= x7448 <= 2000 0.981752723 <= x7449 <= 2000 0.97671017 <= x7450 <= 2000 0.97101719 <= x7451 <= 2000 0.964677575 <= x7452 <= 2000 0.957695546 <= x7453 <= 2000 0.950075754 <= x7454 <= 2000 0.941823272 <= x7455 <= 2000 0.932943595 <= x7456 <= 2000 0.923442638 <= x7457 <= 2000 0.913326728 <= x7458 <= 2000 0.9026026 <= x7459 <= 2000 0.891277397 <= x7460 <= 2000 0.87935866 <= x7461 <= 2000 0.866854326 <= x7462 <= 2000 0.853772723 <= x7463 <= 2000 0.840122562 <= x7464 <= 2000 0.825912933 <= x7465 <= 2000 0.811153299 <= x7466 <= 2000 0.795853489 <= x7467 <= 2000 0.780023691 <= x7468 <= 2000 0.763674448 <= x7469 <= 2000 0.746816646 <= x7470 <= 2000 0.729461512 <= x7471 <= 2000 0.711620603 <= x7472 <= 2000 0.693305801 <= x7473 <= 2000 0.674529301 <= x7474 <= 2000 0.655303609 <= x7475 <= 2000 0.635641525 <= x7476 <= 2000 0.615556146 <= x7477 <= 2000 0.595060845 <= x7478 <= 2000 0.574169272 <= x7479 <= 2000 0.552895338 <= x7480 <= 2000 0.531253212 <= x7481 <= 2000 0.509257306 <= x7482 <= 2000 0.486922266 <= x7483 <= 2000 0.464262968 <= x7484 <= 2000 0.4412945 <= x7485 <= 2000 0.418032158 <= x7486 <= 2000 0.394491433 <= x7487 <= 2000 0.370688003 <= x7488 <= 2000 0.346637718 <= x7489 <= 2000 0.322356594 <= x7490 <= 2000 0.297860802 <= x7491 <= 2000 0.273166653 <= x7492 <= 2000 0.248290593 <= x7493 <= 2000 0.223249187 <= x7494 <= 2000 0.198059112 <= x7495 <= 2000 0.172737142 <= x7496 <= 2000 0.14730014 <= x7497 <= 2000 0.121765045 <= x7498 <= 2000 0.0961488629 <= x7499 <= 2000 0.0704686517 <= x7500 <= 2000 0.0447415129 <= x7501 <= 2000 0.0189845792 <= x7502 <= 2000 -0.00678499715 <= x7503 <= 2000 -0.0325500551 <= x7504 <= 2000 0.0257226938 <= x7505 <= 2000 0.0514282579 <= x7506 <= 2000 0.0770995741 <= x7507 <= 2000 0.102719547 <= x7508 <= 2000 0.128271115 <= x7509 <= 2000 0.153737263 <= x7510 <= 2000 0.179101032 <= x7511 <= 2000 0.20434553 <= x7512 <= 2000 0.229453948 <= x7513 <= 2000 0.254409564 <= x7514 <= 2000 0.27919576 <= x7515 <= 2000 0.303796029 <= x7516 <= 2000 0.32819399 <= x7517 <= 2000 0.352373394 <= x7518 <= 2000 0.37631814 <= x7519 <= 2000 0.400012282 <= x7520 <= 2000 0.423440042 <= x7521 <= 2000 0.446585818 <= x7522 <= 2000 0.469434196 <= x7523 <= 2000 0.491969961 <= x7524 <= 2000 0.514178106 <= x7525 <= 2000 0.536043841 <= x7526 <= 2000 0.557552605 <= x7527 <= 2000 0.578690075 <= x7528 <= 2000 0.599442174 <= x7529 <= 2000 0.619795083 <= x7530 <= 2000 0.639735248 <= x7531 <= 2000 0.65924939 <= x7532 <= 2000 0.678324515 <= x7533 <= 2000 0.696947919 <= x7534 <= 2000 0.7151072 <= x7535 <= 2000 0.732790266 <= x7536 <= 2000 0.74998534 <= x7537 <= 2000 0.766680972 <= x7538 <= 2000 0.782866043 <= x7539 <= 2000 0.798529776 <= x7540 <= 2000 0.813661739 <= x7541 <= 2000 0.828251855 <= x7542 <= 2000 0.842290409 <= x7543 <= 2000 0.855768051 <= x7544 <= 2000 0.868675807 <= x7545 <= 2000 0.88100508 <= x7546 <= 2000 0.89274766 <= x7547 <= 2000 0.903895727 <= x7548 <= 2000 0.914441858 <= x7549 <= 2000 0.924379028 <= x7550 <= 2000 0.933700622 <= x7551 <= 2000 0.942400431 <= x7552 <= 2000 0.950472661 <= x7553 <= 2000 0.957911937 <= x7554 <= 2000 0.964713306 <= x7555 <= 2000 0.970872237 <= x7556 <= 2000 0.976384629 <= x7557 <= 2000 0.981246812 <= x7558 <= 2000 0.985455547 <= x7559 <= 2000 0.989008032 <= x7560 <= 2000 0.9919019 <= x7561 <= 2000 0.994135226 <= x7562 <= 2000 0.995706521 <= x7563 <= 2000 0.996614739 <= x7564 <= 2000 0.996859276 <= x7565 <= 2000 0.996439968 <= x7566 <= 2000 0.995357095 <= x7567 <= 2000 0.993611378 <= x7568 <= 2000 0.991203979 <= x7569 <= 2000 0.988136502 <= x7570 <= 2000 0.98441099 <= x7571 <= 2000 0.980029922 <= x7572 <= 2000 0.974996218 <= x7573 <= 2000 0.969313228 <= x7574 <= 2000 0.962984738 <= x7575 <= 2000 0.956014961 <= x7576 <= 2000 0.94840854 <= x7577 <= 2000 0.94017054 <= x7578 <= 2000 0.931306446 <= x7579 <= 2000 0.921822161 <= x7580 <= 2000 0.911724002 <= x7581 <= 2000 0.901018693 <= x7582 <= 2000 0.889713364 <= x7583 <= 2000 0.877815542 <= x7584 <= 2000 0.865333151 <= x7585 <= 2000 0.852274504 <= x7586 <= 2000 0.838648297 <= x7587 <= 2000 0.824463603 <= x7588 <= 2000 0.80972987 <= x7589 <= 2000 0.794456908 <= x7590 <= 2000 0.778654889 <= x7591 <= 2000 0.762334335 <= x7592 <= 2000 0.745506116 <= x7593 <= 2000 0.728181437 <= x7594 <= 2000 0.710371836 <= x7595 <= 2000 0.692089173 <= x7596 <= 2000 0.673345623 <= x7597 <= 2000 0.654153667 <= x7598 <= 2000 0.634526088 <= x7599 <= 2000 0.614475954 <= x7600 <= 2000 0.594016619 <= x7601 <= 2000 0.573161707 <= x7602 <= 2000 0.551925106 <= x7603 <= 2000 0.530320958 <= x7604 <= 2000 0.50836365 <= x7605 <= 2000 0.486067804 <= x7606 <= 2000 0.463448269 <= x7607 <= 2000 0.440520106 <= x7608 <= 2000 0.417298586 <= x7609 <= 2000 0.393799171 <= x7610 <= 2000 0.370037511 <= x7611 <= 2000 0.34602943 <= x7612 <= 2000 0.321790916 <= x7613 <= 2000 0.297338109 <= x7614 <= 2000 0.272687294 <= x7615 <= 2000 0.247854887 <= x7616 <= 2000 0.222857425 <= x7617 <= 2000 0.197711553 <= x7618 <= 2000 0.172434019 <= x7619 <= 2000 0.147041654 <= x7620 <= 2000 0.121551369 <= x7621 <= 2000 0.0959801388 <= x7622 <= 2000 0.0703449918 <= x7623 <= 2000 0.0446629996 <= x7624 <= 2000 0.0189512646 <= x7625 <= 2000 -0.00677309069 <= x7626 <= 2000 -0.0324929355 <= x7627 <= 2000 0.0256592588 <= x7628 <= 2000 0.0513014301 <= x7629 <= 2000 0.076909438 <= x7630 <= 2000 0.102466229 <= x7631 <= 2000 0.127954784 <= x7632 <= 2000 0.15335813 <= x7633 <= 2000 0.178659348 <= x7634 <= 2000 0.203841592 <= x7635 <= 2000 0.228888089 <= x7636 <= 2000 0.253782162 <= x7637 <= 2000 0.278507232 <= x7638 <= 2000 0.303046834 <= x7639 <= 2000 0.327384627 <= x7640 <= 2000 0.351504402 <= x7641 <= 2000 0.375390098 <= x7642 <= 2000 0.399025807 <= x7643 <= 2000 0.422395792 <= x7644 <= 2000 0.445484488 <= x7645 <= 2000 0.468276519 <= x7646 <= 2000 0.490756709 <= x7647 <= 2000 0.512910085 <= x7648 <= 2000 0.534721897 <= x7649 <= 2000 0.556177618 <= x7650 <= 2000 0.57726296 <= x7651 <= 2000 0.597963882 <= x7652 <= 2000 0.618266599 <= x7653 <= 2000 0.638157589 <= x7654 <= 2000 0.657623608 <= x7655 <= 2000 0.676651691 <= x7656 <= 2000 0.695229168 <= x7657 <= 2000 0.713343666 <= x7658 <= 2000 0.730983123 <= x7659 <= 2000 0.748135792 <= x7660 <= 2000 0.764790251 <= x7661 <= 2000 0.780935408 <= x7662 <= 2000 0.796560512 <= x7663 <= 2000 0.811655158 <= x7664 <= 2000 0.826209294 <= x7665 <= 2000 0.840213227 <= x7666 <= 2000 0.853657632 <= x7667 <= 2000 0.866533555 <= x7668 <= 2000 0.878832423 <= x7669 <= 2000 0.890546045 <= x7670 <= 2000 0.901666619 <= x7671 <= 2000 0.912186742 <= x7672 <= 2000 0.922099407 <= x7673 <= 2000 0.931398012 <= x7674 <= 2000 0.940076366 <= x7675 <= 2000 0.948128689 <= x7676 <= 2000 0.95554962 <= x7677 <= 2000 0.962334215 <= x7678 <= 2000 0.968477958 <= x7679 <= 2000 0.973976756 <= x7680 <= 2000 0.978826948 <= x7681 <= 2000 0.983025304 <= x7682 <= 2000 0.986569027 <= x7683 <= 2000 0.98945576 <= x7684 <= 2000 0.991683577 <= x7685 <= 2000 0.993250998 <= x7686 <= 2000 0.994156976 <= x7687 <= 2000 0.99440091 <= x7688 <= 2000 0.993982636 <= x7689 <= 2000 0.992902434 <= x7690 <= 2000 0.991161022 <= x7691 <= 2000 0.98875956 <= x7692 <= 2000 0.985699648 <= x7693 <= 2000 0.981983322 <= x7694 <= 2000 0.977613059 <= x7695 <= 2000 0.972591768 <= x7696 <= 2000 0.966922793 <= x7697 <= 2000 0.96060991 <= x7698 <= 2000 0.953657322 <= x7699 <= 2000 0.946069659 <= x7700 <= 2000 0.937851974 <= x7701 <= 2000 0.92900974 <= x7702 <= 2000 0.919548845 <= x7703 <= 2000 0.909475589 <= x7704 <= 2000 0.898796681 <= x7705 <= 2000 0.887519231 <= x7706 <= 2000 0.875650751 <= x7707 <= 2000 0.863199143 <= x7708 <= 2000 0.8501727 <= x7709 <= 2000 0.836580096 <= x7710 <= 2000 0.822430384 <= x7711 <= 2000 0.807732985 <= x7712 <= 2000 0.792497689 <= x7713 <= 2000 0.776734639 <= x7714 <= 2000 0.760454334 <= x7715 <= 2000 0.743667615 <= x7716 <= 2000 0.72638566 <= x7717 <= 2000 0.70861998 <= x7718 <= 2000 0.690382404 <= x7719 <= 2000 0.671685077 <= x7720 <= 2000 0.652540452 <= x7721 <= 2000 0.632961276 <= x7722 <= 2000 0.612960588 <= x7723 <= 2000 0.592551708 <= x7724 <= 2000 0.571748226 <= x7725 <= 2000 0.550563997 <= x7726 <= 2000 0.529013127 <= x7727 <= 2000 0.507109968 <= x7728 <= 2000 0.484869107 <= x7729 <= 2000 0.462305354 <= x7730 <= 2000 0.439433735 <= x7731 <= 2000 0.416269481 <= x7732 <= 2000 0.392828018 <= x7733 <= 2000 0.369124958 <= x7734 <= 2000 0.345176083 <= x7735 <= 2000 0.320997343 <= x7736 <= 2000 0.29660484 <= x7737 <= 2000 0.272014817 <= x7738 <= 2000 0.247243649 <= x7739 <= 2000 0.222307833 <= x7740 <= 2000 0.197223975 <= x7741 <= 2000 0.172008777 <= x7742 <= 2000 0.146679033 <= x7743 <= 2000 0.12125161 <= x7744 <= 2000 0.0957434411 <= x7745 <= 2000 0.0701715132 <= x7746 <= 2000 0.0445528556 <= x7747 <= 2000 0.0189045287 <= x7748 <= 2000 -0.00675638749 <= x7749 <= 2000 -0.0324128043 <= x7750 <= 2000 0.0255776517 <= x7751 <= 2000 0.0511382704 <= x7752 <= 2000 0.0766648342 <= x7753 <= 2000 0.102140344 <= x7754 <= 2000 0.127547835 <= x7755 <= 2000 0.152870388 <= x7756 <= 2000 0.178091138 <= x7757 <= 2000 0.203193291 <= x7758 <= 2000 0.228160131 <= x7759 <= 2000 0.25297503 <= x7760 <= 2000 0.277621464 <= x7761 <= 2000 0.30208302 <= x7762 <= 2000 0.326343408 <= x7763 <= 2000 0.350386473 <= x7764 <= 2000 0.374196202 <= x7765 <= 2000 0.397756741 <= x7766 <= 2000 0.421052399 <= x7767 <= 2000 0.444067663 <= x7768 <= 2000 0.466787206 <= x7769 <= 2000 0.489195899 <= x7770 <= 2000 0.511278819 <= x7771 <= 2000 0.53302126 <= x7772 <= 2000 0.554408743 <= x7773 <= 2000 0.575427026 <= x7774 <= 2000 0.59606211 <= x7775 <= 2000 0.616300256 <= x7776 <= 2000 0.636127985 <= x7777 <= 2000 0.655532093 <= x7778 <= 2000 0.674499659 <= x7779 <= 2000 0.693018052 <= x7780 <= 2000 0.711074938 <= x7781 <= 2000 0.728658295 <= x7782 <= 2000 0.745756411 <= x7783 <= 2000 0.762357902 <= x7784 <= 2000 0.778451711 <= x7785 <= 2000 0.794027121 <= x7786 <= 2000 0.80907376 <= x7787 <= 2000 0.823581607 <= x7788 <= 2000 0.837541002 <= x7789 <= 2000 0.850942648 <= x7790 <= 2000 0.863777621 <= x7791 <= 2000 0.876037373 <= x7792 <= 2000 0.88771374 <= x7793 <= 2000 0.898798947 <= x7794 <= 2000 0.909285611 <= x7795 <= 2000 0.91916675 <= x7796 <= 2000 0.928435782 <= x7797 <= 2000 0.937086535 <= x7798 <= 2000 0.945113249 <= x7799 <= 2000 0.952510577 <= x7800 <= 2000 0.959273595 <= x7801 <= 2000 0.965397798 <= x7802 <= 2000 0.970879107 <= x7803 <= 2000 0.975713874 <= x7804 <= 2000 0.979898877 <= x7805 <= 2000 0.98343133 <= x7806 <= 2000 0.986308882 <= x7807 <= 2000 0.988529614 <= x7808 <= 2000 0.990092049 <= x7809 <= 2000 0.990995146 <= x7810 <= 2000 0.991238304 <= x7811 <= 2000 0.990821361 <= x7812 <= 2000 0.989744594 <= x7813 <= 2000 0.98800872 <= x7814 <= 2000 0.985614896 <= x7815 <= 2000 0.982564716 <= x7816 <= 2000 0.97886021 <= x7817 <= 2000 0.974503846 <= x7818 <= 2000 0.969498525 <= x7819 <= 2000 0.96384758 <= x7820 <= 2000 0.957554774 <= x7821 <= 2000 0.950624298 <= x7822 <= 2000 0.943060767 <= x7823 <= 2000 0.934869217 <= x7824 <= 2000 0.926055105 <= x7825 <= 2000 0.9166243 <= x7826 <= 2000 0.906583081 <= x7827 <= 2000 0.895938136 <= x7828 <= 2000 0.884696554 <= x7829 <= 2000 0.87286582 <= x7830 <= 2000 0.860453813 <= x7831 <= 2000 0.8474688 <= x7832 <= 2000 0.833919426 <= x7833 <= 2000 0.819814716 <= x7834 <= 2000 0.805164061 <= x7835 <= 2000 0.789977219 <= x7836 <= 2000 0.774264302 <= x7837 <= 2000 0.758035775 <= x7838 <= 2000 0.741302444 <= x7839 <= 2000 0.724075454 <= x7840 <= 2000 0.706366276 <= x7841 <= 2000 0.688186703 <= x7842 <= 2000 0.669548841 <= x7843 <= 2000 0.650465103 <= x7844 <= 2000 0.630948197 <= x7845 <= 2000 0.61101112 <= x7846 <= 2000 0.590667149 <= x7847 <= 2000 0.569929831 <= x7848 <= 2000 0.548812976 <= x7849 <= 2000 0.527330647 <= x7850 <= 2000 0.505497149 <= x7851 <= 2000 0.483327023 <= x7852 <= 2000 0.460835032 <= x7853 <= 2000 0.438036154 <= x7854 <= 2000 0.414945572 <= x7855 <= 2000 0.391578663 <= x7856 <= 2000 0.367950988 <= x7857 <= 2000 0.344078281 <= x7858 <= 2000 0.319976439 <= x7859 <= 2000 0.295661514 <= x7860 <= 2000 0.271149698 <= x7861 <= 2000 0.246457313 <= x7862 <= 2000 0.221600803 <= x7863 <= 2000 0.196596721 <= x7864 <= 2000 0.171461718 <= x7865 <= 2000 0.146212533 <= x7866 <= 2000 0.12086598 <= x7867 <= 2000 0.0954389374 <= x7868 <= 2000 0.0699483388 <= x7869 <= 2000 0.0444111591 <= x7870 <= 2000 0.0188444045 <= x7871 <= 2000 -0.00673489939 <= x7872 <= 2000 -0.0323097182 <= x7873 <= 2000 0.0254779305 <= x7874 <= 2000 0.0509388943 <= x7875 <= 2000 0.076365936 <= x7876 <= 2000 0.101742123 <= x7877 <= 2000 0.127050556 <= x7878 <= 2000 0.152274382 <= x7879 <= 2000 0.177396802 <= x7880 <= 2000 0.202401088 <= x7881 <= 2000 0.227270588 <= x7882 <= 2000 0.25198874 <= x7883 <= 2000 0.276539083 <= x7884 <= 2000 0.300905269 <= x7885 <= 2000 0.325071072 <= x7886 <= 2000 0.349020398 <= x7887 <= 2000 0.372737299 <= x7888 <= 2000 0.39620598 <= x7889 <= 2000 0.419410814 <= x7890 <= 2000 0.442336347 <= x7891 <= 2000 0.464967313 <= x7892 <= 2000 0.48728864 <= x7893 <= 2000 0.509285463 <= x7894 <= 2000 0.530943136 <= x7895 <= 2000 0.552247234 <= x7896 <= 2000 0.573183571 <= x7897 <= 2000 0.593738204 <= x7898 <= 2000 0.613897446 <= x7899 <= 2000 0.633647871 <= x7900 <= 2000 0.652976327 <= x7901 <= 2000 0.671869943 <= x7902 <= 2000 0.690316137 <= x7903 <= 2000 0.708302624 <= x7904 <= 2000 0.725817427 <= x7905 <= 2000 0.742848882 <= x7906 <= 2000 0.759385647 <= x7907 <= 2000 0.77541671 <= x7908 <= 2000 0.790931396 <= x7909 <= 2000 0.805919371 <= x7910 <= 2000 0.820370656 <= x7911 <= 2000 0.834275626 <= x7912 <= 2000 0.847625022 <= x7913 <= 2000 0.860409955 <= x7914 <= 2000 0.872621909 <= x7915 <= 2000 0.884252753 <= x7916 <= 2000 0.895294741 <= x7917 <= 2000 0.90574052 <= x7918 <= 2000 0.915583134 <= x7919 <= 2000 0.924816029 <= x7920 <= 2000 0.933433055 <= x7921 <= 2000 0.941428474 <= x7922 <= 2000 0.948796962 <= x7923 <= 2000 0.955533612 <= x7924 <= 2000 0.961633938 <= x7925 <= 2000 0.967093878 <= x7926 <= 2000 0.971909794 <= x7927 <= 2000 0.976078481 <= x7928 <= 2000 0.979597163 <= x7929 <= 2000 0.982463495 <= x7930 <= 2000 0.984675569 <= x7931 <= 2000 0.986231913 <= x7932 <= 2000 0.987131489 <= x7933 <= 2000 0.987373699 <= x7934 <= 2000 0.986958381 <= x7935 <= 2000 0.985885812 <= x7936 <= 2000 0.984156706 <= x7937 <= 2000 0.981772215 <= x7938 <= 2000 0.978733926 <= x7939 <= 2000 0.975043864 <= x7940 <= 2000 0.970704484 <= x7941 <= 2000 0.965718678 <= x7942 <= 2000 0.960089764 <= x7943 <= 2000 0.953821492 <= x7944 <= 2000 0.946918037 <= x7945 <= 2000 0.939383994 <= x7946 <= 2000 0.931224382 <= x7947 <= 2000 0.922444634 <= x7948 <= 2000 0.913050597 <= x7949 <= 2000 0.903048526 <= x7950 <= 2000 0.892445084 <= x7951 <= 2000 0.881247329 <= x7952 <= 2000 0.869462721 <= x7953 <= 2000 0.857099106 <= x7954 <= 2000 0.844164718 <= x7955 <= 2000 0.83066817 <= x7956 <= 2000 0.816618451 <= x7957 <= 2000 0.802024915 <= x7958 <= 2000 0.786897283 <= x7959 <= 2000 0.771245627 <= x7960 <= 2000 0.755080371 <= x7961 <= 2000 0.73841228 <= x7962 <= 2000 0.721252454 <= x7963 <= 2000 0.703612319 <= x7964 <= 2000 0.685503624 <= x7965 <= 2000 0.666938428 <= x7966 <= 2000 0.647929093 <= x7967 <= 2000 0.628488278 <= x7968 <= 2000 0.608628931 <= x7969 <= 2000 0.588364276 <= x7970 <= 2000 0.567707808 <= x7971 <= 2000 0.546673283 <= x7972 <= 2000 0.525274708 <= x7973 <= 2000 0.503526334 <= x7974 <= 2000 0.481442644 <= x7975 <= 2000 0.459038344 <= x7976 <= 2000 0.436328354 <= x7977 <= 2000 0.413327797 <= x7978 <= 2000 0.39005199 <= x7979 <= 2000 0.366516433 <= x7980 <= 2000 0.3427368 <= x7981 <= 2000 0.318728926 <= x7982 <= 2000 0.294508799 <= x7983 <= 2000 0.270092549 <= x7984 <= 2000 0.245496433 <= x7985 <= 2000 0.220736833 <= x7986 <= 2000 0.195830236 <= x7987 <= 2000 0.170793229 <= x7988 <= 2000 0.145642485 <= x7989 <= 2000 0.120394752 <= x7990 <= 2000 0.0950668434 <= x7991 <= 2000 0.0696756267 <= x7992 <= 2000 0.0442380105 <= x7993 <= 2000 0.0187709345 <= x7994 <= 2000 -0.00670864159 <= x7995 <= 2000 -0.0321837502 <= x7996 <= 2000 0.0253601656 <= x7997 <= 2000 0.050703443 <= x7998 <= 2000 0.0760129551 <= x7999 <= 2000 0.101271847 <= x8000 <= 2000 0.126463299 <= x8001 <= 2000 0.151570535 <= x8002 <= 2000 0.176576834 <= x8003 <= 2000 0.201465544 <= x8004 <= 2000 0.226220091 <= x8005 <= 2000 0.25082399 <= x8006 <= 2000 0.275260856 <= x8007 <= 2000 0.299514416 <= x8008 <= 2000 0.323568519 <= x8009 <= 2000 0.347407146 <= x8010 <= 2000 0.371014421 <= x8011 <= 2000 0.394374625 <= x8012 <= 2000 0.417472201 <= x8013 <= 2000 0.440291767 <= x8014 <= 2000 0.462818127 <= x8015 <= 2000 0.485036279 <= x8016 <= 2000 0.506931429 <= x8017 <= 2000 0.528488995 <= x8018 <= 2000 0.54969462 <= x8019 <= 2000 0.570534185 <= x8020 <= 2000 0.59099381 <= x8021 <= 2000 0.611059871 <= x8022 <= 2000 0.630719005 <= x8023 <= 2000 0.649958121 <= x8024 <= 2000 0.668764406 <= x8025 <= 2000 0.687125337 <= x8026 <= 2000 0.705028687 <= x8027 <= 2000 0.722462532 <= x8028 <= 2000 0.739415264 <= x8029 <= 2000 0.755875592 <= x8030 <= 2000 0.771832556 <= x8031 <= 2000 0.787275529 <= x8032 <= 2000 0.802194226 <= x8033 <= 2000 0.816578714 <= x8034 <= 2000 0.830419412 <= x8035 <= 2000 0.843707105 <= x8036 <= 2000 0.856432942 <= x8037 <= 2000 0.86858845 <= x8038 <= 2000 0.880165533 <= x8039 <= 2000 0.891156483 <= x8040 <= 2000 0.901553979 <= x8041 <= 2000 0.911351099 <= x8042 <= 2000 0.920541316 <= x8043 <= 2000 0.929118512 <= x8044 <= 2000 0.937076975 <= x8045 <= 2000 0.944411404 <= x8046 <= 2000 0.951116916 <= x8047 <= 2000 0.957189045 <= x8048 <= 2000 0.962623747 <= x8049 <= 2000 0.967417404 <= x8050 <= 2000 0.971566822 <= x8051 <= 2000 0.975069239 <= x8052 <= 2000 0.977922323 <= x8053 <= 2000 0.980124172 <= x8054 <= 2000 0.981673322 <= x8055 <= 2000 0.98256874 <= x8056 <= 2000 0.982809831 <= x8057 <= 2000 0.982396432 <= x8058 <= 2000 0.981328821 <= x8059 <= 2000 0.979607708 <= x8060 <= 2000 0.977234238 <= x8061 <= 2000 0.974209993 <= x8062 <= 2000 0.970536987 <= x8063 <= 2000 0.966217665 <= x8064 <= 2000 0.961254904 <= x8065 <= 2000 0.955652009 <= x8066 <= 2000 0.94941271 <= x8067 <= 2000 0.942541164 <= x8068 <= 2000 0.935041945 <= x8069 <= 2000 0.926920049 <= x8070 <= 2000 0.918180883 <= x8071 <= 2000 0.908830267 <= x8072 <= 2000 0.898874429 <= x8073 <= 2000 0.888319997 <= x8074 <= 2000 0.877174002 <= x8075 <= 2000 0.865443864 <= x8076 <= 2000 0.853137397 <= x8077 <= 2000 0.840262795 <= x8078 <= 2000 0.826828631 <= x8079 <= 2000 0.812843852 <= x8080 <= 2000 0.798317772 <= x8081 <= 2000 0.783260063 <= x8082 <= 2000 0.767680753 <= x8083 <= 2000 0.751590216 <= x8084 <= 2000 0.734999169 <= x8085 <= 2000 0.717918659 <= x8086 <= 2000 0.700360062 <= x8087 <= 2000 0.682335069 <= x8088 <= 2000 0.663855685 <= x8089 <= 2000 0.644934215 <= x8090 <= 2000 0.625583261 <= x8091 <= 2000 0.605815708 <= x8092 <= 2000 0.585644721 <= x8093 <= 2000 0.565083732 <= x8094 <= 2000 0.544146433 <= x8095 <= 2000 0.522846768 <= x8096 <= 2000 0.50119892 <= x8097 <= 2000 0.479217306 <= x8098 <= 2000 0.456916563 <= x8099 <= 2000 0.434311544 <= x8100 <= 2000 0.411417301 <= x8101 <= 2000 0.38824908 <= x8102 <= 2000 0.36482231 <= x8103 <= 2000 0.341152592 <= x8104 <= 2000 0.317255688 <= x8105 <= 2000 0.293147512 <= x8106 <= 2000 0.268844119 <= x8107 <= 2000 0.244361692 <= x8108 <= 2000 0.219716537 <= x8109 <= 2000 0.194925064 <= x8110 <= 2000 0.170003784 <= x8111 <= 2000 0.144969292 <= x8112 <= 2000 0.119838259 <= x8113 <= 2000 0.0946274226 <= x8114 <= 2000 0.0693535699 <= x8115 <= 2000 0.0440335322 <= x8116 <= 2000 0.018684171 <= x8117 <= 2000 -0.00667763271 <= x8118 <= 2000 -0.0320349895 <= x8119 <= 2000 0.0252244406 <= x8120 <= 2000 0.0504320833 <= x8121 <= 2000 0.0756061414 <= x8122 <= 2000 0.100729851 <= x8123 <= 2000 0.12578648 <= x8124 <= 2000 0.150759344 <= x8125 <= 2000 0.175631812 <= x8126 <= 2000 0.200387321 <= x8127 <= 2000 0.225009384 <= x8128 <= 2000 0.249481605 <= x8129 <= 2000 0.273787688 <= x8130 <= 2000 0.297911445 <= x8131 <= 2000 0.321836813 <= x8132 <= 2000 0.345547858 <= x8133 <= 2000 0.36902879 <= x8134 <= 2000 0.392263972 <= x8135 <= 2000 0.415237932 <= x8136 <= 2000 0.43793537 <= x8137 <= 2000 0.460341171 <= x8138 <= 2000 0.482440414 <= x8139 <= 2000 0.504218383 <= x8140 <= 2000 0.525660575 <= x8141 <= 2000 0.54675271 <= x8142 <= 2000 0.567480743 <= x8143 <= 2000 0.587830871 <= x8144 <= 2000 0.60778954 <= x8145 <= 2000 0.627343461 <= x8146 <= 2000 0.646479611 <= x8147 <= 2000 0.665185247 <= x8148 <= 2000 0.683447912 <= x8149 <= 2000 0.701255444 <= x8150 <= 2000 0.718595986 <= x8151 <= 2000 0.735457988 <= x8152 <= 2000 0.751830223 <= x8153 <= 2000 0.767701786 <= x8154 <= 2000 0.78306211 <= x8155 <= 2000 0.797900964 <= x8156 <= 2000 0.812208467 <= x8157 <= 2000 0.825975092 <= x8158 <= 2000 0.83919167 <= x8159 <= 2000 0.851849399 <= x8160 <= 2000 0.863939852 <= x8161 <= 2000 0.875454976 <= x8162 <= 2000 0.886387104 <= x8163 <= 2000 0.896728954 <= x8164 <= 2000 0.90647364 <= x8165 <= 2000 0.915614672 <= x8166 <= 2000 0.924145964 <= x8167 <= 2000 0.932061834 <= x8168 <= 2000 0.93935701 <= x8169 <= 2000 0.946026635 <= x8170 <= 2000 0.952066266 <= x8171 <= 2000 0.957471882 <= x8172 <= 2000 0.962239884 <= x8173 <= 2000 0.966367095 <= x8174 <= 2000 0.969850767 <= x8175 <= 2000 0.972688581 <= x8176 <= 2000 0.974878647 <= x8177 <= 2000 0.976419506 <= x8178 <= 2000 0.977310132 <= x8179 <= 2000 0.977549932 <= x8180 <= 2000 0.977138746 <= x8181 <= 2000 0.976076849 <= x8182 <= 2000 0.974364946 <= x8183 <= 2000 0.972004179 <= x8184 <= 2000 0.96899612 <= x8185 <= 2000 0.965342771 <= x8186 <= 2000 0.961046566 <= x8187 <= 2000 0.956110365 <= x8188 <= 2000 0.950537456 <= x8189 <= 2000 0.944331549 <= x8190 <= 2000 0.937496779 <= x8191 <= 2000 0.930037695 <= x8192 <= 2000 0.921959266 <= x8193 <= 2000 0.913266871 <= x8194 <= 2000 0.903966299 <= x8195 <= 2000 0.894063743 <= x8196 <= 2000 0.883565798 <= x8197 <= 2000 0.872479455 <= x8198 <= 2000 0.860812096 <= x8199 <= 2000 0.848571492 <= x8200 <= 2000 0.835765793 <= x8201 <= 2000 0.822403528 <= x8202 <= 2000 0.808493594 <= x8203 <= 2000 0.794045256 <= x8204 <= 2000 0.779068134 <= x8205 <= 2000 0.763572203 <= x8206 <= 2000 0.747567781 <= x8207 <= 2000 0.731065528 <= x8208 <= 2000 0.714076431 <= x8209 <= 2000 0.696611805 <= x8210 <= 2000 0.678683281 <= x8211 <= 2000 0.660302796 <= x8212 <= 2000 0.641482593 <= x8213 <= 2000 0.622235203 <= x8214 <= 2000 0.602573444 <= x8215 <= 2000 0.58251041 <= x8216 <= 2000 0.562059461 <= x8217 <= 2000 0.541234217 <= x8218 <= 2000 0.520048545 <= x8219 <= 2000 0.498516554 <= x8220 <= 2000 0.476652583 <= x8221 <= 2000 0.454471192 <= x8222 <= 2000 0.431987152 <= x8223 <= 2000 0.409215437 <= x8224 <= 2000 0.38617121 <= x8225 <= 2000 0.362869818 <= x8226 <= 2000 0.339326778 <= x8227 <= 2000 0.315557768 <= x8228 <= 2000 0.291578616 <= x8229 <= 2000 0.267405292 <= x8230 <= 2000 0.243053893 <= x8231 <= 2000 0.218540636 <= x8232 <= 2000 0.193881845 <= x8233 <= 2000 0.169093941 <= x8234 <= 2000 0.144193431 <= x8235 <= 2000 0.119196897 <= x8236 <= 2000 0.0941209862 <= x8237 <= 2000 0.0689823966 <= x8238 <= 2000 0.0437978692 <= x8239 <= 2000 0.0185841752 <= x8240 <= 2000 -0.0066418947 <= x8241 <= 2000 -0.0318635415 <= x8242 <= 2000 0.0250708515 <= x8243 <= 2000 0.0501250073 <= x8244 <= 2000 0.0751457832 <= x8245 <= 2000 0.100116517 <= x8246 <= 2000 0.125020579 <= x8247 <= 2000 0.149841386 <= x8248 <= 2000 0.174562408 <= x8249 <= 2000 0.199167182 <= x8250 <= 2000 0.223639324 <= x8251 <= 2000 0.247962536 <= x8252 <= 2000 0.272120622 <= x8253 <= 2000 0.296097492 <= x8254 <= 2000 0.31987718 <= x8255 <= 2000 0.343443851 <= x8256 <= 2000 0.36678181 <= x8257 <= 2000 0.389875516 <= x8258 <= 2000 0.41270959 <= x8259 <= 2000 0.435268825 <= x8260 <= 2000 0.457538199 <= x8261 <= 2000 0.479502883 <= x8262 <= 2000 0.501148248 <= x8263 <= 2000 0.52245988 <= x8264 <= 2000 0.543423587 <= x8265 <= 2000 0.564025409 <= x8266 <= 2000 0.584251627 <= x8267 <= 2000 0.60408877 <= x8268 <= 2000 0.623523629 <= x8269 <= 2000 0.64254326 <= x8270 <= 2000 0.661135 <= x8271 <= 2000 0.679286465 <= x8272 <= 2000 0.69698557 <= x8273 <= 2000 0.714220526 <= x8274 <= 2000 0.730979857 <= x8275 <= 2000 0.747252403 <= x8276 <= 2000 0.763027326 <= x8277 <= 2000 0.778294122 <= x8278 <= 2000 0.793042624 <= x8279 <= 2000 0.807263011 <= x8280 <= 2000 0.820945811 <= x8281 <= 2000 0.834081915 <= x8282 <= 2000 0.846662573 <= x8283 <= 2000 0.858679408 <= x8284 <= 2000 0.870124418 <= x8285 <= 2000 0.880989981 <= x8286 <= 2000 0.89126886 <= x8287 <= 2000 0.900954212 <= x8288 <= 2000 0.910039585 <= x8289 <= 2000 0.918518931 <= x8290 <= 2000 0.926386602 <= x8291 <= 2000 0.933637359 <= x8292 <= 2000 0.940266373 <= x8293 <= 2000 0.946269229 <= x8294 <= 2000 0.951641931 <= x8295 <= 2000 0.956380901 <= x8296 <= 2000 0.960482982 <= x8297 <= 2000 0.963945442 <= x8298 <= 2000 0.966765977 <= x8299 <= 2000 0.968942708 <= x8300 <= 2000 0.970474184 <= x8301 <= 2000 0.971359387 <= x8302 <= 2000 0.971597727 <= x8303 <= 2000 0.971189045 <= x8304 <= 2000 0.970133614 <= x8305 <= 2000 0.968432135 <= x8306 <= 2000 0.966085742 <= x8307 <= 2000 0.963095999 <= x8308 <= 2000 0.959464895 <= x8309 <= 2000 0.955194849 <= x8310 <= 2000 0.950288704 <= x8311 <= 2000 0.944749727 <= x8312 <= 2000 0.938581608 <= x8313 <= 2000 0.931788454 <= x8314 <= 2000 0.924374788 <= x8315 <= 2000 0.916345548 <= x8316 <= 2000 0.90770608 <= x8317 <= 2000 0.898462138 <= x8318 <= 2000 0.888619878 <= x8319 <= 2000 0.878185854 <= x8320 <= 2000 0.867167014 <= x8321 <= 2000 0.855570697 <= x8322 <= 2000 0.843404624 <= x8323 <= 2000 0.830676898 <= x8324 <= 2000 0.817395994 <= x8325 <= 2000 0.803570757 <= x8326 <= 2000 0.789210393 <= x8327 <= 2000 0.774324466 <= x8328 <= 2000 0.758922887 <= x8329 <= 2000 0.743015915 <= x8330 <= 2000 0.726614142 <= x8331 <= 2000 0.709728491 <= x8332 <= 2000 0.692370205 <= x8333 <= 2000 0.674550846 <= x8334 <= 2000 0.656282278 <= x8335 <= 2000 0.637576669 <= x8336 <= 2000 0.618446474 <= x8337 <= 2000 0.598904434 <= x8338 <= 2000 0.578963562 <= x8339 <= 2000 0.558637137 <= x8340 <= 2000 0.537938695 <= x8341 <= 2000 0.516882021 <= x8342 <= 2000 0.495481136 <= x8343 <= 2000 0.473750293 <= x8344 <= 2000 0.451703962 <= x8345 <= 2000 0.429356825 <= x8346 <= 2000 0.406723765 <= x8347 <= 2000 0.383819852 <= x8348 <= 2000 0.36066034 <= x8349 <= 2000 0.337260651 <= x8350 <= 2000 0.313636368 <= x8351 <= 2000 0.289803223 <= x8352 <= 2000 0.265777088 <= x8353 <= 2000 0.241573962 <= x8354 <= 2000 0.217209964 <= x8355 <= 2000 0.192701318 <= x8356 <= 2000 0.168064344 <= x8357 <= 2000 0.143315451 <= x8358 <= 2000 0.118471119 <= x8359 <= 2000 0.0935478928 <= x8360 <= 2000 0.0685623697 <= x8361 <= 2000 0.0435311883 <= x8362 <= 2000 0.018471018 <= x8363 <= 2000 -0.00660145286 <= x8364 <= 2000 -0.0316695276 <= x8365 <= 2000 0.024899507 <= x8366 <= 2000 0.0497824326 <= x8367 <= 2000 0.0746322063 <= x8368 <= 2000 0.0994322797 <= x8369 <= 2000 0.124166138 <= x8370 <= 2000 0.148817309 <= x8371 <= 2000 0.173369377 <= x8372 <= 2000 0.197805992 <= x8373 <= 2000 0.222110882 <= x8374 <= 2000 0.246267859 <= x8375 <= 2000 0.270260839 <= x8376 <= 2000 0.294073841 <= x8377 <= 2000 0.317691009 <= x8378 <= 2000 0.341096616 <= x8379 <= 2000 0.364275074 <= x8380 <= 2000 0.387210948 <= x8381 <= 2000 0.409888964 <= x8382 <= 2000 0.432294021 <= x8383 <= 2000 0.454411197 <= x8384 <= 2000 0.476225765 <= x8385 <= 2000 0.497723196 <= x8386 <= 2000 0.518889176 <= x8387 <= 2000 0.539709609 <= x8388 <= 2000 0.56017063 <= x8389 <= 2000 0.580258613 <= x8390 <= 2000 0.599960181 <= x8391 <= 2000 0.619262214 <= x8392 <= 2000 0.638151858 <= x8393 <= 2000 0.656616534 <= x8394 <= 2000 0.674643945 <= x8395 <= 2000 0.692222086 <= x8396 <= 2000 0.709339252 <= x8397 <= 2000 0.725984043 <= x8398 <= 2000 0.742145376 <= x8399 <= 2000 0.757812487 <= x8400 <= 2000 0.772974943 <= x8401 <= 2000 0.787622648 <= x8402 <= 2000 0.801745846 <= x8403 <= 2000 0.815335133 <= x8404 <= 2000 0.828381459 <= x8405 <= 2000 0.840876136 <= x8406 <= 2000 0.852810843 <= x8407 <= 2000 0.864177633 <= x8408 <= 2000 0.874968936 <= x8409 <= 2000 0.885177566 <= x8410 <= 2000 0.894796724 <= x8411 <= 2000 0.903820004 <= x8412 <= 2000 0.912241399 <= x8413 <= 2000 0.920055299 <= x8414 <= 2000 0.927256501 <= x8415 <= 2000 0.933840209 <= x8416 <= 2000 0.93980204 <= x8417 <= 2000 0.945138023 <= x8418 <= 2000 0.949844604 <= x8419 <= 2000 0.95391865 <= x8420 <= 2000 0.957357447 <= x8421 <= 2000 0.960158705 <= x8422 <= 2000 0.962320559 <= x8423 <= 2000 0.963841569 <= x8424 <= 2000 0.964720722 <= x8425 <= 2000 0.964957433 <= x8426 <= 2000 0.964551544 <= x8427 <= 2000 0.963503325 <= x8428 <= 2000 0.961813475 <= x8429 <= 2000 0.959483119 <= x8430 <= 2000 0.956513808 <= x8431 <= 2000 0.952907521 <= x8432 <= 2000 0.948666658 <= x8433 <= 2000 0.943794044 <= x8434 <= 2000 0.938292923 <= x8435 <= 2000 0.932166959 <= x8436 <= 2000 0.925420232 <= x8437 <= 2000 0.918057234 <= x8438 <= 2000 0.910082869 <= x8439 <= 2000 0.901502447 <= x8440 <= 2000 0.892321682 <= x8441 <= 2000 0.882546688 <= x8442 <= 2000 0.872183974 <= x8443 <= 2000 0.861240442 <= x8444 <= 2000 0.849723378 <= x8445 <= 2000 0.837640454 <= x8446 <= 2000 0.824999714 <= x8447 <= 2000 0.811809577 <= x8448 <= 2000 0.798078827 <= x8449 <= 2000 0.783816608 <= x8450 <= 2000 0.769032417 <= x8451 <= 2000 0.753736099 <= x8452 <= 2000 0.737937842 <= x8453 <= 2000 0.721648165 <= x8454 <= 2000 0.704877917 <= x8455 <= 2000 0.687638265 <= x8456 <= 2000 0.66994069 <= x8457 <= 2000 0.651796978 <= x8458 <= 2000 0.63321921 <= x8459 <= 2000 0.614219759 <= x8460 <= 2000 0.594811277 <= x8461 <= 2000 0.575006689 <= x8462 <= 2000 0.554819183 <= x8463 <= 2000 0.534262203 <= x8464 <= 2000 0.513349439 <= x8465 <= 2000 0.492094816 <= x8466 <= 2000 0.47051249 <= x8467 <= 2000 0.448616833 <= x8468 <= 2000 0.426422426 <= x8469 <= 2000 0.403944049 <= x8470 <= 2000 0.381196671 <= x8471 <= 2000 0.35819544 <= x8472 <= 2000 0.334955674 <= x8473 <= 2000 0.311492849 <= x8474 <= 2000 0.28782259 <= x8475 <= 2000 0.263960659 <= x8476 <= 2000 0.239922947 <= x8477 <= 2000 0.215725462 <= x8478 <= 2000 0.191384318 <= x8479 <= 2000 0.166915724 <= x8480 <= 2000 0.142335975 <= x8481 <= 2000 0.117661439 <= x8482 <= 2000 0.0929085484 <= x8483 <= 2000 0.0680937865 <= x8484 <= 2000 0.0432336784 <= x8485 <= 2000 0.0183447795 <= x8486 <= 2000 -0.00655633584 <= x8487 <= 2000 -0.0314530851 <= x8488 <= 2000 0.0247105287 <= x8489 <= 2000 0.0494046017 <= x8490 <= 2000 0.0740657745 <= x8491 <= 2000 0.0986776242 <= x8492 <= 2000 0.123223761 <= x8493 <= 2000 0.147687838 <= x8494 <= 2000 0.172053565 <= x8495 <= 2000 0.196304716 <= x8496 <= 2000 0.22042514 <= x8497 <= 2000 0.244398774 <= x8498 <= 2000 0.268209655 <= x8499 <= 2000 0.291841926 <= x8500 <= 2000 0.315279848 <= x8501 <= 2000 0.338507814 <= x8502 <= 2000 0.361510356 <= x8503 <= 2000 0.384272155 <= x8504 <= 2000 0.406778053 <= x8505 <= 2000 0.429013063 <= x8506 <= 2000 0.450962378 <= x8507 <= 2000 0.472611381 <= x8508 <= 2000 0.493945655 <= x8509 <= 2000 0.514950993 <= x8510 <= 2000 0.535613406 <= x8511 <= 2000 0.555919135 <= x8512 <= 2000 0.575854658 <= x8513 <= 2000 0.595406698 <= x8514 <= 2000 0.614562235 <= x8515 <= 2000 0.633308514 <= x8516 <= 2000 0.651633049 <= x8517 <= 2000 0.669523638 <= x8518 <= 2000 0.686968368 <= x8519 <= 2000 0.703955621 <= x8520 <= 2000 0.720474084 <= x8521 <= 2000 0.736512758 <= x8522 <= 2000 0.752060961 <= x8523 <= 2000 0.76710834 <= x8524 <= 2000 0.781644874 <= x8525 <= 2000 0.795660882 <= x8526 <= 2000 0.809147031 <= x8527 <= 2000 0.82209434 <= x8528 <= 2000 0.834494187 <= x8529 <= 2000 0.846338314 <= x8530 <= 2000 0.857618834 <= x8531 <= 2000 0.868328235 <= x8532 <= 2000 0.878459384 <= x8533 <= 2000 0.888005536 <= x8534 <= 2000 0.896960333 <= x8535 <= 2000 0.905317812 <= x8536 <= 2000 0.913072408 <= x8537 <= 2000 0.920218955 <= x8538 <= 2000 0.926752696 <= x8539 <= 2000 0.932669278 <= x8540 <= 2000 0.937964763 <= x8541 <= 2000 0.942635623 <= x8542 <= 2000 0.946678748 <= x8543 <= 2000 0.950091446 <= x8544 <= 2000 0.952871443 <= x8545 <= 2000 0.955016889 <= x8546 <= 2000 0.956526355 <= x8547 <= 2000 0.957398836 <= x8548 <= 2000 0.957633751 <= x8549 <= 2000 0.957230942 <= x8550 <= 2000 0.956190679 <= x8551 <= 2000 0.954513655 <= x8552 <= 2000 0.952200985 <= x8553 <= 2000 0.94925421 <= x8554 <= 2000 0.945675293 <= x8555 <= 2000 0.941466617 <= x8556 <= 2000 0.936630984 <= x8557 <= 2000 0.931171615 <= x8558 <= 2000 0.925092145 <= x8559 <= 2000 0.918396623 <= x8560 <= 2000 0.911089508 <= x8561 <= 2000 0.903175665 <= x8562 <= 2000 0.894660366 <= x8563 <= 2000 0.885549279 <= x8564 <= 2000 0.875848474 <= x8565 <= 2000 0.865564409 <= x8566 <= 2000 0.854703935 <= x8567 <= 2000 0.843274282 <= x8568 <= 2000 0.831283062 <= x8569 <= 2000 0.818738261 <= x8570 <= 2000 0.805648232 <= x8571 <= 2000 0.792021694 <= x8572 <= 2000 0.77786772 <= x8573 <= 2000 0.763195735 <= x8574 <= 2000 0.748015512 <= x8575 <= 2000 0.732337157 <= x8576 <= 2000 0.716171113 <= x8577 <= 2000 0.699528145 <= x8578 <= 2000 0.682419336 <= x8579 <= 2000 0.66485608 <= x8580 <= 2000 0.646850072 <= x8581 <= 2000 0.628413303 <= x8582 <= 2000 0.609558051 <= x8583 <= 2000 0.590296872 <= x8584 <= 2000 0.570642594 <= x8585 <= 2000 0.550608304 <= x8586 <= 2000 0.530207344 <= x8587 <= 2000 0.5094533 <= x8588 <= 2000 0.488359992 <= x8589 <= 2000 0.466941469 <= x8590 <= 2000 0.445211992 <= x8591 <= 2000 0.423186032 <= x8592 <= 2000 0.400878258 <= x8593 <= 2000 0.378303524 <= x8594 <= 2000 0.355476865 <= x8595 <= 2000 0.33241348 <= x8596 <= 2000 0.30912873 <= x8597 <= 2000 0.285638119 <= x8598 <= 2000 0.261957292 <= x8599 <= 2000 0.238102018 <= x8600 <= 2000 0.214088183 <= x8601 <= 2000 0.18993178 <= x8602 <= 2000 0.165648894 <= x8603 <= 2000 0.141255696 <= x8604 <= 2000 0.116768431 <= x8605 <= 2000 0.0922034058 <= x8606 <= 2000 0.067576979 <= x8607 <= 2000 0.0429055503 <= x8608 <= 2000 0.0182055492 <= x8609 <= 2000 -0.00650657559 <= x8610 <= 2000 -0.0312143674 <= x8611 <= 2000 0.0245040502 <= x8612 <= 2000 0.0489917823 <= x8613 <= 2000 0.073446889 <= x8614 <= 2000 0.0978530847 <= x8615 <= 2000 0.122194117 <= x8616 <= 2000 0.146453775 <= x8617 <= 2000 0.170615905 <= x8618 <= 2000 0.194664415 <= x8619 <= 2000 0.218583291 <= x8620 <= 2000 0.242356605 <= x8621 <= 2000 0.265968525 <= x8622 <= 2000 0.289403327 <= x8623 <= 2000 0.312645404 <= x8624 <= 2000 0.33567928 <= x8625 <= 2000 0.358489615 <= x8626 <= 2000 0.381061219 <= x8627 <= 2000 0.40337906 <= x8628 <= 2000 0.425428277 <= x8629 <= 2000 0.447194186 <= x8630 <= 2000 0.468662292 <= x8631 <= 2000 0.489818299 <= x8632 <= 2000 0.510648119 <= x8633 <= 2000 0.531137879 <= x8634 <= 2000 0.551273936 <= x8635 <= 2000 0.571042879 <= x8636 <= 2000 0.590431544 <= x8637 <= 2000 0.60942702 <= x8638 <= 2000 0.628016657 <= x8639 <= 2000 0.646188074 <= x8640 <= 2000 0.663929172 <= x8641 <= 2000 0.681228135 <= x8642 <= 2000 0.698073444 <= x8643 <= 2000 0.714453881 <= x8644 <= 2000 0.730358537 <= x8645 <= 2000 0.745776822 <= x8646 <= 2000 0.760698466 <= x8647 <= 2000 0.775113534 <= x8648 <= 2000 0.789012426 <= x8649 <= 2000 0.802385887 <= x8650 <= 2000 0.81522501 <= x8651 <= 2000 0.827521245 <= x8652 <= 2000 0.839266403 <= x8653 <= 2000 0.850452665 <= x8654 <= 2000 0.861072579 <= x8655 <= 2000 0.871119074 <= x8656 <= 2000 0.880585459 <= x8657 <= 2000 0.889465431 <= x8658 <= 2000 0.897753076 <= x8659 <= 2000 0.905442874 <= x8660 <= 2000 0.912529706 <= x8661 <= 2000 0.919008851 <= x8662 <= 2000 0.924875996 <= x8663 <= 2000 0.930127232 <= x8664 <= 2000 0.934759063 <= x8665 <= 2000 0.938768404 <= x8666 <= 2000 0.942152585 <= x8667 <= 2000 0.944909354 <= x8668 <= 2000 0.947036873 <= x8669 <= 2000 0.948533726 <= x8670 <= 2000 0.949398916 <= x8671 <= 2000 0.949631868 <= x8672 <= 2000 0.949232425 <= x8673 <= 2000 0.948200854 <= x8674 <= 2000 0.946537843 <= x8675 <= 2000 0.944244498 <= x8676 <= 2000 0.941322346 <= x8677 <= 2000 0.937773334 <= x8678 <= 2000 0.933599825 <= x8679 <= 2000 0.928804598 <= x8680 <= 2000 0.923390847 <= x8681 <= 2000 0.917362176 <= x8682 <= 2000 0.910722601 <= x8683 <= 2000 0.903476544 <= x8684 <= 2000 0.895628828 <= x8685 <= 2000 0.887184681 <= x8686 <= 2000 0.878149726 <= x8687 <= 2000 0.86852998 <= x8688 <= 2000 0.858331848 <= x8689 <= 2000 0.847562122 <= x8690 <= 2000 0.836227974 <= x8691 <= 2000 0.824336951 <= x8692 <= 2000 0.811896973 <= x8693 <= 2000 0.798916324 <= x8694 <= 2000 0.785403647 <= x8695 <= 2000 0.771367942 <= x8696 <= 2000 0.756818555 <= x8697 <= 2000 0.741765176 <= x8698 <= 2000 0.726217828 <= x8699 <= 2000 0.710186866 <= x8700 <= 2000 0.693682965 <= x8701 <= 2000 0.676717115 <= x8702 <= 2000 0.659300615 <= x8703 <= 2000 0.641445063 <= x8704 <= 2000 0.62316235 <= x8705 <= 2000 0.60446465 <= x8706 <= 2000 0.585364416 <= x8707 <= 2000 0.565874366 <= x8708 <= 2000 0.546007481 <= x8709 <= 2000 0.525776989 <= x8710 <= 2000 0.505196364 <= x8711 <= 2000 0.48427931 <= x8712 <= 2000 0.463039757 <= x8713 <= 2000 0.441491849 <= x8714 <= 2000 0.419649936 <= x8715 <= 2000 0.397528563 <= x8716 <= 2000 0.375142461 <= x8717 <= 2000 0.352506539 <= x8718 <= 2000 0.329635869 <= x8719 <= 2000 0.306545684 <= x8720 <= 2000 0.283251358 <= x8721 <= 2000 0.259768405 <= x8722 <= 2000 0.236112464 <= x8723 <= 2000 0.212299286 <= x8724 <= 2000 0.18834473 <= x8725 <= 2000 0.164264749 <= x8726 <= 2000 0.140075379 <= x8727 <= 2000 0.115792727 <= x8728 <= 2000 0.0914329642 <= x8729 <= 2000 0.0670123131 <= x8730 <= 2000 0.0425470362 <= x8731 <= 2000 0.0180534256 <= x8732 <= 2000 -0.00645220736 <= x8733 <= 2000 -0.0309535436 <= x8734 <= 2000 0.0242802178 <= x8735 <= 2000 0.0485442666 <= x8736 <= 2000 0.072775988 <= x8737 <= 2000 0.0969592453 <= x8738 <= 2000 0.121077934 <= x8739 <= 2000 0.145115992 <= x8740 <= 2000 0.169057413 <= x8741 <= 2000 0.192886252 <= x8742 <= 2000 0.216586641 <= x8743 <= 2000 0.240142797 <= x8744 <= 2000 0.263539034 <= x8745 <= 2000 0.28675977 <= x8746 <= 2000 0.309789543 <= x8747 <= 2000 0.332613016 <= x8748 <= 2000 0.35521499 <= x8749 <= 2000 0.377580413 <= x8750 <= 2000 0.399694392 <= x8751 <= 2000 0.421542201 <= x8752 <= 2000 0.443109289 <= x8753 <= 2000 0.464381294 <= x8754 <= 2000 0.485344052 <= x8755 <= 2000 0.505983601 <= x8756 <= 2000 0.526286197 <= x8757 <= 2000 0.546238321 <= x8758 <= 2000 0.565826685 <= x8759 <= 2000 0.585038245 <= x8760 <= 2000 0.603860206 <= x8761 <= 2000 0.622280036 <= x8762 <= 2000 0.640285466 <= x8763 <= 2000 0.657864508 <= x8764 <= 2000 0.675005454 <= x8765 <= 2000 0.691696889 <= x8766 <= 2000 0.707927699 <= x8767 <= 2000 0.723687074 <= x8768 <= 2000 0.73896452 <= x8769 <= 2000 0.753749862 <= x8770 <= 2000 0.768033256 <= x8771 <= 2000 0.781805189 <= x8772 <= 2000 0.795056489 <= x8773 <= 2000 0.807778333 <= x8774 <= 2000 0.819962248 <= x8775 <= 2000 0.83160012 <= x8776 <= 2000 0.842684201 <= x8777 <= 2000 0.853207107 <= x8778 <= 2000 0.863161832 <= x8779 <= 2000 0.872541747 <= x8780 <= 2000 0.881340605 <= x8781 <= 2000 0.889552546 <= x8782 <= 2000 0.897172102 <= x8783 <= 2000 0.904194199 <= x8784 <= 2000 0.910614161 <= x8785 <= 2000 0.916427711 <= x8786 <= 2000 0.92163098 <= x8787 <= 2000 0.926220501 <= x8788 <= 2000 0.930193219 <= x8789 <= 2000 0.933546488 <= x8790 <= 2000 0.936278075 <= x8791 <= 2000 0.93838616 <= x8792 <= 2000 0.93986934 <= x8793 <= 2000 0.940726627 <= x8794 <= 2000 0.940957451 <= x8795 <= 2000 0.940561657 <= x8796 <= 2000 0.939539509 <= x8797 <= 2000 0.937891688 <= x8798 <= 2000 0.935619292 <= x8799 <= 2000 0.932723832 <= x8800 <= 2000 0.929207239 <= x8801 <= 2000 0.925071853 <= x8802 <= 2000 0.920320428 <= x8803 <= 2000 0.914956129 <= x8804 <= 2000 0.908982527 <= x8805 <= 2000 0.902403602 <= x8806 <= 2000 0.895223733 <= x8807 <= 2000 0.887447702 <= x8808 <= 2000 0.879080689 <= x8809 <= 2000 0.870128263 <= x8810 <= 2000 0.860596389 <= x8811 <= 2000 0.850491412 <= x8812 <= 2000 0.839820062 <= x8813 <= 2000 0.828589445 <= x8814 <= 2000 0.816807042 <= x8815 <= 2000 0.804480697 <= x8816 <= 2000 0.791618619 <= x8817 <= 2000 0.778229374 <= x8818 <= 2000 0.764321878 <= x8819 <= 2000 0.749905393 <= x8820 <= 2000 0.734989518 <= x8821 <= 2000 0.719584188 <= x8822 <= 2000 0.703699661 <= x8823 <= 2000 0.687346514 <= x8824 <= 2000 0.670535639 <= x8825 <= 2000 0.65327823 <= x8826 <= 2000 0.63558578 <= x8827 <= 2000 0.61747007 <= x8828 <= 2000 0.598943165 <= x8829 <= 2000 0.580017402 <= x8830 <= 2000 0.560705384 <= x8831 <= 2000 0.541019973 <= x8832 <= 2000 0.520974277 <= x8833 <= 2000 0.500581645 <= x8834 <= 2000 0.479855658 <= x8835 <= 2000 0.458810118 <= x8836 <= 2000 0.43745904 <= x8837 <= 2000 0.415816642 <= x8838 <= 2000 0.393897336 <= x8839 <= 2000 0.371715721 <= x8840 <= 2000 0.349286566 <= x8841 <= 2000 0.326624809 <= x8842 <= 2000 0.303745541 <= x8843 <= 2000 0.280663997 <= x8844 <= 2000 0.25739555 <= x8845 <= 2000 0.233955693 <= x8846 <= 2000 0.210360037 <= x8847 <= 2000 0.186624295 <= x8848 <= 2000 0.162764272 <= x8849 <= 2000 0.138795859 <= x8850 <= 2000 0.114735017 <= x8851 <= 2000 0.0905977693 <= x8852 <= 2000 0.0664001888 <= x8853 <= 2000 0.0421583901 <= x8854 <= 2000 0.0178885165 <= x8855 <= 2000 -0.00639326964 <= x8856 <= 2000 -0.0306707983 <= x8857 <= 2000 0.0240391901 <= x8858 <= 2000 0.0480623717 <= x8859 <= 2000 0.0720535468 <= x8860 <= 2000 0.0959967388 <= x8861 <= 2000 0.119876003 <= x8862 <= 2000 0.143675438 <= x8863 <= 2000 0.167379194 <= x8864 <= 2000 0.190971486 <= x8865 <= 2000 0.214436603 <= x8866 <= 2000 0.23775892 <= x8867 <= 2000 0.260922904 <= x8868 <= 2000 0.28391313 <= x8869 <= 2000 0.306714288 <= x8870 <= 2000 0.329311194 <= x8871 <= 2000 0.3516888 <= x8872 <= 2000 0.373832204 <= x8873 <= 2000 0.395726659 <= x8874 <= 2000 0.417357586 <= x8875 <= 2000 0.438710579 <= x8876 <= 2000 0.459771419 <= x8877 <= 2000 0.480526081 <= x8878 <= 2000 0.500960743 <= x8879 <= 2000 0.521061798 <= x8880 <= 2000 0.540815858 <= x8881 <= 2000 0.56020977 <= x8882 <= 2000 0.579230618 <= x8883 <= 2000 0.597865736 <= x8884 <= 2000 0.616102713 <= x8885 <= 2000 0.633929405 <= x8886 <= 2000 0.651333941 <= x8887 <= 2000 0.66830473 <= x8888 <= 2000 0.684830471 <= x8889 <= 2000 0.700900159 <= x8890 <= 2000 0.716503092 <= x8891 <= 2000 0.73162888 <= x8892 <= 2000 0.746267449 <= x8893 <= 2000 0.760409053 <= x8894 <= 2000 0.774044273 <= x8895 <= 2000 0.787164029 <= x8896 <= 2000 0.799759584 <= x8897 <= 2000 0.81182255 <= x8898 <= 2000 0.823344894 <= x8899 <= 2000 0.834318944 <= x8900 <= 2000 0.84473739 <= x8901 <= 2000 0.854593296 <= x8902 <= 2000 0.863880097 <= x8903 <= 2000 0.872591609 <= x8904 <= 2000 0.880722031 <= x8905 <= 2000 0.888265948 <= x8906 <= 2000 0.895218337 <= x8907 <= 2000 0.901574569 <= x8908 <= 2000 0.907330409 <= x8909 <= 2000 0.912482025 <= x8910 <= 2000 0.917025987 <= x8911 <= 2000 0.920959268 <= x8912 <= 2000 0.924279249 <= x8913 <= 2000 0.926983719 <= x8914 <= 2000 0.929070877 <= x8915 <= 2000 0.930539334 <= x8916 <= 2000 0.931388111 <= x8917 <= 2000 0.931616643 <= x8918 <= 2000 0.931224779 <= x8919 <= 2000 0.930212778 <= x8920 <= 2000 0.928581315 <= x8921 <= 2000 0.926331476 <= x8922 <= 2000 0.923464759 <= x8923 <= 2000 0.919983075 <= x8924 <= 2000 0.91588874 <= x8925 <= 2000 0.911184483 <= x8926 <= 2000 0.905873434 <= x8927 <= 2000 0.899959132 <= x8928 <= 2000 0.893445515 <= x8929 <= 2000 0.88633692 <= x8930 <= 2000 0.878638082 <= x8931 <= 2000 0.870354127 <= x8932 <= 2000 0.861490572 <= x8933 <= 2000 0.852053319 <= x8934 <= 2000 0.842048653 <= x8935 <= 2000 0.831483237 <= x8936 <= 2000 0.820364106 <= x8937 <= 2000 0.808698665 <= x8938 <= 2000 0.796494683 <= x8939 <= 2000 0.783760286 <= x8940 <= 2000 0.770503955 <= x8941 <= 2000 0.756734517 <= x8942 <= 2000 0.742461143 <= x8943 <= 2000 0.727693338 <= x8944 <= 2000 0.712440935 <= x8945 <= 2000 0.696714092 <= x8946 <= 2000 0.680523282 <= x8947 <= 2000 0.663879287 <= x8948 <= 2000 0.646793191 <= x8949 <= 2000 0.629276372 <= x8950 <= 2000 0.611340496 <= x8951 <= 2000 0.592997505 <= x8952 <= 2000 0.574259617 <= x8953 <= 2000 0.555139308 <= x8954 <= 2000 0.535649312 <= x8955 <= 2000 0.515802608 <= x8956 <= 2000 0.495612412 <= x8957 <= 2000 0.47509217 <= x8958 <= 2000 0.454255548 <= x8959 <= 2000 0.43311642 <= x8960 <= 2000 0.411688864 <= x8961 <= 2000 0.38998715 <= x8962 <= 2000 0.368025729 <= x8963 <= 2000 0.345819227 <= x8964 <= 2000 0.323382431 <= x8965 <= 2000 0.300730284 <= x8966 <= 2000 0.277877869 <= x8967 <= 2000 0.254840405 <= x8968 <= 2000 0.231633234 <= x8969 <= 2000 0.20827181 <= x8970 <= 2000 0.184771691 <= x8971 <= 2000 0.161148525 <= x8972 <= 2000 0.137418044 <= x8973 <= 2000 0.113596052 <= x8974 <= 2000 0.0896984127 <= x8975 <= 2000 0.0657410396 <= x8976 <= 2000 0.0417398872 <= x8977 <= 2000 0.0177109387 <= x8978 <= 2000 -0.00632980418 <= x8979 <= 2000 -0.0303663318 <= x8980 <= 2000 0.0237811377 <= x8981 <= 2000 0.0475464387 <= x8982 <= 2000 0.0712800768 <= x8983 <= 2000 0.094966247 <= x8984 <= 2000 0.118589176 <= x8985 <= 2000 0.142133132 <= x8986 <= 2000 0.165582436 <= x8987 <= 2000 0.188921473 <= x8988 <= 2000 0.2121347 <= x8989 <= 2000 0.23520666 <= x8990 <= 2000 0.258121986 <= x8991 <= 2000 0.28086542 <= x8992 <= 2000 0.303421816 <= x8993 <= 2000 0.325776152 <= x8994 <= 2000 0.347913542 <= x8995 <= 2000 0.369819244 <= x8996 <= 2000 0.39147867 <= x8997 <= 2000 0.412877396 <= x8998 <= 2000 0.434001172 <= x8999 <= 2000 0.454835932 <= x9000 <= 2000 0.475367799 <= x9001 <= 2000 0.495583103 <= x9002 <= 2000 0.515468379 <= x9003 <= 2000 0.535010387 <= x9004 <= 2000 0.554196112 <= x9005 <= 2000 0.573012777 <= x9006 <= 2000 0.591447853 <= x9007 <= 2000 0.609489063 <= x9008 <= 2000 0.627124392 <= x9009 <= 2000 0.644342096 <= x9010 <= 2000 0.66113071 <= x9011 <= 2000 0.677479052 <= x9012 <= 2000 0.693376238 <= x9013 <= 2000 0.708811679 <= x9014 <= 2000 0.723775096 <= x9015 <= 2000 0.738256526 <= x9016 <= 2000 0.752246324 <= x9017 <= 2000 0.765735175 <= x9018 <= 2000 0.778714095 <= x9019 <= 2000 0.791174441 <= x9020 <= 2000 0.803107915 <= x9021 <= 2000 0.814506571 <= x9022 <= 2000 0.825362818 <= x9023 <= 2000 0.835669426 <= x9024 <= 2000 0.845419532 <= x9025 <= 2000 0.854606642 <= x9026 <= 2000 0.863224639 <= x9027 <= 2000 0.871267784 <= x9028 <= 2000 0.87873072 <= x9029 <= 2000 0.885608478 <= x9030 <= 2000 0.891896477 <= x9031 <= 2000 0.89759053 <= x9032 <= 2000 0.902686846 <= x9033 <= 2000 0.907182029 <= x9034 <= 2000 0.911073088 <= x9035 <= 2000 0.91435743 <= x9036 <= 2000 0.917032869 <= x9037 <= 2000 0.919097622 <= x9038 <= 2000 0.920550316 <= x9039 <= 2000 0.921389982 <= x9040 <= 2000 0.921616061 <= x9041 <= 2000 0.921228402 <= x9042 <= 2000 0.920227265 <= x9043 <= 2000 0.918613315 <= x9044 <= 2000 0.916387627 <= x9045 <= 2000 0.913551684 <= x9046 <= 2000 0.910107374 <= x9047 <= 2000 0.906056991 <= x9048 <= 2000 0.901403232 <= x9049 <= 2000 0.896149196 <= x9050 <= 2000 0.890298382 <= x9051 <= 2000 0.883854686 <= x9052 <= 2000 0.8768224 <= x9053 <= 2000 0.869206206 <= x9054 <= 2000 0.861011176 <= x9055 <= 2000 0.852242768 <= x9056 <= 2000 0.842906821 <= x9057 <= 2000 0.833009552 <= x9058 <= 2000 0.822557551 <= x9059 <= 2000 0.811557781 <= x9060 <= 2000 0.800017564 <= x9061 <= 2000 0.787944587 <= x9062 <= 2000 0.77534689 <= x9063 <= 2000 0.762232861 <= x9064 <= 2000 0.748611234 <= x9065 <= 2000 0.734491079 <= x9066 <= 2000 0.719881801 <= x9067 <= 2000 0.704793127 <= x9068 <= 2000 0.689235107 <= x9069 <= 2000 0.6732181 <= x9070 <= 2000 0.656752772 <= x9071 <= 2000 0.63985009 <= x9072 <= 2000 0.622521308 <= x9073 <= 2000 0.604777967 <= x9074 <= 2000 0.586631882 <= x9075 <= 2000 0.568095138 <= x9076 <= 2000 0.549180079 <= x9077 <= 2000 0.529899302 <= x9078 <= 2000 0.510265645 <= x9079 <= 2000 0.490292184 <= x9080 <= 2000 0.46999222 <= x9081 <= 2000 0.449379271 <= x9082 <= 2000 0.428467065 <= x9083 <= 2000 0.407269526 <= x9084 <= 2000 0.385800772 <= x9085 <= 2000 0.3640751 <= x9086 <= 2000 0.342106977 <= x9087 <= 2000 0.319911033 <= x9088 <= 2000 0.297502048 <= x9089 <= 2000 0.274894946 <= x9090 <= 2000 0.252104781 <= x9091 <= 2000 0.229146731 <= x9092 <= 2000 0.206036084 <= x9093 <= 2000 0.18278823 <= x9094 <= 2000 0.159418651 <= x9095 <= 2000 0.135942909 <= x9096 <= 2000 0.112376638 <= x9097 <= 2000 0.0887355312 <= x9098 <= 2000 0.0650353323 <= x9099 <= 2000 0.0412918239 <= x9100 <= 2000 0.0175208179 <= x9101 <= 2000 -0.00626185592 <= x9102 <= 2000 -0.0300403597 <= x9103 <= 2000 0.0235062434 <= x9104 <= 2000 0.0469968331 <= x9105 <= 2000 0.070456126 <= x9106 <= 2000 0.0938684996 <= x9107 <= 2000 0.117218363 <= x9108 <= 2000 0.140490166 <= x9109 <= 2000 0.163668412 <= x9110 <= 2000 0.186737665 <= x9111 <= 2000 0.209682563 <= x9112 <= 2000 0.232487825 <= x9113 <= 2000 0.255138266 <= x9114 <= 2000 0.277618801 <= x9115 <= 2000 0.299914459 <= x9116 <= 2000 0.322010394 <= x9117 <= 2000 0.34389189 <= x9118 <= 2000 0.365544377 <= x9119 <= 2000 0.386953434 <= x9120 <= 2000 0.408104805 <= x9121 <= 2000 0.428984404 <= x9122 <= 2000 0.449578327 <= x9123 <= 2000 0.46987286 <= x9124 <= 2000 0.489854488 <= x9125 <= 2000 0.509509904 <= x9126 <= 2000 0.528826018 <= x9127 <= 2000 0.547789969 <= x9128 <= 2000 0.566389126 <= x9129 <= 2000 0.584611105 <= x9130 <= 2000 0.60244377 <= x9131 <= 2000 0.619875246 <= x9132 <= 2000 0.636893925 <= x9133 <= 2000 0.653488473 <= x9134 <= 2000 0.66964784 <= x9135 <= 2000 0.685361264 <= x9136 <= 2000 0.700618282 <= x9137 <= 2000 0.715408732 <= x9138 <= 2000 0.729722766 <= x9139 <= 2000 0.743550852 <= x9140 <= 2000 0.75688378 <= x9141 <= 2000 0.769712672 <= x9142 <= 2000 0.782028984 <= x9143 <= 2000 0.793824516 <= x9144 <= 2000 0.805091411 <= x9145 <= 2000 0.815822167 <= x9146 <= 2000 0.826009637 <= x9147 <= 2000 0.835647038 <= x9148 <= 2000 0.844727951 <= x9149 <= 2000 0.85324633 <= x9150 <= 2000 0.861196501 <= x9151 <= 2000 0.868573171 <= x9152 <= 2000 0.875371426 <= x9153 <= 2000 0.88158674 <= x9154 <= 2000 0.887214974 <= x9155 <= 2000 0.892252379 <= x9156 <= 2000 0.896695602 <= x9157 <= 2000 0.900541682 <= x9158 <= 2000 0.903788059 <= x9159 <= 2000 0.906432572 <= x9160 <= 2000 0.908473458 <= x9161 <= 2000 0.909909359 <= x9162 <= 2000 0.910739319 <= x9163 <= 2000 0.910962785 <= x9164 <= 2000 0.910579608 <= x9165 <= 2000 0.909590043 <= x9166 <= 2000 0.907994749 <= x9167 <= 2000 0.905794789 <= x9168 <= 2000 0.902991627 <= x9169 <= 2000 0.899587131 <= x9170 <= 2000 0.895583568 <= x9171 <= 2000 0.890983603 <= x9172 <= 2000 0.8857903 <= x9173 <= 2000 0.880007118 <= x9174 <= 2000 0.873637907 <= x9175 <= 2000 0.866686909 <= x9176 <= 2000 0.859158753 <= x9177 <= 2000 0.851058453 <= x9178 <= 2000 0.842391402 <= x9179 <= 2000 0.833163372 <= x9180 <= 2000 0.823380509 <= x9181 <= 2000 0.813049327 <= x9182 <= 2000 0.802176706 <= x9183 <= 2000 0.790769887 <= x9184 <= 2000 0.778836466 <= x9185 <= 2000 0.76638439 <= x9186 <= 2000 0.75342195 <= x9187 <= 2000 0.73995778 <= x9188 <= 2000 0.726000845 <= x9189 <= 2000 0.711560441 <= x9190 <= 2000 0.696646182 <= x9191 <= 2000 0.681268002 <= x9192 <= 2000 0.665436141 <= x9193 <= 2000 0.649161142 <= x9194 <= 2000 0.632453843 <= x9195 <= 2000 0.615325371 <= x9196 <= 2000 0.597787131 <= x9197 <= 2000 0.579850803 <= x9198 <= 2000 0.561528332 <= x9199 <= 2000 0.542831919 <= x9200 <= 2000 0.523774014 <= x9201 <= 2000 0.50436731 <= x9202 <= 2000 0.484624729 <= x9203 <= 2000 0.464559419 <= x9204 <= 2000 0.444184742 <= x9205 <= 2000 0.423514267 <= x9206 <= 2000 0.402561758 <= x9207 <= 2000 0.381341169 <= x9208 <= 2000 0.359866631 <= x9209 <= 2000 0.338152445 <= x9210 <= 2000 0.316213071 <= x9211 <= 2000 0.29406312 <= x9212 <= 2000 0.271717341 <= x9213 <= 2000 0.249190616 <= x9214 <= 2000 0.226497946 <= x9215 <= 2000 0.203654443 <= x9216 <= 2000 0.180675318 <= x9217 <= 2000 0.157575876 <= x9218 <= 2000 0.134371498 <= x9219 <= 2000 0.111077638 <= x9220 <= 2000 0.0877098068 <= x9221 <= 2000 0.0642835666 <= x9222 <= 2000 0.0408145176 <= x9223 <= 2000 0.0173182887 <= x9224 <= 2000 -0.00618947298 <= x9225 <= 2000 -0.0296931129 <= x9226 <= 2000 0.0232147018 <= x9227 <= 2000 0.0464139442 <= x9228 <= 2000 0.0695822778 <= x9229 <= 2000 0.0927042741 <= x9230 <= 2000 0.115764535 <= x9231 <= 2000 0.138747705 <= x9232 <= 2000 0.161638477 <= x9233 <= 2000 0.184421608 <= x9234 <= 2000 0.207081927 <= x9235 <= 2000 0.229604342 <= x9236 <= 2000 0.251973855 <= x9237 <= 2000 0.27417557 <= x9238 <= 2000 0.296194702 <= x9239 <= 2000 0.318016586 <= x9240 <= 2000 0.339626693 <= x9241 <= 2000 0.361010629 <= x9242 <= 2000 0.382154156 <= x9243 <= 2000 0.403043192 <= x9244 <= 2000 0.423663827 <= x9245 <= 2000 0.44400233 <= x9246 <= 2000 0.464045155 <= x9247 <= 2000 0.483778956 <= x9248 <= 2000 0.503190591 <= x9249 <= 2000 0.522267133 <= x9250 <= 2000 0.540995879 <= x9251 <= 2000 0.559364356 <= x9252 <= 2000 0.577360332 <= x9253 <= 2000 0.594971824 <= x9254 <= 2000 0.612187102 <= x9255 <= 2000 0.628994703 <= x9256 <= 2000 0.645383433 <= x9257 <= 2000 0.66134238 <= x9258 <= 2000 0.676860914 <= x9259 <= 2000 0.691928703 <= x9260 <= 2000 0.706535712 <= x9261 <= 2000 0.720672213 <= x9262 <= 2000 0.734328792 <= x9263 <= 2000 0.747496356 <= x9264 <= 2000 0.760166134 <= x9265 <= 2000 0.772329691 <= x9266 <= 2000 0.783978926 <= x9267 <= 2000 0.795106081 <= x9268 <= 2000 0.805703746 <= x9269 <= 2000 0.815764864 <= x9270 <= 2000 0.825282735 <= x9271 <= 2000 0.83425102 <= x9272 <= 2000 0.842663747 <= x9273 <= 2000 0.850515315 <= x9274 <= 2000 0.857800494 <= x9275 <= 2000 0.864514432 <= x9276 <= 2000 0.870652659 <= x9277 <= 2000 0.876211087 <= x9278 <= 2000 0.881186015 <= x9279 <= 2000 0.88557413 <= x9280 <= 2000 0.889372508 <= x9281 <= 2000 0.892578622 <= x9282 <= 2000 0.895190335 <= x9283 <= 2000 0.897205909 <= x9284 <= 2000 0.898624001 <= x9285 <= 2000 0.899443667 <= x9286 <= 2000 0.899664361 <= x9287 <= 2000 0.899285936 <= x9288 <= 2000 0.898308644 <= x9289 <= 2000 0.896733137 <= x9290 <= 2000 0.894560462 <= x9291 <= 2000 0.891792068 <= x9292 <= 2000 0.888429797 <= x9293 <= 2000 0.884475888 <= x9294 <= 2000 0.879932976 <= x9295 <= 2000 0.874804084 <= x9296 <= 2000 0.869092629 <= x9297 <= 2000 0.862802413 <= x9298 <= 2000 0.855937627 <= x9299 <= 2000 0.848502841 <= x9300 <= 2000 0.840503006 <= x9301 <= 2000 0.83194345 <= x9302 <= 2000 0.822829873 <= x9303 <= 2000 0.813168344 <= x9304 <= 2000 0.802965297 <= x9305 <= 2000 0.792227526 <= x9306 <= 2000 0.780962183 <= x9307 <= 2000 0.769176769 <= x9308 <= 2000 0.756879132 <= x9309 <= 2000 0.744077462 <= x9310 <= 2000 0.730780285 <= x9311 <= 2000 0.716996454 <= x9312 <= 2000 0.70273515 <= x9313 <= 2000 0.688005869 <= x9314 <= 2000 0.67281842 <= x9315 <= 2000 0.657182917 <= x9316 <= 2000 0.641109773 <= x9317 <= 2000 0.62460969 <= x9318 <= 2000 0.607693657 <= x9319 <= 2000 0.590372939 <= x9320 <= 2000 0.572659071 <= x9321 <= 2000 0.554563848 <= x9322 <= 2000 0.536099322 <= x9323 <= 2000 0.517277787 <= x9324 <= 2000 0.498111779 <= x9325 <= 2000 0.47861406 <= x9326 <= 2000 0.458797615 <= x9327 <= 2000 0.43867564 <= x9328 <= 2000 0.418261535 <= x9329 <= 2000 0.397568894 <= x9330 <= 2000 0.376611498 <= x9331 <= 2000 0.355403303 <= x9332 <= 2000 0.333958432 <= x9333 <= 2000 0.312291167 <= x9334 <= 2000 0.290415935 <= x9335 <= 2000 0.268347305 <= x9336 <= 2000 0.246099972 <= x9337 <= 2000 0.223688753 <= x9338 <= 2000 0.201128572 <= x9339 <= 2000 0.178434452 <= x9340 <= 2000 0.155621505 <= x9341 <= 2000 0.132704925 <= x9342 <= 2000 0.109699972 <= x9343 <= 2000 0.0866219659 <= x9344 <= 2000 0.063486275 <= x9345 <= 2000 0.0403083062 <= x9346 <= 2000 0.0171034947 <= x9347 <= 2000 -0.00611270663 <= x9348 <= 2000 -0.0293248373 <= x9349 <= 2000 0.0229067195 <= x9350 <= 2000 0.0457981846 <= x9351 <= 2000 0.0686591511 <= x9352 <= 2000 0.091474395 <= x9353 <= 2000 0.114228723 <= x9354 <= 2000 0.136906981 <= x9355 <= 2000 0.159494069 <= x9356 <= 2000 0.181974944 <= x9357 <= 2000 0.204334635 <= x9358 <= 2000 0.226558252 <= x9359 <= 2000 0.248630996 <= x9360 <= 2000 0.270538167 <= x9361 <= 2000 0.292265178 <= x9362 <= 2000 0.313797558 <= x9363 <= 2000 0.33512097 <= x9364 <= 2000 0.356221212 <= x9365 <= 2000 0.377084234 <= x9366 <= 2000 0.397696142 <= x9367 <= 2000 0.418043209 <= x9368 <= 2000 0.438111887 <= x9369 <= 2000 0.45788881 <= x9370 <= 2000 0.477360809 <= x9371 <= 2000 0.496514916 <= x9372 <= 2000 0.515338375 <= x9373 <= 2000 0.533818653 <= x9374 <= 2000 0.551943441 <= x9375 <= 2000 0.56970067 <= x9376 <= 2000 0.587078515 <= x9377 <= 2000 0.604065404 <= x9378 <= 2000 0.620650023 <= x9379 <= 2000 0.636821329 <= x9380 <= 2000 0.652568554 <= x9381 <= 2000 0.667881209 <= x9382 <= 2000 0.682749098 <= x9383 <= 2000 0.69716232 <= x9384 <= 2000 0.711111276 <= x9385 <= 2000 0.724586678 <= x9386 <= 2000 0.737579551 <= x9387 <= 2000 0.750081244 <= x9388 <= 2000 0.762083431 <= x9389 <= 2000 0.773578118 <= x9390 <= 2000 0.784557653 <= x9391 <= 2000 0.795014722 <= x9392 <= 2000 0.804942362 <= x9393 <= 2000 0.814333962 <= x9394 <= 2000 0.823183268 <= x9395 <= 2000 0.831484386 <= x9396 <= 2000 0.83923179 <= x9397 <= 2000 0.846420318 <= x9398 <= 2000 0.853045185 <= x9399 <= 2000 0.859101978 <= x9400 <= 2000 0.864586664 <= x9401 <= 2000 0.869495591 <= x9402 <= 2000 0.87382549 <= x9403 <= 2000 0.877573476 <= x9404 <= 2000 0.880737055 <= x9405 <= 2000 0.88331412 <= x9406 <= 2000 0.885302953 <= x9407 <= 2000 0.886702232 <= x9408 <= 2000 0.887511024 <= x9409 <= 2000 0.88772879 <= x9410 <= 2000 0.887355386 <= x9411 <= 2000 0.88639106 <= x9412 <= 2000 0.884836454 <= x9413 <= 2000 0.882692603 <= x9414 <= 2000 0.879960936 <= x9415 <= 2000 0.876643271 <= x9416 <= 2000 0.872741818 <= x9417 <= 2000 0.868259175 <= x9418 <= 2000 0.863198327 <= x9419 <= 2000 0.857562644 <= x9420 <= 2000 0.851355879 <= x9421 <= 2000 0.844582165 <= x9422 <= 2000 0.837246014 <= x9423 <= 2000 0.829352311 <= x9424 <= 2000 0.820906312 <= x9425 <= 2000 0.811913642 <= x9426 <= 2000 0.80238029 <= x9427 <= 2000 0.792312603 <= x9428 <= 2000 0.781717287 <= x9429 <= 2000 0.770601398 <= x9430 <= 2000 0.758972337 <= x9431 <= 2000 0.746837849 <= x9432 <= 2000 0.734206015 <= x9433 <= 2000 0.721085247 <= x9434 <= 2000 0.707484282 <= x9435 <= 2000 0.693412178 <= x9436 <= 2000 0.678878306 <= x9437 <= 2000 0.663892345 <= x9438 <= 2000 0.648464273 <= x9439 <= 2000 0.632604366 <= x9440 <= 2000 0.616323185 <= x9441 <= 2000 0.599631572 <= x9442 <= 2000 0.582540643 <= x9443 <= 2000 0.565061779 <= x9444 <= 2000 0.54720662 <= x9445 <= 2000 0.528987057 <= x9446 <= 2000 0.510415222 <= x9447 <= 2000 0.491503483 <= x9448 <= 2000 0.472264434 <= x9449 <= 2000 0.452710888 <= x9450 <= 2000 0.432855865 <= x9451 <= 2000 0.412712587 <= x9452 <= 2000 0.39229447 <= x9453 <= 2000 0.371615109 <= x9454 <= 2000 0.350688277 <= x9455 <= 2000 0.329527908 <= x9456 <= 2000 0.308148096 <= x9457 <= 2000 0.286563076 <= x9458 <= 2000 0.264787223 <= x9459 <= 2000 0.24283504 <= x9460 <= 2000 0.220721143 <= x9461 <= 2000 0.198460261 <= x9462 <= 2000 0.176067217 <= x9463 <= 2000 0.153556923 <= x9464 <= 2000 0.13094437 <= x9465 <= 2000 0.108244616 <= x9466 <= 2000 0.0854727789 <= x9467 <= 2000 0.0626440221 <= x9468 <= 2000 0.0397735483 <= x9469 <= 2000 0.0168765879 <= x9470 <= 2000 -0.00603161123 <= x9471 <= 2000 -0.0289357937 <= x9472 <= 2000 0.0225825146 <= x9473 <= 2000 0.0451499906 <= x9474 <= 2000 0.0676873997 <= x9475 <= 2000 0.0901797332 <= x9476 <= 2000 0.112612013 <= x9477 <= 2000 0.1349693 <= x9478 <= 2000 0.157236706 <= x9479 <= 2000 0.179399403 <= x9480 <= 2000 0.201442631 <= x9481 <= 2000 0.223351712 <= x9482 <= 2000 0.245112054 <= x9483 <= 2000 0.266709168 <= x9484 <= 2000 0.28812867 <= x9485 <= 2000 0.309356297 <= x9486 <= 2000 0.330377912 <= x9487 <= 2000 0.351179517 <= x9488 <= 2000 0.371747259 <= x9489 <= 2000 0.392067441 <= x9490 <= 2000 0.412126531 <= x9491 <= 2000 0.431911172 <= x9492 <= 2000 0.451408187 <= x9493 <= 2000 0.470604593 <= x9494 <= 2000 0.489487606 <= x9495 <= 2000 0.508044653 <= x9496 <= 2000 0.526263374 <= x9497 <= 2000 0.544131637 <= x9498 <= 2000 0.561637543 <= x9499 <= 2000 0.578769435 <= x9500 <= 2000 0.595515903 <= x9501 <= 2000 0.611865796 <= x9502 <= 2000 0.627808226 <= x9503 <= 2000 0.643332575 <= x9504 <= 2000 0.658428506 <= x9505 <= 2000 0.673085966 <= x9506 <= 2000 0.687295194 <= x9507 <= 2000 0.701046727 <= x9508 <= 2000 0.714331408 <= x9509 <= 2000 0.727140389 <= x9510 <= 2000 0.739465142 <= x9511 <= 2000 0.751297459 <= x9512 <= 2000 0.762629459 <= x9513 <= 2000 0.773453597 <= x9514 <= 2000 0.783762664 <= x9515 <= 2000 0.793549796 <= x9516 <= 2000 0.802808474 <= x9517 <= 2000 0.811532534 <= x9518 <= 2000 0.819716164 <= x9519 <= 2000 0.827353916 <= x9520 <= 2000 0.834440703 <= x9521 <= 2000 0.840971807 <= x9522 <= 2000 0.846942876 <= x9523 <= 2000 0.852349937 <= x9524 <= 2000 0.857189386 <= x9525 <= 2000 0.861458002 <= x9526 <= 2000 0.865152943 <= x9527 <= 2000 0.868271747 <= x9528 <= 2000 0.870812337 <= x9529 <= 2000 0.872773023 <= x9530 <= 2000 0.874152497 <= x9531 <= 2000 0.874949842 <= x9532 <= 2000 0.875164526 <= x9533 <= 2000 0.874796406 <= x9534 <= 2000 0.873845728 <= x9535 <= 2000 0.872313125 <= x9536 <= 2000 0.870199617 <= x9537 <= 2000 0.867506612 <= x9538 <= 2000 0.864235903 <= x9539 <= 2000 0.860389669 <= x9540 <= 2000 0.855970469 <= x9541 <= 2000 0.850981249 <= x9542 <= 2000 0.845425329 <= x9543 <= 2000 0.83930641 <= x9544 <= 2000 0.832628567 <= x9545 <= 2000 0.825396246 <= x9546 <= 2000 0.817614264 <= x9547 <= 2000 0.809287804 <= x9548 <= 2000 0.80042241 <= x9549 <= 2000 0.791023985 <= x9550 <= 2000 0.78109879 <= x9551 <= 2000 0.770653432 <= x9552 <= 2000 0.759694869 <= x9553 <= 2000 0.748230397 <= x9554 <= 2000 0.736267652 <= x9555 <= 2000 0.7238146 <= x9556 <= 2000 0.710879534 <= x9557 <= 2000 0.697471067 <= x9558 <= 2000 0.683598129 <= x9559 <= 2000 0.669269959 <= x9560 <= 2000 0.654496098 <= x9561 <= 2000 0.639286384 <= x9562 <= 2000 0.623650946 <= x9563 <= 2000 0.607600197 <= x9564 <= 2000 0.591144825 <= x9565 <= 2000 0.574295789 <= x9566 <= 2000 0.557064308 <= x9567 <= 2000 0.539461858 <= x9568 <= 2000 0.521500161 <= x9569 <= 2000 0.503191178 <= x9570 <= 2000 0.484547102 <= x9571 <= 2000 0.465580349 <= x9572 <= 2000 0.446303549 <= x9573 <= 2000 0.426729539 <= x9574 <= 2000 0.406871355 <= x9575 <= 2000 0.386742221 <= x9576 <= 2000 0.366355541 <= x9577 <= 2000 0.345724891 <= x9578 <= 2000 0.324864011 <= x9579 <= 2000 0.303786793 <= x9580 <= 2000 0.282507272 <= x9581 <= 2000 0.261039619 <= x9582 <= 2000 0.23939813 <= x9583 <= 2000 0.217597218 <= x9584 <= 2000 0.195651399 <= x9585 <= 2000 0.17357529 <= x9586 <= 2000 0.15138359 <= x9587 <= 2000 0.129091079 <= x9588 <= 2000 0.106712601 <= x9589 <= 2000 0.0842630597 <= x9590 <= 2000 0.0617574044 <= x9591 <= 2000 0.0392106226 <= x9592 <= 2000 0.016637729 <= x9593 <= 2000 -0.00594624421 <= x9594 <= 2000 -0.0285262576 <= x9595 <= 2000 0.0222423166 <= x9596 <= 2000 0.0444698211 <= x9597 <= 2000 0.0666677117 <= x9598 <= 2000 0.0888212058 <= x9599 <= 2000 0.110915551 <= x9600 <= 2000 0.132936033 <= x9601 <= 2000 0.154867988 <= x9602 <= 2000 0.176696811 <= x9603 <= 2000 0.198407966 <= x9604 <= 2000 0.219986993 <= x9605 <= 2000 0.241419523 <= x9606 <= 2000 0.262691283 <= x9607 <= 2000 0.283788108 <= x9608 <= 2000 0.304695948 <= x9609 <= 2000 0.32540088 <= x9610 <= 2000 0.345889116 <= x9611 <= 2000 0.366147011 <= x9612 <= 2000 0.386161077 <= x9613 <= 2000 0.405917983 <= x9614 <= 2000 0.425404575 <= x9615 <= 2000 0.444607874 <= x9616 <= 2000 0.463515092 <= x9617 <= 2000 0.48211364 <= x9618 <= 2000 0.50039113 <= x9619 <= 2000 0.518335392 <= x9620 <= 2000 0.535934476 <= x9621 <= 2000 0.553176662 <= x9622 <= 2000 0.570050468 <= x9623 <= 2000 0.586544656 <= x9624 <= 2000 0.602648243 <= x9625 <= 2000 0.618350505 <= x9626 <= 2000 0.633640986 <= x9627 <= 2000 0.648509502 <= x9628 <= 2000 0.662946152 <= x9629 <= 2000 0.676941322 <= x9630 <= 2000 0.690485693 <= x9631 <= 2000 0.703570244 <= x9632 <= 2000 0.716186263 <= x9633 <= 2000 0.728325348 <= x9634 <= 2000 0.739979414 <= x9635 <= 2000 0.751140702 <= x9636 <= 2000 0.761801778 <= x9637 <= 2000 0.771955543 <= x9638 <= 2000 0.781595235 <= x9639 <= 2000 0.790714434 <= x9640 <= 2000 0.799307068 <= x9641 <= 2000 0.807367415 <= x9642 <= 2000 0.814890107 <= x9643 <= 2000 0.821870134 <= x9644 <= 2000 0.828302848 <= x9645 <= 2000 0.834183966 <= x9646 <= 2000 0.839509571 <= x9647 <= 2000 0.844276115 <= x9648 <= 2000 0.848480426 <= x9649 <= 2000 0.852119704 <= x9650 <= 2000 0.855191524 <= x9651 <= 2000 0.857693841 <= x9652 <= 2000 0.85962499 <= x9653 <= 2000 0.860983683 <= x9654 <= 2000 0.861769016 <= x9655 <= 2000 0.861980466 <= x9656 <= 2000 0.861617892 <= x9657 <= 2000 0.860681536 <= x9658 <= 2000 0.859172021 <= x9659 <= 2000 0.857090352 <= x9660 <= 2000 0.854437916 <= x9661 <= 2000 0.851216479 <= x9662 <= 2000 0.847428187 <= x9663 <= 2000 0.843075561 <= x9664 <= 2000 0.838161501 <= x9665 <= 2000 0.83268928 <= x9666 <= 2000 0.82666254 <= x9667 <= 2000 0.820085296 <= x9668 <= 2000 0.812961928 <= x9669 <= 2000 0.80529718 <= x9670 <= 2000 0.797096155 <= x9671 <= 2000 0.788364314 <= x9672 <= 2000 0.779107474 <= x9673 <= 2000 0.769331798 <= x9674 <= 2000 0.759043797 <= x9675 <= 2000 0.74825032 <= x9676 <= 2000 0.736958557 <= x9677 <= 2000 0.725176027 <= x9678 <= 2000 0.712910576 <= x9679 <= 2000 0.700170372 <= x9680 <= 2000 0.686963899 <= x9681 <= 2000 0.673299953 <= x9682 <= 2000 0.659187632 <= x9683 <= 2000 0.644636334 <= x9684 <= 2000 0.629655749 <= x9685 <= 2000 0.614255854 <= x9686 <= 2000 0.598446904 <= x9687 <= 2000 0.582239427 <= x9688 <= 2000 0.565644215 <= x9689 <= 2000 0.548672321 <= x9690 <= 2000 0.531335046 <= x9691 <= 2000 0.513643936 <= x9692 <= 2000 0.495610771 <= x9693 <= 2000 0.477247562 <= x9694 <= 2000 0.458566537 <= x9695 <= 2000 0.439580135 <= x9696 <= 2000 0.420301002 <= x9697 <= 2000 0.400741974 <= x9698 <= 2000 0.380916079 <= x9699 <= 2000 0.360836517 <= x9700 <= 2000 0.340516662 <= x9701 <= 2000 0.319970044 <= x9702 <= 2000 0.299210347 <= x9703 <= 2000 0.278251394 <= x9704 <= 2000 0.257107144 <= x9705 <= 2000 0.235791677 <= x9706 <= 2000 0.214319188 <= x9707 <= 2000 0.192703977 <= x9708 <= 2000 0.170960436 <= x9709 <= 2000 0.149103047 <= x9710 <= 2000 0.127146365 <= x9711 <= 2000 0.105105012 <= x9712 <= 2000 0.0829936649 <= x9713 <= 2000 0.0608270498 <= x9714 <= 2000 0.0386199277 <= x9715 <= 2000 0.0163870872 <= x9716 <= 2000 -0.00585666603 <= x9717 <= 2000 -0.0280965191 <= x9718 <= 2000 0.0218863664 <= x9719 <= 2000 0.0437581579 <= x9720 <= 2000 0.0656008093 <= x9721 <= 2000 0.0873997747 <= x9722 <= 2000 0.109140538 <= x9723 <= 2000 0.13080862 <= x9724 <= 2000 0.152389592 <= x9725 <= 2000 0.173869082 <= x9726 <= 2000 0.195232787 <= x9727 <= 2000 0.216466479 <= x9728 <= 2000 0.237556018 <= x9729 <= 2000 0.25848736 <= x9730 <= 2000 0.279246566 <= x9731 <= 2000 0.299819812 <= x9732 <= 2000 0.320193397 <= x9733 <= 2000 0.340353754 <= x9734 <= 2000 0.360287456 <= x9735 <= 2000 0.379981231 <= x9736 <= 2000 0.399421962 <= x9737 <= 2000 0.418596704 <= x9738 <= 2000 0.437492687 <= x9739 <= 2000 0.456097328 <= x9740 <= 2000 0.474398238 <= x9741 <= 2000 0.492383229 <= x9742 <= 2000 0.510040323 <= x9743 <= 2000 0.527357764 <= x9744 <= 2000 0.544324018 <= x9745 <= 2000 0.560927788 <= x9746 <= 2000 0.577158015 <= x9747 <= 2000 0.593003892 <= x9748 <= 2000 0.608454866 <= x9749 <= 2000 0.623500649 <= x9750 <= 2000 0.638131219 <= x9751 <= 2000 0.652336836 <= x9752 <= 2000 0.666108037 <= x9753 <= 2000 0.679435654 <= x9754 <= 2000 0.692310809 <= x9755 <= 2000 0.70472493 <= x9756 <= 2000 0.71666975 <= x9757 <= 2000 0.728137313 <= x9758 <= 2000 0.739119983 <= x9759 <= 2000 0.749610447 <= x9760 <= 2000 0.759601718 <= x9761 <= 2000 0.769087143 <= x9762 <= 2000 0.778060406 <= x9763 <= 2000 0.786515529 <= x9764 <= 2000 0.794446884 <= x9765 <= 2000 0.801849188 <= x9766 <= 2000 0.808717512 <= x9767 <= 2000 0.815047282 <= x9768 <= 2000 0.820834282 <= x9769 <= 2000 0.82607466 <= x9770 <= 2000 0.830764924 <= x9771 <= 2000 0.834901953 <= x9772 <= 2000 0.838482989 <= x9773 <= 2000 0.84150565 <= x9774 <= 2000 0.843967923 <= x9775 <= 2000 0.845868166 <= x9776 <= 2000 0.847205116 <= x9777 <= 2000 0.847977881 <= x9778 <= 2000 0.848185947 <= x9779 <= 2000 0.847829175 <= x9780 <= 2000 0.846907804 <= x9781 <= 2000 0.845422446 <= x9782 <= 2000 0.843374091 <= x9783 <= 2000 0.840764103 <= x9784 <= 2000 0.837594219 <= x9785 <= 2000 0.833866552 <= x9786 <= 2000 0.829583583 <= x9787 <= 2000 0.824748164 <= x9788 <= 2000 0.819363516 <= x9789 <= 2000 0.813433224 <= x9790 <= 2000 0.806961238 <= x9791 <= 2000 0.799951867 <= x9792 <= 2000 0.79240978 <= x9793 <= 2000 0.784339998 <= x9794 <= 2000 0.775747896 <= x9795 <= 2000 0.766639195 <= x9796 <= 2000 0.757019962 <= x9797 <= 2000 0.746896603 <= x9798 <= 2000 0.736275857 <= x9799 <= 2000 0.7251648 <= x9800 <= 2000 0.713570828 <= x9801 <= 2000 0.701501665 <= x9802 <= 2000 0.688965346 <= x9803 <= 2000 0.67597022 <= x9804 <= 2000 0.662524942 <= x9805 <= 2000 0.648638464 <= x9806 <= 2000 0.634320035 <= x9807 <= 2000 0.619579189 <= x9808 <= 2000 0.604425743 <= x9809 <= 2000 0.588869788 <= x9810 <= 2000 0.572921683 <= x9811 <= 2000 0.55659205 <= x9812 <= 2000 0.539891761 <= x9813 <= 2000 0.52283194 <= x9814 <= 2000 0.505423945 <= x9815 <= 2000 0.487679371 <= x9816 <= 2000 0.469610034 <= x9817 <= 2000 0.451227966 <= x9818 <= 2000 0.432545409 <= x9819 <= 2000 0.413574805 <= x9820 <= 2000 0.394328786 <= x9821 <= 2000 0.37482017 <= x9822 <= 2000 0.355061948 <= x9823 <= 2000 0.335067277 <= x9824 <= 2000 0.314849472 <= x9825 <= 2000 0.294421998 <= x9826 <= 2000 0.273798458 <= x9827 <= 2000 0.252992585 <= x9828 <= 2000 0.232018236 <= x9829 <= 2000 0.210889377 <= x9830 <= 2000 0.18962008 <= x9831 <= 2000 0.168224508 <= x9832 <= 2000 0.146716909 <= x9833 <= 2000 0.125111606 <= x9834 <= 2000 0.103422986 <= x9835 <= 2000 0.0816654937 <= x9836 <= 2000 0.0598536172 <= x9837 <= 2000 0.038001882 <= x9838 <= 2000 0.01612484 <= x9839 <= 2000 -0.00576294014 <= x9840 <= 2000 -0.0276468825 <= x9841 <= 2000 0.0215149163 <= x9842 <= 2000 0.043015505 <= x9843 <= 2000 0.0644874481 <= x9844 <= 2000 0.0859164467 <= x9845 <= 2000 0.107288231 <= x9846 <= 2000 0.128588567 <= x9847 <= 2000 0.149803272 <= x9848 <= 2000 0.170918218 <= x9849 <= 2000 0.191919343 <= x9850 <= 2000 0.212792662 <= x9851 <= 2000 0.233524274 <= x9852 <= 2000 0.254100375 <= x9853 <= 2000 0.27450726 <= x9854 <= 2000 0.294731342 <= x9855 <= 2000 0.314759151 <= x9856 <= 2000 0.334577351 <= x9857 <= 2000 0.354172744 <= x9858 <= 2000 0.373532281 <= x9859 <= 2000 0.392643069 <= x9860 <= 2000 0.411492381 <= x9861 <= 2000 0.430067666 <= x9862 <= 2000 0.448356554 <= x9863 <= 2000 0.466346865 <= x9864 <= 2000 0.484026619 <= x9865 <= 2000 0.501384042 <= x9866 <= 2000 0.518407575 <= x9867 <= 2000 0.535085882 <= x9868 <= 2000 0.551407856 <= x9869 <= 2000 0.567362628 <= x9870 <= 2000 0.582939572 <= x9871 <= 2000 0.598128316 <= x9872 <= 2000 0.612918745 <= x9873 <= 2000 0.627301009 <= x9874 <= 2000 0.641265531 <= x9875 <= 2000 0.654803012 <= x9876 <= 2000 0.667904435 <= x9877 <= 2000 0.680561077 <= x9878 <= 2000 0.692764508 <= x9879 <= 2000 0.704506603 <= x9880 <= 2000 0.715779541 <= x9881 <= 2000 0.726575816 <= x9882 <= 2000 0.736888239 <= x9883 <= 2000 0.74670994 <= x9884 <= 2000 0.756034381 <= x9885 <= 2000 0.764855351 <= x9886 <= 2000 0.773166977 <= x9887 <= 2000 0.780963723 <= x9888 <= 2000 0.788240396 <= x9889 <= 2000 0.794992153 <= x9890 <= 2000 0.801214495 <= x9891 <= 2000 0.80690328 <= x9892 <= 2000 0.812054719 <= x9893 <= 2000 0.816665381 <= x9894 <= 2000 0.820732197 <= x9895 <= 2000 0.824252457 <= x9896 <= 2000 0.827223819 <= x9897 <= 2000 0.829644302 <= x9898 <= 2000 0.831512295 <= x9899 <= 2000 0.832826554 <= x9900 <= 2000 0.833586204 <= x9901 <= 2000 0.833790738 <= x9902 <= 2000 0.833440022 <= x9903 <= 2000 0.832534288 <= x9904 <= 2000 0.831074139 <= x9905 <= 2000 0.829060548 <= x9906 <= 2000 0.826494856 <= x9907 <= 2000 0.823378771 <= x9908 <= 2000 0.819714369 <= x9909 <= 2000 0.81550409 <= x9910 <= 2000 0.810750736 <= x9911 <= 2000 0.805457475 <= x9912 <= 2000 0.799627831 <= x9913 <= 2000 0.793265686 <= x9914 <= 2000 0.786375276 <= x9915 <= 2000 0.778961191 <= x9916 <= 2000 0.771028368 <= x9917 <= 2000 0.762582089 <= x9918 <= 2000 0.753627979 <= x9919 <= 2000 0.744172001 <= x9920 <= 2000 0.734220453 <= x9921 <= 2000 0.72377996 <= x9922 <= 2000 0.712857477 <= x9923 <= 2000 0.701460276 <= x9924 <= 2000 0.689595947 <= x9925 <= 2000 0.677272392 <= x9926 <= 2000 0.664497816 <= x9927 <= 2000 0.651280728 <= x9928 <= 2000 0.637629928 <= x9929 <= 2000 0.623554507 <= x9930 <= 2000 0.609063839 <= x9931 <= 2000 0.594167574 <= x9932 <= 2000 0.578875631 <= x9933 <= 2000 0.563198194 <= x9934 <= 2000 0.547145703 <= x9935 <= 2000 0.530728848 <= x9936 <= 2000 0.513958562 <= x9937 <= 2000 0.496846012 <= x9938 <= 2000 0.479402594 <= x9939 <= 2000 0.461639925 <= x9940 <= 2000 0.443569833 <= x9941 <= 2000 0.425204352 <= x9942 <= 2000 0.406555713 <= x9943 <= 2000 0.387636333 <= x9944 <= 2000 0.368458812 <= x9945 <= 2000 0.349035921 <= x9946 <= 2000 0.329380595 <= x9947 <= 2000 0.309505922 <= x9948 <= 2000 0.289425139 <= x9949 <= 2000 0.269151616 <= x9950 <= 2000 0.248698856 <= x9951 <= 2000 0.228080478 <= x9952 <= 2000 0.207310214 <= x9953 <= 2000 0.186401894 <= x9954 <= 2000 0.165369442 <= x9955 <= 2000 0.144226865 <= x9956 <= 2000 0.122988241 <= x9957 <= 2000 0.101667716 <= x9958 <= 2000 0.0802794865 <= x9959 <= 2000 0.0588377959 <= x9960 <= 2000 0.0373569232 <= x9961 <= 2000 0.0158511731 <= x9962 <= 2000 -0.0056651329 <= x9963 <= 2000 -0.0271776663 <= x9964 <= 2000 0.0211282291 <= x9965 <= 2000 0.0422423882 <= x9966 <= 2000 0.0633284166 <= x9967 <= 2000 0.0843722723 <= x9968 <= 2000 0.105359941 <= x9969 <= 2000 0.126277448 <= x9970 <= 2000 0.147110861 <= x9971 <= 2000 0.167846308 <= x9972 <= 2000 0.18846998 <= x9973 <= 2000 0.208968144 <= x9974 <= 2000 0.229327147 <= x9975 <= 2000 0.249533434 <= x9976 <= 2000 0.269573547 <= x9977 <= 2000 0.289434142 <= x9978 <= 2000 0.309101992 <= x9979 <= 2000 0.328564 <= x9980 <= 2000 0.347807205 <= x9981 <= 2000 0.366818793 <= x9982 <= 2000 0.385586103 <= x9983 <= 2000 0.404096638 <= x9984 <= 2000 0.42233807 <= x9985 <= 2000 0.440298251 <= x9986 <= 2000 0.457965223 <= x9987 <= 2000 0.475327219 <= x9988 <= 2000 0.492372677 <= x9989 <= 2000 0.509090247 <= x9990 <= 2000 0.525468795 <= x9991 <= 2000 0.541497414 <= x9992 <= 2000 0.557165431 <= x9993 <= 2000 0.572462412 <= x9994 <= 2000 0.587378169 <= x9995 <= 2000 0.60190277 <= x9996 <= 2000 0.616026542 <= x9997 <= 2000 0.62974008 <= x9998 <= 2000 0.643034251 <= x9999 <= 2000 0.655900203 <= x10000 <= 2000 0.668329367 <= x10001 <= 2000 0.680313467 <= x10002 <= 2000 0.691844521 <= x10003 <= 2000 0.702914851 <= x10004 <= 2000 0.713517085 <= x10005 <= 2000 0.723644162 <= x10006 <= 2000 0.733289339 <= x10007 <= 2000 0.742446191 <= x10008 <= 2000 0.751108623 <= x10009 <= 2000 0.759270863 <= x10010 <= 2000 0.766927478 <= x10011 <= 2000 0.774073369 <= x10012 <= 2000 0.780703776 <= x10013 <= 2000 0.786814284 <= x10014 <= 2000 0.792400825 <= x10015 <= 2000 0.797459677 <= x10016 <= 2000 0.801987472 <= x10017 <= 2000 0.805981195 <= x10018 <= 2000 0.809438186 <= x10019 <= 2000 0.812356143 <= x10020 <= 2000 0.814733123 <= x10021 <= 2000 0.816567542 <= x10022 <= 2000 0.81785818 <= x10023 <= 2000 0.818604177 <= x10024 <= 2000 0.818805036 <= x10025 <= 2000 0.818460623 <= x10026 <= 2000 0.817571167 <= x10027 <= 2000 0.816137262 <= x10028 <= 2000 0.814159861 <= x10029 <= 2000 0.811640282 <= x10030 <= 2000 0.808580203 <= x10031 <= 2000 0.804981661 <= x10032 <= 2000 0.800847052 <= x10033 <= 2000 0.796179131 <= x10034 <= 2000 0.790981005 <= x10035 <= 2000 0.785256137 <= x10036 <= 2000 0.779008339 <= x10037 <= 2000 0.77224177 <= x10038 <= 2000 0.764960938 <= x10039 <= 2000 0.757170692 <= x10040 <= 2000 0.748876217 <= x10041 <= 2000 0.74008304 <= x10042 <= 2000 0.730797014 <= x10043 <= 2000 0.721024324 <= x10044 <= 2000 0.710771479 <= x10045 <= 2000 0.700045305 <= x10046 <= 2000 0.688852945 <= x10047 <= 2000 0.677201854 <= x10048 <= 2000 0.66509979 <= x10049 <= 2000 0.652554811 <= x10050 <= 2000 0.639575273 <= x10051 <= 2000 0.626169819 <= x10052 <= 2000 0.612347376 <= x10053 <= 2000 0.598117148 <= x10054 <= 2000 0.583488613 <= x10055 <= 2000 0.568471512 <= x10056 <= 2000 0.553075845 <= x10057 <= 2000 0.537311865 <= x10058 <= 2000 0.52119007 <= x10059 <= 2000 0.504721195 <= x10060 <= 2000 0.487916209 <= x10061 <= 2000 0.470786302 <= x10062 <= 2000 0.453342881 <= x10063 <= 2000 0.435597562 <= x10064 <= 2000 0.417562164 <= x10065 <= 2000 0.399248696 <= x10066 <= 2000 0.380669354 <= x10067 <= 2000 0.36183651 <= x10068 <= 2000 0.342762706 <= x10069 <= 2000 0.323460645 <= x10070 <= 2000 0.303943179 <= x10071 <= 2000 0.284223307 <= x10072 <= 2000 0.26431416 <= x10073 <= 2000 0.244228997 <= x10074 <= 2000 0.223981193 <= x10075 <= 2000 0.203584232 <= x10076 <= 2000 0.183051696 <= x10077 <= 2000 0.16239726 <= x10078 <= 2000 0.141634678 <= x10079 <= 2000 0.120777776 <= x10080 <= 2000 0.0998404444 <= x10081 <= 2000 0.078836625 <= x10082 <= 2000 0.0577803055 <= x10083 <= 2000 0.036685508 <= x10084 <= 2000 0.0155662803 <= x10085 <= 2000 -0.00556331359 <= x10086 <= 2000 -0.0266892026 <= x10087 <= 2000 0.0207265789 <= x10088 <= 2000 0.0414393552 <= x10089 <= 2000 0.0621245356 <= x10090 <= 2000 0.082768345 <= x10091 <= 2000 0.103357036 <= x10092 <= 2000 0.123876898 <= x10093 <= 2000 0.144314266 <= x10094 <= 2000 0.164655529 <= x10095 <= 2000 0.184887143 <= x10096 <= 2000 0.204995634 <= x10097 <= 2000 0.22496761 <= x10098 <= 2000 0.244789773 <= x10099 <= 2000 0.264448921 <= x10100 <= 2000 0.283931963 <= x10101 <= 2000 0.303225925 <= x10102 <= 2000 0.322317958 <= x10103 <= 2000 0.341195347 <= x10104 <= 2000 0.359845523 <= x10105 <= 2000 0.378256064 <= x10106 <= 2000 0.396414711 <= x10107 <= 2000 0.414309371 <= x10108 <= 2000 0.431928127 <= x10109 <= 2000 0.449259248 <= x10110 <= 2000 0.46629119 <= x10111 <= 2000 0.483012612 <= x10112 <= 2000 0.499412378 <= x10113 <= 2000 0.515479568 <= x10114 <= 2000 0.531203482 <= x10115 <= 2000 0.546573648 <= x10116 <= 2000 0.561579831 <= x10117 <= 2000 0.576212038 <= x10118 <= 2000 0.590460524 <= x10119 <= 2000 0.604315802 <= x10120 <= 2000 0.617768643 <= x10121 <= 2000 0.630810091 <= x10122 <= 2000 0.643431459 <= x10123 <= 2000 0.655624344 <= x10124 <= 2000 0.667380624 <= x10125 <= 2000 0.678692471 <= x10126 <= 2000 0.689552353 <= x10127 <= 2000 0.699953037 <= x10128 <= 2000 0.709887598 <= x10129 <= 2000 0.719349418 <= x10130 <= 2000 0.728332198 <= x10131 <= 2000 0.736829955 <= x10132 <= 2000 0.744837031 <= x10133 <= 2000 0.752348093 <= x10134 <= 2000 0.759358139 <= x10135 <= 2000 0.765862501 <= x10136 <= 2000 0.771856848 <= x10137 <= 2000 0.777337188 <= x10138 <= 2000 0.78229987 <= x10139 <= 2000 0.786741592 <= x10140 <= 2000 0.790659393 <= x10141 <= 2000 0.794050666 <= x10142 <= 2000 0.796913153 <= x10143 <= 2000 0.799244946 <= x10144 <= 2000 0.801044493 <= x10145 <= 2000 0.802310595 <= x10146 <= 2000 0.803042411 <= x10147 <= 2000 0.803239451 <= x10148 <= 2000 0.802901585 <= x10149 <= 2000 0.802029039 <= x10150 <= 2000 0.800622392 <= x10151 <= 2000 0.798682582 <= x10152 <= 2000 0.7962109 <= x10153 <= 2000 0.793208993 <= x10154 <= 2000 0.78967886 <= x10155 <= 2000 0.785622851 <= x10156 <= 2000 0.781043668 <= x10157 <= 2000 0.775944359 <= x10158 <= 2000 0.770328321 <= x10159 <= 2000 0.764199294 <= x10160 <= 2000 0.757561359 <= x10161 <= 2000 0.750418937 <= x10162 <= 2000 0.742776783 <= x10163 <= 2000 0.734639988 <= x10164 <= 2000 0.72601397 <= x10165 <= 2000 0.716904473 <= x10166 <= 2000 0.707317563 <= x10167 <= 2000 0.697259625 <= x10168 <= 2000 0.686737357 <= x10169 <= 2000 0.675757766 <= x10170 <= 2000 0.664328163 <= x10171 <= 2000 0.652456161 <= x10172 <= 2000 0.640149664 <= x10173 <= 2000 0.627416868 <= x10174 <= 2000 0.614266254 <= x10175 <= 2000 0.600706577 <= x10176 <= 2000 0.586746868 <= x10177 <= 2000 0.572396423 <= x10178 <= 2000 0.557664798 <= x10179 <= 2000 0.542561805 <= x10180 <= 2000 0.5270975 <= x10181 <= 2000 0.511282182 <= x10182 <= 2000 0.495126383 <= x10183 <= 2000 0.478640862 <= x10184 <= 2000 0.461836596 <= x10185 <= 2000 0.444724777 <= x10186 <= 2000 0.427316799 <= x10187 <= 2000 0.409624256 <= x10188 <= 2000 0.391658929 <= x10189 <= 2000 0.373432782 <= x10190 <= 2000 0.354957953 <= x10191 <= 2000 0.336246745 <= x10192 <= 2000 0.317311618 <= x10193 <= 2000 0.298165182 <= x10194 <= 2000 0.278820187 <= x10195 <= 2000 0.259289515 <= x10196 <= 2000 0.239586174 <= x10197 <= 2000 0.219723283 <= x10198 <= 2000 0.19971407 <= x10199 <= 2000 0.179571861 <= x10200 <= 2000 0.159310068 <= x10201 <= 2000 0.138942186 <= x10202 <= 2000 0.118481776 <= x10203 <= 2000 0.0979424653 <= x10204 <= 2000 0.0773379311 <= x10205 <= 2000 0.0566818948 <= x10206 <= 2000 0.035988112 <= x10207 <= 2000 0.0152703634 <= x10208 <= 2000 -0.00545755432 <= x10209 <= 2000 -0.0261818376 <= x10210 <= 2000 0.02031025 <= x10211 <= 2000 0.0406069747 <= x10212 <= 2000 0.0608766577 <= x10213 <= 2000 0.0811058008 <= x10214 <= 2000 0.101280933 <= x10215 <= 2000 0.121388618 <= x10216 <= 2000 0.141415466 <= x10217 <= 2000 0.16134814 <= x10218 <= 2000 0.181173367 <= x10219 <= 2000 0.200877944 <= x10220 <= 2000 0.22044875 <= x10221 <= 2000 0.23987275 <= x10222 <= 2000 0.259137011 <= x10223 <= 2000 0.278228703 <= x10224 <= 2000 0.297135112 <= x10225 <= 2000 0.315843649 <= x10226 <= 2000 0.334341853 <= x10227 <= 2000 0.352617408 <= x10228 <= 2000 0.370658142 <= x10229 <= 2000 0.388452041 <= x10230 <= 2000 0.405987256 <= x10231 <= 2000 0.42325211 <= x10232 <= 2000 0.440235105 <= x10233 <= 2000 0.456924931 <= x10234 <= 2000 0.473310475 <= x10235 <= 2000 0.489380824 <= x10236 <= 2000 0.505125277 <= x10237 <= 2000 0.520533349 <= x10238 <= 2000 0.535594778 <= x10239 <= 2000 0.550299536 <= x10240 <= 2000 0.56463783 <= x10241 <= 2000 0.578600111 <= x10242 <= 2000 0.592177082 <= x10243 <= 2000 0.6053597 <= x10244 <= 2000 0.618139188 <= x10245 <= 2000 0.630507034 <= x10246 <= 2000 0.642455004 <= x10247 <= 2000 0.653975139 <= x10248 <= 2000 0.665059769 <= x10249 <= 2000 0.675701511 <= x10250 <= 2000 0.68589328 <= x10251 <= 2000 0.695628287 <= x10252 <= 2000 0.704900051 <= x10253 <= 2000 0.713702396 <= x10254 <= 2000 0.722029461 <= x10255 <= 2000 0.729875701 <= x10256 <= 2000 0.73723589 <= x10257 <= 2000 0.744105128 <= x10258 <= 2000 0.750478839 <= x10259 <= 2000 0.756352779 <= x10260 <= 2000 0.761723036 <= x10261 <= 2000 0.766586035 <= x10262 <= 2000 0.770938537 <= x10263 <= 2000 0.774777643 <= x10264 <= 2000 0.778100796 <= x10265 <= 2000 0.780905785 <= x10266 <= 2000 0.783190739 <= x10267 <= 2000 0.78495414 <= x10268 <= 2000 0.78619481 <= x10269 <= 2000 0.786911926 <= x10270 <= 2000 0.787105008 <= x10271 <= 2000 0.786773929 <= x10272 <= 2000 0.785918909 <= x10273 <= 2000 0.784540517 <= x10274 <= 2000 0.782639672 <= x10275 <= 2000 0.780217638 <= x10276 <= 2000 0.77727603 <= x10277 <= 2000 0.773816805 <= x10278 <= 2000 0.769842268 <= x10279 <= 2000 0.765355065 <= x10280 <= 2000 0.760358185 <= x10281 <= 2000 0.754854955 <= x10282 <= 2000 0.74884904 <= x10283 <= 2000 0.742344439 <= x10284 <= 2000 0.735345485 <= x10285 <= 2000 0.727856837 <= x10286 <= 2000 0.719883484 <= x10287 <= 2000 0.711430734 <= x10288 <= 2000 0.702504216 <= x10289 <= 2000 0.693109876 <= x10290 <= 2000 0.683253969 <= x10291 <= 2000 0.672943059 <= x10292 <= 2000 0.662184012 <= x10293 <= 2000 0.650983992 <= x10294 <= 2000 0.639350459 <= x10295 <= 2000 0.62729116 <= x10296 <= 2000 0.614814124 <= x10297 <= 2000 0.601927662 <= x10298 <= 2000 0.588640354 <= x10299 <= 2000 0.57496105 <= x10300 <= 2000 0.560898858 <= x10301 <= 2000 0.546463144 <= x10302 <= 2000 0.53166352 <= x10303 <= 2000 0.516509843 <= x10304 <= 2000 0.501012203 <= x10305 <= 2000 0.48518092 <= x10306 <= 2000 0.469026539 <= x10307 <= 2000 0.452559815 <= x10308 <= 2000 0.435791716 <= x10309 <= 2000 0.418733408 <= x10310 <= 2000 0.40139625 <= x10311 <= 2000 0.383791787 <= x10312 <= 2000 0.365931744 <= x10313 <= 2000 0.347828014 <= x10314 <= 2000 0.329492652 <= x10315 <= 2000 0.31093787 <= x10316 <= 2000 0.292176023 <= x10317 <= 2000 0.273219605 <= x10318 <= 2000 0.254081241 <= x10319 <= 2000 0.234773674 <= x10320 <= 2000 0.215309764 <= x10321 <= 2000 0.195702471 <= x10322 <= 2000 0.175964852 <= x10323 <= 2000 0.156110052 <= x10324 <= 2000 0.136151293 <= x10325 <= 2000 0.116101866 <= x10326 <= 2000 0.0959751228 <= x10327 <= 2000 0.0757844661 <= x10328 <= 2000 0.0555433417 <= x10329 <= 2000 0.035265229 <= x10330 <= 2000 0.0149636319 <= x10331 <= 2000 -0.00534792997 <= x10332 <= 2000 -0.0256559305 <= x10333 <= 2000 0.0198795373 <= x10334 <= 2000 0.0397458361 <= x10335 <= 2000 0.0595856667 <= x10336 <= 2000 0.0793858171 <= x10337 <= 2000 0.0991331015 <= x10338 <= 2000 0.11881437 <= x10339 <= 2000 0.138416515 <= x10340 <= 2000 0.157926484 <= x10341 <= 2000 0.177331284 <= x10342 <= 2000 0.196617993 <= x10343 <= 2000 0.215773766 <= x10344 <= 2000 0.234785849 <= x10345 <= 2000 0.253641578 <= x10346 <= 2000 0.272328399 <= x10347 <= 2000 0.290833867 <= x10348 <= 2000 0.309145657 <= x10349 <= 2000 0.327251577 <= x10350 <= 2000 0.345139568 <= x10351 <= 2000 0.362797718 <= x10352 <= 2000 0.380214268 <= x10353 <= 2000 0.39737762 <= x10354 <= 2000 0.414276343 <= x10355 <= 2000 0.430899185 <= x10356 <= 2000 0.447235076 <= x10357 <= 2000 0.463273137 <= x10358 <= 2000 0.479002688 <= x10359 <= 2000 0.494413253 <= x10360 <= 2000 0.509494571 <= x10361 <= 2000 0.524236598 <= x10362 <= 2000 0.538629517 <= x10363 <= 2000 0.552663744 <= x10364 <= 2000 0.566329931 <= x10365 <= 2000 0.579618979 <= x10366 <= 2000 0.592522038 <= x10367 <= 2000 0.605030516 <= x10368 <= 2000 0.617136081 <= x10369 <= 2000 0.628830674 <= x10370 <= 2000 0.640106506 <= x10371 <= 2000 0.650956067 <= x10372 <= 2000 0.661372134 <= x10373 <= 2000 0.671347769 <= x10374 <= 2000 0.680876329 <= x10375 <= 2000 0.68995147 <= x10376 <= 2000 0.698567147 <= x10377 <= 2000 0.706717623 <= x10378 <= 2000 0.71439747 <= x10379 <= 2000 0.721601574 <= x10380 <= 2000 0.728325138 <= x10381 <= 2000 0.734563684 <= x10382 <= 2000 0.740313057 <= x10383 <= 2000 0.745569429 <= x10384 <= 2000 0.7503293 <= x10385 <= 2000 0.7545895 <= x10386 <= 2000 0.758347191 <= x10387 <= 2000 0.761599871 <= x10388 <= 2000 0.764345375 <= x10389 <= 2000 0.766581874 <= x10390 <= 2000 0.768307878 <= x10391 <= 2000 0.769522239 <= x10392 <= 2000 0.770224146 <= x10393 <= 2000 0.770413134 <= x10394 <= 2000 0.770089076 <= x10395 <= 2000 0.769252188 <= x10396 <= 2000 0.767903028 <= x10397 <= 2000 0.766042493 <= x10398 <= 2000 0.763671822 <= x10399 <= 2000 0.760792596 <= x10400 <= 2000 0.75740673 <= x10401 <= 2000 0.753516479 <= x10402 <= 2000 0.749124435 <= x10403 <= 2000 0.744233522 <= x10404 <= 2000 0.738846997 <= x10405 <= 2000 0.732968447 <= x10406 <= 2000 0.726601788 <= x10407 <= 2000 0.719751258 <= x10408 <= 2000 0.712421419 <= x10409 <= 2000 0.704617154 <= x10410 <= 2000 0.696343659 <= x10411 <= 2000 0.687606443 <= x10412 <= 2000 0.678411326 <= x10413 <= 2000 0.66876443 <= x10414 <= 2000 0.658672179 <= x10415 <= 2000 0.648141296 <= x10416 <= 2000 0.637178791 <= x10417 <= 2000 0.625791967 <= x10418 <= 2000 0.613988404 <= x10419 <= 2000 0.601775965 <= x10420 <= 2000 0.589162782 <= x10421 <= 2000 0.576157254 <= x10422 <= 2000 0.562768042 <= x10423 <= 2000 0.549004063 <= x10424 <= 2000 0.534874482 <= x10425 <= 2000 0.520388709 <= x10426 <= 2000 0.50555639 <= x10427 <= 2000 0.490387403 <= x10428 <= 2000 0.47489185 <= x10429 <= 2000 0.459080049 <= x10430 <= 2000 0.44296253 <= x10431 <= 2000 0.426550026 <= x10432 <= 2000 0.409853468 <= x10433 <= 2000 0.392883973 <= x10434 <= 2000 0.375652842 <= x10435 <= 2000 0.358171551 <= x10436 <= 2000 0.340451741 <= x10437 <= 2000 0.322505211 <= x10438 <= 2000 0.304343914 <= x10439 <= 2000 0.285979943 <= x10440 <= 2000 0.267425528 <= x10441 <= 2000 0.248693024 <= x10442 <= 2000 0.229794907 <= x10443 <= 2000 0.210743761 <= x10444 <= 2000 0.191552273 <= x10445 <= 2000 0.172233224 <= x10446 <= 2000 0.152799478 <= x10447 <= 2000 0.133263978 <= x10448 <= 2000 0.113639733 <= x10449 <= 2000 0.0939398103 <= x10450 <= 2000 0.0741773301 <= x10451 <= 2000 0.0543654525 <= x10452 <= 2000 0.034517371 <= x10453 <= 2000 0.0146463032 <= x10454 <= 2000 -0.0052345182 <= x10455 <= 2000 -0.0251118537 <= x10456 <= 2000 0.0194347458 <= x10457 <= 2000 0.0388565493 <= x10458 <= 2000 0.0582524768 <= x10459 <= 2000 0.0776096119 <= x10460 <= 2000 0.0969150639 <= x10461 <= 2000 0.116155977 <= x10462 <= 2000 0.135319537 <= x10463 <= 2000 0.154392983 <= x10464 <= 2000 0.173363614 <= x10465 <= 2000 0.192218795 <= x10466 <= 2000 0.210945971 <= x10467 <= 2000 0.22953267 <= x10468 <= 2000 0.247966516 <= x10469 <= 2000 0.266235231 <= x10470 <= 2000 0.284326651 <= x10471 <= 2000 0.302228728 <= x10472 <= 2000 0.319929539 <= x10473 <= 2000 0.337417298 <= x10474 <= 2000 0.354680359 <= x10475 <= 2000 0.371707225 <= x10476 <= 2000 0.388486558 <= x10477 <= 2000 0.405007184 <= x10478 <= 2000 0.421258101 <= x10479 <= 2000 0.437228487 <= x10480 <= 2000 0.452907707 <= x10481 <= 2000 0.468285319 <= x10482 <= 2000 0.483351083 <= x10483 <= 2000 0.498094967 <= x10484 <= 2000 0.512507151 <= x10485 <= 2000 0.526578038 <= x10486 <= 2000 0.540298258 <= x10487 <= 2000 0.553658673 <= x10488 <= 2000 0.566650388 <= x10489 <= 2000 0.57926475 <= x10490 <= 2000 0.591493358 <= x10491 <= 2000 0.60332807 <= x10492 <= 2000 0.614761004 <= x10493 <= 2000 0.625784546 <= x10494 <= 2000 0.636391356 <= x10495 <= 2000 0.64657437 <= x10496 <= 2000 0.656326807 <= x10497 <= 2000 0.665642172 <= x10498 <= 2000 0.674514262 <= x10499 <= 2000 0.682937169 <= x10500 <= 2000 0.690905283 <= x10501 <= 2000 0.698413299 <= x10502 <= 2000 0.705456216 <= x10503 <= 2000 0.712029344 <= x10504 <= 2000 0.718128307 <= x10505 <= 2000 0.723749042 <= x10506 <= 2000 0.728887806 <= x10507 <= 2000 0.733541178 <= x10508 <= 2000 0.737706059 <= x10509 <= 2000 0.741379674 <= x10510 <= 2000 0.744559578 <= x10511 <= 2000 0.747243653 <= x10512 <= 2000 0.749430111 <= x10513 <= 2000 0.751117497 <= x10514 <= 2000 0.752304687 <= x10515 <= 2000 0.75299089 <= x10516 <= 2000 0.75317565 <= x10517 <= 2000 0.752858842 <= x10518 <= 2000 0.752040679 <= x10519 <= 2000 0.750721705 <= x10520 <= 2000 0.748902798 <= x10521 <= 2000 0.74658517 <= x10522 <= 2000 0.743770364 <= x10523 <= 2000 0.740460255 <= x10524 <= 2000 0.736657046 <= x10525 <= 2000 0.732363271 <= x10526 <= 2000 0.727581789 <= x10527 <= 2000 0.722315784 <= x10528 <= 2000 0.716568763 <= x10529 <= 2000 0.710344553 <= x10530 <= 2000 0.703647299 <= x10531 <= 2000 0.696481461 <= x10532 <= 2000 0.688851811 <= x10533 <= 2000 0.68076343 <= x10534 <= 2000 0.672221704 <= x10535 <= 2000 0.663232321 <= x10536 <= 2000 0.653801268 <= x10537 <= 2000 0.643934825 <= x10538 <= 2000 0.633639563 <= x10539 <= 2000 0.622922337 <= x10540 <= 2000 0.611790285 <= x10541 <= 2000 0.60025082 <= x10542 <= 2000 0.588311626 <= x10543 <= 2000 0.575980654 <= x10544 <= 2000 0.563266117 <= x10545 <= 2000 0.550176479 <= x10546 <= 2000 0.53672046 <= x10547 <= 2000 0.522907019 <= x10548 <= 2000 0.508745356 <= x10549 <= 2000 0.4942449 <= x10550 <= 2000 0.47941531 <= x10551 <= 2000 0.464266459 <= x10552 <= 2000 0.448808436 <= x10553 <= 2000 0.433051536 <= x10554 <= 2000 0.417006252 <= x10555 <= 2000 0.400683267 <= x10556 <= 2000 0.384093454 <= x10557 <= 2000 0.367247858 <= x10558 <= 2000 0.3501577 <= x10559 <= 2000 0.332834358 <= x10560 <= 2000 0.31528937 <= x10561 <= 2000 0.29753442 <= x10562 <= 2000 0.279581331 <= x10563 <= 2000 0.261442058 <= x10564 <= 2000 0.243128682 <= x10565 <= 2000 0.224653398 <= x10566 <= 2000 0.206028509 <= x10567 <= 2000 0.187266418 <= x10568 <= 2000 0.16837962 <= x10569 <= 2000 0.149380691 <= x10570 <= 2000 0.130282285 <= x10571 <= 2000 0.111097119 <= x10572 <= 2000 0.0918379692 <= x10573 <= 2000 0.0725176614 <= x10574 <= 2000 0.0531490614 <= x10575 <= 2000 0.0337450677 <= x10576 <= 2000 0.0143186018 <= x10577 <= 2000 -0.00511739932 <= x10578 <= 2000 -0.0245499926 <= x10579 <= 2000 0.0189761905 <= x10580 <= 2000 0.0379397441 <= x10581 <= 2000 0.0568780322 <= x10582 <= 2000 0.0757784432 <= x10583 <= 2000 0.0946283906 <= x10584 <= 2000 0.113415322 <= x10585 <= 2000 0.132126725 <= x10586 <= 2000 0.150750141 <= x10587 <= 2000 0.169273167 <= x10588 <= 2000 0.187683467 <= x10589 <= 2000 0.205968783 <= x10590 <= 2000 0.224116936 <= x10591 <= 2000 0.242115842 <= x10592 <= 2000 0.259953514 <= x10593 <= 2000 0.277618074 <= x10594 <= 2000 0.295097758 <= x10595 <= 2000 0.312380926 <= x10596 <= 2000 0.329456068 <= x10597 <= 2000 0.346311813 <= x10598 <= 2000 0.362936937 <= x10599 <= 2000 0.379320369 <= x10600 <= 2000 0.395451197 <= x10601 <= 2000 0.41131868 <= x10602 <= 2000 0.426912251 <= x10603 <= 2000 0.442221525 <= x10604 <= 2000 0.457236309 <= x10605 <= 2000 0.471946602 <= x10606 <= 2000 0.486342609 <= x10607 <= 2000 0.500414744 <= x10608 <= 2000 0.514153634 <= x10609 <= 2000 0.52755013 <= x10610 <= 2000 0.540595312 <= x10611 <= 2000 0.553280492 <= x10612 <= 2000 0.565597223 <= x10613 <= 2000 0.577537302 <= x10614 <= 2000 0.589092778 <= x10615 <= 2000 0.600255956 <= x10616 <= 2000 0.611019402 <= x10617 <= 2000 0.621375949 <= x10618 <= 2000 0.631318698 <= x10619 <= 2000 0.64084103 <= x10620 <= 2000 0.649936603 <= x10621 <= 2000 0.65859936 <= x10622 <= 2000 0.666823531 <= x10623 <= 2000 0.674603641 <= x10624 <= 2000 0.681934508 <= x10625 <= 2000 0.68881125 <= x10626 <= 2000 0.695229288 <= x10627 <= 2000 0.701184348 <= x10628 <= 2000 0.706672464 <= x10629 <= 2000 0.711689981 <= x10630 <= 2000 0.716233559 <= x10631 <= 2000 0.72030017 <= x10632 <= 2000 0.723887108 <= x10633 <= 2000 0.726991984 <= x10634 <= 2000 0.729612729 <= x10635 <= 2000 0.731747599 <= x10636 <= 2000 0.733395172 <= x10637 <= 2000 0.73455435 <= x10638 <= 2000 0.735224363 <= x10639 <= 2000 0.735404763 <= x10640 <= 2000 0.73509543 <= x10641 <= 2000 0.734296571 <= x10642 <= 2000 0.733008718 <= x10643 <= 2000 0.731232728 <= x10644 <= 2000 0.728969783 <= x10645 <= 2000 0.726221391 <= x10646 <= 2000 0.722989383 <= x10647 <= 2000 0.719275909 <= x10648 <= 2000 0.715083444 <= x10649 <= 2000 0.710414779 <= x10650 <= 2000 0.705273024 <= x10651 <= 2000 0.699661601 <= x10652 <= 2000 0.693584249 <= x10653 <= 2000 0.687045014 <= x10654 <= 2000 0.680048251 <= x10655 <= 2000 0.67259862 <= x10656 <= 2000 0.664701081 <= x10657 <= 2000 0.656360894 <= x10658 <= 2000 0.647583612 <= x10659 <= 2000 0.638375081 <= x10660 <= 2000 0.628741433 <= x10661 <= 2000 0.618689083 <= x10662 <= 2000 0.608224726 <= x10663 <= 2000 0.597355331 <= x10664 <= 2000 0.586088135 <= x10665 <= 2000 0.574430642 <= x10666 <= 2000 0.562390615 <= x10667 <= 2000 0.549976071 <= x10668 <= 2000 0.537195279 <= x10669 <= 2000 0.524056749 <= x10670 <= 2000 0.510569231 <= x10671 <= 2000 0.496741706 <= x10672 <= 2000 0.482583384 <= x10673 <= 2000 0.468103691 <= x10674 <= 2000 0.453312272 <= x10675 <= 2000 0.438218976 <= x10676 <= 2000 0.422833853 <= x10677 <= 2000 0.407167151 <= x10678 <= 2000 0.391229301 <= x10679 <= 2000 0.375030918 <= x10680 <= 2000 0.358582788 <= x10681 <= 2000 0.341895865 <= x10682 <= 2000 0.324981261 <= x10683 <= 2000 0.30785024 <= x10684 <= 2000 0.290514211 <= x10685 <= 2000 0.272984718 <= x10686 <= 2000 0.255273434 <= x10687 <= 2000 0.237392155 <= x10688 <= 2000 0.219352788 <= x10689 <= 2000 0.201167346 <= x10690 <= 2000 0.182847939 <= x10691 <= 2000 0.164406768 <= x10692 <= 2000 0.145856112 <= x10693 <= 2000 0.127208325 <= x10694 <= 2000 0.108475825 <= x10695 <= 2000 0.0896710879 <= x10696 <= 2000 0.0708066353 <= x10697 <= 2000 0.05189503 <= x10698 <= 2000 0.0329488659 <= x10699 <= 2000 0.01398076 <= x10700 <= 2000 -0.00499665627 <= x10701 <= 2000 -0.023970745 <= x10702 <= 2000 0.0185041962 <= x10703 <= 2000 0.0369960698 <= x10704 <= 2000 0.0554633063 <= x10705 <= 2000 0.0738936079 <= x10706 <= 2000 0.092274701 <= x10707 <= 2000 0.110594345 <= x10708 <= 2000 0.12884034 <= x10709 <= 2000 0.147000536 <= x10710 <= 2000 0.165062839 <= x10711 <= 2000 0.183015221 <= x10712 <= 2000 0.200845726 <= x10713 <= 2000 0.218542481 <= x10714 <= 2000 0.236093701 <= x10715 <= 2000 0.253487697 <= x10716 <= 2000 0.270712887 <= x10717 <= 2000 0.287757799 <= x10718 <= 2000 0.304611083 <= x10719 <= 2000 0.321261516 <= x10720 <= 2000 0.337698008 <= x10721 <= 2000 0.353909616 <= x10722 <= 2000 0.369885543 <= x10723 <= 2000 0.385615149 <= x10724 <= 2000 0.40108796 <= x10725 <= 2000 0.416293673 <= x10726 <= 2000 0.43122216 <= x10727 <= 2000 0.445863482 <= x10728 <= 2000 0.460207886 <= x10729 <= 2000 0.474245822 <= x10730 <= 2000 0.48796794 <= x10731 <= 2000 0.501365103 <= x10732 <= 2000 0.514428389 <= x10733 <= 2000 0.527149098 <= x10734 <= 2000 0.53951876 <= x10735 <= 2000 0.551529137 <= x10736 <= 2000 0.563172231 <= x10737 <= 2000 0.574440288 <= x10738 <= 2000 0.585325805 <= x10739 <= 2000 0.595821532 <= x10740 <= 2000 0.60592048 <= x10741 <= 2000 0.615615924 <= x10742 <= 2000 0.624901407 <= x10743 <= 2000 0.633770746 <= x10744 <= 2000 0.642218034 <= x10745 <= 2000 0.650237646 <= x10746 <= 2000 0.657824242 <= x10747 <= 2000 0.664972768 <= x10748 <= 2000 0.671678465 <= x10749 <= 2000 0.677936868 <= x10750 <= 2000 0.683743807 <= x10751 <= 2000 0.689095418 <= x10752 <= 2000 0.693988134 <= x10753 <= 2000 0.698418699 <= x10754 <= 2000 0.702384162 <= x10755 <= 2000 0.705881882 <= x10756 <= 2000 0.70890953 <= x10757 <= 2000 0.71146509 <= x10758 <= 2000 0.713546859 <= x10759 <= 2000 0.715153452 <= x10760 <= 2000 0.716283798 <= x10761 <= 2000 0.716937145 <= x10762 <= 2000 0.717113058 <= x10763 <= 2000 0.71681142 <= x10764 <= 2000 0.716032431 <= x10765 <= 2000 0.71477661 <= x10766 <= 2000 0.713044794 <= x10767 <= 2000 0.710838136 <= x10768 <= 2000 0.708158105 <= x10769 <= 2000 0.705006486 <= x10770 <= 2000 0.701385377 <= x10771 <= 2000 0.697297192 <= x10772 <= 2000 0.69274465 <= x10773 <= 2000 0.687730785 <= x10774 <= 2000 0.682258936 <= x10775 <= 2000 0.676332746 <= x10776 <= 2000 0.669956161 <= x10777 <= 2000 0.663133428 <= x10778 <= 2000 0.655869091 <= x10779 <= 2000 0.648167988 <= x10780 <= 2000 0.640035245 <= x10781 <= 2000 0.631476281 <= x10782 <= 2000 0.622496793 <= x10783 <= 2000 0.613102763 <= x10784 <= 2000 0.603300445 <= x10785 <= 2000 0.593096368 <= x10786 <= 2000 0.582497327 <= x10787 <= 2000 0.571510379 <= x10788 <= 2000 0.560142843 <= x10789 <= 2000 0.548402287 <= x10790 <= 2000 0.53629653 <= x10791 <= 2000 0.523833634 <= x10792 <= 2000 0.511021899 <= x10793 <= 2000 0.497869855 <= x10794 <= 2000 0.484386262 <= x10795 <= 2000 0.470580099 <= x10796 <= 2000 0.45646056 <= x10797 <= 2000 0.442037047 <= x10798 <= 2000 0.427319166 <= x10799 <= 2000 0.412316718 <= x10800 <= 2000 0.397039693 <= x10801 <= 2000 0.381498265 <= x10802 <= 2000 0.365702783 <= x10803 <= 2000 0.349663767 <= x10804 <= 2000 0.333391897 <= x10805 <= 2000 0.31689801 <= x10806 <= 2000 0.300193089 <= x10807 <= 2000 0.283288258 <= x10808 <= 2000 0.266194776 <= x10809 <= 2000 0.248924025 <= x10810 <= 2000 0.231487506 <= x10811 <= 2000 0.213896832 <= x10812 <= 2000 0.196163716 <= x10813 <= 2000 0.178299967 <= x10814 <= 2000 0.160317482 <= x10815 <= 2000 0.142228236 <= x10816 <= 2000 0.124044275 <= x10817 <= 2000 0.105777709 <= x10818 <= 2000 0.0874407012 <= x10819 <= 2000 0.0690454636 <= x10820 <= 2000 0.0506042462 <= x10821 <= 2000 0.0321293296 <= x10822 <= 2000 0.0136330169 <= x10823 <= 2000 -0.00487237456 <= x10824 <= 2000 -0.0233745213 <= x10825 <= 2000 0.0180190971 <= x10826 <= 2000 0.0360261947 <= x10827 <= 2000 0.0540093011 <= x10828 <= 2000 0.0719564408 <= x10829 <= 2000 0.0898556621 <= x10830 <= 2000 0.107695045 <= x10831 <= 2000 0.12546271 <= x10832 <= 2000 0.143146825 <= x10833 <= 2000 0.160735614 <= x10834 <= 2000 0.178217363 <= x10835 <= 2000 0.19558043 <= x10836 <= 2000 0.212813253 <= x10837 <= 2000 0.229904357 <= x10838 <= 2000 0.246842359 <= x10839 <= 2000 0.263615979 <= x10840 <= 2000 0.280214048 <= x10841 <= 2000 0.296625513 <= x10842 <= 2000 0.312839444 <= x10843 <= 2000 0.328845044 <= x10844 <= 2000 0.344631654 <= x10845 <= 2000 0.360188762 <= x10846 <= 2000 0.375506007 <= x10847 <= 2000 0.390573189 <= x10848 <= 2000 0.405380274 <= x10849 <= 2000 0.419917402 <= x10850 <= 2000 0.434174892 <= x10851 <= 2000 0.448143249 <= x10852 <= 2000 0.461813171 <= x10853 <= 2000 0.475175555 <= x10854 <= 2000 0.488221503 <= x10855 <= 2000 0.500942327 <= x10856 <= 2000 0.513329555 <= x10857 <= 2000 0.525374939 <= x10858 <= 2000 0.537070456 <= x10859 <= 2000 0.548408319 <= x10860 <= 2000 0.559380977 <= x10861 <= 2000 0.569981123 <= x10862 <= 2000 0.580201698 <= x10863 <= 2000 0.590035896 <= x10864 <= 2000 0.599477168 <= x10865 <= 2000 0.608519226 <= x10866 <= 2000 0.61715605 <= x10867 <= 2000 0.625381887 <= x10868 <= 2000 0.63319126 <= x10869 <= 2000 0.640578968 <= x10870 <= 2000 0.647540091 <= x10871 <= 2000 0.654069994 <= x10872 <= 2000 0.660164329 <= x10873 <= 2000 0.665819036 <= x10874 <= 2000 0.67103035 <= x10875 <= 2000 0.675794802 <= x10876 <= 2000 0.680109217 <= x10877 <= 2000 0.683970722 <= x10878 <= 2000 0.687376748 <= x10879 <= 2000 0.690325024 <= x10880 <= 2000 0.692813588 <= x10881 <= 2000 0.694840782 <= x10882 <= 2000 0.696405257 <= x10883 <= 2000 0.697505971 <= x10884 <= 2000 0.69814219 <= x10885 <= 2000 0.698313491 <= x10886 <= 2000 0.69801976 <= x10887 <= 2000 0.697261193 <= x10888 <= 2000 0.696038295 <= x10889 <= 2000 0.694351879 <= x10890 <= 2000 0.69220307 <= x10891 <= 2000 0.689593297 <= x10892 <= 2000 0.6865243 <= x10893 <= 2000 0.682998121 <= x10894 <= 2000 0.67901711 <= x10895 <= 2000 0.674583916 <= x10896 <= 2000 0.669701493 <= x10897 <= 2000 0.664373091 <= x10898 <= 2000 0.65860226 <= x10899 <= 2000 0.652392841 <= x10900 <= 2000 0.645748971 <= x10901 <= 2000 0.638675073 <= x10902 <= 2000 0.631175859 <= x10903 <= 2000 0.623256321 <= x10904 <= 2000 0.614921735 <= x10905 <= 2000 0.606177651 <= x10906 <= 2000 0.597029891 <= x10907 <= 2000 0.587484547 <= x10908 <= 2000 0.577547976 <= x10909 <= 2000 0.567226795 <= x10910 <= 2000 0.556527877 <= x10911 <= 2000 0.545458348 <= x10912 <= 2000 0.534025578 <= x10913 <= 2000 0.522237181 <= x10914 <= 2000 0.510101008 <= x10915 <= 2000 0.49762514 <= x10916 <= 2000 0.484817886 <= x10917 <= 2000 0.471687774 <= x10918 <= 2000 0.458243548 <= x10919 <= 2000 0.444494161 <= x10920 <= 2000 0.43044877 <= x10921 <= 2000 0.416116727 <= x10922 <= 2000 0.401507577 <= x10923 <= 2000 0.386631049 <= x10924 <= 2000 0.371497049 <= x10925 <= 2000 0.356115656 <= x10926 <= 2000 0.340497113 <= x10927 <= 2000 0.32465182 <= x10928 <= 2000 0.308590331 <= x10929 <= 2000 0.292323339 <= x10930 <= 2000 0.275861679 <= x10931 <= 2000 0.259216313 <= x10932 <= 2000 0.242398326 <= x10933 <= 2000 0.225418916 <= x10934 <= 2000 0.208289393 <= x10935 <= 2000 0.191021161 <= x10936 <= 2000 0.173625722 <= x10937 <= 2000 0.156114659 <= x10938 <= 2000 0.138499634 <= x10939 <= 2000 0.120792377 <= x10940 <= 2000 0.10300468 <= x10941 <= 2000 0.0851483886 <= x10942 <= 2000 0.0672353936 <= x10943 <= 2000 0.0492776242 <= x10944 <= 2000 0.0312870391 <= x10945 <= 2000 0.0132756188 <= x10946 <= 2000 -0.00474464221 <= x10947 <= 2000 -0.0227617436 <= x10948 <= 2000 0.0175212368 <= x10949 <= 2000 0.0350308056 <= x10950 <= 2000 0.0525170462 <= x10951 <= 2000 0.0699683137 <= x10952 <= 2000 0.0873729869 <= x10953 <= 2000 0.104719475 <= x10954 <= 2000 0.121996227 <= x10955 <= 2000 0.139191737 <= x10956 <= 2000 0.156294555 <= x10957 <= 2000 0.17329329 <= x10958 <= 2000 0.190176623 <= x10959 <= 2000 0.20693331 <= x10960 <= 2000 0.223552193 <= x10961 <= 2000 0.240022205 <= x10962 <= 2000 0.256332378 <= x10963 <= 2000 0.272471849 <= x10964 <= 2000 0.288429871 <= x10965 <= 2000 0.304195818 <= x10966 <= 2000 0.31975919 <= x10967 <= 2000 0.335109623 <= x10968 <= 2000 0.350236894 <= x10969 <= 2000 0.365130929 <= x10970 <= 2000 0.379781811 <= x10971 <= 2000 0.394179783 <= x10972 <= 2000 0.408315256 <= x10973 <= 2000 0.422178817 <= x10974 <= 2000 0.435761234 <= x10975 <= 2000 0.449053462 <= x10976 <= 2000 0.462046649 <= x10977 <= 2000 0.474732143 <= x10978 <= 2000 0.487101495 <= x10979 <= 2000 0.499146469 <= x10980 <= 2000 0.510859044 <= x10981 <= 2000 0.522231419 <= x10982 <= 2000 0.533256021 <= x10983 <= 2000 0.543925509 <= x10984 <= 2000 0.554232778 <= x10985 <= 2000 0.564170962 <= x10986 <= 2000 0.573733446 <= x10987 <= 2000 0.582913859 <= x10988 <= 2000 0.591706089 <= x10989 <= 2000 0.600104281 <= x10990 <= 2000 0.608102841 <= x10991 <= 2000 0.615696444 <= x10992 <= 2000 0.622880033 <= x10993 <= 2000 0.629648823 <= x10994 <= 2000 0.635998308 <= x10995 <= 2000 0.641924258 <= x10996 <= 2000 0.647422728 <= x10997 <= 2000 0.652490056 <= x10998 <= 2000 0.657122868 <= x10999 <= 2000 0.661318077 <= x11000 <= 2000 0.665072891 <= x11001 <= 2000 0.668384809 <= x11002 <= 2000 0.671251626 <= x11003 <= 2000 0.673671432 <= x11004 <= 2000 0.675642615 <= x11005 <= 2000 0.677163865 <= x11006 <= 2000 0.678234166 <= x11007 <= 2000 0.678852807 <= x11008 <= 2000 0.679019375 <= x11009 <= 2000 0.67873376 <= x11010 <= 2000 0.677996152 <= x11011 <= 2000 0.676807041 <= x11012 <= 2000 0.675167221 <= x11013 <= 2000 0.673077782 <= x11014 <= 2000 0.670540116 <= x11015 <= 2000 0.667555914 <= x11016 <= 2000 0.664127163 <= x11017 <= 2000 0.660256145 <= x11018 <= 2000 0.655945438 <= x11019 <= 2000 0.651197914 <= x11020 <= 2000 0.646016734 <= x11021 <= 2000 0.640405349 <= x11022 <= 2000 0.634367494 <= x11023 <= 2000 0.627907191 <= x11024 <= 2000 0.621028742 <= x11025 <= 2000 0.613736728 <= x11026 <= 2000 0.606036004 <= x11027 <= 2000 0.597931699 <= x11028 <= 2000 0.58942921 <= x11029 <= 2000 0.580534199 <= x11030 <= 2000 0.571252589 <= x11031 <= 2000 0.561590562 <= x11032 <= 2000 0.551554551 <= x11033 <= 2000 0.54115124 <= x11034 <= 2000 0.530387557 <= x11035 <= 2000 0.51927067 <= x11036 <= 2000 0.507807982 <= x11037 <= 2000 0.496007126 <= x11038 <= 2000 0.483875961 <= x11039 <= 2000 0.471422566 <= x11040 <= 2000 0.458655233 <= x11041 <= 2000 0.445582466 <= x11042 <= 2000 0.432212969 <= x11043 <= 2000 0.418555646 <= x11044 <= 2000 0.404619592 <= x11045 <= 2000 0.390414087 <= x11046 <= 2000 0.375948591 <= x11047 <= 2000 0.361232738 <= x11048 <= 2000 0.346276326 <= x11049 <= 2000 0.331089317 <= x11050 <= 2000 0.315681823 <= x11051 <= 2000 0.300064106 <= x11052 <= 2000 0.284246565 <= x11053 <= 2000 0.268239734 <= x11054 <= 2000 0.252054273 <= x11055 <= 2000 0.235700959 <= x11056 <= 2000 0.219190684 <= x11057 <= 2000 0.202534442 <= x11058 <= 2000 0.185743325 <= x11059 <= 2000 0.168828514 <= x11060 <= 2000 0.151801275 <= x11061 <= 2000 0.134672946 <= x11062 <= 2000 0.117454933 <= x11063 <= 2000 0.100158703 <= x11064 <= 2000 0.0827957734 <= x11065 <= 2000 0.0653777072 <= x11066 <= 2000 0.0479161036 <= x11067 <= 2000 0.030422591 <= x11068 <= 2000 0.0129088189 <= x11069 <= 2000 -0.00461354969 <= x11070 <= 2000 -0.0221328459 <= x11071 <= 2000 0.0170109679 <= x11072 <= 2000 0.0340106076 <= x11073 <= 2000 0.0509875985 <= x11074 <= 2000 0.0679306348 <= x11075 <= 2000 0.0848284337 <= x11076 <= 2000 0.101669742 <= x11077 <= 2000 0.118443345 <= x11078 <= 2000 0.135138073 <= x11079 <= 2000 0.151742807 <= x11080 <= 2000 0.16824649 <= x11081 <= 2000 0.184638131 <= x11082 <= 2000 0.200906816 <= x11083 <= 2000 0.217041709 <= x11084 <= 2000 0.233032067 <= x11085 <= 2000 0.24886724 <= x11086 <= 2000 0.264536683 <= x11087 <= 2000 0.280029962 <= x11088 <= 2000 0.295336759 <= x11089 <= 2000 0.310446881 <= x11090 <= 2000 0.325350265 <= x11091 <= 2000 0.340036986 <= x11092 <= 2000 0.354497264 <= x11093 <= 2000 0.36872147 <= x11094 <= 2000 0.382700132 <= x11095 <= 2000 0.396423939 <= x11096 <= 2000 0.409883753 <= x11097 <= 2000 0.423070611 <= x11098 <= 2000 0.435975731 <= x11099 <= 2000 0.448590519 <= x11100 <= 2000 0.460906575 <= x11101 <= 2000 0.472915696 <= x11102 <= 2000 0.484609886 <= x11103 <= 2000 0.495981356 <= x11104 <= 2000 0.507022535 <= x11105 <= 2000 0.517726069 <= x11106 <= 2000 0.528084831 <= x11107 <= 2000 0.538091922 <= x11108 <= 2000 0.547740678 <= x11109 <= 2000 0.557024674 <= x11110 <= 2000 0.565937728 <= x11111 <= 2000 0.574473903 <= x11112 <= 2000 0.582627515 <= x11113 <= 2000 0.590393134 <= x11114 <= 2000 0.59776559 <= x11115 <= 2000 0.604739971 <= x11116 <= 2000 0.611311635 <= x11117 <= 2000 0.617476204 <= x11118 <= 2000 0.623229574 <= x11119 <= 2000 0.628567913 <= x11120 <= 2000 0.633487666 <= x11121 <= 2000 0.637985556 <= x11122 <= 2000 0.642058589 <= x11123 <= 2000 0.645704052 <= x11124 <= 2000 0.648919517 <= x11125 <= 2000 0.651702844 <= x11126 <= 2000 0.654052178 <= x11127 <= 2000 0.655965955 <= x11128 <= 2000 0.657442901 <= x11129 <= 2000 0.658482033 <= x11130 <= 2000 0.659082657 <= x11131 <= 2000 0.659244374 <= x11132 <= 2000 0.658967077 <= x11133 <= 2000 0.65825095 <= x11134 <= 2000 0.65709647 <= x11135 <= 2000 0.655504405 <= x11136 <= 2000 0.653475817 <= x11137 <= 2000 0.651012056 <= x11138 <= 2000 0.648114762 <= x11139 <= 2000 0.644785866 <= x11140 <= 2000 0.641027583 <= x11141 <= 2000 0.636842417 <= x11142 <= 2000 0.632233155 <= x11143 <= 2000 0.627202865 <= x11144 <= 2000 0.621754899 <= x11145 <= 2000 0.615892884 <= x11146 <= 2000 0.609620724 <= x11147 <= 2000 0.602942595 <= x11148 <= 2000 0.595862946 <= x11149 <= 2000 0.588386489 <= x11150 <= 2000 0.580518205 <= x11151 <= 2000 0.572263333 <= x11152 <= 2000 0.56362737 <= x11153 <= 2000 0.554616067 <= x11154 <= 2000 0.545235426 <= x11155 <= 2000 0.535491693 <= x11156 <= 2000 0.525391356 <= x11157 <= 2000 0.514941143 <= x11158 <= 2000 0.504148011 <= x11159 <= 2000 0.49301915 <= x11160 <= 2000 0.481561969 <= x11161 <= 2000 0.469784099 <= x11162 <= 2000 0.457693382 <= x11163 <= 2000 0.445297871 <= x11164 <= 2000 0.432605821 <= x11165 <= 2000 0.419625682 <= x11166 <= 2000 0.4063661 <= x11167 <= 2000 0.392835903 <= x11168 <= 2000 0.379044104 <= x11169 <= 2000 0.364999885 <= x11170 <= 2000 0.350712599 <= x11171 <= 2000 0.336191762 <= x11172 <= 2000 0.321447042 <= x11173 <= 2000 0.306488259 <= x11174 <= 2000 0.291325374 <= x11175 <= 2000 0.275968486 <= x11176 <= 2000 0.26042782 <= x11177 <= 2000 0.244713726 <= x11178 <= 2000 0.228836668 <= x11179 <= 2000 0.21280722 <= x11180 <= 2000 0.196636055 <= x11181 <= 2000 0.180333944 <= x11182 <= 2000 0.163911742 <= x11183 <= 2000 0.147380385 <= x11184 <= 2000 0.130750882 <= x11185 <= 2000 0.114034307 <= x11186 <= 2000 0.0972417929 <= x11187 <= 2000 0.0803845219 <= x11188 <= 2000 0.06347372 <= x11189 <= 2000 0.0465206486 <= x11190 <= 2000 0.0295365975 <= x11191 <= 2000 0.0125328769 <= x11192 <= 2000 -0.00447918983 <= x11193 <= 2000 -0.0214882737 <= x11194 <= 2000 0.0164886518 <= x11195 <= 2000 0.0329663232 <= x11196 <= 2000 0.0494220411 <= x11197 <= 2000 0.0658448471 <= x11198 <= 2000 0.0822238046 <= x11199 <= 2000 0.0985480064 <= x11200 <= 2000 0.114806581 <= x11201 <= 2000 0.130988703 <= x11202 <= 2000 0.147083594 <= x11203 <= 2000 0.163080537 <= x11204 <= 2000 0.178968879 <= x11205 <= 2000 0.194738038 <= x11206 <= 2000 0.210377515 <= x11207 <= 2000 0.225876894 <= x11208 <= 2000 0.241225854 <= x11209 <= 2000 0.256414172 <= x11210 <= 2000 0.271431735 <= x11211 <= 2000 0.286268542 <= x11212 <= 2000 0.300914712 <= x11213 <= 2000 0.315360492 <= x11214 <= 2000 0.329596262 <= x11215 <= 2000 0.343612543 <= x11216 <= 2000 0.357399999 <= x11217 <= 2000 0.37094945 <= x11218 <= 2000 0.384251873 <= x11219 <= 2000 0.397298408 <= x11220 <= 2000 0.410080368 <= x11221 <= 2000 0.42258924 <= x11222 <= 2000 0.434816695 <= x11223 <= 2000 0.446754591 <= x11224 <= 2000 0.458394976 <= x11225 <= 2000 0.469730099 <= x11226 <= 2000 0.480752412 <= x11227 <= 2000 0.491454575 <= x11228 <= 2000 0.501829461 <= x11229 <= 2000 0.51187016 <= x11230 <= 2000 0.521569987 <= x11231 <= 2000 0.530922481 <= x11232 <= 2000 0.539921415 <= x11233 <= 2000 0.548560796 <= x11234 <= 2000 0.556834871 <= x11235 <= 2000 0.564738129 <= x11236 <= 2000 0.572265308 <= x11237 <= 2000 0.579411394 <= x11238 <= 2000 0.58617163 <= x11239 <= 2000 0.592541513 <= x11240 <= 2000 0.598516801 <= x11241 <= 2000 0.604093516 <= x11242 <= 2000 0.609267942 <= x11243 <= 2000 0.614036636 <= x11244 <= 2000 0.61839642 <= x11245 <= 2000 0.622344392 <= x11246 <= 2000 0.625877922 <= x11247 <= 2000 0.628994658 <= x11248 <= 2000 0.631692523 <= x11249 <= 2000 0.633969722 <= x11250 <= 2000 0.635824737 <= x11251 <= 2000 0.637256334 <= x11252 <= 2000 0.638263559 <= x11253 <= 2000 0.638845741 <= x11254 <= 2000 0.639002493 <= x11255 <= 2000 0.63873371 <= x11256 <= 2000 0.638039572 <= x11257 <= 2000 0.636920539 <= x11258 <= 2000 0.635377359 <= x11259 <= 2000 0.633411058 <= x11260 <= 2000 0.631022946 <= x11261 <= 2000 0.628214612 <= x11262 <= 2000 0.624987928 <= x11263 <= 2000 0.621345043 <= x11264 <= 2000 0.617288381 <= x11265 <= 2000 0.612820644 <= x11266 <= 2000 0.607944808 <= x11267 <= 2000 0.60266412 <= x11268 <= 2000 0.596982097 <= x11269 <= 2000 0.590902521 <= x11270 <= 2000 0.584429442 <= x11271 <= 2000 0.57756717 <= x11272 <= 2000 0.570320276 <= x11273 <= 2000 0.562693585 <= x11274 <= 2000 0.554692176 <= x11275 <= 2000 0.546321378 <= x11276 <= 2000 0.537586764 <= x11277 <= 2000 0.528494152 <= x11278 <= 2000 0.519049597 <= x11279 <= 2000 0.509259388 <= x11280 <= 2000 0.499130045 <= x11281 <= 2000 0.488668313 <= x11282 <= 2000 0.477881159 <= x11283 <= 2000 0.466775768 <= x11284 <= 2000 0.455359533 <= x11285 <= 2000 0.443640058 <= x11286 <= 2000 0.431625147 <= x11287 <= 2000 0.419322802 <= x11288 <= 2000 0.406741214 <= x11289 <= 2000 0.393888763 <= x11290 <= 2000 0.380774007 <= x11291 <= 2000 0.367405679 <= x11292 <= 2000 0.353792684 <= x11293 <= 2000 0.339944085 <= x11294 <= 2000 0.325869104 <= x11295 <= 2000 0.311577116 <= x11296 <= 2000 0.297077638 <= x11297 <= 2000 0.282380325 <= x11298 <= 2000 0.267494965 <= x11299 <= 2000 0.25243147 <= x11300 <= 2000 0.237199872 <= x11301 <= 2000 0.221810314 <= x11302 <= 2000 0.206273044 <= x11303 <= 2000 0.19059841 <= x11304 <= 2000 0.17479685 <= x11305 <= 2000 0.158878886 <= x11306 <= 2000 0.142855118 <= x11307 <= 2000 0.126736219 <= x11308 <= 2000 0.110532921 <= x11309 <= 2000 0.0942560157 <= x11310 <= 2000 0.0779163417 <= x11311 <= 2000 0.0615247803 <= x11312 <= 2000 0.0450922474 <= x11313 <= 2000 0.028629686 <= x11314 <= 2000 0.012148059 <= x11315 <= 2000 -0.00434165778 <= x11316 <= 2000 -0.0208284833 <= x11317 <= 2000 0.0159546583 <= x11318 <= 2000 0.0318986918 <= x11319 <= 2000 0.0478214828 <= x11320 <= 2000 0.0637124277 <= x11321 <= 2000 0.0795609443 <= x11322 <= 2000 0.0953564783 <= x11323 <= 2000 0.111088511 <= x11324 <= 2000 0.126746566 <= x11325 <= 2000 0.142320216 <= x11326 <= 2000 0.157799089 <= x11327 <= 2000 0.173172879 <= x11328 <= 2000 0.188431347 <= x11329 <= 2000 0.203564331 <= x11330 <= 2000 0.218561754 <= x11331 <= 2000 0.23341363 <= x11332 <= 2000 0.248110067 <= x11333 <= 2000 0.262641278 <= x11334 <= 2000 0.276997587 <= x11335 <= 2000 0.291169433 <= x11336 <= 2000 0.30514738 <= x11337 <= 2000 0.318922117 <= x11338 <= 2000 0.332484473 <= x11339 <= 2000 0.345825416 <= x11340 <= 2000 0.358936061 <= x11341 <= 2000 0.371807677 <= x11342 <= 2000 0.384431694 <= x11343 <= 2000 0.396799703 <= x11344 <= 2000 0.408903469 <= x11345 <= 2000 0.420734932 <= x11346 <= 2000 0.432286212 <= x11347 <= 2000 0.443549618 <= x11348 <= 2000 0.454517647 <= x11349 <= 2000 0.465182997 <= x11350 <= 2000 0.475538565 <= x11351 <= 2000 0.485577455 <= x11352 <= 2000 0.495292981 <= x11353 <= 2000 0.504678674 <= x11354 <= 2000 0.513728283 <= x11355 <= 2000 0.522435782 <= x11356 <= 2000 0.530795372 <= x11357 <= 2000 0.538801486 <= x11358 <= 2000 0.546448793 <= x11359 <= 2000 0.5537322 <= x11360 <= 2000 0.560646857 <= x11361 <= 2000 0.567188159 <= x11362 <= 2000 0.57335175 <= x11363 <= 2000 0.579133526 <= x11364 <= 2000 0.584529635 <= x11365 <= 2000 0.589536486 <= x11366 <= 2000 0.594150742 <= x11367 <= 2000 0.598369333 <= x11368 <= 2000 0.602189447 <= x11369 <= 2000 0.605608542 <= x11370 <= 2000 0.608624341 <= x11371 <= 2000 0.611234835 <= x11372 <= 2000 0.613438285 <= x11373 <= 2000 0.615233225 <= x11374 <= 2000 0.616618459 <= x11375 <= 2000 0.617593064 <= x11376 <= 2000 0.618156392 <= x11377 <= 2000 0.618308067 <= x11378 <= 2000 0.618047989 <= x11379 <= 2000 0.617376331 <= x11380 <= 2000 0.616293539 <= x11381 <= 2000 0.614800335 <= x11382 <= 2000 0.612897714 <= x11383 <= 2000 0.610586942 <= x11384 <= 2000 0.607869558 <= x11385 <= 2000 0.604747372 <= x11386 <= 2000 0.601222463 <= x11387 <= 2000 0.597297178 <= x11388 <= 2000 0.592974131 <= x11389 <= 2000 0.588256202 <= x11390 <= 2000 0.583146532 <= x11391 <= 2000 0.577648523 <= x11392 <= 2000 0.571765838 <= x11393 <= 2000 0.565502393 <= x11394 <= 2000 0.558862359 <= x11395 <= 2000 0.55185016 <= x11396 <= 2000 0.544470463 <= x11397 <= 2000 0.536728184 <= x11398 <= 2000 0.528628478 <= x11399 <= 2000 0.520176739 <= x11400 <= 2000 0.511378596 <= x11401 <= 2000 0.502239908 <= x11402 <= 2000 0.49276676 <= x11403 <= 2000 0.482965461 <= x11404 <= 2000 0.472842537 <= x11405 <= 2000 0.462404731 <= x11406 <= 2000 0.451658993 <= x11407 <= 2000 0.440612479 <= x11408 <= 2000 0.429272546 <= x11409 <= 2000 0.417646744 <= x11410 <= 2000 0.405742816 <= x11411 <= 2000 0.39356869 <= x11412 <= 2000 0.381132472 <= x11413 <= 2000 0.368442444 <= x11414 <= 2000 0.355507057 <= x11415 <= 2000 0.342334925 <= x11416 <= 2000 0.32893482 <= x11417 <= 2000 0.315315665 <= x11418 <= 2000 0.301486531 <= x11419 <= 2000 0.287456625 <= x11420 <= 2000 0.273235292 <= x11421 <= 2000 0.258832002 <= x11422 <= 2000 0.244256346 <= x11423 <= 2000 0.229518031 <= x11424 <= 2000 0.214626872 <= x11425 <= 2000 0.199592785 <= x11426 <= 2000 0.184425782 <= x11427 <= 2000 0.169135963 <= x11428 <= 2000 0.153733511 <= x11429 <= 2000 0.138228682 <= x11430 <= 2000 0.122631801 <= x11431 <= 2000 0.106953256 <= x11432 <= 2000 0.091203486 <= x11433 <= 2000 0.0753929807 <= x11434 <= 2000 0.0595322686 <= x11435 <= 2000 0.0436319117 <= x11436 <= 2000 0.0277024988 <= x11437 <= 2000 0.0117546379 <= x11438 <= 2000 -0.00420105095 <= x11439 <= 2000 -0.0201539421 <= x11440 <= 2000 0.0154093656 <= x11441 <= 2000 0.0308084696 <= x11442 <= 2000 0.046187057 <= x11443 <= 2000 0.0615348869 <= x11444 <= 2000 0.0768417385 <= x11445 <= 2000 0.0920974183 <= x11446 <= 2000 0.107291767 <= x11447 <= 2000 0.122414667 <= x11448 <= 2000 0.137456046 <= x11449 <= 2000 0.152405888 <= x11450 <= 2000 0.167254238 <= x11451 <= 2000 0.181991207 <= x11452 <= 2000 0.196606981 <= x11453 <= 2000 0.211091828 <= x11454 <= 2000 0.225436101 <= x11455 <= 2000 0.239630248 <= x11456 <= 2000 0.253664817 <= x11457 <= 2000 0.267530461 <= x11458 <= 2000 0.281217948 <= x11459 <= 2000 0.294718161 <= x11460 <= 2000 0.30802211 <= x11461 <= 2000 0.321120937 <= x11462 <= 2000 0.334005917 <= x11463 <= 2000 0.346668471 <= x11464 <= 2000 0.359100166 <= x11465 <= 2000 0.371292723 <= x11466 <= 2000 0.383238023 <= x11467 <= 2000 0.394928111 <= x11468 <= 2000 0.406355203 <= x11469 <= 2000 0.417511687 <= x11470 <= 2000 0.428390136 <= x11471 <= 2000 0.438983304 <= x11472 <= 2000 0.449284137 <= x11473 <= 2000 0.459285776 <= x11474 <= 2000 0.46898156 <= x11475 <= 2000 0.478365033 <= x11476 <= 2000 0.487429945 <= x11477 <= 2000 0.496170259 <= x11478 <= 2000 0.504580156 <= x11479 <= 2000 0.512654035 <= x11480 <= 2000 0.520386519 <= x11481 <= 2000 0.52777246 <= x11482 <= 2000 0.534806937 <= x11483 <= 2000 0.541485267 <= x11484 <= 2000 0.547803003 <= x11485 <= 2000 0.553755937 <= x11486 <= 2000 0.559340105 <= x11487 <= 2000 0.564551788 <= x11488 <= 2000 0.569387516 <= x11489 <= 2000 0.573844068 <= x11490 <= 2000 0.577918477 <= x11491 <= 2000 0.581608029 <= x11492 <= 2000 0.584910268 <= x11493 <= 2000 0.587822993 <= x11494 <= 2000 0.590344267 <= x11495 <= 2000 0.592472408 <= x11496 <= 2000 0.594206001 <= x11497 <= 2000 0.595543891 <= x11498 <= 2000 0.596485187 <= x11499 <= 2000 0.597029262 <= x11500 <= 2000 0.597175753 <= x11501 <= 2000 0.596924564 <= x11502 <= 2000 0.596275861 <= x11503 <= 2000 0.595230076 <= x11504 <= 2000 0.593787907 <= x11505 <= 2000 0.591950312 <= x11506 <= 2000 0.589718517 <= x11507 <= 2000 0.587094007 <= x11508 <= 2000 0.58407853 <= x11509 <= 2000 0.580674094 <= x11510 <= 2000 0.576882966 <= x11511 <= 2000 0.572707671 <= x11512 <= 2000 0.56815099 <= x11513 <= 2000 0.563215956 <= x11514 <= 2000 0.557905856 <= x11515 <= 2000 0.552224227 <= x11516 <= 2000 0.546174852 <= x11517 <= 2000 0.539761759 <= x11518 <= 2000 0.53298922 <= x11519 <= 2000 0.525861744 <= x11520 <= 2000 0.518384078 <= x11521 <= 2000 0.510561201 <= x11522 <= 2000 0.502398323 <= x11523 <= 2000 0.493900879 <= x11524 <= 2000 0.48507453 <= x11525 <= 2000 0.475925152 <= x11526 <= 2000 0.466458838 <= x11527 <= 2000 0.456681892 <= x11528 <= 2000 0.446600826 <= x11529 <= 2000 0.436222352 <= x11530 <= 2000 0.425553382 <= x11531 <= 2000 0.41460102 <= x11532 <= 2000 0.403372561 <= x11533 <= 2000 0.391875482 <= x11534 <= 2000 0.380117438 <= x11535 <= 2000 0.368106261 <= x11536 <= 2000 0.355849948 <= x11537 <= 2000 0.343356662 <= x11538 <= 2000 0.330634723 <= x11539 <= 2000 0.317692602 <= x11540 <= 2000 0.304538918 <= x11541 <= 2000 0.291182431 <= x11542 <= 2000 0.277632034 <= x11543 <= 2000 0.263896753 <= x11544 <= 2000 0.249985733 <= x11545 <= 2000 0.235908239 <= x11546 <= 2000 0.221673645 <= x11547 <= 2000 0.207291431 <= x11548 <= 2000 0.192771173 <= x11549 <= 2000 0.178122543 <= x11550 <= 2000 0.163355294 <= x11551 <= 2000 0.148479261 <= x11552 <= 2000 0.133504351 <= x11553 <= 2000 0.118440535 <= x11554 <= 2000 0.103297845 <= x11555 <= 2000 0.0880863655 <= x11556 <= 2000 0.0728162261 <= x11557 <= 2000 0.0574975957 <= x11558 <= 2000 0.0421406757 <= x11559 <= 2000 0.0267556926 <= x11560 <= 2000 0.011352892 <= x11561 <= 2000 -0.00405746892 <= x11562 <= 2000 -0.0194651278 <= x11563 <= 2000 0.0148531599 <= x11564 <= 2000 0.0296964286 <= x11565 <= 2000 0.0445199214 <= x11566 <= 2000 0.0593137668 <= x11567 <= 2000 0.074068113 <= x11568 <= 2000 0.0887731345 <= x11569 <= 2000 0.103419039 <= x11570 <= 2000 0.117996073 <= x11571 <= 2000 0.132494529 <= x11572 <= 2000 0.146904752 <= x11573 <= 2000 0.161217146 <= x11574 <= 2000 0.17542218 <= x11575 <= 2000 0.189510393 <= x11576 <= 2000 0.203472405 <= x11577 <= 2000 0.217298918 <= x11578 <= 2000 0.230980723 <= x11579 <= 2000 0.24450871 <= x11580 <= 2000 0.25787387 <= x11581 <= 2000 0.271067302 <= x11582 <= 2000 0.284080221 <= x11583 <= 2000 0.29690396 <= x11584 <= 2000 0.30952998 <= x11585 <= 2000 0.321949874 <= x11586 <= 2000 0.334155369 <= x11587 <= 2000 0.346138338 <= x11588 <= 2000 0.357890802 <= x11589 <= 2000 0.369404932 <= x11590 <= 2000 0.380673063 <= x11591 <= 2000 0.39168769 <= x11592 <= 2000 0.402441478 <= x11593 <= 2000 0.412927266 <= x11594 <= 2000 0.423138071 <= x11595 <= 2000 0.433067092 <= x11596 <= 2000 0.442707719 <= x11597 <= 2000 0.452053531 <= x11598 <= 2000 0.461098304 <= x11599 <= 2000 0.469836015 <= x11600 <= 2000 0.478260846 <= x11601 <= 2000 0.486367185 <= x11602 <= 2000 0.494149635 <= x11603 <= 2000 0.501603013 <= x11604 <= 2000 0.508722355 <= x11605 <= 2000 0.515502921 <= x11606 <= 2000 0.521940195 <= x11607 <= 2000 0.52802989 <= x11608 <= 2000 0.533767951 <= x11609 <= 2000 0.539150557 <= x11610 <= 2000 0.544174123 <= x11611 <= 2000 0.548835304 <= x11612 <= 2000 0.553130995 <= x11613 <= 2000 0.557058337 <= x11614 <= 2000 0.560614714 <= x11615 <= 2000 0.563797757 <= x11616 <= 2000 0.566605347 <= x11617 <= 2000 0.569035614 <= x11618 <= 2000 0.57108694 <= x11619 <= 2000 0.572757958 <= x11620 <= 2000 0.574047556 <= x11621 <= 2000 0.574954876 <= x11622 <= 2000 0.575479312 <= x11623 <= 2000 0.575620516 <= x11624 <= 2000 0.575378393 <= x11625 <= 2000 0.574753106 <= x11626 <= 2000 0.573745069 <= x11627 <= 2000 0.572354955 <= x11628 <= 2000 0.570583689 <= x11629 <= 2000 0.568432451 <= x11630 <= 2000 0.565902674 <= x11631 <= 2000 0.562996041 <= x11632 <= 2000 0.559714489 <= x11633 <= 2000 0.556060203 <= x11634 <= 2000 0.552035617 <= x11635 <= 2000 0.54764341 <= x11636 <= 2000 0.542886508 <= x11637 <= 2000 0.537768078 <= x11638 <= 2000 0.532291529 <= x11639 <= 2000 0.526460508 <= x11640 <= 2000 0.520278897 <= x11641 <= 2000 0.513750815 <= x11642 <= 2000 0.506880607 <= x11643 <= 2000 0.499672849 <= x11644 <= 2000 0.492132342 <= x11645 <= 2000 0.484264105 <= x11646 <= 2000 0.47607338 <= x11647 <= 2000 0.46756562 <= x11648 <= 2000 0.458746491 <= x11649 <= 2000 0.449621867 <= x11650 <= 2000 0.440197823 <= x11651 <= 2000 0.430480636 <= x11652 <= 2000 0.420476776 <= x11653 <= 2000 0.410192905 <= x11654 <= 2000 0.399635873 <= x11655 <= 2000 0.388812708 <= x11656 <= 2000 0.377730619 <= x11657 <= 2000 0.366396986 <= x11658 <= 2000 0.354819355 <= x11659 <= 2000 0.343005438 <= x11660 <= 2000 0.330963101 <= x11661 <= 2000 0.318700364 <= x11662 <= 2000 0.306225393 <= x11663 <= 2000 0.293546495 <= x11664 <= 2000 0.280672114 <= x11665 <= 2000 0.267610823 <= x11666 <= 2000 0.254371321 <= x11667 <= 2000 0.240962424 <= x11668 <= 2000 0.227393061 <= x11669 <= 2000 0.213672269 <= x11670 <= 2000 0.199809185 <= x11671 <= 2000 0.18581304 <= x11672 <= 2000 0.171693157 <= x11673 <= 2000 0.157458936 <= x11674 <= 2000 0.143119858 <= x11675 <= 2000 0.128685471 <= x11676 <= 2000 0.114165388 <= x11677 <= 2000 0.0995692784 <= x11678 <= 2000 0.0849068618 <= x11679 <= 2000 0.0701879027 <= x11680 <= 2000 0.0554222029 <= x11681 <= 2000 0.0406195954 <= x11682 <= 2000 0.0257899379 <= x11683 <= 2000 0.010943106 <= x11684 <= 2000 -0.00391101337 <= x11685 <= 2000 -0.0187625282 <= x11686 <= 2000 0.0142864352 <= x11687 <= 2000 0.0285633566 <= x11688 <= 2000 0.0428212566 <= x11689 <= 2000 0.0570506404 <= x11690 <= 2000 0.0712420321 <= x11691 <= 2000 0.0853859811 <= x11692 <= 2000 0.0994730686 <= x11693 <= 2000 0.113493913 <= x11694 <= 2000 0.127439179 <= x11695 <= 2000 0.141299577 <= x11696 <= 2000 0.15506588 <= x11697 <= 2000 0.168728918 <= x11698 <= 2000 0.182279594 <= x11699 <= 2000 0.195708883 <= x11700 <= 2000 0.209007842 <= x11701 <= 2000 0.222167616 <= x11702 <= 2000 0.23517944 <= x11703 <= 2000 0.24803465 <= x11704 <= 2000 0.260724685 <= x11705 <= 2000 0.273241094 <= x11706 <= 2000 0.285575541 <= x11707 <= 2000 0.297719814 <= x11708 <= 2000 0.309665824 <= x11709 <= 2000 0.321405617 <= x11710 <= 2000 0.332931374 <= x11711 <= 2000 0.34423542 <= x11712 <= 2000 0.355310227 <= x11713 <= 2000 0.366148421 <= x11714 <= 2000 0.376742783 <= x11715 <= 2000 0.387086258 <= x11716 <= 2000 0.397171959 <= x11717 <= 2000 0.406993169 <= x11718 <= 2000 0.416543347 <= x11719 <= 2000 0.425816134 <= x11720 <= 2000 0.434805355 <= x11721 <= 2000 0.443505023 <= x11722 <= 2000 0.451909346 <= x11723 <= 2000 0.460012725 <= x11724 <= 2000 0.467809766 <= x11725 <= 2000 0.475295275 <= x11726 <= 2000 0.482464268 <= x11727 <= 2000 0.489311971 <= x11728 <= 2000 0.495833823 <= x11729 <= 2000 0.502025482 <= x11730 <= 2000 0.507882824 <= x11731 <= 2000 0.513401948 <= x11732 <= 2000 0.51857918 <= x11733 <= 2000 0.523411071 <= x11734 <= 2000 0.527894403 <= x11735 <= 2000 0.532026192 <= x11736 <= 2000 0.535803686 <= x11737 <= 2000 0.539224368 <= x11738 <= 2000 0.542285962 <= x11739 <= 2000 0.544986428 <= x11740 <= 2000 0.547323968 <= x11741 <= 2000 0.549297025 <= x11742 <= 2000 0.550904285 <= x11743 <= 2000 0.552144679 <= x11744 <= 2000 0.553017379 <= x11745 <= 2000 0.553521805 <= x11746 <= 2000 0.553657622 <= x11747 <= 2000 0.553424737 <= x11748 <= 2000 0.552823307 <= x11749 <= 2000 0.551853733 <= x11750 <= 2000 0.550516659 <= x11751 <= 2000 0.548812976 <= x11752 <= 2000 0.546743819 <= x11753 <= 2000 0.544310565 <= x11754 <= 2000 0.541514835 <= x11755 <= 2000 0.538358492 <= x11756 <= 2000 0.534843636 <= x11757 <= 2000 0.530972608 <= x11758 <= 2000 0.526747987 <= x11759 <= 2000 0.522172585 <= x11760 <= 2000 0.517249449 <= x11761 <= 2000 0.511981859 <= x11762 <= 2000 0.506373321 <= x11763 <= 2000 0.500427572 <= x11764 <= 2000 0.494148569 <= x11765 <= 2000 0.487540495 <= x11766 <= 2000 0.480607751 <= x11767 <= 2000 0.473354952 <= x11768 <= 2000 0.465786929 <= x11769 <= 2000 0.457908722 <= x11770 <= 2000 0.449725578 <= x11771 <= 2000 0.441242944 <= x11772 <= 2000 0.432466471 <= x11773 <= 2000 0.423402004 <= x11774 <= 2000 0.414055577 <= x11775 <= 2000 0.404433416 <= x11776 <= 2000 0.394541928 <= x11777 <= 2000 0.384387701 <= x11778 <= 2000 0.373977496 <= x11779 <= 2000 0.363318246 <= x11780 <= 2000 0.352417049 <= x11781 <= 2000 0.341281165 <= x11782 <= 2000 0.32991801 <= x11783 <= 2000 0.31833515 <= x11784 <= 2000 0.3065403 <= x11785 <= 2000 0.294541313 <= x11786 <= 2000 0.282346181 <= x11787 <= 2000 0.269963024 <= x11788 <= 2000 0.257400089 <= x11789 <= 2000 0.244665742 <= x11790 <= 2000 0.231768463 <= x11791 <= 2000 0.218716842 <= x11792 <= 2000 0.205519569 <= x11793 <= 2000 0.192185433 <= x11794 <= 2000 0.178723314 <= x11795 <= 2000 0.165142176 <= x11796 <= 2000 0.151451065 <= x11797 <= 2000 0.137659097 <= x11798 <= 2000 0.123775456 <= x11799 <= 2000 0.109809389 <= x11800 <= 2000 0.0957701964 <= x11801 <= 2000 0.0816672267 <= x11802 <= 2000 0.0675098718 <= x11803 <= 2000 0.0533075597 <= x11804 <= 2000 0.0390697481 <= x11805 <= 2000 0.0248059186 <= x11806 <= 2000 0.01052557 <= x11807 <= 2000 -0.00376178802 <= x11808 <= 2000 -0.0180466409 <= x11809 <= 2000 0.0137095928 <= x11810 <= 2000 0.0274100558 <= x11811 <= 2000 0.0410922655 <= x11812 <= 2000 0.0547471104 <= x11813 <= 2000 0.0683654972 <= x11814 <= 2000 0.081938357 <= x11815 <= 2000 0.0954566511 <= x11816 <= 2000 0.108911377 <= x11817 <= 2000 0.122293575 <= x11818 <= 2000 0.135594334 <= x11819 <= 2000 0.148804795 <= x11820 <= 2000 0.161916161 <= x11821 <= 2000 0.174919702 <= x11822 <= 2000 0.187806758 <= x11823 <= 2000 0.200568746 <= x11824 <= 2000 0.213197169 <= x11825 <= 2000 0.225683616 <= x11826 <= 2000 0.238019771 <= x11827 <= 2000 0.250197421 <= x11828 <= 2000 0.262208456 <= x11829 <= 2000 0.274044876 <= x11830 <= 2000 0.2856988 <= x11831 <= 2000 0.297162467 <= x11832 <= 2000 0.308428243 <= x11833 <= 2000 0.319488626 <= x11834 <= 2000 0.330336249 <= x11835 <= 2000 0.340963889 <= x11836 <= 2000 0.35136447 <= x11837 <= 2000 0.361531064 <= x11838 <= 2000 0.371456902 <= x11839 <= 2000 0.381135373 <= x11840 <= 2000 0.390560032 <= x11841 <= 2000 0.399724604 <= x11842 <= 2000 0.408622984 <= x11843 <= 2000 0.417249248 <= x11844 <= 2000 0.42559765 <= x11845 <= 2000 0.433662632 <= x11846 <= 2000 0.441438822 <= x11847 <= 2000 0.448921042 <= x11848 <= 2000 0.456104309 <= x11849 <= 2000 0.46298384 <= x11850 <= 2000 0.469555054 <= x11851 <= 2000 0.475813573 <= x11852 <= 2000 0.481755232 <= x11853 <= 2000 0.487376072 <= x11854 <= 2000 0.492672351 <= x11855 <= 2000 0.497640542 <= x11856 <= 2000 0.502277336 <= x11857 <= 2000 0.506579646 <= x11858 <= 2000 0.510544606 <= x11859 <= 2000 0.514169576 <= x11860 <= 2000 0.517452141 <= x11861 <= 2000 0.520390117 <= x11862 <= 2000 0.522981547 <= x11863 <= 2000 0.525224704 <= x11864 <= 2000 0.527118095 <= x11865 <= 2000 0.528660459 <= x11866 <= 2000 0.529850769 <= x11867 <= 2000 0.530688233 <= x11868 <= 2000 0.531172292 <= x11869 <= 2000 0.531302624 <= x11870 <= 2000 0.531079143 <= x11871 <= 2000 0.530501997 <= x11872 <= 2000 0.529571571 <= x11873 <= 2000 0.528288484 <= x11874 <= 2000 0.52665359 <= x11875 <= 2000 0.524667979 <= x11876 <= 2000 0.522332973 <= x11877 <= 2000 0.519650127 <= x11878 <= 2000 0.516621226 <= x11879 <= 2000 0.513248289 <= x11880 <= 2000 0.509533562 <= x11881 <= 2000 0.505479518 <= x11882 <= 2000 0.501088857 <= x11883 <= 2000 0.496364502 <= x11884 <= 2000 0.491309601 <= x11885 <= 2000 0.485927519 <= x11886 <= 2000 0.48022184 <= x11887 <= 2000 0.474196365 <= x11888 <= 2000 0.467855105 <= x11889 <= 2000 0.461202283 <= x11890 <= 2000 0.45424233 <= x11891 <= 2000 0.446979881 <= x11892 <= 2000 0.439419772 <= x11893 <= 2000 0.431567038 <= x11894 <= 2000 0.423426907 <= x11895 <= 2000 0.415004801 <= x11896 <= 2000 0.406306329 <= x11897 <= 2000 0.397337282 <= x11898 <= 2000 0.388103635 <= x11899 <= 2000 0.378611535 <= x11900 <= 2000 0.368867304 <= x11901 <= 2000 0.358877431 <= x11902 <= 2000 0.348648569 <= x11903 <= 2000 0.338187529 <= x11904 <= 2000 0.327501278 <= x11905 <= 2000 0.316596932 <= x11906 <= 2000 0.305481753 <= x11907 <= 2000 0.294163142 <= x11908 <= 2000 0.282648638 <= x11909 <= 2000 0.270945907 <= x11910 <= 2000 0.259062745 <= x11911 <= 2000 0.247007062 <= x11912 <= 2000 0.234786889 <= x11913 <= 2000 0.222410363 <= x11914 <= 2000 0.209885726 <= x11915 <= 2000 0.197221319 <= x11916 <= 2000 0.184425574 <= x11917 <= 2000 0.171507014 <= x11918 <= 2000 0.158474241 <= x11919 <= 2000 0.145335935 <= x11920 <= 2000 0.132100844 <= x11921 <= 2000 0.118777783 <= x11922 <= 2000 0.105375623 <= x11923 <= 2000 0.0919032895 <= x11924 <= 2000 0.0783697545 <= x11925 <= 2000 0.0647840302 <= x11926 <= 2000 0.0511551639 <= x11927 <= 2000 0.0374922315 <= x11928 <= 2000 0.0238043317 <= x11929 <= 2000 0.0101005797 <= x11930 <= 2000 -0.00360989855 <= x11931 <= 2000 -0.0173179729 <= x11932 <= 2000 0.0131230411 <= x11933 <= 2000 0.0262373431 <= x11934 <= 2000 0.0393341727 <= x11935 <= 2000 0.0524048083 <= x11936 <= 2000 0.0654405456 <= x11937 <= 2000 0.0784327037 <= x11938 <= 2000 0.0913726307 <= x11939 <= 2000 0.104251709 <= x11940 <= 2000 0.117061363 <= x11941 <= 2000 0.129793061 <= x11942 <= 2000 0.142438326 <= x11943 <= 2000 0.154988735 <= x11944 <= 2000 0.167435932 <= x11945 <= 2000 0.179771628 <= x11946 <= 2000 0.191987607 <= x11947 <= 2000 0.204075734 <= x11948 <= 2000 0.21602796 <= x11949 <= 2000 0.227836326 <= x11950 <= 2000 0.239492967 <= x11951 <= 2000 0.250990121 <= x11952 <= 2000 0.262320132 <= x11953 <= 2000 0.273475454 <= x11954 <= 2000 0.284448659 <= x11955 <= 2000 0.295232439 <= x11956 <= 2000 0.305819614 <= x11957 <= 2000 0.316203132 <= x11958 <= 2000 0.32637608 <= x11959 <= 2000 0.336331681 <= x11960 <= 2000 0.346063308 <= x11961 <= 2000 0.355564478 <= x11962 <= 2000 0.364828865 <= x11963 <= 2000 0.373850299 <= x11964 <= 2000 0.382622773 <= x11965 <= 2000 0.391140445 <= x11966 <= 2000 0.399397643 <= x11967 <= 2000 0.407388867 <= x11968 <= 2000 0.415108796 <= x11969 <= 2000 0.422552289 <= x11970 <= 2000 0.42971439 <= x11971 <= 2000 0.436590328 <= x11972 <= 2000 0.443175525 <= x11973 <= 2000 0.449465595 <= x11974 <= 2000 0.45545635 <= x11975 <= 2000 0.461143801 <= x11976 <= 2000 0.466524159 <= x11977 <= 2000 0.471593842 <= x11978 <= 2000 0.476349473 <= x11979 <= 2000 0.480787887 <= x11980 <= 2000 0.484906126 <= x11981 <= 2000 0.488701449 <= x11982 <= 2000 0.492171328 <= x11983 <= 2000 0.495313453 <= x11984 <= 2000 0.49812573 <= x11985 <= 2000 0.500606288 <= x11986 <= 2000 0.502753473 <= x11987 <= 2000 0.504565858 <= x11988 <= 2000 0.506042233 <= x11989 <= 2000 0.507181617 <= x11990 <= 2000 0.50798325 <= x11991 <= 2000 0.5084466 <= x11992 <= 2000 0.508571356 <= x11993 <= 2000 0.508357436 <= x11994 <= 2000 0.507804983 <= x11995 <= 2000 0.506914364 <= x11996 <= 2000 0.505686172 <= x11997 <= 2000 0.504121226 <= x11998 <= 2000 0.502220568 <= x11999 <= 2000 0.499985463 <= x12000 <= 2000 0.497417399 <= x12001 <= 2000 0.494518087 <= x12002 <= 2000 0.491289458 <= x12003 <= 2000 0.487733662 <= x12004 <= 2000 0.483853066 <= x12005 <= 2000 0.479650255 <= x12006 <= 2000 0.475128028 <= x12007 <= 2000 0.470289395 <= x12008 <= 2000 0.465137581 <= x12009 <= 2000 0.459676014 <= x12010 <= 2000 0.453908332 <= x12011 <= 2000 0.447838377 <= x12012 <= 2000 0.44147019 <= x12013 <= 2000 0.434808012 <= x12014 <= 2000 0.42785628 <= x12015 <= 2000 0.420619623 <= x12016 <= 2000 0.41310286 <= x12017 <= 2000 0.405310997 <= x12018 <= 2000 0.397249223 <= x12019 <= 2000 0.388922906 <= x12020 <= 2000 0.380337591 <= x12021 <= 2000 0.371498996 <= x12022 <= 2000 0.362413007 <= x12023 <= 2000 0.353085674 <= x12024 <= 2000 0.343523208 <= x12025 <= 2000 0.333731978 <= x12026 <= 2000 0.323718503 <= x12027 <= 2000 0.313489453 <= x12028 <= 2000 0.303051639 <= x12029 <= 2000 0.292412012 <= x12030 <= 2000 0.281577657 <= x12031 <= 2000 0.270555789 <= x12032 <= 2000 0.259353749 <= x12033 <= 2000 0.247978996 <= x12034 <= 2000 0.236439104 <= x12035 <= 2000 0.22474176 <= x12036 <= 2000 0.212894751 <= x12037 <= 2000 0.200905969 <= x12038 <= 2000 0.188783395 <= x12039 <= 2000 0.176535105 <= x12040 <= 2000 0.164169253 <= x12041 <= 2000 0.151694074 <= x12042 <= 2000 0.139117878 <= x12043 <= 2000 0.126449038 <= x12044 <= 2000 0.11369599 <= x12045 <= 2000 0.100867229 <= x12046 <= 2000 0.0879712962 <= x12047 <= 2000 0.0750167804 <= x12048 <= 2000 0.0620123082 <= x12049 <= 2000 0.0489665397 <= x12050 <= 2000 0.0358881627 <= x12051 <= 2000 0.0227858864 <= x12052 <= 2000 0.00966843622 <= x12053 <= 2000 -0.00345545253 <= x12054 <= 2000 -0.0165770402 <= x12055 <= 2000 0.0125271957 <= x12056 <= 2000 0.025046049 <= x12057 <= 2000 0.0375482233 <= x12058 <= 2000 0.0500253928 <= x12059 <= 2000 0.0624692487 <= x12060 <= 2000 0.074871504 <= x12061 <= 2000 0.0872238997 <= x12062 <= 2000 0.0995182099 <= x12063 <= 2000 0.111746247 <= x12064 <= 2000 0.123899869 <= x12065 <= 2000 0.135970981 <= x12066 <= 2000 0.147951545 <= x12067 <= 2000 0.159833583 <= x12068 <= 2000 0.171609182 <= x12069 <= 2000 0.183270501 <= x12070 <= 2000 0.194809772 <= x12071 <= 2000 0.206219313 <= x12072 <= 2000 0.217491526 <= x12073 <= 2000 0.228618902 <= x12074 <= 2000 0.239594034 <= x12075 <= 2000 0.25040961 <= x12076 <= 2000 0.261058431 <= x12077 <= 2000 0.271533402 <= x12078 <= 2000 0.281827551 <= x12079 <= 2000 0.291934019 <= x12080 <= 2000 0.301846079 <= x12081 <= 2000 0.311557128 <= x12082 <= 2000 0.321060701 <= x12083 <= 2000 0.330350467 <= x12084 <= 2000 0.339420241 <= x12085 <= 2000 0.348263983 <= x12086 <= 2000 0.356875804 <= x12087 <= 2000 0.365249968 <= x12088 <= 2000 0.373380899 <= x12089 <= 2000 0.381263182 <= x12090 <= 2000 0.388891568 <= x12091 <= 2000 0.396260978 <= x12092 <= 2000 0.403366503 <= x12093 <= 2000 0.410203412 <= x12094 <= 2000 0.416767151 <= x12095 <= 2000 0.42305335 <= x12096 <= 2000 0.429057823 <= x12097 <= 2000 0.434776571 <= x12098 <= 2000 0.440205785 <= x12099 <= 2000 0.445341851 <= x12100 <= 2000 0.450181347 <= x12101 <= 2000 0.454721052 <= x12102 <= 2000 0.458957941 <= x12103 <= 2000 0.462889193 <= x12104 <= 2000 0.466512192 <= x12105 <= 2000 0.469824522 <= x12106 <= 2000 0.47282398 <= x12107 <= 2000 0.475508567 <= x12108 <= 2000 0.477876497 <= x12109 <= 2000 0.47992619 <= x12110 <= 2000 0.481656284 <= x12111 <= 2000 0.483065626 <= x12112 <= 2000 0.484153276 <= x12113 <= 2000 0.484918512 <= x12114 <= 2000 0.485360823 <= x12115 <= 2000 0.485479915 <= x12116 <= 2000 0.485275708 <= x12117 <= 2000 0.484748338 <= x12118 <= 2000 0.483898158 <= x12119 <= 2000 0.482725732 <= x12120 <= 2000 0.481231841 <= x12121 <= 2000 0.479417481 <= x12122 <= 2000 0.47728386 <= x12123 <= 2000 0.474832398 <= x12124 <= 2000 0.472064728 <= x12125 <= 2000 0.468982693 <= x12126 <= 2000 0.465588346 <= x12127 <= 2000 0.461883947 <= x12128 <= 2000 0.457871963 <= x12129 <= 2000 0.453555065 <= x12130 <= 2000 0.448936128 <= x12131 <= 2000 0.444018229 <= x12132 <= 2000 0.438804643 <= x12133 <= 2000 0.43329884 <= x12134 <= 2000 0.427504488 <= x12135 <= 2000 0.421425445 <= x12136 <= 2000 0.41506576 <= x12137 <= 2000 0.408429668 <= x12138 <= 2000 0.401521588 <= x12139 <= 2000 0.39434612 <= x12140 <= 2000 0.386908043 <= x12141 <= 2000 0.37921231 <= x12142 <= 2000 0.371264046 <= x12143 <= 2000 0.363068543 <= x12144 <= 2000 0.354631261 <= x12145 <= 2000 0.345957816 <= x12146 <= 2000 0.337053986 <= x12147 <= 2000 0.3279257 <= x12148 <= 2000 0.318579035 <= x12149 <= 2000 0.309020218 <= x12150 <= 2000 0.299255613 <= x12151 <= 2000 0.289291723 <= x12152 <= 2000 0.279135183 <= x12153 <= 2000 0.268792757 <= x12154 <= 2000 0.258271332 <= x12155 <= 2000 0.247577915 <= x12156 <= 2000 0.236719627 <= x12157 <= 2000 0.225703699 <= x12158 <= 2000 0.214537467 <= x12159 <= 2000 0.203228366 <= x12160 <= 2000 0.191783928 <= x12161 <= 2000 0.180211775 <= x12162 <= 2000 0.168519612 <= x12163 <= 2000 0.156715226 <= x12164 <= 2000 0.144806477 <= x12165 <= 2000 0.132801297 <= x12166 <= 2000 0.120707679 <= x12167 <= 2000 0.108533678 <= x12168 <= 2000 0.0962874002 <= x12169 <= 2000 0.0839770013 <= x12170 <= 2000 0.0716106791 <= x12171 <= 2000 0.0591966687 <= x12172 <= 2000 0.0467432372 <= x12173 <= 2000 0.0342586777 <= x12174 <= 2000 0.0217513041 <= x12175 <= 2000 0.00922944546 <= x12176 <= 2000 -0.00329855935 <= x12177 <= 2000 -0.0158243675 <= x12178 <= 2000 0.0119224784 <= x12179 <= 2000 0.0238370171 <= x12180 <= 2000 0.035735682 <= x12181 <= 2000 0.0476105491 <= x12182 <= 2000 0.0594537107 <= x12183 <= 2000 0.07125728 <= x12184 <= 2000 0.0830133964 <= x12185 <= 2000 0.0947142312 <= x12186 <= 2000 0.106351992 <= x12187 <= 2000 0.11791893 <= x12188 <= 2000 0.129407341 <= x12189 <= 2000 0.140809575 <= x12190 <= 2000 0.152118039 <= x12191 <= 2000 0.163325202 <= x12192 <= 2000 0.174423601 <= x12193 <= 2000 0.185405845 <= x12194 <= 2000 0.196264621 <= x12195 <= 2000 0.206992697 <= x12196 <= 2000 0.217582929 <= x12197 <= 2000 0.228028265 <= x12198 <= 2000 0.238321748 <= x12199 <= 2000 0.248456524 <= x12200 <= 2000 0.258425845 <= x12201 <= 2000 0.26822307 <= x12202 <= 2000 0.277841676 <= x12203 <= 2000 0.287275257 <= x12204 <= 2000 0.296517531 <= x12205 <= 2000 0.305562344 <= x12206 <= 2000 0.314403671 <= x12207 <= 2000 0.323035626 <= x12208 <= 2000 0.33145246 <= x12209 <= 2000 0.339648567 <= x12210 <= 2000 0.347618491 <= x12211 <= 2000 0.355356922 <= x12212 <= 2000 0.362858709 <= x12213 <= 2000 0.370118855 <= x12214 <= 2000 0.377132526 <= x12215 <= 2000 0.383895051 <= x12216 <= 2000 0.390401926 <= x12217 <= 2000 0.396648818 <= x12218 <= 2000 0.402631567 <= x12219 <= 2000 0.40834619 <= x12220 <= 2000 0.41378888 <= x12221 <= 2000 0.418956014 <= x12222 <= 2000 0.423844149 <= x12223 <= 2000 0.428450032 <= x12224 <= 2000 0.432770594 <= x12225 <= 2000 0.436802959 <= x12226 <= 2000 0.440544441 <= x12227 <= 2000 0.443992548 <= x12228 <= 2000 0.447144985 <= x12229 <= 2000 0.449999652 <= x12230 <= 2000 0.452554648 <= x12231 <= 2000 0.454808271 <= x12232 <= 2000 0.456759021 <= x12233 <= 2000 0.458405599 <= x12234 <= 2000 0.459746909 <= x12235 <= 2000 0.460782056 <= x12236 <= 2000 0.461510352 <= x12237 <= 2000 0.461931311 <= x12238 <= 2000 0.462044654 <= x12239 <= 2000 0.461850305 <= x12240 <= 2000 0.461348393 <= x12241 <= 2000 0.460539252 <= x12242 <= 2000 0.459423422 <= x12243 <= 2000 0.458001645 <= x12244 <= 2000 0.456274869 <= x12245 <= 2000 0.454244242 <= x12246 <= 2000 0.451911118 <= x12247 <= 2000 0.44927705 <= x12248 <= 2000 0.446343793 <= x12249 <= 2000 0.443113299 <= x12250 <= 2000 0.43958772 <= x12251 <= 2000 0.435769403 <= x12252 <= 2000 0.431660892 <= x12253 <= 2000 0.427264923 <= x12254 <= 2000 0.422584422 <= x12255 <= 2000 0.417622508 <= x12256 <= 2000 0.412382483 <= x12257 <= 2000 0.406867838 <= x12258 <= 2000 0.401082245 <= x12259 <= 2000 0.395029557 <= x12260 <= 2000 0.388713805 <= x12261 <= 2000 0.382139194 <= x12262 <= 2000 0.375310103 <= x12263 <= 2000 0.368231079 <= x12264 <= 2000 0.360906838 <= x12265 <= 2000 0.353342255 <= x12266 <= 2000 0.345542369 <= x12267 <= 2000 0.337512373 <= x12268 <= 2000 0.329257617 <= x12269 <= 2000 0.320783595 <= x12270 <= 2000 0.312095953 <= x12271 <= 2000 0.303200474 <= x12272 <= 2000 0.294103083 <= x12273 <= 2000 0.284809839 <= x12274 <= 2000 0.275326929 <= x12275 <= 2000 0.265660669 <= x12276 <= 2000 0.255817497 <= x12277 <= 2000 0.245803966 <= x12278 <= 2000 0.235626745 <= x12279 <= 2000 0.225292612 <= x12280 <= 2000 0.214808449 <= x12281 <= 2000 0.204181237 <= x12282 <= 2000 0.193418054 <= x12283 <= 2000 0.182526066 <= x12284 <= 2000 0.171512527 <= x12285 <= 2000 0.160384773 <= x12286 <= 2000 0.149150212 <= x12287 <= 2000 0.137816327 <= x12288 <= 2000 0.126390665 <= x12289 <= 2000 0.114880835 <= x12290 <= 2000 0.103294501 <= x12291 <= 2000 0.0916393803 <= x12292 <= 2000 0.0799232334 <= x12293 <= 2000 0.0681538627 <= x12294 <= 2000 0.0563391059 <= x12295 <= 2000 0.0444868309 <= x12296 <= 2000 0.0326049305 <= x12297 <= 2000 0.0207013173 <= x12298 <= 2000 0.00878391836 <= x12299 <= 2000 -0.00313933011 <= x12300 <= 2000 -0.015060488 <= x12301 <= 2000 0.0113093175 <= x12302 <= 2000 0.0226111038 <= x12303 <= 2000 0.0338978325 <= x12304 <= 2000 0.0451619874 <= x12305 <= 2000 0.0563960674 <= x12306 <= 2000 0.0675925911 <= x12307 <= 2000 0.0787441026 <= x12308 <= 2000 0.0898431755 <= x12309 <= 2000 0.100882419 <= x12310 <= 2000 0.11185448 <= x12311 <= 2000 0.122752054 <= x12312 <= 2000 0.133567883 <= x12313 <= 2000 0.144294765 <= x12314 <= 2000 0.154925555 <= x12315 <= 2000 0.165453174 <= x12316 <= 2000 0.175870613 <= x12317 <= 2000 0.186170933 <= x12318 <= 2000 0.196347275 <= x12319 <= 2000 0.206392862 <= x12320 <= 2000 0.216301005 <= x12321 <= 2000 0.226065105 <= x12322 <= 2000 0.23567866 <= x12323 <= 2000 0.245135269 <= x12324 <= 2000 0.254428633 <= x12325 <= 2000 0.263552564 <= x12326 <= 2000 0.272500985 <= x12327 <= 2000 0.281267939 <= x12328 <= 2000 0.289847586 <= x12329 <= 2000 0.298234213 <= x12330 <= 2000 0.306422235 <= x12331 <= 2000 0.3144062 <= x12332 <= 2000 0.32218079 <= x12333 <= 2000 0.329740828 <= x12334 <= 2000 0.33708128 <= x12335 <= 2000 0.344197258 <= x12336 <= 2000 0.351084022 <= x12337 <= 2000 0.357736987 <= x12338 <= 2000 0.364151722 <= x12339 <= 2000 0.370323955 <= x12340 <= 2000 0.376249576 <= x12341 <= 2000 0.381924639 <= x12342 <= 2000 0.387345364 <= x12343 <= 2000 0.392508143 <= x12344 <= 2000 0.397409536 <= x12345 <= 2000 0.40204628 <= x12346 <= 2000 0.406415286 <= x12347 <= 2000 0.410513646 <= x12348 <= 2000 0.414338631 <= x12349 <= 2000 0.417887692 <= x12350 <= 2000 0.421158467 <= x12351 <= 2000 0.424148777 <= x12352 <= 2000 0.426856631 <= x12353 <= 2000 0.429280226 <= x12354 <= 2000 0.431417948 <= x12355 <= 2000 0.433268373 <= x12356 <= 2000 0.43483027 <= x12357 <= 2000 0.436102597 <= x12358 <= 2000 0.437084507 <= x12359 <= 2000 0.437775348 <= x12360 <= 2000 0.438174658 <= x12361 <= 2000 0.438282172 <= x12362 <= 2000 0.438097818 <= x12363 <= 2000 0.437621718 <= x12364 <= 2000 0.436854191 <= x12365 <= 2000 0.435795747 <= x12366 <= 2000 0.434447091 <= x12367 <= 2000 0.43280912 <= x12368 <= 2000 0.430882927 <= x12369 <= 2000 0.428669793 <= x12370 <= 2000 0.426171193 <= x12371 <= 2000 0.423388789 <= x12372 <= 2000 0.420324436 <= x12373 <= 2000 0.416980174 <= x12374 <= 2000 0.41335823 <= x12375 <= 2000 0.409461015 <= x12376 <= 2000 0.405291126 <= x12377 <= 2000 0.400851339 <= x12378 <= 2000 0.39614461 <= x12379 <= 2000 0.391174075 <= x12380 <= 2000 0.385943043 <= x12381 <= 2000 0.380454997 <= x12382 <= 2000 0.374713592 <= x12383 <= 2000 0.368722653 <= x12384 <= 2000 0.362486167 <= x12385 <= 2000 0.356008289 <= x12386 <= 2000 0.349293333 <= x12387 <= 2000 0.342345769 <= x12388 <= 2000 0.335170225 <= x12389 <= 2000 0.327771479 <= x12390 <= 2000 0.320154458 <= x12391 <= 2000 0.312324235 <= x12392 <= 2000 0.304286024 <= x12393 <= 2000 0.296045178 <= x12394 <= 2000 0.287607185 <= x12395 <= 2000 0.278977664 <= x12396 <= 2000 0.270162361 <= x12397 <= 2000 0.261167148 <= x12398 <= 2000 0.251998014 <= x12399 <= 2000 0.242661065 <= x12400 <= 2000 0.23316252 <= x12401 <= 2000 0.223508704 <= x12402 <= 2000 0.213706045 <= x12403 <= 2000 0.203761071 <= x12404 <= 2000 0.193680406 <= x12405 <= 2000 0.183470761 <= x12406 <= 2000 0.173138938 <= x12407 <= 2000 0.162691814 <= x12408 <= 2000 0.152136348 <= x12409 <= 2000 0.14147957 <= x12410 <= 2000 0.130728575 <= x12411 <= 2000 0.119890523 <= x12412 <= 2000 0.108972631 <= x12413 <= 2000 0.097982171 <= x12414 <= 2000 0.086926461 <= x12415 <= 2000 0.0758128635 <= x12416 <= 2000 0.0646487795 <= x12417 <= 2000 0.0534416435 <= x12418 <= 2000 0.0421989188 <= x12419 <= 2000 0.0309280924 <= x12420 <= 2000 0.0196366698 <= x12421 <= 2000 0.00833217045 <= x12422 <= 2000 -0.00297787759 <= x12423 <= 2000 -0.0142859425 <= x12424 <= 2000 0.0106881474 <= x12425 <= 2000 0.0213691772 <= x12426 <= 2000 0.0320359764 <= x12427 <= 2000 0.0426814418 <= x12428 <= 2000 0.0532984841 <= x12429 <= 2000 0.0638800329 <= x12430 <= 2000 0.0744190418 <= x12431 <= 2000 0.0849084923 <= x12432 <= 2000 0.0953413993 <= x12433 <= 2000 0.105710815 <= x12434 <= 2000 0.116009834 <= x12435 <= 2000 0.126231598 <= x12436 <= 2000 0.1363693 <= x12437 <= 2000 0.146416188 <= x12438 <= 2000 0.156365573 <= x12439 <= 2000 0.166210828 <= x12440 <= 2000 0.175945397 <= x12441 <= 2000 0.185562799 <= x12442 <= 2000 0.195056627 <= x12443 <= 2000 0.20442056 <= x12444 <= 2000 0.213648362 <= x12445 <= 2000 0.222733887 <= x12446 <= 2000 0.231671087 <= x12447 <= 2000 0.240454008 <= x12448 <= 2000 0.249076802 <= x12449 <= 2000 0.257533727 <= x12450 <= 2000 0.265819151 <= x12451 <= 2000 0.273927556 <= x12452 <= 2000 0.281853544 <= x12453 <= 2000 0.289591834 <= x12454 <= 2000 0.297137276 <= x12455 <= 2000 0.304484842 <= x12456 <= 2000 0.311629642 <= x12457 <= 2000 0.318566916 <= x12458 <= 2000 0.325292045 <= x12459 <= 2000 0.33180055 <= x12460 <= 2000 0.338088097 <= x12461 <= 2000 0.344150499 <= x12462 <= 2000 0.349983719 <= x12463 <= 2000 0.355583872 <= x12464 <= 2000 0.36094723 <= x12465 <= 2000 0.366070219 <= x12466 <= 2000 0.370949429 <= x12467 <= 2000 0.37558161 <= x12468 <= 2000 0.379963679 <= x12469 <= 2000 0.384092715 <= x12470 <= 2000 0.387965971 <= x12471 <= 2000 0.391580866 <= x12472 <= 2000 0.394934993 <= x12473 <= 2000 0.398026119 <= x12474 <= 2000 0.400852185 <= x12475 <= 2000 0.403411309 <= x12476 <= 2000 0.405701787 <= x12477 <= 2000 0.407722093 <= x12478 <= 2000 0.409470883 <= x12479 <= 2000 0.410946991 <= x12480 <= 2000 0.412149435 <= x12481 <= 2000 0.413077414 <= x12482 <= 2000 0.413730309 <= x12483 <= 2000 0.414107687 <= x12484 <= 2000 0.414209296 <= x12485 <= 2000 0.414035067 <= x12486 <= 2000 0.413585118 <= x12487 <= 2000 0.412859747 <= x12488 <= 2000 0.411859439 <= x12489 <= 2000 0.410584858 <= x12490 <= 2000 0.409036854 <= x12491 <= 2000 0.407216458 <= x12492 <= 2000 0.405124882 <= x12493 <= 2000 0.402763518 <= x12494 <= 2000 0.40013394 <= x12495 <= 2000 0.397237898 <= x12496 <= 2000 0.394077321 <= x12497 <= 2000 0.390654314 <= x12498 <= 2000 0.386971156 <= x12499 <= 2000 0.3830303 <= x12500 <= 2000 0.378834371 <= x12501 <= 2000 0.374386162 <= x12502 <= 2000 0.369688636 <= x12503 <= 2000 0.36474492 <= x12504 <= 2000 0.359558308 <= x12505 <= 2000 0.354132254 <= x12506 <= 2000 0.348470369 <= x12507 <= 2000 0.342576426 <= x12508 <= 2000 0.336454349 <= x12509 <= 2000 0.330108215 <= x12510 <= 2000 0.32354225 <= x12511 <= 2000 0.316760826 <= x12512 <= 2000 0.30976846 <= x12513 <= 2000 0.302569808 <= x12514 <= 2000 0.295169664 <= x12515 <= 2000 0.287572956 <= x12516 <= 2000 0.279784743 <= x12517 <= 2000 0.271810211 <= x12518 <= 2000 0.26365467 <= x12519 <= 2000 0.255323553 <= x12520 <= 2000 0.246822406 <= x12521 <= 2000 0.238156892 <= x12522 <= 2000 0.22933278 <= x12523 <= 2000 0.220355947 <= x12524 <= 2000 0.211232372 <= x12525 <= 2000 0.201968129 <= x12526 <= 2000 0.192569388 <= x12527 <= 2000 0.183042409 <= x12528 <= 2000 0.173393534 <= x12529 <= 2000 0.163629191 <= x12530 <= 2000 0.153755882 <= x12531 <= 2000 0.14378018 <= x12532 <= 2000 0.133708731 <= x12533 <= 2000 0.12354824 <= x12534 <= 2000 0.113305473 <= x12535 <= 2000 0.102987253 <= x12536 <= 2000 0.0926004493 <= x12537 <= 2000 0.0821519799 <= x12538 <= 2000 0.0716488025 <= x12539 <= 2000 0.0610979116 <= x12540 <= 2000 0.0505063334 <= x12541 <= 2000 0.0398811213 <= x12542 <= 2000 0.0292293508 <= x12543 <= 2000 0.0185581155 <= x12544 <= 2000 0.00787452166 <= x12545 <= 2000 -0.00281431611 <= x12546 <= 2000 -0.0135012797 <= x12547 <= 2000 0.0100594079 <= x12548 <= 2000 0.0201121168 <= x12549 <= 2000 0.0301514323 <= x12550 <= 2000 0.040170669 <= x12551 <= 2000 0.0501631545 <= x12552 <= 2000 0.0601222346 <= x12553 <= 2000 0.0700412771 <= x12554 <= 2000 0.0799136766 <= x12555 <= 2000 0.0897328587 <= x12556 <= 2000 0.0994922845 <= x12557 <= 2000 0.109185455 <= x12558 <= 2000 0.118805915 <= x12559 <= 2000 0.128347257 <= x12560 <= 2000 0.137803129 <= x12561 <= 2000 0.147167232 <= x12562 <= 2000 0.156433332 <= x12563 <= 2000 0.165595257 <= x12564 <= 2000 0.174646906 <= x12565 <= 2000 0.183582251 <= x12566 <= 2000 0.192395343 <= x12567 <= 2000 0.201080311 <= x12568 <= 2000 0.209631373 <= x12569 <= 2000 0.218042834 <= x12570 <= 2000 0.226309092 <= x12571 <= 2000 0.234424643 <= x12572 <= 2000 0.242384082 <= x12573 <= 2000 0.250182109 <= x12574 <= 2000 0.25781353 <= x12575 <= 2000 0.265273264 <= x12576 <= 2000 0.272556344 <= x12577 <= 2000 0.279657918 <= x12578 <= 2000 0.286573257 <= x12579 <= 2000 0.293297758 <= x12580 <= 2000 0.299826941 <= x12581 <= 2000 0.306156458 <= x12582 <= 2000 0.312282095 <= x12583 <= 2000 0.318199771 <= x12584 <= 2000 0.323905548 <= x12585 <= 2000 0.329395623 <= x12586 <= 2000 0.334666343 <= x12587 <= 2000 0.339714196 <= x12588 <= 2000 0.344535821 <= x12589 <= 2000 0.349128007 <= x12590 <= 2000 0.353487696 <= x12591 <= 2000 0.357611986 <= x12592 <= 2000 0.361498128 <= x12593 <= 2000 0.365143536 <= x12594 <= 2000 0.368545782 <= x12595 <= 2000 0.3717026 <= x12596 <= 2000 0.374611887 <= x12597 <= 2000 0.377271707 <= x12598 <= 2000 0.379680289 <= x12599 <= 2000 0.381836027 <= x12600 <= 2000 0.383737487 <= x12601 <= 2000 0.385383403 <= x12602 <= 2000 0.386772678 <= x12603 <= 2000 0.387904387 <= x12604 <= 2000 0.388777776 <= x12605 <= 2000 0.389392265 <= x12606 <= 2000 0.389747443 <= x12607 <= 2000 0.389843074 <= x12608 <= 2000 0.389679095 <= x12609 <= 2000 0.389255615 <= x12610 <= 2000 0.388572915 <= x12611 <= 2000 0.38763145 <= x12612 <= 2000 0.386431848 <= x12613 <= 2000 0.384974907 <= x12614 <= 2000 0.383261597 <= x12615 <= 2000 0.381293059 <= x12616 <= 2000 0.379070605 <= x12617 <= 2000 0.376595714 <= x12618 <= 2000 0.373870034 <= x12619 <= 2000 0.370895381 <= x12620 <= 2000 0.367673735 <= x12621 <= 2000 0.364207242 <= x12622 <= 2000 0.360498211 <= x12623 <= 2000 0.35654911 <= x12624 <= 2000 0.352362571 <= x12625 <= 2000 0.347941381 <= x12626 <= 2000 0.343288484 <= x12627 <= 2000 0.338406979 <= x12628 <= 2000 0.333300117 <= x12629 <= 2000 0.327971298 <= x12630 <= 2000 0.322424071 <= x12631 <= 2000 0.31666213 <= x12632 <= 2000 0.310689313 <= x12633 <= 2000 0.304509596 <= x12634 <= 2000 0.298127096 <= x12635 <= 2000 0.291546062 <= x12636 <= 2000 0.284770877 <= x12637 <= 2000 0.277806053 <= x12638 <= 2000 0.270656227 <= x12639 <= 2000 0.263326162 <= x12640 <= 2000 0.255820739 <= x12641 <= 2000 0.248144956 <= x12642 <= 2000 0.240303923 <= x12643 <= 2000 0.232302864 <= x12644 <= 2000 0.224147106 <= x12645 <= 2000 0.21584208 <= x12646 <= 2000 0.207393318 <= x12647 <= 2000 0.198806444 <= x12648 <= 2000 0.190087179 <= x12649 <= 2000 0.181241327 <= x12650 <= 2000 0.17227478 <= x12651 <= 2000 0.163193509 <= x12652 <= 2000 0.154003562 <= x12653 <= 2000 0.144711059 <= x12654 <= 2000 0.135322187 <= x12655 <= 2000 0.125843199 <= x12656 <= 2000 0.116280407 <= x12657 <= 2000 0.106640181 <= x12658 <= 2000 0.0969289383 <= x12659 <= 2000 0.0871531476 <= x12660 <= 2000 0.0773193184 <= x12661 <= 2000 0.0674339996 <= x12662 <= 2000 0.057503774 <= x12663 <= 2000 0.0475352546 <= x12664 <= 2000 0.0375350797 <= x12665 <= 2000 0.0275099089 <= x12666 <= 2000 0.0174664183 <= x12667 <= 2000 0.00741129609 <= x12668 <= 2000 -0.00264876152 <= x12669 <= 2000 -0.0127070552 <= x12670 <= 2000 0.00942354419 <= x12671 <= 2000 0.0188408129 <= x12672 <= 2000 0.0282455348 <= x12673 <= 2000 0.0376314471 <= x12674 <= 2000 0.0469922991 <= x12675 <= 2000 0.0563218574 <= x12676 <= 2000 0.0656139088 <= x12677 <= 2000 0.0748622656 <= x12678 <= 2000 0.084060769 <= x12679 <= 2000 0.0932032932 <= x12680 <= 2000 0.10228375 <= x12681 <= 2000 0.111296092 <= x12682 <= 2000 0.120234319 <= x12683 <= 2000 0.129092477 <= x12684 <= 2000 0.137864667 <= x12685 <= 2000 0.146545049 <= x12686 <= 2000 0.155127841 <= x12687 <= 2000 0.163607328 <= x12688 <= 2000 0.171977862 <= x12689 <= 2000 0.180233871 <= x12690 <= 2000 0.188369855 <= x12691 <= 2000 0.196380397 <= x12692 <= 2000 0.204260162 <= x12693 <= 2000 0.212003903 <= x12694 <= 2000 0.219606463 <= x12695 <= 2000 0.22706278 <= x12696 <= 2000 0.234367886 <= x12697 <= 2000 0.241516919 <= x12698 <= 2000 0.248505117 <= x12699 <= 2000 0.255327827 <= x12700 <= 2000 0.261980505 <= x12701 <= 2000 0.26845872 <= x12702 <= 2000 0.274758159 <= x12703 <= 2000 0.280874627 <= x12704 <= 2000 0.28680405 <= x12705 <= 2000 0.29254248 <= x12706 <= 2000 0.298086095 <= x12707 <= 2000 0.303431204 <= x12708 <= 2000 0.308574248 <= x12709 <= 2000 0.313511801 <= x12710 <= 2000 0.318240574 <= x12711 <= 2000 0.322757421 <= x12712 <= 2000 0.327059331 <= x12713 <= 2000 0.331143441 <= x12714 <= 2000 0.33500703 <= x12715 <= 2000 0.338647526 <= x12716 <= 2000 0.342062505 <= x12717 <= 2000 0.345249692 <= x12718 <= 2000 0.348206964 <= x12719 <= 2000 0.350932353 <= x12720 <= 2000 0.353424044 <= x12721 <= 2000 0.355680377 <= x12722 <= 2000 0.357699849 <= x12723 <= 2000 0.359481117 <= x12724 <= 2000 0.361022993 <= x12725 <= 2000 0.36232445 <= x12726 <= 2000 0.363384623 <= x12727 <= 2000 0.364202805 <= x12728 <= 2000 0.364778451 <= x12729 <= 2000 0.365111178 <= x12730 <= 2000 0.365200764 <= x12731 <= 2000 0.36504715 <= x12732 <= 2000 0.364650438 <= x12733 <= 2000 0.364010893 <= x12734 <= 2000 0.363128939 <= x12735 <= 2000 0.362005164 <= x12736 <= 2000 0.360640318 <= x12737 <= 2000 0.359035308 <= x12738 <= 2000 0.357191203 <= x12739 <= 2000 0.355109232 <= x12740 <= 2000 0.352790781 <= x12741 <= 2000 0.350237394 <= x12742 <= 2000 0.347450771 <= x12743 <= 2000 0.344432768 <= x12744 <= 2000 0.341185395 <= x12745 <= 2000 0.337710814 <= x12746 <= 2000 0.33401134 <= x12747 <= 2000 0.330089435 <= x12748 <= 2000 0.325947712 <= x12749 <= 2000 0.321588929 <= x12750 <= 2000 0.317015988 <= x12751 <= 2000 0.312231935 <= x12752 <= 2000 0.307239955 <= x12753 <= 2000 0.302043373 <= x12754 <= 2000 0.296645649 <= x12755 <= 2000 0.291050379 <= x12756 <= 2000 0.285261288 <= x12757 <= 2000 0.27928223 <= x12758 <= 2000 0.273117189 <= x12759 <= 2000 0.266770269 <= x12760 <= 2000 0.260245697 <= x12761 <= 2000 0.253547819 <= x12762 <= 2000 0.246681093 <= x12763 <= 2000 0.239650094 <= x12764 <= 2000 0.232459503 <= x12765 <= 2000 0.225114109 <= x12766 <= 2000 0.217618804 <= x12767 <= 2000 0.209978578 <= x12768 <= 2000 0.20219852 <= x12769 <= 2000 0.194283811 <= x12770 <= 2000 0.186239721 <= x12771 <= 2000 0.178071607 <= x12772 <= 2000 0.16978491 <= x12773 <= 2000 0.161385146 <= x12774 <= 2000 0.15287791 <= x12775 <= 2000 0.144268867 <= x12776 <= 2000 0.13556375 <= x12777 <= 2000 0.126768357 <= x12778 <= 2000 0.117888544 <= x12779 <= 2000 0.108930225 <= x12780 <= 2000 0.0998993647 <= x12781 <= 2000 0.0908019782 <= x12782 <= 2000 0.0816441235 <= x12783 <= 2000 0.072431899 <= x12784 <= 2000 0.0631714395 <= x12785 <= 2000 0.0538689119 <= x12786 <= 2000 0.044530511 <= x12787 <= 2000 0.0351624556 <= x12788 <= 2000 0.0257709843 <= x12789 <= 2000 0.0163623512 <= x12790 <= 2000 0.00694282181 <= x12791 <= 2000 -0.00248133107 <= x12792 <= 2000 -0.0119038315 <= x12793 <= 2000 0.00878100673 <= x12794 <= 2000 0.0175561659 <= x12795 <= 2000 0.0263196337 <= x12796 <= 2000 0.0350655744 <= x12797 <= 2000 0.0437881636 <= x12798 <= 2000 0.0524815927 <= x12799 <= 2000 0.0611400725 <= x12800 <= 2000 0.0697578368 <= x12801 <= 2000 0.078329147 <= x12802 <= 2000 0.0868482949 <= x12803 <= 2000 0.0953096074 <= x12804 <= 2000 0.10370745 <= x12805 <= 2000 0.11203623 <= x12806 <= 2000 0.120290401 <= x12807 <= 2000 0.128464466 <= x12808 <= 2000 0.136552982 <= x12809 <= 2000 0.144550563 <= x12810 <= 2000 0.152451882 <= x12811 <= 2000 0.160251678 <= x12812 <= 2000 0.167944756 <= x12813 <= 2000 0.175525994 <= x12814 <= 2000 0.182990343 <= x12815 <= 2000 0.190332833 <= x12816 <= 2000 0.197548572 <= x12817 <= 2000 0.204632757 <= x12818 <= 2000 0.21158067 <= x12819 <= 2000 0.218387684 <= x12820 <= 2000 0.225049265 <= x12821 <= 2000 0.231560978 <= x12822 <= 2000 0.237918486 <= x12823 <= 2000 0.244117556 <= x12824 <= 2000 0.250154059 <= x12825 <= 2000 0.256023975 <= x12826 <= 2000 0.261723396 <= x12827 <= 2000 0.267248526 <= x12828 <= 2000 0.272595685 <= x12829 <= 2000 0.277761313 <= x12830 <= 2000 0.28274197 <= x12831 <= 2000 0.287534339 <= x12832 <= 2000 0.292135228 <= x12833 <= 2000 0.296541574 <= x12834 <= 2000 0.300750442 <= x12835 <= 2000 0.30475903 <= x12836 <= 2000 0.308564668 <= x12837 <= 2000 0.312164821 <= x12838 <= 2000 0.315557092 <= x12839 <= 2000 0.318739223 <= x12840 <= 2000 0.321709094 <= x12841 <= 2000 0.324464727 <= x12842 <= 2000 0.327004288 <= x12843 <= 2000 0.329326084 <= x12844 <= 2000 0.331428571 <= x12845 <= 2000 0.333310347 <= x12846 <= 2000 0.33497016 <= x12847 <= 2000 0.336406904 <= x12848 <= 2000 0.337619623 <= x12849 <= 2000 0.338607508 <= x12850 <= 2000 0.339369903 <= x12851 <= 2000 0.339906299 <= x12852 <= 2000 0.34021634 <= x12853 <= 2000 0.340299818 <= x12854 <= 2000 0.340156678 <= x12855 <= 2000 0.339787015 <= x12856 <= 2000 0.339191076 <= x12857 <= 2000 0.338369258 <= x12858 <= 2000 0.337322107 <= x12859 <= 2000 0.336050322 <= x12860 <= 2000 0.334554748 <= x12861 <= 2000 0.332836382 <= x12862 <= 2000 0.330896369 <= x12863 <= 2000 0.328736 <= x12864 <= 2000 0.326356713 <= x12865 <= 2000 0.323760094 <= x12866 <= 2000 0.320947872 <= x12867 <= 2000 0.317921919 <= x12868 <= 2000 0.31468425 <= x12869 <= 2000 0.311237021 <= x12870 <= 2000 0.307582529 <= x12871 <= 2000 0.303723206 <= x12872 <= 2000 0.299661623 <= x12873 <= 2000 0.295400485 <= x12874 <= 2000 0.290942629 <= x12875 <= 2000 0.286291023 <= x12876 <= 2000 0.281448767 <= x12877 <= 2000 0.276419083 <= x12878 <= 2000 0.271205322 <= x12879 <= 2000 0.265810955 <= x12880 <= 2000 0.260239576 <= x12881 <= 2000 0.254494893 <= x12882 <= 2000 0.248580734 <= x12883 <= 2000 0.242501035 <= x12884 <= 2000 0.236259846 <= x12885 <= 2000 0.229861324 <= x12886 <= 2000 0.223309728 <= x12887 <= 2000 0.216609422 <= x12888 <= 2000 0.209764869 <= x12889 <= 2000 0.202780625 <= x12890 <= 2000 0.195661343 <= x12891 <= 2000 0.188411762 <= x12892 <= 2000 0.181036711 <= x12893 <= 2000 0.173541102 <= x12894 <= 2000 0.165929925 <= x12895 <= 2000 0.15820825 <= x12896 <= 2000 0.150381218 <= x12897 <= 2000 0.142454041 <= x12898 <= 2000 0.134432 <= x12899 <= 2000 0.126320435 <= x12900 <= 2000 0.118124749 <= x12901 <= 2000 0.1098504 <= x12902 <= 2000 0.101502897 <= x12903 <= 2000 0.0930877996 <= x12904 <= 2000 0.0846107118 <= x12905 <= 2000 0.0760772787 <= x12906 <= 2000 0.067493183 <= x12907 <= 2000 0.0588641411 <= x12908 <= 2000 0.0501958995 <= x12909 <= 2000 0.0414942307 <= x12910 <= 2000 0.0327649293 <= x12911 <= 2000 0.0240138086 <= x12912 <= 2000 0.0152466963 <= x12913 <= 2000 0.00646943058 <= x12914 <= 2000 -0.00231214333 <= x12915 <= 2000 -0.0110921775 <= x12916 <= 2000 0.00813225051 <= x12917 <= 2000 0.0162590855 <= x12918 <= 2000 0.0243750929 <= x12919 <= 2000 0.0324748681 <= x12920 <= 2000 0.0405530171 <= x12921 <= 2000 0.0486041604 <= x12922 <= 2000 0.0566229364 <= x12923 <= 2000 0.0646040052 <= x12924 <= 2000 0.0725420519 <= x12925 <= 2000 0.0804317902 <= x12926 <= 2000 0.088267966 <= x12927 <= 2000 0.0960453611 <= x12928 <= 2000 0.103758796 <= x12929 <= 2000 0.111403134 <= x12930 <= 2000 0.118973285 <= x12931 <= 2000 0.126464208 <= x12932 <= 2000 0.133870913 <= x12933 <= 2000 0.141188469 <= x12934 <= 2000 0.148412002 <= x12935 <= 2000 0.155536702 <= x12936 <= 2000 0.162557825 <= x12937 <= 2000 0.169470695 <= x12938 <= 2000 0.176270708 <= x12939 <= 2000 0.182953337 <= x12940 <= 2000 0.18951413 <= x12941 <= 2000 0.195948718 <= x12942 <= 2000 0.202252818 <= x12943 <= 2000 0.20842223 <= x12944 <= 2000 0.214452846 <= x12945 <= 2000 0.22034065 <= x12946 <= 2000 0.226081721 <= x12947 <= 2000 0.231672237 <= x12948 <= 2000 0.237108474 <= x12949 <= 2000 0.242386811 <= x12950 <= 2000 0.247503735 <= x12951 <= 2000 0.252455836 <= x12952 <= 2000 0.257239819 <= x12953 <= 2000 0.261852496 <= x12954 <= 2000 0.266290796 <= x12955 <= 2000 0.270551764 <= x12956 <= 2000 0.274632561 <= x12957 <= 2000 0.278530471 <= x12958 <= 2000 0.282242897 <= x12959 <= 2000 0.285767367 <= x12960 <= 2000 0.289101535 <= x12961 <= 2000 0.29224318 <= x12962 <= 2000 0.295190209 <= x12963 <= 2000 0.297940661 <= x12964 <= 2000 0.300492703 <= x12965 <= 2000 0.302844636 <= x12966 <= 2000 0.304994894 <= x12967 <= 2000 0.306942045 <= x12968 <= 2000 0.308684793 <= x12969 <= 2000 0.310221976 <= x12970 <= 2000 0.311552571 <= x12971 <= 2000 0.312675691 <= x12972 <= 2000 0.31359059 <= x12973 <= 2000 0.314296658 <= x12974 <= 2000 0.314793424 <= x12975 <= 2000 0.315080558 <= x12976 <= 2000 0.315157869 <= x12977 <= 2000 0.315025304 <= x12978 <= 2000 0.314682953 <= x12979 <= 2000 0.314131043 <= x12980 <= 2000 0.313369942 <= x12981 <= 2000 0.312400157 <= x12982 <= 2000 0.311222333 <= x12983 <= 2000 0.309837255 <= x12984 <= 2000 0.308245845 <= x12985 <= 2000 0.306449163 <= x12986 <= 2000 0.304448406 <= x12987 <= 2000 0.302244906 <= x12988 <= 2000 0.299840129 <= x12989 <= 2000 0.297235679 <= x12990 <= 2000 0.294433288 <= x12991 <= 2000 0.291434824 <= x12992 <= 2000 0.288242283 <= x12993 <= 2000 0.284857791 <= x12994 <= 2000 0.281283602 <= x12995 <= 2000 0.277522096 <= x12996 <= 2000 0.273575778 <= x12997 <= 2000 0.269447276 <= x12998 <= 2000 0.265139339 <= x12999 <= 2000 0.260654837 <= x13000 <= 2000 0.255996755 <= x13001 <= 2000 0.251168196 <= x13002 <= 2000 0.246172375 <= x13003 <= 2000 0.241012618 <= x13004 <= 2000 0.235692363 <= x13005 <= 2000 0.230215152 <= x13006 <= 2000 0.224584632 <= x13007 <= 2000 0.218804553 <= x13008 <= 2000 0.212878765 <= x13009 <= 2000 0.206811213 <= x13010 <= 2000 0.200605937 <= x13011 <= 2000 0.194267071 <= x13012 <= 2000 0.187798836 <= x13013 <= 2000 0.181205539 <= x13014 <= 2000 0.17449157 <= x13015 <= 2000 0.167661401 <= x13016 <= 2000 0.16071958 <= x13017 <= 2000 0.153670731 <= x13018 <= 2000 0.146519546 <= x13019 <= 2000 0.139270789 <= x13020 <= 2000 0.131929286 <= x13021 <= 2000 0.124499927 <= x13022 <= 2000 0.116987659 <= x13023 <= 2000 0.109397485 <= x13024 <= 2000 0.101734459 <= x13025 <= 2000 0.0940036844 <= x13026 <= 2000 0.0862103093 <= x13027 <= 2000 0.0783595237 <= x13028 <= 2000 0.0704565556 <= x13029 <= 2000 0.062506668 <= x13030 <= 2000 0.0545151549 <= x13031 <= 2000 0.0464873382 <= x13032 <= 2000 0.038428564 <= x13033 <= 2000 0.0303441987 <= x13034 <= 2000 0.0222396262 <= x13035 <= 2000 0.0141202435 <= x13036 <= 2000 0.00599145768 <= x13037 <= 2000 -0.00214131811 <= x13038 <= 2000 -0.0102726679 <= x13039 <= 2000 0.007477735 <= x13040 <= 2000 0.0149504903 <= x13041 <= 2000 0.0224132895 <= x13042 <= 2000 0.029861163 <= x13043 <= 2000 0.0372891507 <= x13044 <= 2000 0.0446923064 <= x13045 <= 2000 0.0520656998 <= x13046 <= 2000 0.0594044207 <= x13047 <= 2000 0.0667035821 <= x13048 <= 2000 0.0739583233 <= x13049 <= 2000 0.0811638129 <= x13050 <= 2000 0.0883152526 <= x13051 <= 2000 0.09540788 <= x13052 <= 2000 0.102436972 <= x13053 <= 2000 0.109397847 <= x13054 <= 2000 0.116285871 <= x13055 <= 2000 0.123096455 <= x13056 <= 2000 0.129825065 <= x13057 <= 2000 0.13646722 <= x13058 <= 2000 0.143018497 <= x13059 <= 2000 0.149474532 <= x13060 <= 2000 0.155831027 <= x13061 <= 2000 0.162083748 <= x13062 <= 2000 0.168228532 <= x13063 <= 2000 0.174261287 <= x13064 <= 2000 0.180177994 <= x13065 <= 2000 0.185974715 <= x13066 <= 2000 0.191647589 <= x13067 <= 2000 0.197192837 <= x13068 <= 2000 0.202606768 <= x13069 <= 2000 0.207885775 <= x13070 <= 2000 0.213026344 <= x13071 <= 2000 0.218025051 <= x13072 <= 2000 0.222878567 <= x13073 <= 2000 0.22758366 <= x13074 <= 2000 0.232137198 <= x13075 <= 2000 0.236536146 <= x13076 <= 2000 0.240777577 <= x13077 <= 2000 0.244858665 <= x13078 <= 2000 0.248776693 <= x13079 <= 2000 0.252529052 <= x13080 <= 2000 0.256113243 <= x13081 <= 2000 0.259526878 <= x13082 <= 2000 0.262767685 <= x13083 <= 2000 0.265833506 <= x13084 <= 2000 0.268722299 <= x13085 <= 2000 0.27143214 <= x13086 <= 2000 0.273961224 <= x13087 <= 2000 0.276307868 <= x13088 <= 2000 0.278470508 <= x13089 <= 2000 0.280447705 <= x13090 <= 2000 0.282238142 <= x13091 <= 2000 0.283840626 <= x13092 <= 2000 0.285254091 <= x13093 <= 2000 0.286477594 <= x13094 <= 2000 0.287510322 <= x13095 <= 2000 0.288351586 <= x13096 <= 2000 0.289000827 <= x13097 <= 2000 0.289457611 <= x13098 <= 2000 0.289721635 <= x13099 <= 2000 0.289792724 <= x13100 <= 2000 0.289670828 <= x13101 <= 2000 0.289356031 <= x13102 <= 2000 0.288848541 <= x13103 <= 2000 0.288148696 <= x13104 <= 2000 0.287256963 <= x13105 <= 2000 0.286173935 <= x13106 <= 2000 0.284900334 <= x13107 <= 2000 0.283437007 <= x13108 <= 2000 0.281784929 <= x13109 <= 2000 0.279945201 <= x13110 <= 2000 0.277919047 <= x13111 <= 2000 0.275707816 <= x13112 <= 2000 0.273312982 <= x13113 <= 2000 0.270736139 <= x13114 <= 2000 0.267979003 <= x13115 <= 2000 0.26504341 <= x13116 <= 2000 0.261931315 <= x13117 <= 2000 0.258644791 <= x13118 <= 2000 0.255186026 <= x13119 <= 2000 0.251557323 <= x13120 <= 2000 0.247761099 <= x13121 <= 2000 0.243799882 <= x13122 <= 2000 0.23967631 <= x13123 <= 2000 0.235393129 <= x13124 <= 2000 0.230953191 <= x13125 <= 2000 0.226359454 <= x13126 <= 2000 0.221614975 <= x13127 <= 2000 0.216722915 <= x13128 <= 2000 0.211686531 <= x13129 <= 2000 0.206509178 <= x13130 <= 2000 0.201194302 <= x13131 <= 2000 0.195745444 <= x13132 <= 2000 0.190166233 <= x13133 <= 2000 0.184460382 <= x13134 <= 2000 0.178631693 <= x13135 <= 2000 0.172684047 <= x13136 <= 2000 0.166621404 <= x13137 <= 2000 0.160447802 <= x13138 <= 2000 0.154167352 <= x13139 <= 2000 0.147784236 <= x13140 <= 2000 0.141302706 <= x13141 <= 2000 0.134727077 <= x13142 <= 2000 0.128061728 <= x13143 <= 2000 0.121311098 <= x13144 <= 2000 0.114479683 <= x13145 <= 2000 0.107572032 <= x13146 <= 2000 0.100592745 <= x13147 <= 2000 0.0935464696 <= x13148 <= 2000 0.0864378981 <= x13149 <= 2000 0.0792717645 <= x13150 <= 2000 0.0720528409 <= x13151 <= 2000 0.0647859348 <= x13152 <= 2000 0.0574758854 <= x13153 <= 2000 0.0501275608 <= x13154 <= 2000 0.0427458544 <= x13155 <= 2000 0.035335682 <= x13156 <= 2000 0.0279019783 <= x13157 <= 2000 0.0204496936 <= x13158 <= 2000 0.0129837908 <= x13159 <= 2000 0.00550924159 <= x13160 <= 2000 -0.00196897641 <= x13161 <= 2000 -0.0094458832 <= x13162 <= 2000 0.00681792371 <= x13163 <= 2000 0.0136313071 <= x13164 <= 2000 0.020435613 <= x13165 <= 2000 0.02722631 <= x13166 <= 2000 0.033998876 <= x13167 <= 2000 0.040748801 <= x13168 <= 2000 0.0474715899 <= x13169 <= 2000 0.0541627657 <= x13170 <= 2000 0.0608178726 <= x13171 <= 2000 0.0674324787 <= x13172 <= 2000 0.0740021791 <= x13173 <= 2000 0.0805225988 <= x13174 <= 2000 0.0869893955 <= x13175 <= 2000 0.0933982629 <= x13176 <= 2000 0.0997449331 <= x13177 <= 2000 0.106025179 <= x13178 <= 2000 0.11223482 <= x13179 <= 2000 0.118369719 <= x13180 <= 2000 0.124425792 <= x13181 <= 2000 0.130399005 <= x13182 <= 2000 0.13628538 <= x13183 <= 2000 0.142080998 <= x13184 <= 2000 0.147782 <= x13185 <= 2000 0.153384588 <= x13186 <= 2000 0.158885031 <= x13187 <= 2000 0.164279668 <= x13188 <= 2000 0.169564905 <= x13189 <= 2000 0.174737222 <= x13190 <= 2000 0.179793175 <= x13191 <= 2000 0.184729398 <= x13192 <= 2000 0.189542603 <= x13193 <= 2000 0.194229585 <= x13194 <= 2000 0.198787222 <= x13195 <= 2000 0.203212479 <= x13196 <= 2000 0.20750241 <= x13197 <= 2000 0.211654158 <= x13198 <= 2000 0.215664958 <= x13199 <= 2000 0.219532138 <= x13200 <= 2000 0.223253124 <= x13201 <= 2000 0.226825438 <= x13202 <= 2000 0.230246701 <= x13203 <= 2000 0.233514634 <= x13204 <= 2000 0.236627061 <= x13205 <= 2000 0.23958191 <= x13206 <= 2000 0.242377213 <= x13207 <= 2000 0.245011108 <= x13208 <= 2000 0.247481841 <= x13209 <= 2000 0.249787767 <= x13210 <= 2000 0.25192735 <= x13211 <= 2000 0.253899166 <= x13212 <= 2000 0.255701902 <= x13213 <= 2000 0.257334356 <= x13214 <= 2000 0.258795442 <= x13215 <= 2000 0.260084187 <= x13216 <= 2000 0.261199733 <= x13217 <= 2000 0.262141336 <= x13218 <= 2000 0.26290837 <= x13219 <= 2000 0.263500323 <= x13220 <= 2000 0.263916803 <= x13221 <= 2000 0.26415753 <= x13222 <= 2000 0.264222346 <= x13223 <= 2000 0.264111206 <= x13224 <= 2000 0.263824186 <= x13225 <= 2000 0.263361475 <= x13226 <= 2000 0.262723382 <= x13227 <= 2000 0.261910333 <= x13228 <= 2000 0.260922868 <= x13229 <= 2000 0.259761645 <= x13230 <= 2000 0.258427437 <= x13231 <= 2000 0.256921133 <= x13232 <= 2000 0.255243737 <= x13233 <= 2000 0.253396364 <= x13234 <= 2000 0.251380245 <= x13235 <= 2000 0.249196724 <= x13236 <= 2000 0.246847253 <= x13237 <= 2000 0.244333398 <= x13238 <= 2000 0.241656832 <= x13239 <= 2000 0.238819338 <= x13240 <= 2000 0.235822806 <= x13241 <= 2000 0.232669232 <= x13242 <= 2000 0.229360714 <= x13243 <= 2000 0.225899457 <= x13244 <= 2000 0.222287765 <= x13245 <= 2000 0.218528044 <= x13246 <= 2000 0.214622797 <= x13247 <= 2000 0.210574625 <= x13248 <= 2000 0.206386223 <= x13249 <= 2000 0.202060382 <= x13250 <= 2000 0.197599982 <= x13251 <= 2000 0.193007992 <= x13252 <= 2000 0.188287472 <= x13253 <= 2000 0.183441564 <= x13254 <= 2000 0.178473496 <= x13255 <= 2000 0.173386576 <= x13256 <= 2000 0.168184192 <= x13257 <= 2000 0.162869807 <= x13258 <= 2000 0.157446962 <= x13259 <= 2000 0.151919267 <= x13260 <= 2000 0.146290404 <= x13261 <= 2000 0.140564121 <= x13262 <= 2000 0.134744231 <= x13263 <= 2000 0.128834609 <= x13264 <= 2000 0.122839193 <= x13265 <= 2000 0.116761973 <= x13266 <= 2000 0.110606997 <= x13267 <= 2000 0.104378364 <= x13268 <= 2000 0.0980802222 <= x13269 <= 2000 0.0917167649 <= x13270 <= 2000 0.08529223 <= x13271 <= 2000 0.078810896 <= x13272 <= 2000 0.072277079 <= x13273 <= 2000 0.06569513 <= x13274 <= 2000 0.0590694323 <= x13275 <= 2000 0.0524043982 <= x13276 <= 2000 0.0457044661 <= x13277 <= 2000 0.0389740977 <= x13278 <= 2000 0.0322177751 <= x13279 <= 2000 0.0254399974 <= x13280 <= 2000 0.0186452784 <= x13281 <= 2000 0.0118381429 <= x13282 <= 2000 0.00502312384 <= x13283 <= 2000 -0.00179524026 <= x13284 <= 2000 -0.00861240885 <= x13285 <= 2000 0.00615328395 <= x13286 <= 2000 0.0123024702 <= x13287 <= 2000 0.0184434638 <= x13288 <= 2000 0.0245721752 <= x13289 <= 2000 0.0306845232 <= x13290 <= 2000 0.0367764372 <= x13291 <= 2000 0.0428438604 <= x13292 <= 2000 0.0488827524 <= x13293 <= 2000 0.0548890916 <= x13294 <= 2000 0.0608588782 <= x13295 <= 2000 0.0667881366 <= x13296 <= 2000 0.0726729185 <= x13297 <= 2000 0.0785093048 <= x13298 <= 2000 0.084293409 <= x13299 <= 2000 0.0900213791 <= x13300 <= 2000 0.0956894008 <= x13301 <= 2000 0.101293699 <= x13302 <= 2000 0.106830543 <= x13303 <= 2000 0.112296244 <= x13304 <= 2000 0.117687163 <= x13305 <= 2000 0.12299971 <= x13306 <= 2000 0.128230347 <= x13307 <= 2000 0.133375591 <= x13308 <= 2000 0.138432015 <= x13309 <= 2000 0.143396253 <= x13310 <= 2000 0.148264998 <= x13311 <= 2000 0.153035007 <= x13312 <= 2000 0.157703105 <= x13313 <= 2000 0.162266183 <= x13314 <= 2000 0.166721202 <= x13315 <= 2000 0.171065196 <= x13316 <= 2000 0.175295271 <= x13317 <= 2000 0.17940861 <= x13318 <= 2000 0.183402475 <= x13319 <= 2000 0.187274206 <= x13320 <= 2000 0.191021224 <= x13321 <= 2000 0.194641034 <= x13322 <= 2000 0.198131225 <= x13323 <= 2000 0.201489474 <= x13324 <= 2000 0.204713544 <= x13325 <= 2000 0.207801288 <= x13326 <= 2000 0.210750649 <= x13327 <= 2000 0.213559664 <= x13328 <= 2000 0.216226462 <= x13329 <= 2000 0.218749267 <= x13330 <= 2000 0.221126398 <= x13331 <= 2000 0.223356274 <= x13332 <= 2000 0.225437409 <= x13333 <= 2000 0.227368417 <= x13334 <= 2000 0.229148012 <= x13335 <= 2000 0.230775009 <= x13336 <= 2000 0.232248325 <= x13337 <= 2000 0.233566978 <= x13338 <= 2000 0.234730091 <= x13339 <= 2000 0.235736888 <= x13340 <= 2000 0.2365867 <= x13341 <= 2000 0.23727896 <= x13342 <= 2000 0.237813208 <= x13343 <= 2000 0.238189087 <= x13344 <= 2000 0.238406348 <= x13345 <= 2000 0.238464845 <= x13346 <= 2000 0.238364539 <= x13347 <= 2000 0.238105499 <= x13348 <= 2000 0.237687895 <= x13349 <= 2000 0.237112006 <= x13350 <= 2000 0.236378216 <= x13351 <= 2000 0.235487013 <= x13352 <= 2000 0.234438991 <= x13353 <= 2000 0.233234848 <= x13354 <= 2000 0.231875385 <= x13355 <= 2000 0.230361508 <= x13356 <= 2000 0.228694225 <= x13357 <= 2000 0.226874646 <= x13358 <= 2000 0.224903983 <= x13359 <= 2000 0.222783548 <= x13360 <= 2000 0.220514754 <= x13361 <= 2000 0.218099112 <= x13362 <= 2000 0.215538229 <= x13363 <= 2000 0.212833811 <= x13364 <= 2000 0.20998766 <= x13365 <= 2000 0.207001671 <= x13366 <= 2000 0.203877831 <= x13367 <= 2000 0.200618222 <= x13368 <= 2000 0.197225014 <= x13369 <= 2000 0.193700467 <= x13370 <= 2000 0.190046928 <= x13371 <= 2000 0.18626683 <= x13372 <= 2000 0.18236269 <= x13373 <= 2000 0.178337108 <= x13374 <= 2000 0.174192765 <= x13375 <= 2000 0.16993242 <= x13376 <= 2000 0.165558912 <= x13377 <= 2000 0.161075152 <= x13378 <= 2000 0.156484126 <= x13379 <= 2000 0.151788892 <= x13380 <= 2000 0.146992576 <= x13381 <= 2000 0.142098373 <= x13382 <= 2000 0.137109541 <= x13383 <= 2000 0.132029402 <= x13384 <= 2000 0.126861341 <= x13385 <= 2000 0.121608798 <= x13386 <= 2000 0.116275272 <= x13387 <= 2000 0.110864314 <= x13388 <= 2000 0.105379527 <= x13389 <= 2000 0.0998245638 <= x13390 <= 2000 0.0942031242 <= x13391 <= 2000 0.0885189512 <= x13392 <= 2000 0.0827758304 <= x13393 <= 2000 0.0769775861 <= x13394 <= 2000 0.0711280797 <= x13395 <= 2000 0.0652312065 <= x13396 <= 2000 0.0592908935 <= x13397 <= 2000 0.0533110966 <= x13398 <= 2000 0.0472957979 <= x13399 <= 2000 0.0412490032 <= x13400 <= 2000 0.0351747394 <= x13401 <= 2000 0.0290770514 <= x13402 <= 2000 0.0229599999 <= x13403 <= 2000 0.0168276586 <= x13404 <= 2000 0.0106841111 <= x13405 <= 2000 0.00453344868 <= x13406 <= 2000 -0.00162023272 <= x13407 <= 2000 -0.00777283515 <= x13408 <= 2000 0.00548428639 <= x13409 <= 2000 0.0109649206 <= x13410 <= 2000 0.0164382529 <= x13411 <= 2000 0.0219006383 <= x13412 <= 2000 0.0273484394 <= x13413 <= 2000 0.0327780281 <= x13414 <= 2000 0.0381857887 <= x13415 <= 2000 0.0435681201 <= x13416 <= 2000 0.0489214379 <= x13417 <= 2000 0.0542421771 <= x13418 <= 2000 0.0595267945 <= x13419 <= 2000 0.0647717709 <= x13420 <= 2000 0.0699736134 <= x13421 <= 2000 0.075128858 <= x13422 <= 2000 0.0802340716 <= x13423 <= 2000 0.0852858544 <= x13424 <= 2000 0.0902808423 <= x13425 <= 2000 0.0952157089 <= x13426 <= 2000 0.100087168 <= x13427 <= 2000 0.104891975 <= x13428 <= 2000 0.109626931 <= x13429 <= 2000 0.114288883 <= x13430 <= 2000 0.118874726 <= x13431 <= 2000 0.123381405 <= x13432 <= 2000 0.12780592 <= x13433 <= 2000 0.132145325 <= x13434 <= 2000 0.13639673 <= x13435 <= 2000 0.140557303 <= x13436 <= 2000 0.144624274 <= x13437 <= 2000 0.148594934 <= x13438 <= 2000 0.15246664 <= x13439 <= 2000 0.156236812 <= x13440 <= 2000 0.159902941 <= x13441 <= 2000 0.163462585 <= x13442 <= 2000 0.166913373 <= x13443 <= 2000 0.170253008 <= x13444 <= 2000 0.173479265 <= x13445 <= 2000 0.176589995 <= x13446 <= 2000 0.179583129 <= x13447 <= 2000 0.182456671 <= x13448 <= 2000 0.185208709 <= x13449 <= 2000 0.18783741 <= x13450 <= 2000 0.190341023 <= x13451 <= 2000 0.192717881 <= x13452 <= 2000 0.194966401 <= x13453 <= 2000 0.197085086 <= x13454 <= 2000 0.199072525 <= x13455 <= 2000 0.200927395 <= x13456 <= 2000 0.20264846 <= x13457 <= 2000 0.204234574 <= x13458 <= 2000 0.205684681 <= x13459 <= 2000 0.206997814 <= x13460 <= 2000 0.208173101 <= x13461 <= 2000 0.209209758 <= x13462 <= 2000 0.210107094 <= x13463 <= 2000 0.210864513 <= x13464 <= 2000 0.211481509 <= x13465 <= 2000 0.211957672 <= x13466 <= 2000 0.212292685 <= x13467 <= 2000 0.212486324 <= x13468 <= 2000 0.212538461 <= x13469 <= 2000 0.212449062 <= x13470 <= 2000 0.212218184 <= x13471 <= 2000 0.211845983 <= x13472 <= 2000 0.211332706 <= x13473 <= 2000 0.210678696 <= x13474 <= 2000 0.209884386 <= x13475 <= 2000 0.208950307 <= x13476 <= 2000 0.207877081 <= x13477 <= 2000 0.206665421 <= x13478 <= 2000 0.205316136 <= x13479 <= 2000 0.203830123 <= x13480 <= 2000 0.202208373 <= x13481 <= 2000 0.200451964 <= x13482 <= 2000 0.198562068 <= x13483 <= 2000 0.196539942 <= x13484 <= 2000 0.194386932 <= x13485 <= 2000 0.192104474 <= x13486 <= 2000 0.189694086 <= x13487 <= 2000 0.187157374 <= x13488 <= 2000 0.184496028 <= x13489 <= 2000 0.181711818 <= x13490 <= 2000 0.178806601 <= x13491 <= 2000 0.175782309 <= x13492 <= 2000 0.172640958 <= x13493 <= 2000 0.169384639 <= x13494 <= 2000 0.166015521 <= x13495 <= 2000 0.162535847 <= x13496 <= 2000 0.158947934 <= x13497 <= 2000 0.155254173 <= x13498 <= 2000 0.151457022 <= x13499 <= 2000 0.14755901 <= x13500 <= 2000 0.143562734 <= x13501 <= 2000 0.139470853 <= x13502 <= 2000 0.135286095 <= x13503 <= 2000 0.131011244 <= x13504 <= 2000 0.126649148 <= x13505 <= 2000 0.122202712 <= x13506 <= 2000 0.117674897 <= x13507 <= 2000 0.113068718 <= x13508 <= 2000 0.108387242 <= x13509 <= 2000 0.103633588 <= x13510 <= 2000 0.0988109198 <= x13511 <= 2000 0.0939224501 <= x13512 <= 2000 0.0889714341 <= x13513 <= 2000 0.0839611688 <= x13514 <= 2000 0.0788949907 <= x13515 <= 2000 0.0737762736 <= x13516 <= 2000 0.0686084263 <= x13517 <= 2000 0.0633948901 <= x13518 <= 2000 0.058139137 <= x13519 <= 2000 0.0528446669 <= x13520 <= 2000 0.0475150057 <= x13521 <= 2000 0.0421537025 <= x13522 <= 2000 0.0367643276 <= x13523 <= 2000 0.0313504701 <= x13524 <= 2000 0.0259157352 <= x13525 <= 2000 0.020463742 <= x13526 <= 2000 0.0149981213 <= x13527 <= 2000 0.00952251279 <= x13528 <= 2000 0.00404056291 <= x13529 <= 2000 -0.00144407772 <= x13530 <= 2000 -0.00692775669 <= x13531 <= 2000 0.00481140484 <= x13532 <= 2000 0.00961960559 <= x13533 <= 2000 0.0144214003 <= x13534 <= 2000 0.0192135913 <= x13535 <= 2000 0.0239929872 <= x13536 <= 2000 0.0287564054 <= x13537 <= 2000 0.0335006737 <= x13538 <= 2000 0.0382226326 <= x13539 <= 2000 0.0429191377 <= x13540 <= 2000 0.0475870614 <= x13541 <= 2000 0.0522232952 <= x13542 <= 2000 0.0568247516 <= x13543 <= 2000 0.0613883664 <= x13544 <= 2000 0.0659111004 <= x13545 <= 2000 0.0703899419 <= x13546 <= 2000 0.0748219081 <= x13547 <= 2000 0.0792040478 <= x13548 <= 2000 0.0835334426 <= x13549 <= 2000 0.0878072095 <= x13550 <= 2000 0.0920225025 <= x13551 <= 2000 0.0961765143 <= x13552 <= 2000 0.100266479 <= x13553 <= 2000 0.104289672 <= x13554 <= 2000 0.108243415 <= x13555 <= 2000 0.112125075 <= x13556 <= 2000 0.115932067 <= x13557 <= 2000 0.119661856 <= x13558 <= 2000 0.123311957 <= x13559 <= 2000 0.12687994 <= x13560 <= 2000 0.13036343 <= x13561 <= 2000 0.133760106 <= x13562 <= 2000 0.137067706 <= x13563 <= 2000 0.140284028 <= x13564 <= 2000 0.14340693 <= x13565 <= 2000 0.146434331 <= x13566 <= 2000 0.149364217 <= x13567 <= 2000 0.152194636 <= x13568 <= 2000 0.154923703 <= x13569 <= 2000 0.157549601 <= x13570 <= 2000 0.160070581 <= x13571 <= 2000 0.162484964 <= x13572 <= 2000 0.164791143 <= x13573 <= 2000 0.166987581 <= x13574 <= 2000 0.169072816 <= x13575 <= 2000 0.17104546 <= x13576 <= 2000 0.172904198 <= x13577 <= 2000 0.174647793 <= x13578 <= 2000 0.176275083 <= x13579 <= 2000 0.177784986 <= x13580 <= 2000 0.179176496 <= x13581 <= 2000 0.180448685 <= x13582 <= 2000 0.181600707 <= x13583 <= 2000 0.182631795 <= x13584 <= 2000 0.183541261 <= x13585 <= 2000 0.184328501 <= x13586 <= 2000 0.18499299 <= x13587 <= 2000 0.185534285 <= x13588 <= 2000 0.185952026 <= x13589 <= 2000 0.186245936 <= x13590 <= 2000 0.186415817 <= x13591 <= 2000 0.186461557 <= x13592 <= 2000 0.186383126 <= x13593 <= 2000 0.186180576 <= x13594 <= 2000 0.185854041 <= x13595 <= 2000 0.18540374 <= x13596 <= 2000 0.184829971 <= x13597 <= 2000 0.184133118 <= x13598 <= 2000 0.183313643 <= x13599 <= 2000 0.182372094 <= x13600 <= 2000 0.181309096 <= x13601 <= 2000 0.180125358 <= x13602 <= 2000 0.178821668 <= x13603 <= 2000 0.177398894 <= x13604 <= 2000 0.175857984 <= x13605 <= 2000 0.174199964 <= x13606 <= 2000 0.172425938 <= x13607 <= 2000 0.170537087 <= x13608 <= 2000 0.16853467 <= x13609 <= 2000 0.166420019 <= x13610 <= 2000 0.164194543 <= x13611 <= 2000 0.161859724 <= x13612 <= 2000 0.159417117 <= x13613 <= 2000 0.156868348 <= x13614 <= 2000 0.154215115 <= x13615 <= 2000 0.151459184 <= x13616 <= 2000 0.148602391 <= x13617 <= 2000 0.145646639 <= x13618 <= 2000 0.142593895 <= x13619 <= 2000 0.139446193 <= x13620 <= 2000 0.136205629 <= x13621 <= 2000 0.132874361 <= x13622 <= 2000 0.129454606 <= x13623 <= 2000 0.125948643 <= x13624 <= 2000 0.122358807 <= x13625 <= 2000 0.118687487 <= x13626 <= 2000 0.114937129 <= x13627 <= 2000 0.11111023 <= x13628 <= 2000 0.107209339 <= x13629 <= 2000 0.103237054 <= x13630 <= 2000 0.099196019 <= x13631 <= 2000 0.0950889259 <= x13632 <= 2000 0.0909185097 <= x13633 <= 2000 0.0866875476 <= x13634 <= 2000 0.0823988572 <= x13635 <= 2000 0.0780552944 <= x13636 <= 2000 0.0736597517 <= x13637 <= 2000 0.0692151564 <= x13638 <= 2000 0.0647244682 <= x13639 <= 2000 0.0601906776 <= x13640 <= 2000 0.0556168039 <= x13641 <= 2000 0.051005893 <= x13642 <= 2000 0.0463610154 <= x13643 <= 2000 0.0416852644 <= x13644 <= 2000 0.0369817536 <= x13645 <= 2000 0.0322536154 <= x13646 <= 2000 0.0275039983 <= x13647 <= 2000 0.0227360653 <= x13648 <= 2000 0.0179529916 <= x13649 <= 2000 0.0131579623 <= x13650 <= 2000 0.0083541706 <= x13651 <= 2000 0.0035448156 <= x13652 <= 2000 -0.00126690002 <= x13653 <= 2000 -0.00607777197 <= x13654 <= 2000 0.00413511583 <= x13655 <= 2000 0.00826747794 <= x13656 <= 2000 0.0123943344 <= x13657 <= 2000 0.0165129371 <= x13658 <= 2000 0.0206205432 <= x13659 <= 2000 0.0247144173 <= x13660 <= 2000 0.0287918333 <= x13661 <= 2000 0.0328500757 <= x13662 <= 2000 0.036886442 <= x13663 <= 2000 0.0408982444 <= x13664 <= 2000 0.0448828111 <= x13665 <= 2000 0.0488374888 <= x13666 <= 2000 0.0527596438 <= x13667 <= 2000 0.0566466642 <= x13668 <= 2000 0.0604959617 <= x13669 <= 2000 0.0643049726 <= x13670 <= 2000 0.0680711606 <= x13671 <= 2000 0.0717920176 <= x13672 <= 2000 0.0754650656 <= x13673 <= 2000 0.0790878588 <= x13674 <= 2000 0.0826579845 <= x13675 <= 2000 0.0861730653 <= x13676 <= 2000 0.0896307603 <= x13677 <= 2000 0.093028767 <= x13678 <= 2000 0.0963648225 <= x13679 <= 2000 0.0996367052 <= x13680 <= 2000 0.102842236 <= x13681 <= 2000 0.105979281 <= x13682 <= 2000 0.10904575 <= x13683 <= 2000 0.112039602 <= x13684 <= 2000 0.114958842 <= x13685 <= 2000 0.117801528 <= x13686 <= 2000 0.120565765 <= x13687 <= 2000 0.123249713 <= x13688 <= 2000 0.125851584 <= x13689 <= 2000 0.128369647 <= x13690 <= 2000 0.130802223 <= x13691 <= 2000 0.133147694 <= x13692 <= 2000 0.135404497 <= x13693 <= 2000 0.137571129 <= x13694 <= 2000 0.139646147 <= x13695 <= 2000 0.14162817 <= x13696 <= 2000 0.143515878 <= x13697 <= 2000 0.145308013 <= x13698 <= 2000 0.147003383 <= x13699 <= 2000 0.148600857 <= x13700 <= 2000 0.150099373 <= x13701 <= 2000 0.151497933 <= x13702 <= 2000 0.152795604 <= x13703 <= 2000 0.153991524 <= x13704 <= 2000 0.155084895 <= x13705 <= 2000 0.156074989 <= x13706 <= 2000 0.156961148 <= x13707 <= 2000 0.15774278 <= x13708 <= 2000 0.158419366 <= x13709 <= 2000 0.158990454 <= x13710 <= 2000 0.159455665 <= x13711 <= 2000 0.159814689 <= x13712 <= 2000 0.160067286 <= x13713 <= 2000 0.160213289 <= x13714 <= 2000 0.1602526 <= x13715 <= 2000 0.160185194 <= x13716 <= 2000 0.160011114 <= x13717 <= 2000 0.159730477 <= x13718 <= 2000 0.159343469 <= x13719 <= 2000 0.158850349 <= x13720 <= 2000 0.158251445 <= x13721 <= 2000 0.157547156 <= x13722 <= 2000 0.15673795 <= x13723 <= 2000 0.155824367 <= x13724 <= 2000 0.154807015 <= x13725 <= 2000 0.153686571 <= x13726 <= 2000 0.152463782 <= x13727 <= 2000 0.151139461 <= x13728 <= 2000 0.149714492 <= x13729 <= 2000 0.148189822 <= x13730 <= 2000 0.146566467 <= x13731 <= 2000 0.144845508 <= x13732 <= 2000 0.143028092 <= x13733 <= 2000 0.141115428 <= x13734 <= 2000 0.13910879 <= x13735 <= 2000 0.137009515 <= x13736 <= 2000 0.134819 <= x13737 <= 2000 0.132538704 <= x13738 <= 2000 0.130170146 <= x13739 <= 2000 0.127714903 <= x13740 <= 2000 0.12517461 <= x13741 <= 2000 0.122550958 <= x13742 <= 2000 0.119845696 <= x13743 <= 2000 0.117060624 <= x13744 <= 2000 0.114197597 <= x13745 <= 2000 0.111258522 <= x13746 <= 2000 0.108245356 <= x13747 <= 2000 0.105160105 <= x13748 <= 2000 0.102004825 <= x13749 <= 2000 0.0987816154 <= x13750 <= 2000 0.0954926239 <= x13751 <= 2000 0.0921400404 <= x13752 <= 2000 0.0887260976 <= x13753 <= 2000 0.0852530689 <= x13754 <= 2000 0.0817232671 <= x13755 <= 2000 0.0781390428 <= x13756 <= 2000 0.0745027829 <= x13757 <= 2000 0.070816909 <= x13758 <= 2000 0.0670838755 <= x13759 <= 2000 0.0633061684 <= x13760 <= 2000 0.0594863035 <= x13761 <= 2000 0.0556268245 <= x13762 <= 2000 0.0517303017 <= x13763 <= 2000 0.0477993297 <= x13764 <= 2000 0.0438365265 <= x13765 <= 2000 0.0398445309 <= x13766 <= 2000 0.0358260014 <= x13767 <= 2000 0.0317836141 <= x13768 <= 2000 0.027720061 <= x13769 <= 2000 0.023638048 <= x13770 <= 2000 0.0195402937 <= x13771 <= 2000 0.0154295267 <= x13772 <= 2000 0.0113084847 <= x13773 <= 2000 0.00717991194 <= x13774 <= 2000 0.00304655783 <= x13775 <= 2000 -0.00108882509 <= x13776 <= 2000 -0.00522348293 <= x13777 <= 2000 0.00345589831 <= x13778 <= 2000 0.00690949521 <= x13779 <= 2000 0.0103584908 <= x13780 <= 2000 0.0138005884 <= x13781 <= 2000 0.0172334956 <= x13782 <= 2000 0.0206549264 <= x13783 <= 2000 0.0240626023 <= x13784 <= 2000 0.0274542542 <= x13785 <= 2000 0.0308276232 <= x13786 <= 2000 0.034180463 <= x13787 <= 2000 0.0375105408 <= x13788 <= 2000 0.040815639 <= x13789 <= 2000 0.0440935566 <= x13790 <= 2000 0.0473421106 <= x13791 <= 2000 0.0505591379 <= x13792 <= 2000 0.0537424961 <= x13793 <= 2000 0.0568900651 <= x13794 <= 2000 0.0599997491 <= x13795 <= 2000 0.063069477 <= x13796 <= 2000 0.0660972047 <= x13797 <= 2000 0.0690809159 <= x13798 <= 2000 0.0720186236 <= x13799 <= 2000 0.0749083715 <= x13800 <= 2000 0.0777482353 <= x13801 <= 2000 0.0805363237 <= x13802 <= 2000 0.0832707801 <= x13803 <= 2000 0.0859497834 <= x13804 <= 2000 0.0885715497 <= x13805 <= 2000 0.0911343331 <= x13806 <= 2000 0.0936364268 <= x13807 <= 2000 0.0960761646 <= x13808 <= 2000 0.0984519218 <= x13809 <= 2000 0.100762116 <= x13810 <= 2000 0.10300521 <= x13811 <= 2000 0.105179708 <= x13812 <= 2000 0.107284164 <= x13813 <= 2000 0.109317175 <= x13814 <= 2000 0.111277388 <= x13815 <= 2000 0.113163498 <= x13816 <= 2000 0.114974247 <= x13817 <= 2000 0.116708432 <= x13818 <= 2000 0.118364896 <= x13819 <= 2000 0.119942536 <= x13820 <= 2000 0.121440302 <= x13821 <= 2000 0.122857197 <= x13822 <= 2000 0.124192277 <= x13823 <= 2000 0.125444653 <= x13824 <= 2000 0.126613491 <= x13825 <= 2000 0.127698012 <= x13826 <= 2000 0.128697495 <= x13827 <= 2000 0.129611273 <= x13828 <= 2000 0.130438738 <= x13829 <= 2000 0.13117934 <= x13830 <= 2000 0.131832584 <= x13831 <= 2000 0.132398037 <= x13832 <= 2000 0.132875321 <= x13833 <= 2000 0.133264118 <= x13834 <= 2000 0.13356417 <= x13835 <= 2000 0.133775277 <= x13836 <= 2000 0.133897298 <= x13837 <= 2000 0.133930152 <= x13838 <= 2000 0.133873817 <= x13839 <= 2000 0.133728331 <= x13840 <= 2000 0.13349379 <= x13841 <= 2000 0.133170351 <= x13842 <= 2000 0.132758229 <= x13843 <= 2000 0.132257698 <= x13844 <= 2000 0.131669093 <= x13845 <= 2000 0.130992804 <= x13846 <= 2000 0.130229282 <= x13847 <= 2000 0.129379036 <= x13848 <= 2000 0.128442632 <= x13849 <= 2000 0.127420693 <= x13850 <= 2000 0.1263139 <= x13851 <= 2000 0.12512299 <= x13852 <= 2000 0.123848757 <= x13853 <= 2000 0.122492048 <= x13854 <= 2000 0.121053767 <= x13855 <= 2000 0.119534872 <= x13856 <= 2000 0.117936374 <= x13857 <= 2000 0.116259339 <= x13858 <= 2000 0.114504882 <= x13859 <= 2000 0.112674172 <= x13860 <= 2000 0.110768429 <= x13861 <= 2000 0.10878892 <= x13862 <= 2000 0.106736966 <= x13863 <= 2000 0.104613931 <= x13864 <= 2000 0.10242123 <= x13865 <= 2000 0.100160323 <= x13866 <= 2000 0.097832716 <= x13867 <= 2000 0.0954399584 <= x13868 <= 2000 0.092983644 <= x13869 <= 2000 0.0904654084 <= x13870 <= 2000 0.0878869286 <= x13871 <= 2000 0.0852499217 <= x13872 <= 2000 0.0825561439 <= x13873 <= 2000 0.079807389 <= x13874 <= 2000 0.0770054874 <= x13875 <= 2000 0.0741523051 <= x13876 <= 2000 0.0712497421 <= x13877 <= 2000 0.0682997314 <= x13878 <= 2000 0.0653042374 <= x13879 <= 2000 0.062265255 <= x13880 <= 2000 0.0591848079 <= x13881 <= 2000 0.0560649475 <= x13882 <= 2000 0.0529077514 <= x13883 <= 2000 0.0497153222 <= x13884 <= 2000 0.0464897857 <= x13885 <= 2000 0.04323329 <= x13886 <= 2000 0.0399480038 <= x13887 <= 2000 0.0366361147 <= x13888 <= 2000 0.0332998282 <= x13889 <= 2000 0.0299413663 <= x13890 <= 2000 0.0265629653 <= x13891 <= 2000 0.0231668751 <= x13892 <= 2000 0.0197553572 <= x13893 <= 2000 0.0163306835 <= x13894 <= 2000 0.0128951346 <= x13895 <= 2000 0.00945099841 <= x13896 <= 2000 0.00600056844 <= x13897 <= 2000 0.00254614248 <= x13898 <= 2000 -0.000909979057 <= x13899 <= 2000 -0.0043654946 <= x13900 <= 2000 0.0027742333 <= x13901 <= 2000 0.00554661915 <= x13902 <= 2000 0.00831531129 <= x13903 <= 2000 0.011078466 <= x13904 <= 2000 0.0138342431 <= x13905 <= 2000 0.0165808075 <= x13906 <= 2000 0.0193163302 <= x13907 <= 2000 0.0220389894 <= x13908 <= 2000 0.0247469721 <= x13909 <= 2000 0.0274384748 <= x13910 <= 2000 0.0301117053 <= x13911 <= 2000 0.0327648834 <= x13912 <= 2000 0.0353962421 <= x13913 <= 2000 0.0380040291 <= x13914 <= 2000 0.040586508 <= x13915 <= 2000 0.0431419588 <= x13916 <= 2000 0.0456686798 <= x13917 <= 2000 0.0481649884 <= x13918 <= 2000 0.0506292222 <= x13919 <= 2000 0.0530597402 <= x13920 <= 2000 0.0554549238 <= x13921 <= 2000 0.057813178 <= x13922 <= 2000 0.0601329323 <= x13923 <= 2000 0.0624126419 <= x13924 <= 2000 0.0646507887 <= x13925 <= 2000 0.0668458822 <= x13926 <= 2000 0.0689964607 <= x13927 <= 2000 0.0711010919 <= x13928 <= 2000 0.0731583743 <= x13929 <= 2000 0.0751669379 <= x13930 <= 2000 0.0771254452 <= x13931 <= 2000 0.0790325918 <= x13932 <= 2000 0.0808871078 <= x13933 <= 2000 0.0826877582 <= x13934 <= 2000 0.0844333438 <= x13935 <= 2000 0.0861227022 <= x13936 <= 2000 0.0877547084 <= x13937 <= 2000 0.0893282756 <= x13938 <= 2000 0.0908423559 <= x13939 <= 2000 0.092295941 <= x13940 <= 2000 0.0936880629 <= x13941 <= 2000 0.0950177945 <= x13942 <= 2000 0.0962842504 <= x13943 <= 2000 0.0974865871 <= x13944 <= 2000 0.098624004 <= x13945 <= 2000 0.0996957436 <= x13946 <= 2000 0.100701092 <= x13947 <= 2000 0.10163938 <= x13948 <= 2000 0.102509983 <= x13949 <= 2000 0.103312321 <= x13950 <= 2000 0.104045859 <= x13951 <= 2000 0.10471011 <= x13952 <= 2000 0.10530463 <= x13953 <= 2000 0.105829024 <= x13954 <= 2000 0.106282943 <= x13955 <= 2000 0.106666084 <= x13956 <= 2000 0.106978192 <= x13957 <= 2000 0.10721906 <= x13958 <= 2000 0.107388527 <= x13959 <= 2000 0.10748648 <= x13960 <= 2000 0.107512853 <= x13961 <= 2000 0.10746763 <= x13962 <= 2000 0.107350841 <= x13963 <= 2000 0.107162562 <= x13964 <= 2000 0.106902921 <= x13965 <= 2000 0.106572088 <= x13966 <= 2000 0.106170286 <= x13967 <= 2000 0.105697781 <= x13968 <= 2000 0.105154888 <= x13969 <= 2000 0.104541968 <= x13970 <= 2000 0.103859431 <= x13971 <= 2000 0.103107729 <= x13972 <= 2000 0.102287365 <= x13973 <= 2000 0.101398883 <= x13974 <= 2000 0.100442877 <= x13975 <= 2000 0.0994199814 <= x13976 <= 2000 0.098330879 <= x13977 <= 2000 0.0971762944 <= x13978 <= 2000 0.0959569967 <= x13979 <= 2000 0.0946737978 <= x13980 <= 2000 0.0933275522 <= x13981 <= 2000 0.0919191564 <= x13982 <= 2000 0.0904495483 <= x13983 <= 2000 0.0889197066 <= x13984 <= 2000 0.0873306501 <= x13985 <= 2000 0.085683437 <= x13986 <= 2000 0.0839791641 <= x13987 <= 2000 0.0822189666 <= x13988 <= 2000 0.0804040164 <= x13989 <= 2000 0.0785355224 <= x13990 <= 2000 0.0766147287 <= x13991 <= 2000 0.0746429145 <= x13992 <= 2000 0.0726213929 <= x13993 <= 2000 0.0705515101 <= x13994 <= 2000 0.0684346445 <= x13995 <= 2000 0.0662722058 <= x13996 <= 2000 0.064065634 <= x13997 <= 2000 0.0618163987 <= x13998 <= 2000 0.0595259976 <= x13999 <= 2000 0.057195956 <= x14000 <= 2000 0.0548278255 <= x14001 <= 2000 0.0524231832 <= x14002 <= 2000 0.0499836305 <= x14003 <= 2000 0.0475107918 <= x14004 <= 2000 0.045006314 <= x14005 <= 2000 0.0424718649 <= x14006 <= 2000 0.0399091322 <= x14007 <= 2000 0.0373198226 <= x14008 <= 2000 0.0347056604 <= x14009 <= 2000 0.0320683864 <= x14010 <= 2000 0.029409757 <= x14011 <= 2000 0.0267315425 <= x14012 <= 2000 0.0240355265 <= x14013 <= 2000 0.0213235045 <= x14014 <= 2000 0.0185972823 <= x14015 <= 2000 0.0158586755 <= x14016 <= 2000 0.0131095079 <= x14017 <= 2000 0.0103516101 <= x14018 <= 2000 0.00758681888 <= x14019 <= 2000 0.00481697531 <= x14020 <= 2000 0.00204392393 <= x14021 <= 2000 -0.000730488568 <= x14022 <= 2000 -0.00350441461 <= x14023 <= 2000 0.00209060357 <= x14024 <= 2000 0.00417981494 <= x14025 <= 2000 0.00626624282 <= x14026 <= 2000 0.00834849778 <= x14027 <= 2000 0.0104251932 <= x14028 <= 2000 0.0124949461 <= x14029 <= 2000 0.0145563781 <= x14030 <= 2000 0.0166081165 <= x14031 <= 2000 0.018648795 <= x14032 <= 2000 0.0206770546 <= x14033 <= 2000 0.0226915446 <= x14034 <= 2000 0.0246909235 <= x14035 <= 2000 0.0266738598 <= x14036 <= 2000 0.028639033 <= x14037 <= 2000 0.0305851345 <= x14038 <= 2000 0.0325108682 <= x14039 <= 2000 0.0344149517 <= x14040 <= 2000 0.0362961171 <= x14041 <= 2000 0.0381531116 <= x14042 <= 2000 0.0399846986 <= x14043 <= 2000 0.0417896584 <= x14044 <= 2000 0.0435667889 <= x14045 <= 2000 0.0453149067 <= x14046 <= 2000 0.0470328476 <= x14047 <= 2000 0.0487194677 <= x14048 <= 2000 0.0503736438 <= x14049 <= 2000 0.0519942742 <= x14050 <= 2000 0.0535802798 <= x14051 <= 2000 0.0551306044 <= x14052 <= 2000 0.0566442155 <= x14053 <= 2000 0.0581201051 <= x14054 <= 2000 0.0595572905 <= x14055 <= 2000 0.0609548146 <= x14056 <= 2000 0.0623117467 <= x14057 <= 2000 0.0636271831 <= x14058 <= 2000 0.0649002479 <= x14059 <= 2000 0.0661300932 <= x14060 <= 2000 0.0673159002 <= x14061 <= 2000 0.0684568791 <= x14062 <= 2000 0.0695522701 <= x14063 <= 2000 0.0706013437 <= x14064 <= 2000 0.0716034014 <= x14065 <= 2000 0.0725577757 <= x14066 <= 2000 0.0734638313 <= x14067 <= 2000 0.0743209646 <= x14068 <= 2000 0.0751286049 <= x14069 <= 2000 0.0758862144 <= x14070 <= 2000 0.0765932886 <= x14071 <= 2000 0.0772493564 <= x14072 <= 2000 0.0778539812 <= x14073 <= 2000 0.0784067602 <= x14074 <= 2000 0.0789073253 <= x14075 <= 2000 0.0793553432 <= x14076 <= 2000 0.0797505155 <= x14077 <= 2000 0.0800925791 <= x14078 <= 2000 0.0803813062 <= x14079 <= 2000 0.0806165044 <= x14080 <= 2000 0.0807980172 <= x14081 <= 2000 0.0809257237 <= x14082 <= 2000 0.0809995389 <= x14083 <= 2000 0.0810194135 <= x14084 <= 2000 0.0809853344 <= x14085 <= 2000 0.0808973242 <= x14086 <= 2000 0.0807554417 <= x14087 <= 2000 0.0805597811 <= x14088 <= 2000 0.0803104729 <= x14089 <= 2000 0.0800076831 <= x14090 <= 2000 0.0796516132 <= x14091 <= 2000 0.0792425005 <= x14092 <= 2000 0.0787806174 <= x14093 <= 2000 0.0782662714 <= x14094 <= 2000 0.0776998051 <= x14095 <= 2000 0.0770815957 <= x14096 <= 2000 0.0764120549 <= x14097 <= 2000 0.0756916285 <= x14098 <= 2000 0.0749207964 <= x14099 <= 2000 0.0741000718 <= x14100 <= 2000 0.0732300013 <= x14101 <= 2000 0.0723111643 <= x14102 <= 2000 0.0713441727 <= x14103 <= 2000 0.0703296705 <= x14104 <= 2000 0.0692683332 <= x14105 <= 2000 0.0681608676 <= x14106 <= 2000 0.0670080112 <= x14107 <= 2000 0.0658105318 <= x14108 <= 2000 0.0645692268 <= x14109 <= 2000 0.0632849229 <= x14110 <= 2000 0.0619584752 <= x14111 <= 2000 0.0605907671 <= x14112 <= 2000 0.0591827095 <= x14113 <= 2000 0.05773524 <= x14114 <= 2000 0.0562493225 <= x14115 <= 2000 0.0547259465 <= x14116 <= 2000 0.0531661266 <= x14117 <= 2000 0.0515709014 <= x14118 <= 2000 0.0499413334 <= x14119 <= 2000 0.0482785075 <= x14120 <= 2000 0.0465835313 <= x14121 <= 2000 0.0448575335 <= x14122 <= 2000 0.0431016634 <= x14123 <= 2000 0.0413170903 <= x14124 <= 2000 0.0395050027 <= x14125 <= 2000 0.0376666073 <= x14126 <= 2000 0.0358031284 <= x14127 <= 2000 0.0339158069 <= x14128 <= 2000 0.0320058996 <= x14129 <= 2000 0.0300746784 <= x14130 <= 2000 0.0281234294 <= x14131 <= 2000 0.026153452 <= x14132 <= 2000 0.0241660581 <= x14133 <= 2000 0.0221625712 <= x14134 <= 2000 0.0201443254 <= x14135 <= 2000 0.0181126647 <= x14136 <= 2000 0.0160689422 <= x14137 <= 2000 0.0140145188 <= x14138 <= 2000 0.0119507626 <= x14139 <= 2000 0.009879048 <= x14140 <= 2000 0.00780075457 <= x14141 <= 2000 0.00571726633 <= x14142 <= 2000 0.00362997077 <= x14143 <= 2000 0.00154025787 <= x14144 <= 2000 -0.000550480743 <= x14145 <= 2000 -0.00264085277 <= x14146 <= 2000 0.00140549327 <= x14147 <= 2000 0.00281005057 <= x14148 <= 2000 0.00421273655 <= x14149 <= 2000 0.00561261713 <= x14150 <= 2000 0.00700876006 <= x14151 <= 2000 0.0084002356 <= x14152 <= 2000 0.00978611713 <= x14153 <= 2000 0.0111654817 <= x14154 <= 2000 0.0125374108 <= x14155 <= 2000 0.0139009908 <= x14156 <= 2000 0.0152553136 <= x14157 <= 2000 0.0165994774 <= x14158 <= 2000 0.017932587 <= x14159 <= 2000 0.0192537546 <= x14160 <= 2000 0.0205621004 <= x14161 <= 2000 0.0218567532 <= x14162 <= 2000 0.0231368508 <= x14163 <= 2000 0.0244015407 <= x14164 <= 2000 0.0256499808 <= x14165 <= 2000 0.0268813397 <= x14166 <= 2000 0.0280947972 <= x14167 <= 2000 0.0292895455 <= x14168 <= 2000 0.0304647888 <= x14169 <= 2000 0.0316197444 <= x14170 <= 2000 0.0327536434 <= x14171 <= 2000 0.0338657305 <= x14172 <= 2000 0.0349552652 <= x14173 <= 2000 0.036021522 <= x14174 <= 2000 0.0370637907 <= x14175 <= 2000 0.0380813773 <= x14176 <= 2000 0.0390736042 <= x14177 <= 2000 0.0400398105 <= x14178 <= 2000 0.0409793529 <= x14179 <= 2000 0.0418916056 <= x14180 <= 2000 0.0427759613 <= x14181 <= 2000 0.0436318308 <= x14182 <= 2000 0.0444586444 <= x14183 <= 2000 0.0452558514 <= x14184 <= 2000 0.0460229208 <= x14185 <= 2000 0.046759342 <= x14186 <= 2000 0.0474646244 <= x14187 <= 2000 0.0481382984 <= x14188 <= 2000 0.0487799154 <= x14189 <= 2000 0.049389048 <= x14190 <= 2000 0.0499652908 <= x14191 <= 2000 0.0505082598 <= x14192 <= 2000 0.0510175936 <= x14193 <= 2000 0.0514929529 <= x14194 <= 2000 0.0519340213 <= x14195 <= 2000 0.0523405049 <= x14196 <= 2000 0.052712133 <= x14197 <= 2000 0.0530486583 <= x14198 <= 2000 0.0533498565 <= x14199 <= 2000 0.0536155272 <= x14200 <= 2000 0.0538454933 <= x14201 <= 2000 0.0540396018 <= x14202 <= 2000 0.0541977234 <= x14203 <= 2000 0.0543197528 <= x14204 <= 2000 0.0544056087 <= x14205 <= 2000 0.0544552339 <= x14206 <= 2000 0.0544685954 <= x14207 <= 2000 0.0544456844 <= x14208 <= 2000 0.054386516 <= x14209 <= 2000 0.0542911296 <= x14210 <= 2000 0.0541595889 <= x14211 <= 2000 0.0539919813 <= x14212 <= 2000 0.0537884185 <= x14213 <= 2000 0.0535490361 <= x14214 <= 2000 0.0532739934 <= x14215 <= 2000 0.0529634737 <= x14216 <= 2000 0.0526176837 <= x14217 <= 2000 0.0522368537 <= x14218 <= 2000 0.0518212373 <= x14219 <= 2000 0.0513711112 <= x14220 <= 2000 0.0508867753 <= x14221 <= 2000 0.0503685521 <= x14222 <= 2000 0.0498167866 <= x14223 <= 2000 0.0492318463 <= x14224 <= 2000 0.0486141208 <= x14225 <= 2000 0.0479640214 <= x14226 <= 2000 0.047281981 <= x14227 <= 2000 0.0465684538 <= x14228 <= 2000 0.0458239151 <= x14229 <= 2000 0.0450488605 <= x14230 <= 2000 0.0442438063 <= x14231 <= 2000 0.0434092885 <= x14232 <= 2000 0.0425458629 <= x14233 <= 2000 0.0416541045 <= x14234 <= 2000 0.0407346072 <= x14235 <= 2000 0.0397879832 <= x14236 <= 2000 0.0388148629 <= x14237 <= 2000 0.0378158945 <= x14238 <= 2000 0.036791743 <= x14239 <= 2000 0.0357430906 <= x14240 <= 2000 0.0346706357 <= x14241 <= 2000 0.0335750922 <= x14242 <= 2000 0.03245719 <= x14243 <= 2000 0.0313176733 <= x14244 <= 2000 0.030157301 <= x14245 <= 2000 0.028976846 <= x14246 <= 2000 0.0277770942 <= x14247 <= 2000 0.0265588446 <= x14248 <= 2000 0.0253229085 <= x14249 <= 2000 0.024070109 <= x14250 <= 2000 0.0228012804 <= x14251 <= 2000 0.0215172675 <= x14252 <= 2000 0.0202189256 <= x14253 <= 2000 0.0189071191 <= x14254 <= 2000 0.0175827217 <= x14255 <= 2000 0.0162466153 <= x14256 <= 2000 0.0148996897 <= x14257 <= 2000 0.0135428419 <= x14258 <= 2000 0.0121769754 <= x14259 <= 2000 0.0108029999 <= x14260 <= 2000 0.00942183017 <= x14261 <= 2000 0.00803438616 <= x14262 <= 2000 0.00664159176 <= x14263 <= 2000 0.00524437448 <= x14264 <= 2000 0.00384366479 <= x14265 <= 2000 0.00244039546 <= x14266 <= 2000 0.00103550099 <= x14267 <= 2000 -0.000370083065 <= x14268 <= 2000 -0.00177542067 <= x14269 <= 2000 0.000719387586 <= x14270 <= 2000 0.00143829611 <= x14271 <= 2000 0.00215624681 <= x14272 <= 2000 0.0028727616 <= x14273 <= 2000 0.0035873633 <= x14274 <= 2000 0.00429957606 <= x14275 <= 2000 0.00500892557 <= x14276 <= 2000 0.00571493946 <= x14277 <= 2000 0.00641714756 <= x14278 <= 2000 0.00711508226 <= x14279 <= 2000 0.00780827876 <= x14280 <= 2000 0.00849627546 <= x14281 <= 2000 0.00917861417 <= x14282 <= 2000 0.00985484052 <= x14283 <= 2000 0.0105245042 <= x14284 <= 2000 0.0111871592 <= x14285 <= 2000 0.0118423643 <= x14286 <= 2000 0.0124896831 <= x14287 <= 2000 0.0131286846 <= x14288 <= 2000 0.0137589432 <= x14289 <= 2000 0.0143800392 <= x14290 <= 2000 0.0149915591 <= x14291 <= 2000 0.0155930956 <= x14292 <= 2000 0.016184248 <= x14293 <= 2000 0.0167646228 <= x14294 <= 2000 0.0173338334 <= x14295 <= 2000 0.0178915008 <= x14296 <= 2000 0.0184372535 <= x14297 <= 2000 0.0189707283 <= x14298 <= 2000 0.0194915698 <= x14299 <= 2000 0.0199994311 <= x14300 <= 2000 0.0204939741 <= x14301 <= 2000 0.0209748694 <= x14302 <= 2000 0.0214417968 <= x14303 <= 2000 0.0218944453 <= x14304 <= 2000 0.0223325135 <= x14305 <= 2000 0.0227557097 <= x14306 <= 2000 0.0231637521 <= x14307 <= 2000 0.0235563689 <= x14308 <= 2000 0.0239332986 <= x14309 <= 2000 0.0242942903 <= x14310 <= 2000 0.0246391036 <= x14311 <= 2000 0.0249675088 <= x14312 <= 2000 0.0252792872 <= x14313 <= 2000 0.0255742313 <= x14314 <= 2000 0.0258521445 <= x14315 <= 2000 0.0261128419 <= x14316 <= 2000 0.0263561498 <= x14317 <= 2000 0.0265819062 <= x14318 <= 2000 0.0267899607 <= x14319 <= 2000 0.0269801748 <= x14320 <= 2000 0.0271524219 <= x14321 <= 2000 0.0273065872 <= x14322 <= 2000 0.027442568 <= x14323 <= 2000 0.0275602739 <= x14324 <= 2000 0.0276596264 <= x14325 <= 2000 0.0277405593 <= x14326 <= 2000 0.0278030188 <= x14327 <= 2000 0.0278469633 <= x14328 <= 2000 0.0278723635 <= x14329 <= 2000 0.0278792024 <= x14330 <= 2000 0.0278674757 <= x14331 <= 2000 0.0278371909 <= x14332 <= 2000 0.0277883684 <= x14333 <= 2000 0.0277210405 <= x14334 <= 2000 0.0276352523 <= x14335 <= 2000 0.0275310607 <= x14336 <= 2000 0.0274085353 <= x14337 <= 2000 0.0272677574 <= x14338 <= 2000 0.027108821 <= x14339 <= 2000 0.0269318319 <= x14340 <= 2000 0.0267369079 <= x14341 <= 2000 0.0265241788 <= x14342 <= 2000 0.0262937863 <= x14343 <= 2000 0.0260458839 <= x14344 <= 2000 0.0257806365 <= x14345 <= 2000 0.0254982209 <= x14346 <= 2000 0.0251988251 <= x14347 <= 2000 0.0248826485 <= x14348 <= 2000 0.0245499017 <= x14349 <= 2000 0.0242008062 <= x14350 <= 2000 0.0238355945 <= x14351 <= 2000 0.0234545098 <= x14352 <= 2000 0.0230578059 <= x14353 <= 2000 0.022645747 <= x14354 <= 2000 0.0222186075 <= x14355 <= 2000 0.0217766718 <= x14356 <= 2000 0.0213202342 <= x14357 <= 2000 0.0208495988 <= x14358 <= 2000 0.0203650788 <= x14359 <= 2000 0.019866997 <= x14360 <= 2000 0.019355685 <= x14361 <= 2000 0.0188314834 <= x14362 <= 2000 0.0182947413 <= x14363 <= 2000 0.017745816 <= x14364 <= 2000 0.0171850731 <= x14365 <= 2000 0.0166128861 <= x14366 <= 2000 0.0160296359 <= x14367 <= 2000 0.0154357111 <= x14368 <= 2000 0.014831507 <= x14369 <= 2000 0.0142174261 <= x14370 <= 2000 0.0135938773 <= x14371 <= 2000 0.0129612759 <= x14372 <= 2000 0.0123200431 <= x14373 <= 2000 0.0116706059 <= x14374 <= 2000 0.0110133969 <= x14375 <= 2000 0.0103488536 <= x14376 <= 2000 0.00967741864 <= x14377 <= 2000 0.00899953915 <= x14378 <= 2000 0.00831566655 <= x14379 <= 2000 0.00762625625 <= x14380 <= 2000 0.00693176735 <= x14381 <= 2000 0.00623266233 <= x14382 <= 2000 0.00552940676 <= x14383 <= 2000 0.00482246896 <= x14384 <= 2000 0.0041123197 <= x14385 <= 2000 0.00339943191 <= x14386 <= 2000 0.0026842803 <= x14387 <= 2000 0.00196734114 <= x14388 <= 2000 0.00124909186 <= x14389 <= 2000 0.00053001076 <= x14390 <= 2000 -0.000189423293 <= x14391 <= 2000 -0.000908731201 <= x14392 <= 2000 3.27724293e-05 <= x14393 <= 2000 6.55230343e-05 <= x14394 <= 2000 9.82300051e-05 <= x14395 <= 2000 0.000130871561 <= x14396 <= 2000 0.000163425965 <= x14397 <= 2000 0.000195871537 <= x14398 <= 2000 0.000228186672 <= x14399 <= 2000 0.000260349849 <= x14400 <= 2000 0.00029233965 <= x14401 <= 2000 0.000324134771 <= x14402 <= 2000 0.000355714039 <= x14403 <= 2000 0.000387056424 <= x14404 <= 2000 0.000418141055 <= x14405 <= 2000 0.00044894723 <= x14406 <= 2000 0.000479454436 <= x14407 <= 2000 0.000509642355 <= x14408 <= 2000 0.000539490885 <= x14409 <= 2000 0.000568980149 <= x14410 <= 2000 0.000598090508 <= x14411 <= 2000 0.000626802578 <= x14412 <= 2000 0.000655097237 <= x14413 <= 2000 0.000682955643 <= x14414 <= 2000 0.000710359244 <= x14415 <= 2000 0.000737289792 <= x14416 <= 2000 0.000763729352 <= x14417 <= 2000 0.000789660317 <= x14418 <= 2000 0.000815065419 <= x14419 <= 2000 0.000839927739 <= x14420 <= 2000 0.000864230721 <= x14421 <= 2000 0.000887958181 <= x14422 <= 2000 0.000911094318 <= x14423 <= 2000 0.000933623724 <= x14424 <= 2000 0.000955531396 <= x14425 <= 2000 0.000976802746 <= x14426 <= 2000 0.000997423608 <= x14427 <= 2000 0.00101738025 <= x14428 <= 2000 0.00103665938 <= x14429 <= 2000 0.00105524816 <= x14430 <= 2000 0.00107313422 <= x14431 <= 2000 0.00109030563 <= x14432 <= 2000 0.00110675098 <= x14433 <= 2000 0.00112245929 <= x14434 <= 2000 0.00113742012 <= x14435 <= 2000 0.00115162351 <= x14436 <= 2000 0.00116505998 <= x14437 <= 2000 0.0011777206 <= x14438 <= 2000 0.00118959693 <= x14439 <= 2000 0.00120068107 <= x14440 <= 2000 0.00121096563 <= x14441 <= 2000 0.00122044376 <= x14442 <= 2000 0.00122910916 <= x14443 <= 2000 0.00123695605 <= x14444 <= 2000 0.00124397921 <= x14445 <= 2000 0.00125017395 <= x14446 <= 2000 0.00125553616 <= x14447 <= 2000 0.00126006226 <= x14448 <= 2000 0.00126374925 <= x14449 <= 2000 0.00126659465 <= x14450 <= 2000 0.00126859659 <= x14451 <= 2000 0.00126975372 <= x14452 <= 2000 0.00127006527 <= x14453 <= 2000 0.00126953105 <= x14454 <= 2000 0.0012681514 <= x14455 <= 2000 0.00126592724 <= x14456 <= 2000 0.00126286005 <= x14457 <= 2000 0.00125895188 <= x14458 <= 2000 0.00125420533 <= x14459 <= 2000 0.00124862355 <= x14460 <= 2000 0.00124221028 <= x14461 <= 2000 0.00123496977 <= x14462 <= 2000 0.00122690685 <= x14463 <= 2000 0.00121802689 <= x14464 <= 2000 0.0012083358 <= x14465 <= 2000 0.00119784004 <= x14466 <= 2000 0.00118654659 <= x14467 <= 2000 0.00117446298 <= x14468 <= 2000 0.00116159725 <= x14469 <= 2000 0.00114795797 <= x14470 <= 2000 0.00113355423 <= x14471 <= 2000 0.00111839561 <= x14472 <= 2000 0.00110249221 <= x14473 <= 2000 0.00108585462 <= x14474 <= 2000 0.00106849392 <= x14475 <= 2000 0.00105042168 <= x14476 <= 2000 0.00103164992 <= x14477 <= 2000 0.00101219114 <= x14478 <= 2000 0.000992058316 <= x14479 <= 2000 0.000971264841 <= x14480 <= 2000 0.000949824566 <= x14481 <= 2000 0.000927751769 <= x14482 <= 2000 0.000905061148 <= x14483 <= 2000 0.000881767814 <= x14484 <= 2000 0.00085788728 <= x14485 <= 2000 0.000833435448 <= x14486 <= 2000 0.000808428601 <= x14487 <= 2000 0.000782883392 <= x14488 <= 2000 0.000756816833 <= x14489 <= 2000 0.000730246282 <= x14490 <= 2000 0.000703189434 <= x14491 <= 2000 0.000675664307 <= x14492 <= 2000 0.000647689231 <= x14493 <= 2000 0.000619282836 <= x14494 <= 2000 0.000590464037 <= x14495 <= 2000 0.000561252027 <= x14496 <= 2000 0.00053166626 <= x14497 <= 2000 0.000501726436 <= x14498 <= 2000 0.000471452495 <= x14499 <= 2000 0.000440864597 <= x14500 <= 2000 0.000409983111 <= x14501 <= 2000 0.000378828603 <= x14502 <= 2000 0.000347421819 <= x14503 <= 2000 0.000315783675 <= x14504 <= 2000 0.000283935238 <= x14505 <= 2000 0.000251897719 <= x14506 <= 2000 0.000219692453 <= x14507 <= 2000 0.000187340885 <= x14508 <= 2000 0.00015486456 <= x14509 <= 2000 0.000122285105 <= x14510 <= 2000 8.96242162e-05 <= x14511 <= 2000 5.69036434e-05 <= x14512 <= 2000 2.41451764e-05 <= x14513 <= 2000 -8.62936975e-06 <= x14514 <= 2000 -4.13981693e-05 <= x14515 <= 2000 -0.000653865937 <= x14516 <= 2000 -0.00130729644 <= x14517 <= 2000 -0.00195985637 <= x14518 <= 2000 -0.00261111116 <= x14519 <= 2000 -0.00326062711 <= x14520 <= 2000 -0.0039079717 <= x14521 <= 2000 -0.00455271383 <= x14522 <= 2000 -0.00519442414 <= x14523 <= 2000 -0.0058326753 <= x14524 <= 2000 -0.00646704227 <= x14525 <= 2000 -0.0070971026 <= x14526 <= 2000 -0.00772243672 <= x14527 <= 2000 -0.00834262819 <= x14528 <= 2000 -0.00895726401 <= x14529 <= 2000 -0.00956593485 <= x14530 <= 2000 -0.0101682354 <= x14531 <= 2000 -0.0107637646 <= x14532 <= 2000 -0.0113521257 <= x14533 <= 2000 -0.0119329271 <= x14534 <= 2000 -0.0125057819 <= x14535 <= 2000 -0.0130703087 <= x14536 <= 2000 -0.0136261315 <= x14537 <= 2000 -0.0141728801 <= x14538 <= 2000 -0.0147101906 <= x14539 <= 2000 -0.0152377049 <= x14540 <= 2000 -0.015755072 <= x14541 <= 2000 -0.0162619472 <= x14542 <= 2000 -0.0167579929 <= x14543 <= 2000 -0.0172428789 <= x14544 <= 2000 -0.0177162823 <= x14545 <= 2000 -0.0181778877 <= x14546 <= 2000 -0.0186273878 <= x14547 <= 2000 -0.0190644833 <= x14548 <= 2000 -0.0194888831 <= x14549 <= 2000 -0.0199003045 <= x14550 <= 2000 -0.0202984736 <= x14551 <= 2000 -0.0206831252 <= x14552 <= 2000 -0.0210540031 <= x14553 <= 2000 -0.0214108604 <= x14554 <= 2000 -0.0217534595 <= x14555 <= 2000 -0.0220815722 <= x14556 <= 2000 -0.0223949799 <= x14557 <= 2000 -0.0226934741 <= x14558 <= 2000 -0.0229768558 <= x14559 <= 2000 -0.0232449364 <= x14560 <= 2000 -0.0234975374 <= x14561 <= 2000 -0.0237344905 <= x14562 <= 2000 -0.023955638 <= x14563 <= 2000 -0.0241608325 <= x14564 <= 2000 -0.0243499375 <= x14565 <= 2000 -0.024522827 <= x14566 <= 2000 -0.0246793858 <= x14567 <= 2000 -0.0248195098 <= x14568 <= 2000 -0.0249431055 <= x14569 <= 2000 -0.0250500908 <= x14570 <= 2000 -0.0251403942 <= x14571 <= 2000 -0.0252139558 <= x14572 <= 2000 -0.0252707265 <= x14573 <= 2000 -0.0253106686 <= x14574 <= 2000 -0.0253337553 <= x14575 <= 2000 -0.0253399714 <= x14576 <= 2000 -0.0253293126 <= x14577 <= 2000 -0.0253017862 <= x14578 <= 2000 -0.0252574104 <= x14579 <= 2000 -0.0251962148 <= x14580 <= 2000 -0.0251182401 <= x14581 <= 2000 -0.0250235383 <= x14582 <= 2000 -0.0249121724 <= x14583 <= 2000 -0.0247842166 <= x14584 <= 2000 -0.0246397561 <= x14585 <= 2000 -0.0244788871 <= x14586 <= 2000 -0.0243017167 <= x14587 <= 2000 -0.024108363 <= x14588 <= 2000 -0.0238989546 <= x14589 <= 2000 -0.023673631 <= x14590 <= 2000 -0.0234325423 <= x14591 <= 2000 -0.0231758491 <= x14592 <= 2000 -0.0229037222 <= x14593 <= 2000 -0.0226163428 <= x14594 <= 2000 -0.0223139025 <= x14595 <= 2000 -0.0219966025 <= x14596 <= 2000 -0.0216646542 <= x14597 <= 2000 -0.0213182787 <= x14598 <= 2000 -0.0209577065 <= x14599 <= 2000 -0.0205831778 <= x14600 <= 2000 -0.020194942 <= x14601 <= 2000 -0.0197932577 <= x14602 <= 2000 -0.0193783924 <= x14603 <= 2000 -0.0189506223 <= x14604 <= 2000 -0.0185102323 <= x14605 <= 2000 -0.0180575157 <= x14606 <= 2000 -0.0175927739 <= x14607 <= 2000 -0.0171163164 <= x14608 <= 2000 -0.0166284606 <= x14609 <= 2000 -0.0161295313 <= x14610 <= 2000 -0.0156198608 <= x14611 <= 2000 -0.0150997884 <= x14612 <= 2000 -0.0145696605 <= x14613 <= 2000 -0.0140298302 <= x14614 <= 2000 -0.0134806569 <= x14615 <= 2000 -0.0129225064 <= x14616 <= 2000 -0.0123557502 <= x14617 <= 2000 -0.011780766 <= x14618 <= 2000 -0.0111979365 <= x14619 <= 2000 -0.0106076499 <= x14620 <= 2000 -0.0100102993 <= x14621 <= 2000 -0.00940628248 <= x14622 <= 2000 -0.00879600167 <= x14623 <= 2000 -0.00817986328 <= x14624 <= 2000 -0.00755827763 <= x14625 <= 2000 -0.00693165866 <= x14626 <= 2000 -0.00630042364 <= x14627 <= 2000 -0.00566499294 <= x14628 <= 2000 -0.00502578972 <= x14629 <= 2000 -0.00438323964 <= x14630 <= 2000 -0.00373777061 <= x14631 <= 2000 -0.00308981246 <= x14632 <= 2000 -0.0024397967 <= x14633 <= 2000 -0.00178815618 <= x14634 <= 2000 -0.00113532487 <= x14635 <= 2000 -0.000481737507 <= x14636 <= 2000 0.000172170665 <= x14637 <= 2000 0.000825964181 <= x14638 <= 2000 -0.00134004123 <= x14639 <= 2000 -0.00267919008 <= x14640 <= 2000 -0.00401655476 <= x14641 <= 2000 -0.00535124468 <= x14642 <= 2000 -0.006682371 <= x14643 <= 2000 -0.0080090473 <= x14644 <= 2000 -0.00933039008 <= x14645 <= 2000 -0.0106455194 <= x14646 <= 2000 -0.0119535595 <= x14647 <= 2000 -0.0132536393 <= x14648 <= 2000 -0.014544893 <= x14649 <= 2000 -0.0158264608 <= x14650 <= 2000 -0.0170974891 <= x14651 <= 2000 -0.0183571317 <= x14652 <= 2000 -0.0196045495 <= x14653 <= 2000 -0.020838912 <= x14654 <= 2000 -0.022059397 <= x14655 <= 2000 -0.023265192 <= x14656 <= 2000 -0.0244554938 <= x14657 <= 2000 -0.0256295098 <= x14658 <= 2000 -0.0267864582 <= x14659 <= 2000 -0.0279255685 <= x14660 <= 2000 -0.0290460822 <= x14661 <= 2000 -0.0301472531 <= x14662 <= 2000 -0.0312283478 <= x14663 <= 2000 -0.0322886465 <= x14664 <= 2000 -0.0333274429 <= x14665 <= 2000 -0.0343440455 <= x14666 <= 2000 -0.035337777 <= x14667 <= 2000 -0.0363079759 <= x14668 <= 2000 -0.037253996 <= x14669 <= 2000 -0.0381752074 <= x14670 <= 2000 -0.0390709965 <= x14671 <= 2000 -0.0399407668 <= x14672 <= 2000 -0.0407839391 <= x14673 <= 2000 -0.0415999519 <= x14674 <= 2000 -0.0423882618 <= x14675 <= 2000 -0.0431483438 <= x14676 <= 2000 -0.0438796918 <= x14677 <= 2000 -0.0445818188 <= x14678 <= 2000 -0.0452542571 <= x14679 <= 2000 -0.045896559 <= x14680 <= 2000 -0.0465082966 <= x14681 <= 2000 -0.0470890628 <= x14682 <= 2000 -0.0476384706 <= x14683 <= 2000 -0.0481561543 <= x14684 <= 2000 -0.0486417691 <= x14685 <= 2000 -0.0490949915 <= x14686 <= 2000 -0.0495155198 <= x14687 <= 2000 -0.049903074 <= x14688 <= 2000 -0.0502573959 <= x14689 <= 2000 -0.0505782496 <= x14690 <= 2000 -0.0508654215 <= x14691 <= 2000 -0.0511187202 <= x14692 <= 2000 -0.0513379771 <= x14693 <= 2000 -0.0515230462 <= x14694 <= 2000 -0.0516738043 <= x14695 <= 2000 -0.0517901509 <= x14696 <= 2000 -0.0518720086 <= x14697 <= 2000 -0.0519193228 <= x14698 <= 2000 -0.0519320621 <= x14699 <= 2000 -0.051910218 <= x14700 <= 2000 -0.051853805 <= x14701 <= 2000 -0.0517628607 <= x14702 <= 2000 -0.0516374456 <= x14703 <= 2000 -0.0514776433 <= x14704 <= 2000 -0.0512835602 <= x14705 <= 2000 -0.0510553255 <= x14706 <= 2000 -0.0507930912 <= x14707 <= 2000 -0.050497032 <= x14708 <= 2000 -0.050167345 <= x14709 <= 2000 -0.0498042498 <= x14710 <= 2000 -0.0494079881 <= x14711 <= 2000 -0.0489788238 <= x14712 <= 2000 -0.0485170428 <= x14713 <= 2000 -0.0480229526 <= x14714 <= 2000 -0.0474968821 <= x14715 <= 2000 -0.0469391818 <= x14716 <= 2000 -0.0463502229 <= x14717 <= 2000 -0.0457303978 <= x14718 <= 2000 -0.0450801192 <= x14719 <= 2000 -0.0443998201 <= x14720 <= 2000 -0.0436899535 <= x14721 <= 2000 -0.0429509923 <= x14722 <= 2000 -0.0421834284 <= x14723 <= 2000 -0.0413877731 <= x14724 <= 2000 -0.0405645561 <= x14725 <= 2000 -0.0397143258 <= x14726 <= 2000 -0.0388376482 <= x14727 <= 2000 -0.0379351073 <= x14728 <= 2000 -0.037007304 <= x14729 <= 2000 -0.0360548563 <= x14730 <= 2000 -0.0350783983 <= x14731 <= 2000 -0.0340785803 <= x14732 <= 2000 -0.0330560682 <= x14733 <= 2000 -0.0320115428 <= x14734 <= 2000 -0.0309456999 <= x14735 <= 2000 -0.029859249 <= x14736 <= 2000 -0.0287529138 <= x14737 <= 2000 -0.027627431 <= x14738 <= 2000 -0.0264835502 <= x14739 <= 2000 -0.0253220329 <= x14740 <= 2000 -0.0241436528 <= x14741 <= 2000 -0.0229491946 <= x14742 <= 2000 -0.0217394537 <= x14743 <= 2000 -0.0205152357 <= x14744 <= 2000 -0.0192773559 <= x14745 <= 2000 -0.0180266386 <= x14746 <= 2000 -0.0167639167 <= x14747 <= 2000 -0.0154900311 <= x14748 <= 2000 -0.0142058301 <= x14749 <= 2000 -0.012912169 <= x14750 <= 2000 -0.0116099091 <= x14751 <= 2000 -0.0102999179 <= x14752 <= 2000 -0.00898306751 <= x14753 <= 2000 -0.007660235 <= x14754 <= 2000 -0.00633230126 <= x14755 <= 2000 -0.00500015062 <= x14756 <= 2000 -0.0036646702 <= x14757 <= 2000 -0.00232674934 <= x14758 <= 2000 -0.000987279021 <= x14759 <= 2000 0.000352848767 <= x14760 <= 2000 0.00169274158 <= x14761 <= 2000 -0.0020252675 <= x14762 <= 2000 -0.00404918631 <= x14763 <= 2000 -0.00607040861 <= x14764 <= 2000 -0.00808758842 <= x14765 <= 2000 -0.0100993824 <= x14766 <= 2000 -0.0121044508 <= x14767 <= 2000 -0.0141014585 <= x14768 <= 2000 -0.0160890755 <= x14769 <= 2000 -0.0180659782 <= x14770 <= 2000 -0.0200308501 <= x14771 <= 2000 -0.0219823827 <= x14772 <= 2000 -0.0239192765 <= x14773 <= 2000 -0.0258402416 <= x14774 <= 2000 -0.0277439987 <= x14775 <= 2000 -0.0296292801 <= x14776 <= 2000 -0.0314948303 <= x14777 <= 2000 -0.033339407 <= x14778 <= 2000 -0.0351617817 <= x14779 <= 2000 -0.036960741 <= x14780 <= 2000 -0.0387350867 <= x14781 <= 2000 -0.0404836374 <= x14782 <= 2000 -0.0422052286 <= x14783 <= 2000 -0.0438987138 <= x14784 <= 2000 -0.0455629652 <= x14785 <= 2000 -0.0471968746 <= x14786 <= 2000 -0.048799354 <= x14787 <= 2000 -0.0503693361 <= x14788 <= 2000 -0.0519057754 <= x14789 <= 2000 -0.0534076488 <= x14790 <= 2000 -0.0548739561 <= x14791 <= 2000 -0.0563037209 <= x14792 <= 2000 -0.0576959911 <= x14793 <= 2000 -0.0590498393 <= x14794 <= 2000 -0.0603643642 <= x14795 <= 2000 -0.0616386903 <= x14796 <= 2000 -0.0628719689 <= x14797 <= 2000 -0.0640633789 <= x14798 <= 2000 -0.0652121267 <= x14799 <= 2000 -0.0663174474 <= x14800 <= 2000 -0.067378605 <= x14801 <= 2000 -0.0683948927 <= x14802 <= 2000 -0.0693656338 <= x14803 <= 2000 -0.0702901818 <= x14804 <= 2000 -0.0711679211 <= x14805 <= 2000 -0.0719982671 <= x14806 <= 2000 -0.0727806668 <= x14807 <= 2000 -0.0735145993 <= x14808 <= 2000 -0.0741995758 <= x14809 <= 2000 -0.0748351401 <= x14810 <= 2000 -0.0754208689 <= x14811 <= 2000 -0.0759563723 <= x14812 <= 2000 -0.0764412937 <= x14813 <= 2000 -0.07687531 <= x14814 <= 2000 -0.0772581323 <= x14815 <= 2000 -0.0775895056 <= x14816 <= 2000 -0.0778692093 <= x14817 <= 2000 -0.078097057 <= x14818 <= 2000 -0.0782728972 <= x14819 <= 2000 -0.0783966126 <= x14820 <= 2000 -0.0784681208 <= x14821 <= 2000 -0.0784873743 <= x14822 <= 2000 -0.0784543603 <= x14823 <= 2000 -0.0783691006 <= x14824 <= 2000 -0.0782316522 <= x14825 <= 2000 -0.0780421065 <= x14826 <= 2000 -0.0778005897 <= x14827 <= 2000 -0.0775072628 <= x14828 <= 2000 -0.0771623209 <= x14829 <= 2000 -0.0767659939 <= x14830 <= 2000 -0.0763185457 <= x14831 <= 2000 -0.0758202741 <= x14832 <= 2000 -0.0752715112 <= x14833 <= 2000 -0.0746726222 <= x14834 <= 2000 -0.074024006 <= x14835 <= 2000 -0.0733260946 <= x14836 <= 2000 -0.0725793527 <= x14837 <= 2000 -0.0717842776 <= x14838 <= 2000 -0.0709413988 <= x14839 <= 2000 -0.0700512775 <= x14840 <= 2000 -0.0691145066 <= x14841 <= 2000 -0.0681317099 <= x14842 <= 2000 -0.0671035417 <= x14843 <= 2000 -0.0660306869 <= x14844 <= 2000 -0.06491386 <= x14845 <= 2000 -0.0637538045 <= x14846 <= 2000 -0.0625512931 <= x14847 <= 2000 -0.0613071265 <= x14848 <= 2000 -0.0600221333 <= x14849 <= 2000 -0.0586971692 <= x14850 <= 2000 -0.0573331165 <= x14851 <= 2000 -0.0559308837 <= x14852 <= 2000 -0.0544914044 <= x14853 <= 2000 -0.0530156374 <= x14854 <= 2000 -0.0515045654 <= x14855 <= 2000 -0.0499591946 <= x14856 <= 2000 -0.0483805542 <= x14857 <= 2000 -0.0467696954 <= x14858 <= 2000 -0.0451276911 <= x14859 <= 2000 -0.0434556345 <= x14860 <= 2000 -0.0417546393 <= x14861 <= 2000 -0.0400258382 <= x14862 <= 2000 -0.0382703824 <= x14863 <= 2000 -0.036489441 <= x14864 <= 2000 -0.0346842 <= x14865 <= 2000 -0.0328558615 <= x14866 <= 2000 -0.0310056431 <= x14867 <= 2000 -0.029134777 <= x14868 <= 2000 -0.0272445089 <= x14869 <= 2000 -0.0253360978 <= x14870 <= 2000 -0.0234108144 <= x14871 <= 2000 -0.0214699409 <= x14872 <= 2000 -0.0195147698 <= x14873 <= 2000 -0.0175466031 <= x14874 <= 2000 -0.0155667516 <= x14875 <= 2000 -0.0135765335 <= x14876 <= 2000 -0.0115772744 <= x14877 <= 2000 -0.0095703055 <= x14878 <= 2000 -0.00755696342 <= x14879 <= 2000 -0.00553858888 <= x14880 <= 2000 -0.003516526 <= x14881 <= 2000 -0.00149212134 <= x14882 <= 2000 0.00053327698 <= x14883 <= 2000 0.00255832017 <= x14884 <= 2000 -0.00270905947 <= x14885 <= 2000 -0.00541631488 <= x14886 <= 2000 -0.00811996337 <= x14887 <= 2000 -0.0108182045 <= x14888 <= 2000 -0.0135092414 <= x14889 <= 2000 -0.016191282 <= x14890 <= 2000 -0.0188625402 <= x14891 <= 2000 -0.0215212372 <= x14892 <= 2000 -0.0241656024 <= x14893 <= 2000 -0.0267938749 <= x14894 <= 2000 -0.0294043044 <= x14895 <= 2000 -0.0319951525 <= x14896 <= 2000 -0.0345646938 <= x14897 <= 2000 -0.0371112173 <= x14898 <= 2000 -0.0396330271 <= x14899 <= 2000 -0.0421284439 <= x14900 <= 2000 -0.0445958058 <= x14901 <= 2000 -0.0470334697 <= x14902 <= 2000 -0.0494398124 <= x14903 <= 2000 -0.0518132313 <= x14904 <= 2000 -0.0541521459 <= x14905 <= 2000 -0.0564549986 <= x14906 <= 2000 -0.058720256 <= x14907 <= 2000 -0.0609464094 <= x14908 <= 2000 -0.0631319764 <= x14909 <= 2000 -0.0652755015 <= x14910 <= 2000 -0.0673755574 <= x14911 <= 2000 -0.0694307454 <= x14912 <= 2000 -0.071439697 <= x14913 <= 2000 -0.0734010743 <= x14914 <= 2000 -0.0753135713 <= x14915 <= 2000 -0.0771759142 <= x14916 <= 2000 -0.0789868628 <= x14917 <= 2000 -0.0807452113 <= x14918 <= 2000 -0.0824497887 <= x14919 <= 2000 -0.0840994597 <= x14920 <= 2000 -0.0856931259 <= x14921 <= 2000 -0.087229726 <= x14922 <= 2000 -0.0887082367 <= x14923 <= 2000 -0.0901276733 <= x14924 <= 2000 -0.0914870907 <= x14925 <= 2000 -0.0927855836 <= x14926 <= 2000 -0.0940222871 <= x14927 <= 2000 -0.0951963779 <= x14928 <= 2000 -0.096307074 <= x14929 <= 2000 -0.0973536357 <= x14930 <= 2000 -0.0983353661 <= x14931 <= 2000 -0.0992516115 <= x14932 <= 2000 -0.100101762 <= x14933 <= 2000 -0.10088525 <= x14934 <= 2000 -0.101601556 <= x14935 <= 2000 -0.102250202 <= x14936 <= 2000 -0.102830755 <= x14937 <= 2000 -0.10334283 <= x14938 <= 2000 -0.103786085 <= x14939 <= 2000 -0.104160225 <= x14940 <= 2000 -0.104465001 <= x14941 <= 2000 -0.10470021 <= x14942 <= 2000 -0.104865696 <= x14943 <= 2000 -0.104961347 <= x14944 <= 2000 -0.104987101 <= x14945 <= 2000 -0.104942941 <= x14946 <= 2000 -0.104828895 <= x14947 <= 2000 -0.10464504 <= x14948 <= 2000 -0.104391498 <= x14949 <= 2000 -0.104068437 <= x14950 <= 2000 -0.103676074 <= x14951 <= 2000 -0.10321467 <= x14952 <= 2000 -0.102684531 <= x14953 <= 2000 -0.10208601 <= x14954 <= 2000 -0.101419507 <= x14955 <= 2000 -0.100685465 <= x14956 <= 2000 -0.0998843728 <= x14957 <= 2000 -0.0990167641 <= x14958 <= 2000 -0.0980832165 <= x14959 <= 2000 -0.0970843519 <= x14960 <= 2000 -0.0960208352 <= x14961 <= 2000 -0.0948933748 <= x14962 <= 2000 -0.0937027215 <= x14963 <= 2000 -0.0924496682 <= x14964 <= 2000 -0.0911350493 <= x14965 <= 2000 -0.0897597404 <= x14966 <= 2000 -0.0883246571 <= x14967 <= 2000 -0.0868307553 <= x14968 <= 2000 -0.0852790298 <= x14969 <= 2000 -0.0836705139 <= x14970 <= 2000 -0.0820062788 <= x14971 <= 2000 -0.0802874328 <= x14972 <= 2000 -0.0785151205 <= x14973 <= 2000 -0.0766905221 <= x14974 <= 2000 -0.0748148528 <= x14975 <= 2000 -0.0728893615 <= x14976 <= 2000 -0.0709153307 <= x14977 <= 2000 -0.0688940747 <= x14978 <= 2000 -0.0668269397 <= x14979 <= 2000 -0.0647153022 <= x14980 <= 2000 -0.0625605685 <= x14981 <= 2000 -0.0603641734 <= x14982 <= 2000 -0.0581275797 <= x14983 <= 2000 -0.0558522767 <= x14984 <= 2000 -0.0535397797 <= x14985 <= 2000 -0.0511916286 <= x14986 <= 2000 -0.0488093872 <= x14987 <= 2000 -0.0463946418 <= x14988 <= 2000 -0.0439490006 <= x14989 <= 2000 -0.0414740922 <= x14990 <= 2000 -0.0389715647 <= x14991 <= 2000 -0.0364430846 <= x14992 <= 2000 -0.0338903357 <= x14993 <= 2000 -0.031315018 <= x14994 <= 2000 -0.0287188466 <= x14995 <= 2000 -0.0261035502 <= x14996 <= 2000 -0.0234708706 <= x14997 <= 2000 -0.0208225608 <= x14998 <= 2000 -0.0181603846 <= x14999 <= 2000 -0.0154861147 <= x15000 <= 2000 -0.012801532 <= x15001 <= 2000 -0.0101084243 <= x15002 <= 2000 -0.00740858511 <= x15003 <= 2000 -0.00470381224 <= x15004 <= 2000 -0.00199590693 <= x15005 <= 2000 0.000713327523 <= x15006 <= 2000 0.00342208695 <= x15007 <= 2000 -0.00339093287 <= x15008 <= 2000 -0.00677960759 <= x15009 <= 2000 -0.0101637675 <= x15010 <= 2000 -0.0135411591 <= x15011 <= 2000 -0.016909533 <= x15012 <= 2000 -0.0202666463 <= x15013 <= 2000 -0.0236102634 <= x15014 <= 2000 -0.0269381575 <= x15015 <= 2000 -0.0302481125 <= x15016 <= 2000 -0.0335379242 <= x15017 <= 2000 -0.0368054018 <= x15018 <= 2000 -0.0400483693 <= x15019 <= 2000 -0.0432646672 <= x15020 <= 2000 -0.0464521536 <= x15021 <= 2000 -0.0496087058 <= x15022 <= 2000 -0.0527322219 <= x15023 <= 2000 -0.0558206216 <= x15024 <= 2000 -0.0588718484 <= x15025 <= 2000 -0.0618838702 <= x15026 <= 2000 -0.0648546814 <= x15027 <= 2000 -0.0677823036 <= x15028 <= 2000 -0.070664787 <= x15029 <= 2000 -0.0735002122 <= x15030 <= 2000 -0.076286691 <= x15031 <= 2000 -0.0790223678 <= x15032 <= 2000 -0.0817054207 <= x15033 <= 2000 -0.084334063 <= x15034 <= 2000 -0.0869065442 <= x15035 <= 2000 -0.0894211513 <= x15036 <= 2000 -0.0918762095 <= x15037 <= 2000 -0.0942700841 <= x15038 <= 2000 -0.0966011809 <= x15039 <= 2000 -0.0988679475 <= x15040 <= 2000 -0.101068874 <= x15041 <= 2000 -0.103202496 <= x15042 <= 2000 -0.105267391 <= x15043 <= 2000 -0.107262185 <= x15044 <= 2000 -0.109185549 <= x15045 <= 2000 -0.111036202 <= x15046 <= 2000 -0.112812913 <= x15047 <= 2000 -0.114514497 <= x15048 <= 2000 -0.116139822 <= x15049 <= 2000 -0.117687805 <= x15050 <= 2000 -0.119157416 <= x15051 <= 2000 -0.120547676 <= x15052 <= 2000 -0.121857658 <= x15053 <= 2000 -0.123086491 <= x15054 <= 2000 -0.124233357 <= x15055 <= 2000 -0.125297491 <= x15056 <= 2000 -0.126278185 <= x15057 <= 2000 -0.127174785 <= x15058 <= 2000 -0.127986696 <= x15059 <= 2000 -0.128713375 <= x15060 <= 2000 -0.129354339 <= x15061 <= 2000 -0.129909162 <= x15062 <= 2000 -0.130377474 <= x15063 <= 2000 -0.130758963 <= x15064 <= 2000 -0.131053374 <= x15065 <= 2000 -0.131260512 <= x15066 <= 2000 -0.13138024 <= x15067 <= 2000 -0.131412476 <= x15068 <= 2000 -0.1313572 <= x15069 <= 2000 -0.131214449 <= x15070 <= 2000 -0.130984317 <= x15071 <= 2000 -0.130666958 <= x15072 <= 2000 -0.130262583 <= x15073 <= 2000 -0.129771462 <= x15074 <= 2000 -0.129193921 <= x15075 <= 2000 -0.128530345 <= x15076 <= 2000 -0.127781177 <= x15077 <= 2000 -0.126946914 <= x15078 <= 2000 -0.126028113 <= x15079 <= 2000 -0.125025385 <= x15080 <= 2000 -0.123939398 <= x15081 <= 2000 -0.122770875 <= x15082 <= 2000 -0.121520595 <= x15083 <= 2000 -0.12018939 <= x15084 <= 2000 -0.118778147 <= x15085 <= 2000 -0.117287805 <= x15086 <= 2000 -0.115719356 <= x15087 <= 2000 -0.114073847 <= x15088 <= 2000 -0.112352371 <= x15089 <= 2000 -0.110556075 <= x15090 <= 2000 -0.108686157 <= x15091 <= 2000 -0.10674386 <= x15092 <= 2000 -0.104730479 <= x15093 <= 2000 -0.102647354 <= x15094 <= 2000 -0.100495872 <= x15095 <= 2000 -0.098277467 <= x15096 <= 2000 -0.0959936151 <= x15097 <= 2000 -0.0936458377 <= x15098 <= 2000 -0.091235698 <= x15099 <= 2000 -0.0887648013 <= x15100 <= 2000 -0.0862347929 <= x15101 <= 2000 -0.0836473576 <= x15102 <= 2000 -0.0810042185 <= x15103 <= 2000 -0.0783071358 <= x15104 <= 2000 -0.0755579056 <= x15105 <= 2000 -0.0727583587 <= x15106 <= 2000 -0.0699103593 <= x15107 <= 2000 -0.0670158041 <= x15108 <= 2000 -0.0640766207 <= x15109 <= 2000 -0.0610947663 <= x15110 <= 2000 -0.0580722268 <= x15111 <= 2000 -0.0550110149 <= x15112 <= 2000 -0.0519131691 <= x15113 <= 2000 -0.0487807525 <= x15114 <= 2000 -0.045615851 <= x15115 <= 2000 -0.0424205723 <= x15116 <= 2000 -0.0391970443 <= x15117 <= 2000 -0.0359474135 <= x15118 <= 2000 -0.032673844 <= x15119 <= 2000 -0.0293785158 <= x15120 <= 2000 -0.0260636234 <= x15121 <= 2000 -0.0227313743 <= x15122 <= 2000 -0.0193839876 <= x15123 <= 2000 -0.0160236924 <= x15124 <= 2000 -0.0126527264 <= x15125 <= 2000 -0.00927333454 <= x15126 <= 2000 -0.00588776721 <= x15127 <= 2000 -0.00249827901 <= x15128 <= 2000 0.000892872885 <= x15129 <= 2000 0.00428343019 <= x15130 <= 2000 End