\ Equation counts \ Total E G L N X C B \ 8768 0 7960 808 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 463 60 403 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 51494 18282 33212 0 \ Minimize obj: - .287403606378025 b2 - .287403606378025 b3 - .287403606378025 b4 - .287403606378025 b5 - .287403606378025 b6 - .287403606378025 b7 - .287403606378025 b8 - .287403606378025 b9 - .287403606378025 b10 - .287403606378025 b11 - .287403606378025 b12 - .287403606378025 b13 - .287403606378025 b14 - .287403606378025 b15 - .287403606378025 b16 - .287403606378025 b17 - .287403606378025 b18 - .287403606378025 b19 - .287403606378025 b20 - .287403606378025 b21 - 9.46538180425961e-2 b22 - 9.46538180425961e-2 b23 - 9.46538180425961e-2 b24 - 9.46538180425961e-2 b25 - 9.46538180425961e-2 b26 - 9.46538180425961e-2 b27 - 9.46538180425961e-2 b28 - 9.46538180425961e-2 b29 - 9.46538180425961e-2 b30 - 9.46538180425961e-2 b31 - 9.46538180425961e-2 b32 - 9.46538180425961e-2 b33 - 9.46538180425961e-2 b34 - 9.46538180425961e-2 b35 - 9.46538180425961e-2 b36 - 9.46538180425961e-2 b37 - .584516458645496 b38 - .584516458645496 b39 - .584516458645496 b40 - .584516458645496 b41 - .584516458645496 b42 - .584516458645496 b43 - .584516458645496 b44 - .584516458645496 b45 - .584516458645496 b46 - .584516458645496 b47 - 1.29409755392315 b48 - 1.29409755392315 b49 - 1.29409755392315 b50 - 1.29409755392315 b51 - 1.29409755392315 b52 - 1.29409755392315 b53 - 1.29409755392315 b54 - 1.29409755392315 b55 - 2.08582176557546 b56 - 2.08582176557546 b57 - 2.08582176557546 b58 - 2.08582176557546 b59 - 2.08582176557546 b60 - 2.08582176557546 b61 - 2.08582176557546 b62 - 2.08582176557546 b63 - 2.08582176557546 b64 - 2.08582176557546 b65 - 2.08582176557546 b66 - 2.08582176557546 b67 - 2.08582176557546 b68 - 2.08582176557546 b69 - 2.08582176557546 b70 - 2.08582176557546 b71 - 2.08582176557546 b72 - 2.08582176557546 b73 - 2.08582176557546 b74 - 2.08582176557546 b75 - 2.08582176557546 b76 - 2.08582176557546 b77 - 2.08582176557546 b78 - 2.08582176557546 b79 - 2.08582176557546 b80 - 2.08582176557546 b81 - 2.08582176557546 b82 - 2.08582176557546 b83 - 2.08582176557546 b84 - 2.08582176557546 b85 - 2.08582176557546 b86 - 2.08582176557546 b87 - 2.08582176557546 b88 - 2.08582176557546 b89 - 2.08582176557546 b90 - 2.08582176557546 b91 - 2.08582176557546 b92 - 2.08582176557546 b93 - 2.08582176557546 b94 - 2.08582176557546 b95 - 2.08582176557546 b96 - 2.08582176557546 b97 - 2.08582176557546 b98 - 2.08582176557546 b99 - 2.08582176557546 b100 - 2.08582176557546 b101 - 2.08582176557546 b102 - 2.08582176557546 b103 - 2.08582176557546 b104 - 2.08582176557546 b105 - 2.08582176557546 b106 - 2.08582176557546 b107 - 2.08582176557546 b108 - 2.08582176557546 b109 - 2.08582176557546 b110 - 2.08582176557546 b111 - 2.08582176557546 b112 - 2.08582176557546 b113 - 2.08582176557546 b114 - 2.08582176557546 b115 - 2.08582176557546 b116 - 2.08582176557546 b117 - 2.08582176557546 b118 - 2.08582176557546 b119 - 2.08582176557546 b120 - 2.08582176557546 b121 - 2.08582176557546 b122 - 2.08582176557546 b123 - 2.08582176557546 b124 - 2.08582176557546 b125 - 2.08582176557546 b126 - 2.08582176557546 b127 - 2.08582176557546 b128 - 2.08582176557546 b129 - 2.08582176557546 b130 - 2.08582176557546 b131 - 2.08582176557546 b132 - 2.08582176557546 b133 - 2.08582176557546 b134 - 2.08582176557546 b135 - 2.08582176557546 b136 - 2.08582176557546 b137 - 2.08582176557546 b138 - 2.08582176557546 b139 - 2.08582176557546 b140 - 2.08582176557546 b141 - 2.08582176557546 b142 - 2.08582176557546 b143 - 2.08582176557546 b144 - 2.08582176557546 b145 - 2.08582176557546 b146 - 2.08582176557546 b147 - 2.08582176557546 b148 - 2.08582176557546 b149 - 2.08582176557546 b150 - 2.08582176557546 b151 - 2.08582176557546 b152 - 2.08582176557546 b153 - 2.08582176557546 b154 - 2.08582176557546 b155 - 2.08582176557546 b156 - 2.08582176557546 b157 - 2.08582176557546 b158 - 2.08582176557546 b159 - 2.08582176557546 b160 - 2.08582176557546 b161 - 2.08582176557546 b162 - 2.08582176557546 b163 - 2.08582176557546 b164 - 2.08582176557546 b165 - 2.08582176557546 b166 - 2.08582176557546 b167 - 2.08582176557546 b168 - 2.08582176557546 b169 - 2.08582176557546 b170 - 2.08582176557546 b171 - 2.08582176557546 b172 - 2.08582176557546 b173 - 2.08582176557546 b174 - 2.08582176557546 b175 - 2.08582176557546 b176 - 2.08582176557546 b177 - 2.08582176557546 b178 - 2.08582176557546 b179 - 2.08582176557546 b180 - 2.08582176557546 b181 - 2.08582176557546 b182 - 2.08582176557546 b183 - 2.08582176557546 b184 - 2.08582176557546 b185 - 2.08582176557546 b186 - 2.08582176557546 b187 - 2.08582176557546 b188 - 2.08582176557546 b189 - 2.08582176557546 b190 - 2.08582176557546 b191 - 2.08582176557546 b192 - 2.08582176557546 b193 - 2.08582176557546 b194 - 2.08582176557546 b195 - 2.08582176557546 b196 - 2.08582176557546 b197 - 2.08582176557546 b198 - 2.08582176557546 b199 - 2.08582176557546 b200 - 2.08582176557546 b201 - 2.08582176557546 b202 - 2.08582176557546 b203 - 2.08582176557546 b204 - 2.08582176557546 b205 - 2.08582176557546 b206 - 2.08582176557546 b207 - 2.08582176557546 b208 - 2.08582176557546 b209 - 2.08582176557546 b210 - 2.08582176557546 b211 - 2.08582176557546 b212 - 2.08582176557546 b213 - 2.08582176557546 b214 - 2.08582176557546 b215 - 2.08582176557546 b216 - 2.08582176557546 b217 - 2.08582176557546 b218 - 2.08582176557546 b219 - 2.08582176557546 b220 - 2.08582176557546 b221 - 2.08582176557546 b222 - 2.08582176557546 b223 - 2.08582176557546 b224 - 2.08582176557546 b225 - 2.08582176557546 b226 - 2.08582176557546 b227 - 2.08582176557546 b228 - 2.08582176557546 b229 - 2.08582176557546 b230 - 2.08582176557546 b231 - 2.08582176557546 b232 - 2.08582176557546 b233 - 2.08582176557546 b234 - 2.08582176557546 b235 - 2.08582176557546 b236 - 2.08582176557546 b237 - 2.08582176557546 b238 - 2.08582176557546 b239 - 2.08582176557546 b240 - 2.08582176557546 b241 - 2.08582176557546 b242 - 2.08582176557546 b243 - 2.08582176557546 b244 - 2.08582176557546 b245 - 2.08582176557546 b246 - 2.08582176557546 b247 - 2.08582176557546 b248 - 2.08582176557546 b249 - 2.08582176557546 b250 - 2.08582176557546 b251 - 2.08582176557546 b252 - 2.08582176557546 b253 - 2.08582176557546 b254 - 2.08582176557546 b255 - 2.08582176557546 b256 - 2.08582176557546 b257 - 2.08582176557546 b258 - 2.08582176557546 b259 - 2.08582176557546 b260 - 2.08582176557546 b261 - 2.08582176557546 b262 - 2.08582176557546 b263 - 2.08582176557546 b264 - 2.08582176557546 b265 - 2.08582176557546 b266 - 2.08582176557546 b267 - 2.08582176557546 b268 - 2.08582176557546 b269 - 2.08582176557546 b270 - 2.08582176557546 b271 - 2.08582176557546 b272 - 2.08582176557546 b273 - 2.08582176557546 b274 - 2.08582176557546 b275 - 2.08582176557546 b276 - 2.08582176557546 b277 - 2.08582176557546 b278 - 2.08582176557546 b279 - 2.08582176557546 b280 - 2.08582176557546 b281 - 2.08582176557546 b282 - 2.08582176557546 b283 - 2.08582176557546 b284 - 2.08582176557546 b285 - 2.08582176557546 b286 - 2.08582176557546 b287 - 2.08582176557546 b288 - 2.08582176557546 b289 - 2.08582176557546 b290 - 2.08582176557546 b291 - 2.08582176557546 b292 - 2.08582176557546 b293 - 2.08582176557546 b294 - 2.08582176557546 b295 - 2.08582176557546 b296 - 2.08582176557546 b297 - 2.08582176557546 b298 - 2.08582176557546 b299 - 2.08582176557546 b300 - 2.08582176557546 b301 - 2.08582176557546 b302 - 2.08582176557546 b303 - 2.08582176557546 b304 - 2.08582176557546 b305 - 2.08582176557546 b306 - 2.08582176557546 b307 - 2.08582176557546 b308 - 2.08582176557546 b309 - 2.08582176557546 b310 - 2.08582176557546 b311 - 2.08582176557546 b312 - 2.08582176557546 b313 - 2.08582176557546 b314 - 2.08582176557546 b315 - 2.08582176557546 b316 - 2.08582176557546 b317 - 2.08582176557546 b318 - 2.08582176557546 b319 - 2.08582176557546 b320 - 2.08582176557546 b321 - 2.08582176557546 b322 - 2.08582176557546 b323 - 2.08582176557546 b324 - 2.08582176557546 b325 - 2.08582176557546 b326 - 2.08582176557546 b327 - 2.08582176557546 b328 - 2.08582176557546 b329 - 2.08582176557546 b330 - 2.08582176557546 b331 - 2.08582176557546 b332 - 2.08582176557546 b333 - 2.08582176557546 b334 - 2.08582176557546 b335 - 2.08582176557546 b336 - 2.08582176557546 b337 - 2.08582176557546 b338 - 2.08582176557546 b339 - 2.08582176557546 b340 - 2.08582176557546 b341 - 2.08582176557546 b342 - 2.08582176557546 b343 - 2.08582176557546 b344 - 2.08582176557546 b345 - 2.08582176557546 b346 - 2.08582176557546 b347 - 2.08582176557546 b348 - 2.08582176557546 b349 - 2.08582176557546 b350 - 2.08582176557546 b351 - 2.08582176557546 b352 - 2.08582176557546 b353 - 2.08582176557546 b354 - 2.08582176557546 b355 - 2.08582176557546 b356 - 2.08582176557546 b357 - 2.08582176557546 b358 - 2.08582176557546 b359 - 2.08582176557546 b360 - 2.08582176557546 b361 - 2.08582176557546 b362 - 2.08582176557546 b363 - 2.08582176557546 b364 - 2.08582176557546 b365 - 2.08582176557546 b366 - 2.08582176557546 b367 - 2.08582176557546 b368 - 2.08582176557546 b369 - 2.08582176557546 b370 - 2.08582176557546 b371 - 2.08582176557546 b372 - 2.08582176557546 b373 - 2.08582176557546 b374 - 2.08582176557546 b375 - 2.08582176557546 b376 - 2.08582176557546 b377 - 2.08582176557546 b378 - 2.08582176557546 b379 - 2.08582176557546 b380 - 2.08582176557546 b381 - 2.08582176557546 b382 - 2.08582176557546 b383 - 2.08582176557546 b384 - 2.08582176557546 b385 - 2.08582176557546 b386 - 2.08582176557546 b387 - 2.08582176557546 b388 - 2.08582176557546 b389 - 2.08582176557546 b390 - 2.08582176557546 b391 - 2.08582176557546 b392 - 2.08582176557546 b393 - 2.08582176557546 b394 - 2.08582176557546 b395 - 2.08582176557546 b396 - 2.08582176557546 b397 - 2.08582176557546 b398 - 2.08582176557546 b399 - 2.08582176557546 b400 - 2.08582176557546 b401 - 2.08582176557546 b402 - 2.08582176557546 b403 - 2.08582176557546 b404 + 0 x405 + 0 x406 + 0 x407 + 0 x408 + 0 x409 + 0 x410 + 0 x411 + 0 x412 + 0 x413 + 0 x414 + 0 x415 + 0 x416 + 0 x417 + 0 x418 + 0 x419 + 0 x420 + 0 x421 + 0 x422 + 0 x423 + 0 x424 + 0 x425 + 0 x426 + 0 x427 + 0 x428 + 0 x429 + 0 x430 + 0 x431 + 0 x432 + 0 x433 + 0 x434 + 0 x435 + 0 x436 + 0 x437 + 0 x438 + 0 x439 + 0 x440 + 0 x441 + 0 x442 + 0 x443 + 0 x444 + 0 x445 + 0 x446 + 0 x447 + 0 x448 + 0 x449 + 0 x450 + 0 x451 + 0 x452 + 0 x453 + 0 x454 + 0 x455 + 0 x456 + 0 x457 + 0 x458 + 0 x459 + 0 x460 + 0 x461 + 0 x462 + 0 x463 + 0 x464 Subject To e2: - 1.436939228176 b2 - 1.436939228176 b4 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3: - 1.436939228176 b3 - 1.436939228176 b5 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e4: - 1.436939228176 b2 - 1.436939228176 b6 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e5: - 1.436939228176 b3 - 1.436939228176 b7 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e6: - 1.436939228176 b2 - 1.436939228176 b8 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e7: - 1.436939228176 b3 - 1.436939228176 b9 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e8: - 1.436939228176 b2 - 1.436939228176 b10 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e9: - 1.436939228176 b3 - 1.436939228176 b11 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e10: - 1.436939228176 b2 - 1.436939228176 b12 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e11: - 1.436939228176 b3 - 1.436939228176 b13 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e12: - 1.436939228176 b2 - 1.436939228176 b14 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e13: - 1.436939228176 b3 - 1.436939228176 b15 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e14: - 1.436939228176 b2 - 1.436939228176 b16 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e15: - 1.436939228176 b3 - 1.436939228176 b17 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e16: - 1.436939228176 b2 - 1.436939228176 b18 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e17: - 1.436939228176 b3 - 1.436939228176 b19 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e18: - 1.436939228176 b2 - 1.436939228176 b20 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e19: - 1.436939228176 b3 - 1.436939228176 b21 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e20: - .887203867225 b2 - .887203867225 b22 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e21: - .887203867225 b3 - .887203867225 b23 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e22: - .887203867225 b2 - .887203867225 b24 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e23: - .887203867225 b3 - .887203867225 b25 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e24: - .887203867225 b2 - .887203867225 b26 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e25: - .887203867225 b3 - .887203867225 b27 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e26: - .887203867225 b2 - .887203867225 b28 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e27: - .887203867225 b3 - .887203867225 b29 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e28: - .887203867225 b2 - .887203867225 b30 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e29: - .887203867225 b3 - .887203867225 b31 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e30: - .887203867225 b2 - .887203867225 b32 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e31: - .887203867225 b3 - .887203867225 b33 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e32: - .887203867225 b2 - .887203867225 b34 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e33: - .887203867225 b3 - .887203867225 b35 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e34: - .887203867225 b2 - .887203867225 b36 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e35: - .887203867225 b3 - .887203867225 b37 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e36: - 2.118573403024 b2 - 2.118573403024 b38 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e37: - 2.118573403024 b3 - 2.118573403024 b39 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e38: - 2.118573403024 b2 - 2.118573403024 b40 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e39: - 2.118573403024 b3 - 2.118573403024 b41 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e40: - 2.118573403024 b2 - 2.118573403024 b42 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e41: - 2.118573403024 b3 - 2.118573403024 b43 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e42: - 2.118573403024 b2 - 2.118573403024 b44 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e43: - 2.118573403024 b3 - 2.118573403024 b45 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e44: - 2.118573403024 b2 - 2.118573403024 b46 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e45: - 2.118573403024 b3 - 2.118573403024 b47 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e46: - 4.509770398884 b2 - 4.509770398884 b48 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e47: - 4.509770398884 b3 - 4.509770398884 b49 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e48: - 4.509770398884 b2 - 4.509770398884 b50 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e49: - 4.509770398884 b3 - 4.509770398884 b51 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e50: - 4.509770398884 b2 - 4.509770398884 b52 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e51: - 4.509770398884 b3 - 4.509770398884 b53 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e52: - 4.509770398884 b2 - 4.509770398884 b54 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e53: - 4.509770398884 b3 - 4.509770398884 b55 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e54: - 6.408451746064 b2 - 6.408451746064 b56 + x405^2 - 2 x405 x459 + x406^2 - 2 x406 x460 + x459^2 + x460^2 >= -6.408451746064 e55: - 6.408451746064 b3 - 6.408451746064 b57 + x405^2 - 2 x405 x459 + x406^2 - 2 x406 x460 + x459^2 + x460^2 >= -6.408451746064 e56: - 6.408451746064 b2 - 6.408451746064 b58 + x405^2 - 2 x405 x461 + x406^2 - 2 x406 x462 + x461^2 + x462^2 >= -6.408451746064 e57: - 6.408451746064 b3 - 6.408451746064 b59 + x405^2 - 2 x405 x461 + x406^2 - 2 x406 x462 + x461^2 + x462^2 >= -6.408451746064 e58: - 6.408451746064 b2 - 6.408451746064 b60 + x405^2 - 2 x405 x463 + x406^2 - 2 x406 x464 + x463^2 + x464^2 >= -6.408451746064 e59: - 6.408451746064 b3 - 6.408451746064 b61 + x405^2 - 2 x405 x463 + x406^2 - 2 x406 x464 + x463^2 + x464^2 >= -6.408451746064 e60: - 1.436939228176 b2 - 1.436939228176 b4 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e61: - 1.436939228176 b3 - 1.436939228176 b5 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e62: - 1.436939228176 b4 - 1.436939228176 b6 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e63: - 1.436939228176 b5 - 1.436939228176 b7 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e64: - 1.436939228176 b4 - 1.436939228176 b8 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e65: - 1.436939228176 b5 - 1.436939228176 b9 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e66: - 1.436939228176 b4 - 1.436939228176 b10 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e67: - 1.436939228176 b5 - 1.436939228176 b11 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e68: - 1.436939228176 b4 - 1.436939228176 b12 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e69: - 1.436939228176 b5 - 1.436939228176 b13 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e70: - 1.436939228176 b4 - 1.436939228176 b14 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e71: - 1.436939228176 b5 - 1.436939228176 b15 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e72: - 1.436939228176 b4 - 1.436939228176 b16 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e73: - 1.436939228176 b5 - 1.436939228176 b17 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e74: - 1.436939228176 b4 - 1.436939228176 b18 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e75: - 1.436939228176 b5 - 1.436939228176 b19 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e76: - 1.436939228176 b4 - 1.436939228176 b20 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e77: - 1.436939228176 b5 - 1.436939228176 b21 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e78: - .887203867225 b4 - .887203867225 b22 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e79: - .887203867225 b5 - .887203867225 b23 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e80: - .887203867225 b4 - .887203867225 b24 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e81: - .887203867225 b5 - .887203867225 b25 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e82: - .887203867225 b4 - .887203867225 b26 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e83: - .887203867225 b5 - .887203867225 b27 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e84: - .887203867225 b4 - .887203867225 b28 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e85: - .887203867225 b5 - .887203867225 b29 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e86: - .887203867225 b4 - .887203867225 b30 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e87: - .887203867225 b5 - .887203867225 b31 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e88: - .887203867225 b4 - .887203867225 b32 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e89: - .887203867225 b5 - .887203867225 b33 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e90: - .887203867225 b4 - .887203867225 b34 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e91: - .887203867225 b5 - .887203867225 b35 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e92: - .887203867225 b4 - .887203867225 b36 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e93: - .887203867225 b5 - .887203867225 b37 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e94: - 2.118573403024 b4 - 2.118573403024 b38 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e95: - 2.118573403024 b5 - 2.118573403024 b39 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e96: - 2.118573403024 b4 - 2.118573403024 b40 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e97: - 2.118573403024 b5 - 2.118573403024 b41 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e98: - 2.118573403024 b4 - 2.118573403024 b42 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e99: - 2.118573403024 b5 - 2.118573403024 b43 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e100: - 2.118573403024 b4 - 2.118573403024 b44 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e101: - 2.118573403024 b5 - 2.118573403024 b45 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e102: - 2.118573403024 b4 - 2.118573403024 b46 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e103: - 2.118573403024 b5 - 2.118573403024 b47 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e104: - 4.509770398884 b4 - 4.509770398884 b48 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e105: - 4.509770398884 b5 - 4.509770398884 b49 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e106: - 4.509770398884 b4 - 4.509770398884 b50 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e107: - 4.509770398884 b5 - 4.509770398884 b51 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e108: - 4.509770398884 b4 - 4.509770398884 b52 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e109: - 4.509770398884 b5 - 4.509770398884 b53 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e110: - 4.509770398884 b4 - 4.509770398884 b54 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e111: - 4.509770398884 b5 - 4.509770398884 b55 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e112: - 6.408451746064 b4 - 6.408451746064 b56 + x407^2 - 2 x407 x459 + x408^2 - 2 x408 x460 + x459^2 + x460^2 >= -6.408451746064 e113: - 6.408451746064 b5 - 6.408451746064 b57 + x407^2 - 2 x407 x459 + x408^2 - 2 x408 x460 + x459^2 + x460^2 >= -6.408451746064 e114: - 6.408451746064 b4 - 6.408451746064 b58 + x407^2 - 2 x407 x461 + x408^2 - 2 x408 x462 + x461^2 + x462^2 >= -6.408451746064 e115: - 6.408451746064 b5 - 6.408451746064 b59 + x407^2 - 2 x407 x461 + x408^2 - 2 x408 x462 + x461^2 + x462^2 >= -6.408451746064 e116: - 6.408451746064 b4 - 6.408451746064 b60 + x407^2 - 2 x407 x463 + x408^2 - 2 x408 x464 + x463^2 + x464^2 >= -6.408451746064 e117: - 6.408451746064 b5 - 6.408451746064 b61 + x407^2 - 2 x407 x463 + x408^2 - 2 x408 x464 + x463^2 + x464^2 >= -6.408451746064 e118: - 1.436939228176 b2 - 1.436939228176 b6 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e119: - 1.436939228176 b3 - 1.436939228176 b7 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e120: - 1.436939228176 b4 - 1.436939228176 b6 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e121: - 1.436939228176 b5 - 1.436939228176 b7 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e122: - 1.436939228176 b6 - 1.436939228176 b8 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e123: - 1.436939228176 b7 - 1.436939228176 b9 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e124: - 1.436939228176 b6 - 1.436939228176 b10 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e125: - 1.436939228176 b7 - 1.436939228176 b11 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e126: - 1.436939228176 b6 - 1.436939228176 b12 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e127: - 1.436939228176 b7 - 1.436939228176 b13 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e128: - 1.436939228176 b6 - 1.436939228176 b14 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e129: - 1.436939228176 b7 - 1.436939228176 b15 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e130: - 1.436939228176 b6 - 1.436939228176 b16 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e131: - 1.436939228176 b7 - 1.436939228176 b17 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e132: - 1.436939228176 b6 - 1.436939228176 b18 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e133: - 1.436939228176 b7 - 1.436939228176 b19 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e134: - 1.436939228176 b6 - 1.436939228176 b20 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e135: - 1.436939228176 b7 - 1.436939228176 b21 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e136: - .887203867225 b6 - .887203867225 b22 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e137: - .887203867225 b7 - .887203867225 b23 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e138: - .887203867225 b6 - .887203867225 b24 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e139: - .887203867225 b7 - .887203867225 b25 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e140: - .887203867225 b6 - .887203867225 b26 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e141: - .887203867225 b7 - .887203867225 b27 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e142: - .887203867225 b6 - .887203867225 b28 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e143: - .887203867225 b7 - .887203867225 b29 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e144: - .887203867225 b6 - .887203867225 b30 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e145: - .887203867225 b7 - .887203867225 b31 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e146: - .887203867225 b6 - .887203867225 b32 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e147: - .887203867225 b7 - .887203867225 b33 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e148: - .887203867225 b6 - .887203867225 b34 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e149: - .887203867225 b7 - .887203867225 b35 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e150: - .887203867225 b6 - .887203867225 b36 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e151: - .887203867225 b7 - .887203867225 b37 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e152: - 2.118573403024 b6 - 2.118573403024 b38 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e153: - 2.118573403024 b7 - 2.118573403024 b39 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e154: - 2.118573403024 b6 - 2.118573403024 b40 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e155: - 2.118573403024 b7 - 2.118573403024 b41 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e156: - 2.118573403024 b6 - 2.118573403024 b42 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e157: - 2.118573403024 b7 - 2.118573403024 b43 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e158: - 2.118573403024 b6 - 2.118573403024 b44 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e159: - 2.118573403024 b7 - 2.118573403024 b45 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e160: - 2.118573403024 b6 - 2.118573403024 b46 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e161: - 2.118573403024 b7 - 2.118573403024 b47 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e162: - 4.509770398884 b6 - 4.509770398884 b48 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e163: - 4.509770398884 b7 - 4.509770398884 b49 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e164: - 4.509770398884 b6 - 4.509770398884 b50 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e165: - 4.509770398884 b7 - 4.509770398884 b51 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e166: - 4.509770398884 b6 - 4.509770398884 b52 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e167: - 4.509770398884 b7 - 4.509770398884 b53 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e168: - 4.509770398884 b6 - 4.509770398884 b54 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e169: - 4.509770398884 b7 - 4.509770398884 b55 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e170: - 6.408451746064 b6 - 6.408451746064 b56 + x409^2 - 2 x409 x459 + x410^2 - 2 x410 x460 + x459^2 + x460^2 >= -6.408451746064 e171: - 6.408451746064 b7 - 6.408451746064 b57 + x409^2 - 2 x409 x459 + x410^2 - 2 x410 x460 + x459^2 + x460^2 >= -6.408451746064 e172: - 6.408451746064 b6 - 6.408451746064 b58 + x409^2 - 2 x409 x461 + x410^2 - 2 x410 x462 + x461^2 + x462^2 >= -6.408451746064 e173: - 6.408451746064 b7 - 6.408451746064 b59 + x409^2 - 2 x409 x461 + x410^2 - 2 x410 x462 + x461^2 + x462^2 >= -6.408451746064 e174: - 6.408451746064 b6 - 6.408451746064 b60 + x409^2 - 2 x409 x463 + x410^2 - 2 x410 x464 + x463^2 + x464^2 >= -6.408451746064 e175: - 6.408451746064 b7 - 6.408451746064 b61 + x409^2 - 2 x409 x463 + x410^2 - 2 x410 x464 + x463^2 + x464^2 >= -6.408451746064 e176: - 1.436939228176 b2 - 1.436939228176 b8 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e177: - 1.436939228176 b3 - 1.436939228176 b9 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e178: - 1.436939228176 b4 - 1.436939228176 b8 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e179: - 1.436939228176 b5 - 1.436939228176 b9 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e180: - 1.436939228176 b6 - 1.436939228176 b8 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e181: - 1.436939228176 b7 - 1.436939228176 b9 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e182: - 1.436939228176 b8 - 1.436939228176 b10 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e183: - 1.436939228176 b9 - 1.436939228176 b11 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e184: - 1.436939228176 b8 - 1.436939228176 b12 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e185: - 1.436939228176 b9 - 1.436939228176 b13 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e186: - 1.436939228176 b8 - 1.436939228176 b14 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e187: - 1.436939228176 b9 - 1.436939228176 b15 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e188: - 1.436939228176 b8 - 1.436939228176 b16 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e189: - 1.436939228176 b9 - 1.436939228176 b17 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e190: - 1.436939228176 b8 - 1.436939228176 b18 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e191: - 1.436939228176 b9 - 1.436939228176 b19 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e192: - 1.436939228176 b8 - 1.436939228176 b20 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e193: - 1.436939228176 b9 - 1.436939228176 b21 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e194: - .887203867225 b8 - .887203867225 b22 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e195: - .887203867225 b9 - .887203867225 b23 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e196: - .887203867225 b8 - .887203867225 b24 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e197: - .887203867225 b9 - .887203867225 b25 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e198: - .887203867225 b8 - .887203867225 b26 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e199: - .887203867225 b9 - .887203867225 b27 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e200: - .887203867225 b8 - .887203867225 b28 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e201: - .887203867225 b9 - .887203867225 b29 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e202: - .887203867225 b8 - .887203867225 b30 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e203: - .887203867225 b9 - .887203867225 b31 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e204: - .887203867225 b8 - .887203867225 b32 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e205: - .887203867225 b9 - .887203867225 b33 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e206: - .887203867225 b8 - .887203867225 b34 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e207: - .887203867225 b9 - .887203867225 b35 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e208: - .887203867225 b8 - .887203867225 b36 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e209: - .887203867225 b9 - .887203867225 b37 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e210: - 2.118573403024 b8 - 2.118573403024 b38 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e211: - 2.118573403024 b9 - 2.118573403024 b39 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e212: - 2.118573403024 b8 - 2.118573403024 b40 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e213: - 2.118573403024 b9 - 2.118573403024 b41 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e214: - 2.118573403024 b8 - 2.118573403024 b42 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e215: - 2.118573403024 b9 - 2.118573403024 b43 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e216: - 2.118573403024 b8 - 2.118573403024 b44 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e217: - 2.118573403024 b9 - 2.118573403024 b45 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e218: - 2.118573403024 b8 - 2.118573403024 b46 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e219: - 2.118573403024 b9 - 2.118573403024 b47 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e220: - 4.509770398884 b8 - 4.509770398884 b48 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e221: - 4.509770398884 b9 - 4.509770398884 b49 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e222: - 4.509770398884 b8 - 4.509770398884 b50 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e223: - 4.509770398884 b9 - 4.509770398884 b51 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e224: - 4.509770398884 b8 - 4.509770398884 b52 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e225: - 4.509770398884 b9 - 4.509770398884 b53 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e226: - 4.509770398884 b8 - 4.509770398884 b54 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e227: - 4.509770398884 b9 - 4.509770398884 b55 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e228: - 6.408451746064 b8 - 6.408451746064 b56 + x411^2 - 2 x411 x459 + x412^2 - 2 x412 x460 + x459^2 + x460^2 >= -6.408451746064 e229: - 6.408451746064 b9 - 6.408451746064 b57 + x411^2 - 2 x411 x459 + x412^2 - 2 x412 x460 + x459^2 + x460^2 >= -6.408451746064 e230: - 6.408451746064 b8 - 6.408451746064 b58 + x411^2 - 2 x411 x461 + x412^2 - 2 x412 x462 + x461^2 + x462^2 >= -6.408451746064 e231: - 6.408451746064 b9 - 6.408451746064 b59 + x411^2 - 2 x411 x461 + x412^2 - 2 x412 x462 + x461^2 + x462^2 >= -6.408451746064 e232: - 6.408451746064 b8 - 6.408451746064 b60 + x411^2 - 2 x411 x463 + x412^2 - 2 x412 x464 + x463^2 + x464^2 >= -6.408451746064 e233: - 6.408451746064 b9 - 6.408451746064 b61 + x411^2 - 2 x411 x463 + x412^2 - 2 x412 x464 + x463^2 + x464^2 >= -6.408451746064 e234: - 1.436939228176 b2 - 1.436939228176 b10 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e235: - 1.436939228176 b3 - 1.436939228176 b11 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e236: - 1.436939228176 b4 - 1.436939228176 b10 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e237: - 1.436939228176 b5 - 1.436939228176 b11 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e238: - 1.436939228176 b6 - 1.436939228176 b10 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e239: - 1.436939228176 b7 - 1.436939228176 b11 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e240: - 1.436939228176 b8 - 1.436939228176 b10 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e241: - 1.436939228176 b9 - 1.436939228176 b11 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e242: - 1.436939228176 b10 - 1.436939228176 b12 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e243: - 1.436939228176 b11 - 1.436939228176 b13 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e244: - 1.436939228176 b10 - 1.436939228176 b14 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e245: - 1.436939228176 b11 - 1.436939228176 b15 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e246: - 1.436939228176 b10 - 1.436939228176 b16 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e247: - 1.436939228176 b11 - 1.436939228176 b17 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e248: - 1.436939228176 b10 - 1.436939228176 b18 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e249: - 1.436939228176 b11 - 1.436939228176 b19 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e250: - 1.436939228176 b10 - 1.436939228176 b20 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e251: - 1.436939228176 b11 - 1.436939228176 b21 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e252: - .887203867225 b10 - .887203867225 b22 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e253: - .887203867225 b11 - .887203867225 b23 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e254: - .887203867225 b10 - .887203867225 b24 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e255: - .887203867225 b11 - .887203867225 b25 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e256: - .887203867225 b10 - .887203867225 b26 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e257: - .887203867225 b11 - .887203867225 b27 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e258: - .887203867225 b10 - .887203867225 b28 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e259: - .887203867225 b11 - .887203867225 b29 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e260: - .887203867225 b10 - .887203867225 b30 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e261: - .887203867225 b11 - .887203867225 b31 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e262: - .887203867225 b10 - .887203867225 b32 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e263: - .887203867225 b11 - .887203867225 b33 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e264: - .887203867225 b10 - .887203867225 b34 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e265: - .887203867225 b11 - .887203867225 b35 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e266: - .887203867225 b10 - .887203867225 b36 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e267: - .887203867225 b11 - .887203867225 b37 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e268: - 2.118573403024 b10 - 2.118573403024 b38 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e269: - 2.118573403024 b11 - 2.118573403024 b39 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e270: - 2.118573403024 b10 - 2.118573403024 b40 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e271: - 2.118573403024 b11 - 2.118573403024 b41 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e272: - 2.118573403024 b10 - 2.118573403024 b42 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e273: - 2.118573403024 b11 - 2.118573403024 b43 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e274: - 2.118573403024 b10 - 2.118573403024 b44 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e275: - 2.118573403024 b11 - 2.118573403024 b45 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e276: - 2.118573403024 b10 - 2.118573403024 b46 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e277: - 2.118573403024 b11 - 2.118573403024 b47 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e278: - 4.509770398884 b10 - 4.509770398884 b48 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e279: - 4.509770398884 b11 - 4.509770398884 b49 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e280: - 4.509770398884 b10 - 4.509770398884 b50 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e281: - 4.509770398884 b11 - 4.509770398884 b51 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e282: - 4.509770398884 b10 - 4.509770398884 b52 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e283: - 4.509770398884 b11 - 4.509770398884 b53 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e284: - 4.509770398884 b10 - 4.509770398884 b54 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e285: - 4.509770398884 b11 - 4.509770398884 b55 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e286: - 6.408451746064 b10 - 6.408451746064 b56 + x413^2 - 2 x413 x459 + x414^2 - 2 x414 x460 + x459^2 + x460^2 >= -6.408451746064 e287: - 6.408451746064 b11 - 6.408451746064 b57 + x413^2 - 2 x413 x459 + x414^2 - 2 x414 x460 + x459^2 + x460^2 >= -6.408451746064 e288: - 6.408451746064 b10 - 6.408451746064 b58 + x413^2 - 2 x413 x461 + x414^2 - 2 x414 x462 + x461^2 + x462^2 >= -6.408451746064 e289: - 6.408451746064 b11 - 6.408451746064 b59 + x413^2 - 2 x413 x461 + x414^2 - 2 x414 x462 + x461^2 + x462^2 >= -6.408451746064 e290: - 6.408451746064 b10 - 6.408451746064 b60 + x413^2 - 2 x413 x463 + x414^2 - 2 x414 x464 + x463^2 + x464^2 >= -6.408451746064 e291: - 6.408451746064 b11 - 6.408451746064 b61 + x413^2 - 2 x413 x463 + x414^2 - 2 x414 x464 + x463^2 + x464^2 >= -6.408451746064 e292: - 1.436939228176 b2 - 1.436939228176 b12 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e293: - 1.436939228176 b3 - 1.436939228176 b13 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e294: - 1.436939228176 b4 - 1.436939228176 b12 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e295: - 1.436939228176 b5 - 1.436939228176 b13 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e296: - 1.436939228176 b6 - 1.436939228176 b12 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e297: - 1.436939228176 b7 - 1.436939228176 b13 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e298: - 1.436939228176 b8 - 1.436939228176 b12 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e299: - 1.436939228176 b9 - 1.436939228176 b13 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e300: - 1.436939228176 b10 - 1.436939228176 b12 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e301: - 1.436939228176 b11 - 1.436939228176 b13 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e302: - 1.436939228176 b12 - 1.436939228176 b14 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e303: - 1.436939228176 b13 - 1.436939228176 b15 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e304: - 1.436939228176 b12 - 1.436939228176 b16 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e305: - 1.436939228176 b13 - 1.436939228176 b17 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e306: - 1.436939228176 b12 - 1.436939228176 b18 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e307: - 1.436939228176 b13 - 1.436939228176 b19 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e308: - 1.436939228176 b12 - 1.436939228176 b20 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e309: - 1.436939228176 b13 - 1.436939228176 b21 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e310: - .887203867225 b12 - .887203867225 b22 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e311: - .887203867225 b13 - .887203867225 b23 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e312: - .887203867225 b12 - .887203867225 b24 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e313: - .887203867225 b13 - .887203867225 b25 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e314: - .887203867225 b12 - .887203867225 b26 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e315: - .887203867225 b13 - .887203867225 b27 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e316: - .887203867225 b12 - .887203867225 b28 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e317: - .887203867225 b13 - .887203867225 b29 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e318: - .887203867225 b12 - .887203867225 b30 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e319: - .887203867225 b13 - .887203867225 b31 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e320: - .887203867225 b12 - .887203867225 b32 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e321: - .887203867225 b13 - .887203867225 b33 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e322: - .887203867225 b12 - .887203867225 b34 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e323: - .887203867225 b13 - .887203867225 b35 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e324: - .887203867225 b12 - .887203867225 b36 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e325: - .887203867225 b13 - .887203867225 b37 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e326: - 2.118573403024 b12 - 2.118573403024 b38 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e327: - 2.118573403024 b13 - 2.118573403024 b39 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e328: - 2.118573403024 b12 - 2.118573403024 b40 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e329: - 2.118573403024 b13 - 2.118573403024 b41 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e330: - 2.118573403024 b12 - 2.118573403024 b42 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e331: - 2.118573403024 b13 - 2.118573403024 b43 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e332: - 2.118573403024 b12 - 2.118573403024 b44 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e333: - 2.118573403024 b13 - 2.118573403024 b45 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e334: - 2.118573403024 b12 - 2.118573403024 b46 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e335: - 2.118573403024 b13 - 2.118573403024 b47 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e336: - 4.509770398884 b12 - 4.509770398884 b48 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e337: - 4.509770398884 b13 - 4.509770398884 b49 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e338: - 4.509770398884 b12 - 4.509770398884 b50 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e339: - 4.509770398884 b13 - 4.509770398884 b51 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e340: - 4.509770398884 b12 - 4.509770398884 b52 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e341: - 4.509770398884 b13 - 4.509770398884 b53 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e342: - 4.509770398884 b12 - 4.509770398884 b54 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e343: - 4.509770398884 b13 - 4.509770398884 b55 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e344: - 6.408451746064 b12 - 6.408451746064 b56 + x415^2 - 2 x415 x459 + x416^2 - 2 x416 x460 + x459^2 + x460^2 >= -6.408451746064 e345: - 6.408451746064 b13 - 6.408451746064 b57 + x415^2 - 2 x415 x459 + x416^2 - 2 x416 x460 + x459^2 + x460^2 >= -6.408451746064 e346: - 6.408451746064 b12 - 6.408451746064 b58 + x415^2 - 2 x415 x461 + x416^2 - 2 x416 x462 + x461^2 + x462^2 >= -6.408451746064 e347: - 6.408451746064 b13 - 6.408451746064 b59 + x415^2 - 2 x415 x461 + x416^2 - 2 x416 x462 + x461^2 + x462^2 >= -6.408451746064 e348: - 6.408451746064 b12 - 6.408451746064 b60 + x415^2 - 2 x415 x463 + x416^2 - 2 x416 x464 + x463^2 + x464^2 >= -6.408451746064 e349: - 6.408451746064 b13 - 6.408451746064 b61 + x415^2 - 2 x415 x463 + x416^2 - 2 x416 x464 + x463^2 + x464^2 >= -6.408451746064 e350: - 1.436939228176 b2 - 1.436939228176 b14 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e351: - 1.436939228176 b3 - 1.436939228176 b15 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e352: - 1.436939228176 b4 - 1.436939228176 b14 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e353: - 1.436939228176 b5 - 1.436939228176 b15 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e354: - 1.436939228176 b6 - 1.436939228176 b14 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e355: - 1.436939228176 b7 - 1.436939228176 b15 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e356: - 1.436939228176 b8 - 1.436939228176 b14 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e357: - 1.436939228176 b9 - 1.436939228176 b15 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e358: - 1.436939228176 b10 - 1.436939228176 b14 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e359: - 1.436939228176 b11 - 1.436939228176 b15 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e360: - 1.436939228176 b12 - 1.436939228176 b14 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e361: - 1.436939228176 b13 - 1.436939228176 b15 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e362: - 1.436939228176 b14 - 1.436939228176 b16 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e363: - 1.436939228176 b15 - 1.436939228176 b17 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e364: - 1.436939228176 b14 - 1.436939228176 b18 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e365: - 1.436939228176 b15 - 1.436939228176 b19 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e366: - 1.436939228176 b14 - 1.436939228176 b20 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e367: - 1.436939228176 b15 - 1.436939228176 b21 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e368: - .887203867225 b14 - .887203867225 b22 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e369: - .887203867225 b15 - .887203867225 b23 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e370: - .887203867225 b14 - .887203867225 b24 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e371: - .887203867225 b15 - .887203867225 b25 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e372: - .887203867225 b14 - .887203867225 b26 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e373: - .887203867225 b15 - .887203867225 b27 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e374: - .887203867225 b14 - .887203867225 b28 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e375: - .887203867225 b15 - .887203867225 b29 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e376: - .887203867225 b14 - .887203867225 b30 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e377: - .887203867225 b15 - .887203867225 b31 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e378: - .887203867225 b14 - .887203867225 b32 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e379: - .887203867225 b15 - .887203867225 b33 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e380: - .887203867225 b14 - .887203867225 b34 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e381: - .887203867225 b15 - .887203867225 b35 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e382: - .887203867225 b14 - .887203867225 b36 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e383: - .887203867225 b15 - .887203867225 b37 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e384: - 2.118573403024 b14 - 2.118573403024 b38 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e385: - 2.118573403024 b15 - 2.118573403024 b39 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e386: - 2.118573403024 b14 - 2.118573403024 b40 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e387: - 2.118573403024 b15 - 2.118573403024 b41 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e388: - 2.118573403024 b14 - 2.118573403024 b42 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e389: - 2.118573403024 b15 - 2.118573403024 b43 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e390: - 2.118573403024 b14 - 2.118573403024 b44 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e391: - 2.118573403024 b15 - 2.118573403024 b45 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e392: - 2.118573403024 b14 - 2.118573403024 b46 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e393: - 2.118573403024 b15 - 2.118573403024 b47 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e394: - 4.509770398884 b14 - 4.509770398884 b48 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e395: - 4.509770398884 b15 - 4.509770398884 b49 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e396: - 4.509770398884 b14 - 4.509770398884 b50 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e397: - 4.509770398884 b15 - 4.509770398884 b51 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e398: - 4.509770398884 b14 - 4.509770398884 b52 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e399: - 4.509770398884 b15 - 4.509770398884 b53 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e400: - 4.509770398884 b14 - 4.509770398884 b54 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e401: - 4.509770398884 b15 - 4.509770398884 b55 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e402: - 6.408451746064 b14 - 6.408451746064 b56 + x417^2 - 2 x417 x459 + x418^2 - 2 x418 x460 + x459^2 + x460^2 >= -6.408451746064 e403: - 6.408451746064 b15 - 6.408451746064 b57 + x417^2 - 2 x417 x459 + x418^2 - 2 x418 x460 + x459^2 + x460^2 >= -6.408451746064 e404: - 6.408451746064 b14 - 6.408451746064 b58 + x417^2 - 2 x417 x461 + x418^2 - 2 x418 x462 + x461^2 + x462^2 >= -6.408451746064 e405: - 6.408451746064 b15 - 6.408451746064 b59 + x417^2 - 2 x417 x461 + x418^2 - 2 x418 x462 + x461^2 + x462^2 >= -6.408451746064 e406: - 6.408451746064 b14 - 6.408451746064 b60 + x417^2 - 2 x417 x463 + x418^2 - 2 x418 x464 + x463^2 + x464^2 >= -6.408451746064 e407: - 6.408451746064 b15 - 6.408451746064 b61 + x417^2 - 2 x417 x463 + x418^2 - 2 x418 x464 + x463^2 + x464^2 >= -6.408451746064 e408: - 1.436939228176 b2 - 1.436939228176 b16 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e409: - 1.436939228176 b3 - 1.436939228176 b17 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e410: - 1.436939228176 b4 - 1.436939228176 b16 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e411: - 1.436939228176 b5 - 1.436939228176 b17 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e412: - 1.436939228176 b6 - 1.436939228176 b16 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e413: - 1.436939228176 b7 - 1.436939228176 b17 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e414: - 1.436939228176 b8 - 1.436939228176 b16 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e415: - 1.436939228176 b9 - 1.436939228176 b17 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e416: - 1.436939228176 b10 - 1.436939228176 b16 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e417: - 1.436939228176 b11 - 1.436939228176 b17 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e418: - 1.436939228176 b12 - 1.436939228176 b16 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e419: - 1.436939228176 b13 - 1.436939228176 b17 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e420: - 1.436939228176 b14 - 1.436939228176 b16 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e421: - 1.436939228176 b15 - 1.436939228176 b17 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e422: - 1.436939228176 b16 - 1.436939228176 b18 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e423: - 1.436939228176 b17 - 1.436939228176 b19 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e424: - 1.436939228176 b16 - 1.436939228176 b20 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e425: - 1.436939228176 b17 - 1.436939228176 b21 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e426: - .887203867225 b16 - .887203867225 b22 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e427: - .887203867225 b17 - .887203867225 b23 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e428: - .887203867225 b16 - .887203867225 b24 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e429: - .887203867225 b17 - .887203867225 b25 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e430: - .887203867225 b16 - .887203867225 b26 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e431: - .887203867225 b17 - .887203867225 b27 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e432: - .887203867225 b16 - .887203867225 b28 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e433: - .887203867225 b17 - .887203867225 b29 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e434: - .887203867225 b16 - .887203867225 b30 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e435: - .887203867225 b17 - .887203867225 b31 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e436: - .887203867225 b16 - .887203867225 b32 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e437: - .887203867225 b17 - .887203867225 b33 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e438: - .887203867225 b16 - .887203867225 b34 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e439: - .887203867225 b17 - .887203867225 b35 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e440: - .887203867225 b16 - .887203867225 b36 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e441: - .887203867225 b17 - .887203867225 b37 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e442: - 2.118573403024 b16 - 2.118573403024 b38 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e443: - 2.118573403024 b17 - 2.118573403024 b39 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e444: - 2.118573403024 b16 - 2.118573403024 b40 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e445: - 2.118573403024 b17 - 2.118573403024 b41 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e446: - 2.118573403024 b16 - 2.118573403024 b42 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e447: - 2.118573403024 b17 - 2.118573403024 b43 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e448: - 2.118573403024 b16 - 2.118573403024 b44 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e449: - 2.118573403024 b17 - 2.118573403024 b45 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e450: - 2.118573403024 b16 - 2.118573403024 b46 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e451: - 2.118573403024 b17 - 2.118573403024 b47 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e452: - 4.509770398884 b16 - 4.509770398884 b48 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e453: - 4.509770398884 b17 - 4.509770398884 b49 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e454: - 4.509770398884 b16 - 4.509770398884 b50 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e455: - 4.509770398884 b17 - 4.509770398884 b51 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e456: - 4.509770398884 b16 - 4.509770398884 b52 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e457: - 4.509770398884 b17 - 4.509770398884 b53 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e458: - 4.509770398884 b16 - 4.509770398884 b54 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e459: - 4.509770398884 b17 - 4.509770398884 b55 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e460: - 6.408451746064 b16 - 6.408451746064 b56 + x419^2 - 2 x419 x459 + x420^2 - 2 x420 x460 + x459^2 + x460^2 >= -6.408451746064 e461: - 6.408451746064 b17 - 6.408451746064 b57 + x419^2 - 2 x419 x459 + x420^2 - 2 x420 x460 + x459^2 + x460^2 >= -6.408451746064 e462: - 6.408451746064 b16 - 6.408451746064 b58 + x419^2 - 2 x419 x461 + x420^2 - 2 x420 x462 + x461^2 + x462^2 >= -6.408451746064 e463: - 6.408451746064 b17 - 6.408451746064 b59 + x419^2 - 2 x419 x461 + x420^2 - 2 x420 x462 + x461^2 + x462^2 >= -6.408451746064 e464: - 6.408451746064 b16 - 6.408451746064 b60 + x419^2 - 2 x419 x463 + x420^2 - 2 x420 x464 + x463^2 + x464^2 >= -6.408451746064 e465: - 6.408451746064 b17 - 6.408451746064 b61 + x419^2 - 2 x419 x463 + x420^2 - 2 x420 x464 + x463^2 + x464^2 >= -6.408451746064 e466: - 1.436939228176 b2 - 1.436939228176 b18 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e467: - 1.436939228176 b3 - 1.436939228176 b19 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e468: - 1.436939228176 b4 - 1.436939228176 b18 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e469: - 1.436939228176 b5 - 1.436939228176 b19 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e470: - 1.436939228176 b6 - 1.436939228176 b18 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e471: - 1.436939228176 b7 - 1.436939228176 b19 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e472: - 1.436939228176 b8 - 1.436939228176 b18 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e473: - 1.436939228176 b9 - 1.436939228176 b19 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e474: - 1.436939228176 b10 - 1.436939228176 b18 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e475: - 1.436939228176 b11 - 1.436939228176 b19 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e476: - 1.436939228176 b12 - 1.436939228176 b18 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e477: - 1.436939228176 b13 - 1.436939228176 b19 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e478: - 1.436939228176 b14 - 1.436939228176 b18 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e479: - 1.436939228176 b15 - 1.436939228176 b19 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e480: - 1.436939228176 b16 - 1.436939228176 b18 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e481: - 1.436939228176 b17 - 1.436939228176 b19 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e482: - 1.436939228176 b18 - 1.436939228176 b20 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e483: - 1.436939228176 b19 - 1.436939228176 b21 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e484: - .887203867225 b18 - .887203867225 b22 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e485: - .887203867225 b19 - .887203867225 b23 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e486: - .887203867225 b18 - .887203867225 b24 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e487: - .887203867225 b19 - .887203867225 b25 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e488: - .887203867225 b18 - .887203867225 b26 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e489: - .887203867225 b19 - .887203867225 b27 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e490: - .887203867225 b18 - .887203867225 b28 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e491: - .887203867225 b19 - .887203867225 b29 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e492: - .887203867225 b18 - .887203867225 b30 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e493: - .887203867225 b19 - .887203867225 b31 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e494: - .887203867225 b18 - .887203867225 b32 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e495: - .887203867225 b19 - .887203867225 b33 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e496: - .887203867225 b18 - .887203867225 b34 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e497: - .887203867225 b19 - .887203867225 b35 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e498: - .887203867225 b18 - .887203867225 b36 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e499: - .887203867225 b19 - .887203867225 b37 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e500: - 2.118573403024 b18 - 2.118573403024 b38 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e501: - 2.118573403024 b19 - 2.118573403024 b39 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e502: - 2.118573403024 b18 - 2.118573403024 b40 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e503: - 2.118573403024 b19 - 2.118573403024 b41 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e504: - 2.118573403024 b18 - 2.118573403024 b42 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e505: - 2.118573403024 b19 - 2.118573403024 b43 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e506: - 2.118573403024 b18 - 2.118573403024 b44 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e507: - 2.118573403024 b19 - 2.118573403024 b45 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e508: - 2.118573403024 b18 - 2.118573403024 b46 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e509: - 2.118573403024 b19 - 2.118573403024 b47 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e510: - 4.509770398884 b18 - 4.509770398884 b48 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e511: - 4.509770398884 b19 - 4.509770398884 b49 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e512: - 4.509770398884 b18 - 4.509770398884 b50 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e513: - 4.509770398884 b19 - 4.509770398884 b51 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e514: - 4.509770398884 b18 - 4.509770398884 b52 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e515: - 4.509770398884 b19 - 4.509770398884 b53 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e516: - 4.509770398884 b18 - 4.509770398884 b54 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e517: - 4.509770398884 b19 - 4.509770398884 b55 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e518: - 6.408451746064 b18 - 6.408451746064 b56 + x421^2 - 2 x421 x459 + x422^2 - 2 x422 x460 + x459^2 + x460^2 >= -6.408451746064 e519: - 6.408451746064 b19 - 6.408451746064 b57 + x421^2 - 2 x421 x459 + x422^2 - 2 x422 x460 + x459^2 + x460^2 >= -6.408451746064 e520: - 6.408451746064 b18 - 6.408451746064 b58 + x421^2 - 2 x421 x461 + x422^2 - 2 x422 x462 + x461^2 + x462^2 >= -6.408451746064 e521: - 6.408451746064 b19 - 6.408451746064 b59 + x421^2 - 2 x421 x461 + x422^2 - 2 x422 x462 + x461^2 + x462^2 >= -6.408451746064 e522: - 6.408451746064 b18 - 6.408451746064 b60 + x421^2 - 2 x421 x463 + x422^2 - 2 x422 x464 + x463^2 + x464^2 >= -6.408451746064 e523: - 6.408451746064 b19 - 6.408451746064 b61 + x421^2 - 2 x421 x463 + x422^2 - 2 x422 x464 + x463^2 + x464^2 >= -6.408451746064 e524: - 1.436939228176 b2 - 1.436939228176 b20 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e525: - 1.436939228176 b3 - 1.436939228176 b21 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e526: - 1.436939228176 b4 - 1.436939228176 b20 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e527: - 1.436939228176 b5 - 1.436939228176 b21 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e528: - 1.436939228176 b6 - 1.436939228176 b20 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e529: - 1.436939228176 b7 - 1.436939228176 b21 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e530: - 1.436939228176 b8 - 1.436939228176 b20 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e531: - 1.436939228176 b9 - 1.436939228176 b21 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e532: - 1.436939228176 b10 - 1.436939228176 b20 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e533: - 1.436939228176 b11 - 1.436939228176 b21 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e534: - 1.436939228176 b12 - 1.436939228176 b20 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e535: - 1.436939228176 b13 - 1.436939228176 b21 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e536: - 1.436939228176 b14 - 1.436939228176 b20 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e537: - 1.436939228176 b15 - 1.436939228176 b21 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e538: - 1.436939228176 b16 - 1.436939228176 b20 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e539: - 1.436939228176 b17 - 1.436939228176 b21 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e540: - 1.436939228176 b18 - 1.436939228176 b20 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e541: - 1.436939228176 b19 - 1.436939228176 b21 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e542: - .887203867225 b20 - .887203867225 b22 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e543: - .887203867225 b21 - .887203867225 b23 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e544: - .887203867225 b20 - .887203867225 b24 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e545: - .887203867225 b21 - .887203867225 b25 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e546: - .887203867225 b20 - .887203867225 b26 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e547: - .887203867225 b21 - .887203867225 b27 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e548: - .887203867225 b20 - .887203867225 b28 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e549: - .887203867225 b21 - .887203867225 b29 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e550: - .887203867225 b20 - .887203867225 b30 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e551: - .887203867225 b21 - .887203867225 b31 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e552: - .887203867225 b20 - .887203867225 b32 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e553: - .887203867225 b21 - .887203867225 b33 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e554: - .887203867225 b20 - .887203867225 b34 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e555: - .887203867225 b21 - .887203867225 b35 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e556: - .887203867225 b20 - .887203867225 b36 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e557: - .887203867225 b21 - .887203867225 b37 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e558: - 2.118573403024 b20 - 2.118573403024 b38 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e559: - 2.118573403024 b21 - 2.118573403024 b39 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e560: - 2.118573403024 b20 - 2.118573403024 b40 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e561: - 2.118573403024 b21 - 2.118573403024 b41 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e562: - 2.118573403024 b20 - 2.118573403024 b42 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e563: - 2.118573403024 b21 - 2.118573403024 b43 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e564: - 2.118573403024 b20 - 2.118573403024 b44 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e565: - 2.118573403024 b21 - 2.118573403024 b45 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e566: - 2.118573403024 b20 - 2.118573403024 b46 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e567: - 2.118573403024 b21 - 2.118573403024 b47 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e568: - 4.509770398884 b20 - 4.509770398884 b48 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e569: - 4.509770398884 b21 - 4.509770398884 b49 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e570: - 4.509770398884 b20 - 4.509770398884 b50 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e571: - 4.509770398884 b21 - 4.509770398884 b51 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e572: - 4.509770398884 b20 - 4.509770398884 b52 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e573: - 4.509770398884 b21 - 4.509770398884 b53 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e574: - 4.509770398884 b20 - 4.509770398884 b54 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e575: - 4.509770398884 b21 - 4.509770398884 b55 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e576: - 6.408451746064 b20 - 6.408451746064 b56 + x423^2 - 2 x423 x459 + x424^2 - 2 x424 x460 + x459^2 + x460^2 >= -6.408451746064 e577: - 6.408451746064 b21 - 6.408451746064 b57 + x423^2 - 2 x423 x459 + x424^2 - 2 x424 x460 + x459^2 + x460^2 >= -6.408451746064 e578: - 6.408451746064 b20 - 6.408451746064 b58 + x423^2 - 2 x423 x461 + x424^2 - 2 x424 x462 + x461^2 + x462^2 >= -6.408451746064 e579: - 6.408451746064 b21 - 6.408451746064 b59 + x423^2 - 2 x423 x461 + x424^2 - 2 x424 x462 + x461^2 + x462^2 >= -6.408451746064 e580: - 6.408451746064 b20 - 6.408451746064 b60 + x423^2 - 2 x423 x463 + x424^2 - 2 x424 x464 + x463^2 + x464^2 >= -6.408451746064 e581: - 6.408451746064 b21 - 6.408451746064 b61 + x423^2 - 2 x423 x463 + x424^2 - 2 x424 x464 + x463^2 + x464^2 >= -6.408451746064 e582: - .887203867225 b2 - .887203867225 b22 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e583: - .887203867225 b3 - .887203867225 b23 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e584: - .887203867225 b4 - .887203867225 b22 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e585: - .887203867225 b5 - .887203867225 b23 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e586: - .887203867225 b6 - .887203867225 b22 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e587: - .887203867225 b7 - .887203867225 b23 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e588: - .887203867225 b8 - .887203867225 b22 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e589: - .887203867225 b9 - .887203867225 b23 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e590: - .887203867225 b10 - .887203867225 b22 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e591: - .887203867225 b11 - .887203867225 b23 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e592: - .887203867225 b12 - .887203867225 b22 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e593: - .887203867225 b13 - .887203867225 b23 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e594: - .887203867225 b14 - .887203867225 b22 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e595: - .887203867225 b15 - .887203867225 b23 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e596: - .887203867225 b16 - .887203867225 b22 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e597: - .887203867225 b17 - .887203867225 b23 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e598: - .887203867225 b18 - .887203867225 b22 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e599: - .887203867225 b19 - .887203867225 b23 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e600: - .887203867225 b20 - .887203867225 b22 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e601: - .887203867225 b21 - .887203867225 b23 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e602: - .469370231236 b22 - .469370231236 b24 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e603: - .469370231236 b23 - .469370231236 b25 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e604: - .469370231236 b22 - .469370231236 b26 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e605: - .469370231236 b23 - .469370231236 b27 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e606: - .469370231236 b22 - .469370231236 b28 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e607: - .469370231236 b23 - .469370231236 b29 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e608: - .469370231236 b22 - .469370231236 b30 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e609: - .469370231236 b23 - .469370231236 b31 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e610: - .469370231236 b22 - .469370231236 b32 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e611: - .469370231236 b23 - .469370231236 b33 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e612: - .469370231236 b22 - .469370231236 b34 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e613: - .469370231236 b23 - .469370231236 b35 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e614: - .469370231236 b22 - .469370231236 b36 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e615: - .469370231236 b23 - .469370231236 b37 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e616: - 1.436936830729 b22 - 1.436936830729 b38 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e617: - 1.436936830729 b23 - 1.436936830729 b39 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e618: - 1.436936830729 b22 - 1.436936830729 b40 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e619: - 1.436936830729 b23 - 1.436936830729 b41 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e620: - 1.436936830729 b22 - 1.436936830729 b42 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e621: - 1.436936830729 b23 - 1.436936830729 b43 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e622: - 1.436936830729 b22 - 1.436936830729 b44 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e623: - 1.436936830729 b23 - 1.436936830729 b45 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e624: - 1.436936830729 b22 - 1.436936830729 b46 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e625: - 1.436936830729 b23 - 1.436936830729 b47 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e626: - 3.484990776969 b22 - 3.484990776969 b48 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e627: - 3.484990776969 b23 - 3.484990776969 b49 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e628: - 3.484990776969 b22 - 3.484990776969 b50 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e629: - 3.484990776969 b23 - 3.484990776969 b51 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e630: - 3.484990776969 b22 - 3.484990776969 b52 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e631: - 3.484990776969 b23 - 3.484990776969 b53 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e632: - 3.484990776969 b22 - 3.484990776969 b54 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e633: - 3.484990776969 b23 - 3.484990776969 b55 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e634: - 5.174182750489 b22 - 5.174182750489 b56 + x425^2 - 2 x425 x459 + x426^2 - 2 x426 x460 + x459^2 + x460^2 >= -5.174182750489 e635: - 5.174182750489 b23 - 5.174182750489 b57 + x425^2 - 2 x425 x459 + x426^2 - 2 x426 x460 + x459^2 + x460^2 >= -5.174182750489 e636: - 5.174182750489 b22 - 5.174182750489 b58 + x425^2 - 2 x425 x461 + x426^2 - 2 x426 x462 + x461^2 + x462^2 >= -5.174182750489 e637: - 5.174182750489 b23 - 5.174182750489 b59 + x425^2 - 2 x425 x461 + x426^2 - 2 x426 x462 + x461^2 + x462^2 >= -5.174182750489 e638: - 5.174182750489 b22 - 5.174182750489 b60 + x425^2 - 2 x425 x463 + x426^2 - 2 x426 x464 + x463^2 + x464^2 >= -5.174182750489 e639: - 5.174182750489 b23 - 5.174182750489 b61 + x425^2 - 2 x425 x463 + x426^2 - 2 x426 x464 + x463^2 + x464^2 >= -5.174182750489 e640: - .887203867225 b2 - .887203867225 b24 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e641: - .887203867225 b3 - .887203867225 b25 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e642: - .887203867225 b4 - .887203867225 b24 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e643: - .887203867225 b5 - .887203867225 b25 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e644: - .887203867225 b6 - .887203867225 b24 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e645: - .887203867225 b7 - .887203867225 b25 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e646: - .887203867225 b8 - .887203867225 b24 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e647: - .887203867225 b9 - .887203867225 b25 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e648: - .887203867225 b10 - .887203867225 b24 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e649: - .887203867225 b11 - .887203867225 b25 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e650: - .887203867225 b12 - .887203867225 b24 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e651: - .887203867225 b13 - .887203867225 b25 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e652: - .887203867225 b14 - .887203867225 b24 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e653: - .887203867225 b15 - .887203867225 b25 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e654: - .887203867225 b16 - .887203867225 b24 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e655: - .887203867225 b17 - .887203867225 b25 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e656: - .887203867225 b18 - .887203867225 b24 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e657: - .887203867225 b19 - .887203867225 b25 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e658: - .887203867225 b20 - .887203867225 b24 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e659: - .887203867225 b21 - .887203867225 b25 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e660: - .469370231236 b22 - .469370231236 b24 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e661: - .469370231236 b23 - .469370231236 b25 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e662: - .469370231236 b24 - .469370231236 b26 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e663: - .469370231236 b25 - .469370231236 b27 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e664: - .469370231236 b24 - .469370231236 b28 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e665: - .469370231236 b25 - .469370231236 b29 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e666: - .469370231236 b24 - .469370231236 b30 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e667: - .469370231236 b25 - .469370231236 b31 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e668: - .469370231236 b24 - .469370231236 b32 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e669: - .469370231236 b25 - .469370231236 b33 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e670: - .469370231236 b24 - .469370231236 b34 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e671: - .469370231236 b25 - .469370231236 b35 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e672: - .469370231236 b24 - .469370231236 b36 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e673: - .469370231236 b25 - .469370231236 b37 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e674: - 1.436936830729 b24 - 1.436936830729 b38 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e675: - 1.436936830729 b25 - 1.436936830729 b39 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e676: - 1.436936830729 b24 - 1.436936830729 b40 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e677: - 1.436936830729 b25 - 1.436936830729 b41 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e678: - 1.436936830729 b24 - 1.436936830729 b42 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e679: - 1.436936830729 b25 - 1.436936830729 b43 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e680: - 1.436936830729 b24 - 1.436936830729 b44 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e681: - 1.436936830729 b25 - 1.436936830729 b45 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e682: - 1.436936830729 b24 - 1.436936830729 b46 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e683: - 1.436936830729 b25 - 1.436936830729 b47 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e684: - 3.484990776969 b24 - 3.484990776969 b48 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e685: - 3.484990776969 b25 - 3.484990776969 b49 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e686: - 3.484990776969 b24 - 3.484990776969 b50 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e687: - 3.484990776969 b25 - 3.484990776969 b51 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e688: - 3.484990776969 b24 - 3.484990776969 b52 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e689: - 3.484990776969 b25 - 3.484990776969 b53 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e690: - 3.484990776969 b24 - 3.484990776969 b54 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e691: - 3.484990776969 b25 - 3.484990776969 b55 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e692: - 5.174182750489 b24 - 5.174182750489 b56 + x427^2 - 2 x427 x459 + x428^2 - 2 x428 x460 + x459^2 + x460^2 >= -5.174182750489 e693: - 5.174182750489 b25 - 5.174182750489 b57 + x427^2 - 2 x427 x459 + x428^2 - 2 x428 x460 + x459^2 + x460^2 >= -5.174182750489 e694: - 5.174182750489 b24 - 5.174182750489 b58 + x427^2 - 2 x427 x461 + x428^2 - 2 x428 x462 + x461^2 + x462^2 >= -5.174182750489 e695: - 5.174182750489 b25 - 5.174182750489 b59 + x427^2 - 2 x427 x461 + x428^2 - 2 x428 x462 + x461^2 + x462^2 >= -5.174182750489 e696: - 5.174182750489 b24 - 5.174182750489 b60 + x427^2 - 2 x427 x463 + x428^2 - 2 x428 x464 + x463^2 + x464^2 >= -5.174182750489 e697: - 5.174182750489 b25 - 5.174182750489 b61 + x427^2 - 2 x427 x463 + x428^2 - 2 x428 x464 + x463^2 + x464^2 >= -5.174182750489 e698: - .887203867225 b2 - .887203867225 b26 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e699: - .887203867225 b3 - .887203867225 b27 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e700: - .887203867225 b4 - .887203867225 b26 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e701: - .887203867225 b5 - .887203867225 b27 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e702: - .887203867225 b6 - .887203867225 b26 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e703: - .887203867225 b7 - .887203867225 b27 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e704: - .887203867225 b8 - .887203867225 b26 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e705: - .887203867225 b9 - .887203867225 b27 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e706: - .887203867225 b10 - .887203867225 b26 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e707: - .887203867225 b11 - .887203867225 b27 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e708: - .887203867225 b12 - .887203867225 b26 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e709: - .887203867225 b13 - .887203867225 b27 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e710: - .887203867225 b14 - .887203867225 b26 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e711: - .887203867225 b15 - .887203867225 b27 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e712: - .887203867225 b16 - .887203867225 b26 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e713: - .887203867225 b17 - .887203867225 b27 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e714: - .887203867225 b18 - .887203867225 b26 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e715: - .887203867225 b19 - .887203867225 b27 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e716: - .887203867225 b20 - .887203867225 b26 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e717: - .887203867225 b21 - .887203867225 b27 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e718: - .469370231236 b22 - .469370231236 b26 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e719: - .469370231236 b23 - .469370231236 b27 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e720: - .469370231236 b24 - .469370231236 b26 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e721: - .469370231236 b25 - .469370231236 b27 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e722: - .469370231236 b26 - .469370231236 b28 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e723: - .469370231236 b27 - .469370231236 b29 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e724: - .469370231236 b26 - .469370231236 b30 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e725: - .469370231236 b27 - .469370231236 b31 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e726: - .469370231236 b26 - .469370231236 b32 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e727: - .469370231236 b27 - .469370231236 b33 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e728: - .469370231236 b26 - .469370231236 b34 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e729: - .469370231236 b27 - .469370231236 b35 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e730: - .469370231236 b26 - .469370231236 b36 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e731: - .469370231236 b27 - .469370231236 b37 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e732: - 1.436936830729 b26 - 1.436936830729 b38 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e733: - 1.436936830729 b27 - 1.436936830729 b39 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e734: - 1.436936830729 b26 - 1.436936830729 b40 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e735: - 1.436936830729 b27 - 1.436936830729 b41 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e736: - 1.436936830729 b26 - 1.436936830729 b42 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e737: - 1.436936830729 b27 - 1.436936830729 b43 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e738: - 1.436936830729 b26 - 1.436936830729 b44 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e739: - 1.436936830729 b27 - 1.436936830729 b45 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e740: - 1.436936830729 b26 - 1.436936830729 b46 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e741: - 1.436936830729 b27 - 1.436936830729 b47 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e742: - 3.484990776969 b26 - 3.484990776969 b48 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e743: - 3.484990776969 b27 - 3.484990776969 b49 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e744: - 3.484990776969 b26 - 3.484990776969 b50 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e745: - 3.484990776969 b27 - 3.484990776969 b51 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e746: - 3.484990776969 b26 - 3.484990776969 b52 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e747: - 3.484990776969 b27 - 3.484990776969 b53 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e748: - 3.484990776969 b26 - 3.484990776969 b54 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e749: - 3.484990776969 b27 - 3.484990776969 b55 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e750: - 5.174182750489 b26 - 5.174182750489 b56 + x429^2 - 2 x429 x459 + x430^2 - 2 x430 x460 + x459^2 + x460^2 >= -5.174182750489 e751: - 5.174182750489 b27 - 5.174182750489 b57 + x429^2 - 2 x429 x459 + x430^2 - 2 x430 x460 + x459^2 + x460^2 >= -5.174182750489 e752: - 5.174182750489 b26 - 5.174182750489 b58 + x429^2 - 2 x429 x461 + x430^2 - 2 x430 x462 + x461^2 + x462^2 >= -5.174182750489 e753: - 5.174182750489 b27 - 5.174182750489 b59 + x429^2 - 2 x429 x461 + x430^2 - 2 x430 x462 + x461^2 + x462^2 >= -5.174182750489 e754: - 5.174182750489 b26 - 5.174182750489 b60 + x429^2 - 2 x429 x463 + x430^2 - 2 x430 x464 + x463^2 + x464^2 >= -5.174182750489 e755: - 5.174182750489 b27 - 5.174182750489 b61 + x429^2 - 2 x429 x463 + x430^2 - 2 x430 x464 + x463^2 + x464^2 >= -5.174182750489 e756: - .887203867225 b2 - .887203867225 b28 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e757: - .887203867225 b3 - .887203867225 b29 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e758: - .887203867225 b4 - .887203867225 b28 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e759: - .887203867225 b5 - .887203867225 b29 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e760: - .887203867225 b6 - .887203867225 b28 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e761: - .887203867225 b7 - .887203867225 b29 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e762: - .887203867225 b8 - .887203867225 b28 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e763: - .887203867225 b9 - .887203867225 b29 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e764: - .887203867225 b10 - .887203867225 b28 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e765: - .887203867225 b11 - .887203867225 b29 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e766: - .887203867225 b12 - .887203867225 b28 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e767: - .887203867225 b13 - .887203867225 b29 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e768: - .887203867225 b14 - .887203867225 b28 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e769: - .887203867225 b15 - .887203867225 b29 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e770: - .887203867225 b16 - .887203867225 b28 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e771: - .887203867225 b17 - .887203867225 b29 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e772: - .887203867225 b18 - .887203867225 b28 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e773: - .887203867225 b19 - .887203867225 b29 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e774: - .887203867225 b20 - .887203867225 b28 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e775: - .887203867225 b21 - .887203867225 b29 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e776: - .469370231236 b22 - .469370231236 b28 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e777: - .469370231236 b23 - .469370231236 b29 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e778: - .469370231236 b24 - .469370231236 b28 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e779: - .469370231236 b25 - .469370231236 b29 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e780: - .469370231236 b26 - .469370231236 b28 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e781: - .469370231236 b27 - .469370231236 b29 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e782: - .469370231236 b28 - .469370231236 b30 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e783: - .469370231236 b29 - .469370231236 b31 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e784: - .469370231236 b28 - .469370231236 b32 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e785: - .469370231236 b29 - .469370231236 b33 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e786: - .469370231236 b28 - .469370231236 b34 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e787: - .469370231236 b29 - .469370231236 b35 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e788: - .469370231236 b28 - .469370231236 b36 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e789: - .469370231236 b29 - .469370231236 b37 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e790: - 1.436936830729 b28 - 1.436936830729 b38 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e791: - 1.436936830729 b29 - 1.436936830729 b39 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e792: - 1.436936830729 b28 - 1.436936830729 b40 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e793: - 1.436936830729 b29 - 1.436936830729 b41 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e794: - 1.436936830729 b28 - 1.436936830729 b42 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e795: - 1.436936830729 b29 - 1.436936830729 b43 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e796: - 1.436936830729 b28 - 1.436936830729 b44 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e797: - 1.436936830729 b29 - 1.436936830729 b45 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e798: - 1.436936830729 b28 - 1.436936830729 b46 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e799: - 1.436936830729 b29 - 1.436936830729 b47 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e800: - 3.484990776969 b28 - 3.484990776969 b48 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e801: - 3.484990776969 b29 - 3.484990776969 b49 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e802: - 3.484990776969 b28 - 3.484990776969 b50 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e803: - 3.484990776969 b29 - 3.484990776969 b51 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e804: - 3.484990776969 b28 - 3.484990776969 b52 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e805: - 3.484990776969 b29 - 3.484990776969 b53 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e806: - 3.484990776969 b28 - 3.484990776969 b54 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e807: - 3.484990776969 b29 - 3.484990776969 b55 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e808: - 5.174182750489 b28 - 5.174182750489 b56 + x431^2 - 2 x431 x459 + x432^2 - 2 x432 x460 + x459^2 + x460^2 >= -5.174182750489 e809: - 5.174182750489 b29 - 5.174182750489 b57 + x431^2 - 2 x431 x459 + x432^2 - 2 x432 x460 + x459^2 + x460^2 >= -5.174182750489 e810: - 5.174182750489 b28 - 5.174182750489 b58 + x431^2 - 2 x431 x461 + x432^2 - 2 x432 x462 + x461^2 + x462^2 >= -5.174182750489 e811: - 5.174182750489 b29 - 5.174182750489 b59 + x431^2 - 2 x431 x461 + x432^2 - 2 x432 x462 + x461^2 + x462^2 >= -5.174182750489 e812: - 5.174182750489 b28 - 5.174182750489 b60 + x431^2 - 2 x431 x463 + x432^2 - 2 x432 x464 + x463^2 + x464^2 >= -5.174182750489 e813: - 5.174182750489 b29 - 5.174182750489 b61 + x431^2 - 2 x431 x463 + x432^2 - 2 x432 x464 + x463^2 + x464^2 >= -5.174182750489 e814: - .887203867225 b2 - .887203867225 b30 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e815: - .887203867225 b3 - .887203867225 b31 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e816: - .887203867225 b4 - .887203867225 b30 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e817: - .887203867225 b5 - .887203867225 b31 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e818: - .887203867225 b6 - .887203867225 b30 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e819: - .887203867225 b7 - .887203867225 b31 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e820: - .887203867225 b8 - .887203867225 b30 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e821: - .887203867225 b9 - .887203867225 b31 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e822: - .887203867225 b10 - .887203867225 b30 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e823: - .887203867225 b11 - .887203867225 b31 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e824: - .887203867225 b12 - .887203867225 b30 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e825: - .887203867225 b13 - .887203867225 b31 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e826: - .887203867225 b14 - .887203867225 b30 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e827: - .887203867225 b15 - .887203867225 b31 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e828: - .887203867225 b16 - .887203867225 b30 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e829: - .887203867225 b17 - .887203867225 b31 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e830: - .887203867225 b18 - .887203867225 b30 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e831: - .887203867225 b19 - .887203867225 b31 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e832: - .887203867225 b20 - .887203867225 b30 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e833: - .887203867225 b21 - .887203867225 b31 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e834: - .469370231236 b22 - .469370231236 b30 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e835: - .469370231236 b23 - .469370231236 b31 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e836: - .469370231236 b24 - .469370231236 b30 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e837: - .469370231236 b25 - .469370231236 b31 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e838: - .469370231236 b26 - .469370231236 b30 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e839: - .469370231236 b27 - .469370231236 b31 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e840: - .469370231236 b28 - .469370231236 b30 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e841: - .469370231236 b29 - .469370231236 b31 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e842: - .469370231236 b30 - .469370231236 b32 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e843: - .469370231236 b31 - .469370231236 b33 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e844: - .469370231236 b30 - .469370231236 b34 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e845: - .469370231236 b31 - .469370231236 b35 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e846: - .469370231236 b30 - .469370231236 b36 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e847: - .469370231236 b31 - .469370231236 b37 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e848: - 1.436936830729 b30 - 1.436936830729 b38 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e849: - 1.436936830729 b31 - 1.436936830729 b39 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e850: - 1.436936830729 b30 - 1.436936830729 b40 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e851: - 1.436936830729 b31 - 1.436936830729 b41 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e852: - 1.436936830729 b30 - 1.436936830729 b42 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e853: - 1.436936830729 b31 - 1.436936830729 b43 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e854: - 1.436936830729 b30 - 1.436936830729 b44 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e855: - 1.436936830729 b31 - 1.436936830729 b45 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e856: - 1.436936830729 b30 - 1.436936830729 b46 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e857: - 1.436936830729 b31 - 1.436936830729 b47 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e858: - 3.484990776969 b30 - 3.484990776969 b48 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e859: - 3.484990776969 b31 - 3.484990776969 b49 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e860: - 3.484990776969 b30 - 3.484990776969 b50 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e861: - 3.484990776969 b31 - 3.484990776969 b51 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e862: - 3.484990776969 b30 - 3.484990776969 b52 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e863: - 3.484990776969 b31 - 3.484990776969 b53 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e864: - 3.484990776969 b30 - 3.484990776969 b54 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e865: - 3.484990776969 b31 - 3.484990776969 b55 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e866: - 5.174182750489 b30 - 5.174182750489 b56 + x433^2 - 2 x433 x459 + x434^2 - 2 x434 x460 + x459^2 + x460^2 >= -5.174182750489 e867: - 5.174182750489 b31 - 5.174182750489 b57 + x433^2 - 2 x433 x459 + x434^2 - 2 x434 x460 + x459^2 + x460^2 >= -5.174182750489 e868: - 5.174182750489 b30 - 5.174182750489 b58 + x433^2 - 2 x433 x461 + x434^2 - 2 x434 x462 + x461^2 + x462^2 >= -5.174182750489 e869: - 5.174182750489 b31 - 5.174182750489 b59 + x433^2 - 2 x433 x461 + x434^2 - 2 x434 x462 + x461^2 + x462^2 >= -5.174182750489 e870: - 5.174182750489 b30 - 5.174182750489 b60 + x433^2 - 2 x433 x463 + x434^2 - 2 x434 x464 + x463^2 + x464^2 >= -5.174182750489 e871: - 5.174182750489 b31 - 5.174182750489 b61 + x433^2 - 2 x433 x463 + x434^2 - 2 x434 x464 + x463^2 + x464^2 >= -5.174182750489 e872: - .887203867225 b2 - .887203867225 b32 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e873: - .887203867225 b3 - .887203867225 b33 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e874: - .887203867225 b4 - .887203867225 b32 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e875: - .887203867225 b5 - .887203867225 b33 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e876: - .887203867225 b6 - .887203867225 b32 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e877: - .887203867225 b7 - .887203867225 b33 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e878: - .887203867225 b8 - .887203867225 b32 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e879: - .887203867225 b9 - .887203867225 b33 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e880: - .887203867225 b10 - .887203867225 b32 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e881: - .887203867225 b11 - .887203867225 b33 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e882: - .887203867225 b12 - .887203867225 b32 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e883: - .887203867225 b13 - .887203867225 b33 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e884: - .887203867225 b14 - .887203867225 b32 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e885: - .887203867225 b15 - .887203867225 b33 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e886: - .887203867225 b16 - .887203867225 b32 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e887: - .887203867225 b17 - .887203867225 b33 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e888: - .887203867225 b18 - .887203867225 b32 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e889: - .887203867225 b19 - .887203867225 b33 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e890: - .887203867225 b20 - .887203867225 b32 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e891: - .887203867225 b21 - .887203867225 b33 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e892: - .469370231236 b22 - .469370231236 b32 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e893: - .469370231236 b23 - .469370231236 b33 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e894: - .469370231236 b24 - .469370231236 b32 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e895: - .469370231236 b25 - .469370231236 b33 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e896: - .469370231236 b26 - .469370231236 b32 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e897: - .469370231236 b27 - .469370231236 b33 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e898: - .469370231236 b28 - .469370231236 b32 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e899: - .469370231236 b29 - .469370231236 b33 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e900: - .469370231236 b30 - .469370231236 b32 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e901: - .469370231236 b31 - .469370231236 b33 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e902: - .469370231236 b32 - .469370231236 b34 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e903: - .469370231236 b33 - .469370231236 b35 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e904: - .469370231236 b32 - .469370231236 b36 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e905: - .469370231236 b33 - .469370231236 b37 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e906: - 1.436936830729 b32 - 1.436936830729 b38 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e907: - 1.436936830729 b33 - 1.436936830729 b39 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e908: - 1.436936830729 b32 - 1.436936830729 b40 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e909: - 1.436936830729 b33 - 1.436936830729 b41 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e910: - 1.436936830729 b32 - 1.436936830729 b42 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e911: - 1.436936830729 b33 - 1.436936830729 b43 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e912: - 1.436936830729 b32 - 1.436936830729 b44 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e913: - 1.436936830729 b33 - 1.436936830729 b45 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e914: - 1.436936830729 b32 - 1.436936830729 b46 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e915: - 1.436936830729 b33 - 1.436936830729 b47 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e916: - 3.484990776969 b32 - 3.484990776969 b48 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e917: - 3.484990776969 b33 - 3.484990776969 b49 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e918: - 3.484990776969 b32 - 3.484990776969 b50 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e919: - 3.484990776969 b33 - 3.484990776969 b51 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e920: - 3.484990776969 b32 - 3.484990776969 b52 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e921: - 3.484990776969 b33 - 3.484990776969 b53 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e922: - 3.484990776969 b32 - 3.484990776969 b54 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e923: - 3.484990776969 b33 - 3.484990776969 b55 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e924: - 5.174182750489 b32 - 5.174182750489 b56 + x435^2 - 2 x435 x459 + x436^2 - 2 x436 x460 + x459^2 + x460^2 >= -5.174182750489 e925: - 5.174182750489 b33 - 5.174182750489 b57 + x435^2 - 2 x435 x459 + x436^2 - 2 x436 x460 + x459^2 + x460^2 >= -5.174182750489 e926: - 5.174182750489 b32 - 5.174182750489 b58 + x435^2 - 2 x435 x461 + x436^2 - 2 x436 x462 + x461^2 + x462^2 >= -5.174182750489 e927: - 5.174182750489 b33 - 5.174182750489 b59 + x435^2 - 2 x435 x461 + x436^2 - 2 x436 x462 + x461^2 + x462^2 >= -5.174182750489 e928: - 5.174182750489 b32 - 5.174182750489 b60 + x435^2 - 2 x435 x463 + x436^2 - 2 x436 x464 + x463^2 + x464^2 >= -5.174182750489 e929: - 5.174182750489 b33 - 5.174182750489 b61 + x435^2 - 2 x435 x463 + x436^2 - 2 x436 x464 + x463^2 + x464^2 >= -5.174182750489 e930: - .887203867225 b2 - .887203867225 b34 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e931: - .887203867225 b3 - .887203867225 b35 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e932: - .887203867225 b4 - .887203867225 b34 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e933: - .887203867225 b5 - .887203867225 b35 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e934: - .887203867225 b6 - .887203867225 b34 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e935: - .887203867225 b7 - .887203867225 b35 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e936: - .887203867225 b8 - .887203867225 b34 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e937: - .887203867225 b9 - .887203867225 b35 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e938: - .887203867225 b10 - .887203867225 b34 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e939: - .887203867225 b11 - .887203867225 b35 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e940: - .887203867225 b12 - .887203867225 b34 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e941: - .887203867225 b13 - .887203867225 b35 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e942: - .887203867225 b14 - .887203867225 b34 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e943: - .887203867225 b15 - .887203867225 b35 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e944: - .887203867225 b16 - .887203867225 b34 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e945: - .887203867225 b17 - .887203867225 b35 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e946: - .887203867225 b18 - .887203867225 b34 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e947: - .887203867225 b19 - .887203867225 b35 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e948: - .887203867225 b20 - .887203867225 b34 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e949: - .887203867225 b21 - .887203867225 b35 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e950: - .469370231236 b22 - .469370231236 b34 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e951: - .469370231236 b23 - .469370231236 b35 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e952: - .469370231236 b24 - .469370231236 b34 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e953: - .469370231236 b25 - .469370231236 b35 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e954: - .469370231236 b26 - .469370231236 b34 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e955: - .469370231236 b27 - .469370231236 b35 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e956: - .469370231236 b28 - .469370231236 b34 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e957: - .469370231236 b29 - .469370231236 b35 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e958: - .469370231236 b30 - .469370231236 b34 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e959: - .469370231236 b31 - .469370231236 b35 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e960: - .469370231236 b32 - .469370231236 b34 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e961: - .469370231236 b33 - .469370231236 b35 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e962: - .469370231236 b34 - .469370231236 b36 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e963: - .469370231236 b35 - .469370231236 b37 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e964: - 1.436936830729 b34 - 1.436936830729 b38 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e965: - 1.436936830729 b35 - 1.436936830729 b39 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e966: - 1.436936830729 b34 - 1.436936830729 b40 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e967: - 1.436936830729 b35 - 1.436936830729 b41 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e968: - 1.436936830729 b34 - 1.436936830729 b42 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e969: - 1.436936830729 b35 - 1.436936830729 b43 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e970: - 1.436936830729 b34 - 1.436936830729 b44 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e971: - 1.436936830729 b35 - 1.436936830729 b45 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e972: - 1.436936830729 b34 - 1.436936830729 b46 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e973: - 1.436936830729 b35 - 1.436936830729 b47 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e974: - 3.484990776969 b34 - 3.484990776969 b48 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e975: - 3.484990776969 b35 - 3.484990776969 b49 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e976: - 3.484990776969 b34 - 3.484990776969 b50 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e977: - 3.484990776969 b35 - 3.484990776969 b51 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e978: - 3.484990776969 b34 - 3.484990776969 b52 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e979: - 3.484990776969 b35 - 3.484990776969 b53 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e980: - 3.484990776969 b34 - 3.484990776969 b54 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e981: - 3.484990776969 b35 - 3.484990776969 b55 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e982: - 5.174182750489 b34 - 5.174182750489 b56 + x437^2 - 2 x437 x459 + x438^2 - 2 x438 x460 + x459^2 + x460^2 >= -5.174182750489 e983: - 5.174182750489 b35 - 5.174182750489 b57 + x437^2 - 2 x437 x459 + x438^2 - 2 x438 x460 + x459^2 + x460^2 >= -5.174182750489 e984: - 5.174182750489 b34 - 5.174182750489 b58 + x437^2 - 2 x437 x461 + x438^2 - 2 x438 x462 + x461^2 + x462^2 >= -5.174182750489 e985: - 5.174182750489 b35 - 5.174182750489 b59 + x437^2 - 2 x437 x461 + x438^2 - 2 x438 x462 + x461^2 + x462^2 >= -5.174182750489 e986: - 5.174182750489 b34 - 5.174182750489 b60 + x437^2 - 2 x437 x463 + x438^2 - 2 x438 x464 + x463^2 + x464^2 >= -5.174182750489 e987: - 5.174182750489 b35 - 5.174182750489 b61 + x437^2 - 2 x437 x463 + x438^2 - 2 x438 x464 + x463^2 + x464^2 >= -5.174182750489 e988: - .887203867225 b2 - .887203867225 b36 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e989: - .887203867225 b3 - .887203867225 b37 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e990: - .887203867225 b4 - .887203867225 b36 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e991: - .887203867225 b5 - .887203867225 b37 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e992: - .887203867225 b6 - .887203867225 b36 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e993: - .887203867225 b7 - .887203867225 b37 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e994: - .887203867225 b8 - .887203867225 b36 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e995: - .887203867225 b9 - .887203867225 b37 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e996: - .887203867225 b10 - .887203867225 b36 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e997: - .887203867225 b11 - .887203867225 b37 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e998: - .887203867225 b12 - .887203867225 b36 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e999: - .887203867225 b13 - .887203867225 b37 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e1000: - .887203867225 b14 - .887203867225 b36 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e1001: - .887203867225 b15 - .887203867225 b37 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e1002: - .887203867225 b16 - .887203867225 b36 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e1003: - .887203867225 b17 - .887203867225 b37 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e1004: - .887203867225 b18 - .887203867225 b36 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e1005: - .887203867225 b19 - .887203867225 b37 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e1006: - .887203867225 b20 - .887203867225 b36 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e1007: - .887203867225 b21 - .887203867225 b37 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e1008: - .469370231236 b22 - .469370231236 b36 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1009: - .469370231236 b23 - .469370231236 b37 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1010: - .469370231236 b24 - .469370231236 b36 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1011: - .469370231236 b25 - .469370231236 b37 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1012: - .469370231236 b26 - .469370231236 b36 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1013: - .469370231236 b27 - .469370231236 b37 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1014: - .469370231236 b28 - .469370231236 b36 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1015: - .469370231236 b29 - .469370231236 b37 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1016: - .469370231236 b30 - .469370231236 b36 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1017: - .469370231236 b31 - .469370231236 b37 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1018: - .469370231236 b32 - .469370231236 b36 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1019: - .469370231236 b33 - .469370231236 b37 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1020: - .469370231236 b34 - .469370231236 b36 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1021: - .469370231236 b35 - .469370231236 b37 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1022: - 1.436936830729 b36 - 1.436936830729 b38 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e1023: - 1.436936830729 b37 - 1.436936830729 b39 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e1024: - 1.436936830729 b36 - 1.436936830729 b40 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e1025: - 1.436936830729 b37 - 1.436936830729 b41 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e1026: - 1.436936830729 b36 - 1.436936830729 b42 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e1027: - 1.436936830729 b37 - 1.436936830729 b43 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e1028: - 1.436936830729 b36 - 1.436936830729 b44 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e1029: - 1.436936830729 b37 - 1.436936830729 b45 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e1030: - 1.436936830729 b36 - 1.436936830729 b46 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e1031: - 1.436936830729 b37 - 1.436936830729 b47 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e1032: - 3.484990776969 b36 - 3.484990776969 b48 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e1033: - 3.484990776969 b37 - 3.484990776969 b49 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e1034: - 3.484990776969 b36 - 3.484990776969 b50 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e1035: - 3.484990776969 b37 - 3.484990776969 b51 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e1036: - 3.484990776969 b36 - 3.484990776969 b52 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e1037: - 3.484990776969 b37 - 3.484990776969 b53 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e1038: - 3.484990776969 b36 - 3.484990776969 b54 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e1039: - 3.484990776969 b37 - 3.484990776969 b55 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e1040: - 5.174182750489 b36 - 5.174182750489 b56 + x439^2 - 2 x439 x459 + x440^2 - 2 x440 x460 + x459^2 + x460^2 >= -5.174182750489 e1041: - 5.174182750489 b37 - 5.174182750489 b57 + x439^2 - 2 x439 x459 + x440^2 - 2 x440 x460 + x459^2 + x460^2 >= -5.174182750489 e1042: - 5.174182750489 b36 - 5.174182750489 b58 + x439^2 - 2 x439 x461 + x440^2 - 2 x440 x462 + x461^2 + x462^2 >= -5.174182750489 e1043: - 5.174182750489 b37 - 5.174182750489 b59 + x439^2 - 2 x439 x461 + x440^2 - 2 x440 x462 + x461^2 + x462^2 >= -5.174182750489 e1044: - 5.174182750489 b36 - 5.174182750489 b60 + x439^2 - 2 x439 x463 + x440^2 - 2 x440 x464 + x463^2 + x464^2 >= -5.174182750489 e1045: - 5.174182750489 b37 - 5.174182750489 b61 + x439^2 - 2 x439 x463 + x440^2 - 2 x440 x464 + x463^2 + x464^2 >= -5.174182750489 e1046: - 2.118573403024 b2 - 2.118573403024 b38 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e1047: - 2.118573403024 b3 - 2.118573403024 b39 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e1048: - 2.118573403024 b4 - 2.118573403024 b38 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e1049: - 2.118573403024 b5 - 2.118573403024 b39 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e1050: - 2.118573403024 b6 - 2.118573403024 b38 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e1051: - 2.118573403024 b7 - 2.118573403024 b39 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e1052: - 2.118573403024 b8 - 2.118573403024 b38 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e1053: - 2.118573403024 b9 - 2.118573403024 b39 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e1054: - 2.118573403024 b10 - 2.118573403024 b38 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e1055: - 2.118573403024 b11 - 2.118573403024 b39 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e1056: - 2.118573403024 b12 - 2.118573403024 b38 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e1057: - 2.118573403024 b13 - 2.118573403024 b39 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e1058: - 2.118573403024 b14 - 2.118573403024 b38 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e1059: - 2.118573403024 b15 - 2.118573403024 b39 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e1060: - 2.118573403024 b16 - 2.118573403024 b38 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e1061: - 2.118573403024 b17 - 2.118573403024 b39 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e1062: - 2.118573403024 b18 - 2.118573403024 b38 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e1063: - 2.118573403024 b19 - 2.118573403024 b39 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e1064: - 2.118573403024 b20 - 2.118573403024 b38 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e1065: - 2.118573403024 b21 - 2.118573403024 b39 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e1066: - 1.436936830729 b22 - 1.436936830729 b38 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e1067: - 1.436936830729 b23 - 1.436936830729 b39 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e1068: - 1.436936830729 b24 - 1.436936830729 b38 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e1069: - 1.436936830729 b25 - 1.436936830729 b39 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e1070: - 1.436936830729 b26 - 1.436936830729 b38 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e1071: - 1.436936830729 b27 - 1.436936830729 b39 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e1072: - 1.436936830729 b28 - 1.436936830729 b38 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e1073: - 1.436936830729 b29 - 1.436936830729 b39 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e1074: - 1.436936830729 b30 - 1.436936830729 b38 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e1075: - 1.436936830729 b31 - 1.436936830729 b39 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e1076: - 1.436936830729 b32 - 1.436936830729 b38 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e1077: - 1.436936830729 b33 - 1.436936830729 b39 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e1078: - 1.436936830729 b34 - 1.436936830729 b38 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e1079: - 1.436936830729 b35 - 1.436936830729 b39 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e1080: - 1.436936830729 b36 - 1.436936830729 b38 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e1081: - 1.436936830729 b37 - 1.436936830729 b39 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e1082: - 2.9321082756 b38 - 2.9321082756 b40 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e1083: - 2.9321082756 b39 - 2.9321082756 b41 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e1084: - 2.9321082756 b38 - 2.9321082756 b42 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e1085: - 2.9321082756 b39 - 2.9321082756 b43 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e1086: - 2.9321082756 b38 - 2.9321082756 b44 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e1087: - 2.9321082756 b39 - 2.9321082756 b45 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e1088: - 2.9321082756 b38 - 2.9321082756 b46 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e1089: - 2.9321082756 b39 - 2.9321082756 b47 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e1090: - 5.6664469849 b38 - 5.6664469849 b48 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e1091: - 5.6664469849 b39 - 5.6664469849 b49 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e1092: - 5.6664469849 b38 - 5.6664469849 b50 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e1093: - 5.6664469849 b39 - 5.6664469849 b51 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e1094: - 5.6664469849 b38 - 5.6664469849 b52 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e1095: - 5.6664469849 b39 - 5.6664469849 b53 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e1096: - 5.6664469849 b38 - 5.6664469849 b54 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e1097: - 5.6664469849 b39 - 5.6664469849 b55 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e1098: - 7.77461689 b38 - 7.77461689 b56 + x441^2 - 2 x441 x459 + x442^2 - 2 x442 x460 + x459^2 + x460^2 >= -7.77461689 e1099: - 7.77461689 b39 - 7.77461689 b57 + x441^2 - 2 x441 x459 + x442^2 - 2 x442 x460 + x459^2 + x460^2 >= -7.77461689 e1100: - 7.77461689 b38 - 7.77461689 b58 + x441^2 - 2 x441 x461 + x442^2 - 2 x442 x462 + x461^2 + x462^2 >= -7.77461689 e1101: - 7.77461689 b39 - 7.77461689 b59 + x441^2 - 2 x441 x461 + x442^2 - 2 x442 x462 + x461^2 + x462^2 >= -7.77461689 e1102: - 7.77461689 b38 - 7.77461689 b60 + x441^2 - 2 x441 x463 + x442^2 - 2 x442 x464 + x463^2 + x464^2 >= -7.77461689 e1103: - 7.77461689 b39 - 7.77461689 b61 + x441^2 - 2 x441 x463 + x442^2 - 2 x442 x464 + x463^2 + x464^2 >= -7.77461689 e1104: - 2.118573403024 b2 - 2.118573403024 b40 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e1105: - 2.118573403024 b3 - 2.118573403024 b41 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e1106: - 2.118573403024 b4 - 2.118573403024 b40 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e1107: - 2.118573403024 b5 - 2.118573403024 b41 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e1108: - 2.118573403024 b6 - 2.118573403024 b40 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e1109: - 2.118573403024 b7 - 2.118573403024 b41 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e1110: - 2.118573403024 b8 - 2.118573403024 b40 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e1111: - 2.118573403024 b9 - 2.118573403024 b41 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e1112: - 2.118573403024 b10 - 2.118573403024 b40 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e1113: - 2.118573403024 b11 - 2.118573403024 b41 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e1114: - 2.118573403024 b12 - 2.118573403024 b40 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e1115: - 2.118573403024 b13 - 2.118573403024 b41 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e1116: - 2.118573403024 b14 - 2.118573403024 b40 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e1117: - 2.118573403024 b15 - 2.118573403024 b41 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e1118: - 2.118573403024 b16 - 2.118573403024 b40 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e1119: - 2.118573403024 b17 - 2.118573403024 b41 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e1120: - 2.118573403024 b18 - 2.118573403024 b40 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e1121: - 2.118573403024 b19 - 2.118573403024 b41 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e1122: - 2.118573403024 b20 - 2.118573403024 b40 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e1123: - 2.118573403024 b21 - 2.118573403024 b41 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e1124: - 1.436936830729 b22 - 1.436936830729 b40 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e1125: - 1.436936830729 b23 - 1.436936830729 b41 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e1126: - 1.436936830729 b24 - 1.436936830729 b40 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e1127: - 1.436936830729 b25 - 1.436936830729 b41 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e1128: - 1.436936830729 b26 - 1.436936830729 b40 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e1129: - 1.436936830729 b27 - 1.436936830729 b41 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e1130: - 1.436936830729 b28 - 1.436936830729 b40 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e1131: - 1.436936830729 b29 - 1.436936830729 b41 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e1132: - 1.436936830729 b30 - 1.436936830729 b40 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e1133: - 1.436936830729 b31 - 1.436936830729 b41 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e1134: - 1.436936830729 b32 - 1.436936830729 b40 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e1135: - 1.436936830729 b33 - 1.436936830729 b41 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e1136: - 1.436936830729 b34 - 1.436936830729 b40 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e1137: - 1.436936830729 b35 - 1.436936830729 b41 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e1138: - 1.436936830729 b36 - 1.436936830729 b40 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e1139: - 1.436936830729 b37 - 1.436936830729 b41 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e1140: - 2.9321082756 b38 - 2.9321082756 b40 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e1141: - 2.9321082756 b39 - 2.9321082756 b41 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e1142: - 2.9321082756 b40 - 2.9321082756 b42 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e1143: - 2.9321082756 b41 - 2.9321082756 b43 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e1144: - 2.9321082756 b40 - 2.9321082756 b44 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e1145: - 2.9321082756 b41 - 2.9321082756 b45 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e1146: - 2.9321082756 b40 - 2.9321082756 b46 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e1147: - 2.9321082756 b41 - 2.9321082756 b47 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e1148: - 5.6664469849 b40 - 5.6664469849 b48 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e1149: - 5.6664469849 b41 - 5.6664469849 b49 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e1150: - 5.6664469849 b40 - 5.6664469849 b50 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e1151: - 5.6664469849 b41 - 5.6664469849 b51 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e1152: - 5.6664469849 b40 - 5.6664469849 b52 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e1153: - 5.6664469849 b41 - 5.6664469849 b53 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e1154: - 5.6664469849 b40 - 5.6664469849 b54 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e1155: - 5.6664469849 b41 - 5.6664469849 b55 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e1156: - 7.77461689 b40 - 7.77461689 b56 + x443^2 - 2 x443 x459 + x444^2 - 2 x444 x460 + x459^2 + x460^2 >= -7.77461689 e1157: - 7.77461689 b41 - 7.77461689 b57 + x443^2 - 2 x443 x459 + x444^2 - 2 x444 x460 + x459^2 + x460^2 >= -7.77461689 e1158: - 7.77461689 b40 - 7.77461689 b58 + x443^2 - 2 x443 x461 + x444^2 - 2 x444 x462 + x461^2 + x462^2 >= -7.77461689 e1159: - 7.77461689 b41 - 7.77461689 b59 + x443^2 - 2 x443 x461 + x444^2 - 2 x444 x462 + x461^2 + x462^2 >= -7.77461689 e1160: - 7.77461689 b40 - 7.77461689 b60 + x443^2 - 2 x443 x463 + x444^2 - 2 x444 x464 + x463^2 + x464^2 >= -7.77461689 e1161: - 7.77461689 b41 - 7.77461689 b61 + x443^2 - 2 x443 x463 + x444^2 - 2 x444 x464 + x463^2 + x464^2 >= -7.77461689 e1162: - 2.118573403024 b2 - 2.118573403024 b42 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e1163: - 2.118573403024 b3 - 2.118573403024 b43 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e1164: - 2.118573403024 b4 - 2.118573403024 b42 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e1165: - 2.118573403024 b5 - 2.118573403024 b43 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e1166: - 2.118573403024 b6 - 2.118573403024 b42 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e1167: - 2.118573403024 b7 - 2.118573403024 b43 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e1168: - 2.118573403024 b8 - 2.118573403024 b42 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e1169: - 2.118573403024 b9 - 2.118573403024 b43 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e1170: - 2.118573403024 b10 - 2.118573403024 b42 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e1171: - 2.118573403024 b11 - 2.118573403024 b43 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e1172: - 2.118573403024 b12 - 2.118573403024 b42 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e1173: - 2.118573403024 b13 - 2.118573403024 b43 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e1174: - 2.118573403024 b14 - 2.118573403024 b42 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e1175: - 2.118573403024 b15 - 2.118573403024 b43 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e1176: - 2.118573403024 b16 - 2.118573403024 b42 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e1177: - 2.118573403024 b17 - 2.118573403024 b43 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e1178: - 2.118573403024 b18 - 2.118573403024 b42 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e1179: - 2.118573403024 b19 - 2.118573403024 b43 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e1180: - 2.118573403024 b20 - 2.118573403024 b42 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e1181: - 2.118573403024 b21 - 2.118573403024 b43 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e1182: - 1.436936830729 b22 - 1.436936830729 b42 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e1183: - 1.436936830729 b23 - 1.436936830729 b43 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e1184: - 1.436936830729 b24 - 1.436936830729 b42 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e1185: - 1.436936830729 b25 - 1.436936830729 b43 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e1186: - 1.436936830729 b26 - 1.436936830729 b42 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e1187: - 1.436936830729 b27 - 1.436936830729 b43 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e1188: - 1.436936830729 b28 - 1.436936830729 b42 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e1189: - 1.436936830729 b29 - 1.436936830729 b43 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e1190: - 1.436936830729 b30 - 1.436936830729 b42 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e1191: - 1.436936830729 b31 - 1.436936830729 b43 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e1192: - 1.436936830729 b32 - 1.436936830729 b42 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e1193: - 1.436936830729 b33 - 1.436936830729 b43 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e1194: - 1.436936830729 b34 - 1.436936830729 b42 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e1195: - 1.436936830729 b35 - 1.436936830729 b43 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e1196: - 1.436936830729 b36 - 1.436936830729 b42 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e1197: - 1.436936830729 b37 - 1.436936830729 b43 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e1198: - 2.9321082756 b38 - 2.9321082756 b42 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e1199: - 2.9321082756 b39 - 2.9321082756 b43 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e1200: - 2.9321082756 b40 - 2.9321082756 b42 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e1201: - 2.9321082756 b41 - 2.9321082756 b43 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e1202: - 2.9321082756 b42 - 2.9321082756 b44 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e1203: - 2.9321082756 b43 - 2.9321082756 b45 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e1204: - 2.9321082756 b42 - 2.9321082756 b46 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e1205: - 2.9321082756 b43 - 2.9321082756 b47 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e1206: - 5.6664469849 b42 - 5.6664469849 b48 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e1207: - 5.6664469849 b43 - 5.6664469849 b49 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e1208: - 5.6664469849 b42 - 5.6664469849 b50 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e1209: - 5.6664469849 b43 - 5.6664469849 b51 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e1210: - 5.6664469849 b42 - 5.6664469849 b52 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e1211: - 5.6664469849 b43 - 5.6664469849 b53 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e1212: - 5.6664469849 b42 - 5.6664469849 b54 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e1213: - 5.6664469849 b43 - 5.6664469849 b55 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e1214: - 7.77461689 b42 - 7.77461689 b56 + x445^2 - 2 x445 x459 + x446^2 - 2 x446 x460 + x459^2 + x460^2 >= -7.77461689 e1215: - 7.77461689 b43 - 7.77461689 b57 + x445^2 - 2 x445 x459 + x446^2 - 2 x446 x460 + x459^2 + x460^2 >= -7.77461689 e1216: - 7.77461689 b42 - 7.77461689 b58 + x445^2 - 2 x445 x461 + x446^2 - 2 x446 x462 + x461^2 + x462^2 >= -7.77461689 e1217: - 7.77461689 b43 - 7.77461689 b59 + x445^2 - 2 x445 x461 + x446^2 - 2 x446 x462 + x461^2 + x462^2 >= -7.77461689 e1218: - 7.77461689 b42 - 7.77461689 b60 + x445^2 - 2 x445 x463 + x446^2 - 2 x446 x464 + x463^2 + x464^2 >= -7.77461689 e1219: - 7.77461689 b43 - 7.77461689 b61 + x445^2 - 2 x445 x463 + x446^2 - 2 x446 x464 + x463^2 + x464^2 >= -7.77461689 e1220: - 2.118573403024 b2 - 2.118573403024 b44 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e1221: - 2.118573403024 b3 - 2.118573403024 b45 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e1222: - 2.118573403024 b4 - 2.118573403024 b44 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e1223: - 2.118573403024 b5 - 2.118573403024 b45 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e1224: - 2.118573403024 b6 - 2.118573403024 b44 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e1225: - 2.118573403024 b7 - 2.118573403024 b45 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e1226: - 2.118573403024 b8 - 2.118573403024 b44 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e1227: - 2.118573403024 b9 - 2.118573403024 b45 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e1228: - 2.118573403024 b10 - 2.118573403024 b44 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e1229: - 2.118573403024 b11 - 2.118573403024 b45 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e1230: - 2.118573403024 b12 - 2.118573403024 b44 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e1231: - 2.118573403024 b13 - 2.118573403024 b45 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e1232: - 2.118573403024 b14 - 2.118573403024 b44 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e1233: - 2.118573403024 b15 - 2.118573403024 b45 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e1234: - 2.118573403024 b16 - 2.118573403024 b44 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e1235: - 2.118573403024 b17 - 2.118573403024 b45 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e1236: - 2.118573403024 b18 - 2.118573403024 b44 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e1237: - 2.118573403024 b19 - 2.118573403024 b45 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e1238: - 2.118573403024 b20 - 2.118573403024 b44 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e1239: - 2.118573403024 b21 - 2.118573403024 b45 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e1240: - 1.436936830729 b22 - 1.436936830729 b44 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e1241: - 1.436936830729 b23 - 1.436936830729 b45 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e1242: - 1.436936830729 b24 - 1.436936830729 b44 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e1243: - 1.436936830729 b25 - 1.436936830729 b45 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e1244: - 1.436936830729 b26 - 1.436936830729 b44 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e1245: - 1.436936830729 b27 - 1.436936830729 b45 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e1246: - 1.436936830729 b28 - 1.436936830729 b44 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e1247: - 1.436936830729 b29 - 1.436936830729 b45 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e1248: - 1.436936830729 b30 - 1.436936830729 b44 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e1249: - 1.436936830729 b31 - 1.436936830729 b45 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e1250: - 1.436936830729 b32 - 1.436936830729 b44 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e1251: - 1.436936830729 b33 - 1.436936830729 b45 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e1252: - 1.436936830729 b34 - 1.436936830729 b44 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e1253: - 1.436936830729 b35 - 1.436936830729 b45 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e1254: - 1.436936830729 b36 - 1.436936830729 b44 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e1255: - 1.436936830729 b37 - 1.436936830729 b45 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e1256: - 2.9321082756 b38 - 2.9321082756 b44 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e1257: - 2.9321082756 b39 - 2.9321082756 b45 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e1258: - 2.9321082756 b40 - 2.9321082756 b44 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e1259: - 2.9321082756 b41 - 2.9321082756 b45 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e1260: - 2.9321082756 b42 - 2.9321082756 b44 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e1261: - 2.9321082756 b43 - 2.9321082756 b45 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e1262: - 2.9321082756 b44 - 2.9321082756 b46 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e1263: - 2.9321082756 b45 - 2.9321082756 b47 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e1264: - 5.6664469849 b44 - 5.6664469849 b48 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e1265: - 5.6664469849 b45 - 5.6664469849 b49 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e1266: - 5.6664469849 b44 - 5.6664469849 b50 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e1267: - 5.6664469849 b45 - 5.6664469849 b51 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e1268: - 5.6664469849 b44 - 5.6664469849 b52 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e1269: - 5.6664469849 b45 - 5.6664469849 b53 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e1270: - 5.6664469849 b44 - 5.6664469849 b54 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e1271: - 5.6664469849 b45 - 5.6664469849 b55 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e1272: - 7.77461689 b44 - 7.77461689 b56 + x447^2 - 2 x447 x459 + x448^2 - 2 x448 x460 + x459^2 + x460^2 >= -7.77461689 e1273: - 7.77461689 b45 - 7.77461689 b57 + x447^2 - 2 x447 x459 + x448^2 - 2 x448 x460 + x459^2 + x460^2 >= -7.77461689 e1274: - 7.77461689 b44 - 7.77461689 b58 + x447^2 - 2 x447 x461 + x448^2 - 2 x448 x462 + x461^2 + x462^2 >= -7.77461689 e1275: - 7.77461689 b45 - 7.77461689 b59 + x447^2 - 2 x447 x461 + x448^2 - 2 x448 x462 + x461^2 + x462^2 >= -7.77461689 e1276: - 7.77461689 b44 - 7.77461689 b60 + x447^2 - 2 x447 x463 + x448^2 - 2 x448 x464 + x463^2 + x464^2 >= -7.77461689 e1277: - 7.77461689 b45 - 7.77461689 b61 + x447^2 - 2 x447 x463 + x448^2 - 2 x448 x464 + x463^2 + x464^2 >= -7.77461689 e1278: - 2.118573403024 b2 - 2.118573403024 b46 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e1279: - 2.118573403024 b3 - 2.118573403024 b47 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e1280: - 2.118573403024 b4 - 2.118573403024 b46 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e1281: - 2.118573403024 b5 - 2.118573403024 b47 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e1282: - 2.118573403024 b6 - 2.118573403024 b46 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e1283: - 2.118573403024 b7 - 2.118573403024 b47 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e1284: - 2.118573403024 b8 - 2.118573403024 b46 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e1285: - 2.118573403024 b9 - 2.118573403024 b47 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e1286: - 2.118573403024 b10 - 2.118573403024 b46 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e1287: - 2.118573403024 b11 - 2.118573403024 b47 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e1288: - 2.118573403024 b12 - 2.118573403024 b46 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e1289: - 2.118573403024 b13 - 2.118573403024 b47 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e1290: - 2.118573403024 b14 - 2.118573403024 b46 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e1291: - 2.118573403024 b15 - 2.118573403024 b47 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e1292: - 2.118573403024 b16 - 2.118573403024 b46 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e1293: - 2.118573403024 b17 - 2.118573403024 b47 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e1294: - 2.118573403024 b18 - 2.118573403024 b46 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e1295: - 2.118573403024 b19 - 2.118573403024 b47 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e1296: - 2.118573403024 b20 - 2.118573403024 b46 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e1297: - 2.118573403024 b21 - 2.118573403024 b47 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e1298: - 1.436936830729 b22 - 1.436936830729 b46 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e1299: - 1.436936830729 b23 - 1.436936830729 b47 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e1300: - 1.436936830729 b24 - 1.436936830729 b46 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e1301: - 1.436936830729 b25 - 1.436936830729 b47 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e1302: - 1.436936830729 b26 - 1.436936830729 b46 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e1303: - 1.436936830729 b27 - 1.436936830729 b47 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e1304: - 1.436936830729 b28 - 1.436936830729 b46 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e1305: - 1.436936830729 b29 - 1.436936830729 b47 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e1306: - 1.436936830729 b30 - 1.436936830729 b46 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e1307: - 1.436936830729 b31 - 1.436936830729 b47 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e1308: - 1.436936830729 b32 - 1.436936830729 b46 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e1309: - 1.436936830729 b33 - 1.436936830729 b47 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e1310: - 1.436936830729 b34 - 1.436936830729 b46 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e1311: - 1.436936830729 b35 - 1.436936830729 b47 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e1312: - 1.436936830729 b36 - 1.436936830729 b46 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e1313: - 1.436936830729 b37 - 1.436936830729 b47 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e1314: - 2.9321082756 b38 - 2.9321082756 b46 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e1315: - 2.9321082756 b39 - 2.9321082756 b47 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e1316: - 2.9321082756 b40 - 2.9321082756 b46 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e1317: - 2.9321082756 b41 - 2.9321082756 b47 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e1318: - 2.9321082756 b42 - 2.9321082756 b46 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e1319: - 2.9321082756 b43 - 2.9321082756 b47 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e1320: - 2.9321082756 b44 - 2.9321082756 b46 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e1321: - 2.9321082756 b45 - 2.9321082756 b47 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e1322: - 5.6664469849 b46 - 5.6664469849 b48 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e1323: - 5.6664469849 b47 - 5.6664469849 b49 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e1324: - 5.6664469849 b46 - 5.6664469849 b50 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e1325: - 5.6664469849 b47 - 5.6664469849 b51 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e1326: - 5.6664469849 b46 - 5.6664469849 b52 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e1327: - 5.6664469849 b47 - 5.6664469849 b53 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e1328: - 5.6664469849 b46 - 5.6664469849 b54 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e1329: - 5.6664469849 b47 - 5.6664469849 b55 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e1330: - 7.77461689 b46 - 7.77461689 b56 + x449^2 - 2 x449 x459 + x450^2 - 2 x450 x460 + x459^2 + x460^2 >= -7.77461689 e1331: - 7.77461689 b47 - 7.77461689 b57 + x449^2 - 2 x449 x459 + x450^2 - 2 x450 x460 + x459^2 + x460^2 >= -7.77461689 e1332: - 7.77461689 b46 - 7.77461689 b58 + x449^2 - 2 x449 x461 + x450^2 - 2 x450 x462 + x461^2 + x462^2 >= -7.77461689 e1333: - 7.77461689 b47 - 7.77461689 b59 + x449^2 - 2 x449 x461 + x450^2 - 2 x450 x462 + x461^2 + x462^2 >= -7.77461689 e1334: - 7.77461689 b46 - 7.77461689 b60 + x449^2 - 2 x449 x463 + x450^2 - 2 x450 x464 + x463^2 + x464^2 >= -7.77461689 e1335: - 7.77461689 b47 - 7.77461689 b61 + x449^2 - 2 x449 x463 + x450^2 - 2 x450 x464 + x463^2 + x464^2 >= -7.77461689 e1336: - 4.509770398884 b2 - 4.509770398884 b48 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e1337: - 4.509770398884 b3 - 4.509770398884 b49 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e1338: - 4.509770398884 b4 - 4.509770398884 b48 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e1339: - 4.509770398884 b5 - 4.509770398884 b49 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e1340: - 4.509770398884 b6 - 4.509770398884 b48 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e1341: - 4.509770398884 b7 - 4.509770398884 b49 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e1342: - 4.509770398884 b8 - 4.509770398884 b48 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e1343: - 4.509770398884 b9 - 4.509770398884 b49 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e1344: - 4.509770398884 b10 - 4.509770398884 b48 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e1345: - 4.509770398884 b11 - 4.509770398884 b49 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e1346: - 4.509770398884 b12 - 4.509770398884 b48 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e1347: - 4.509770398884 b13 - 4.509770398884 b49 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e1348: - 4.509770398884 b14 - 4.509770398884 b48 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e1349: - 4.509770398884 b15 - 4.509770398884 b49 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e1350: - 4.509770398884 b16 - 4.509770398884 b48 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e1351: - 4.509770398884 b17 - 4.509770398884 b49 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e1352: - 4.509770398884 b18 - 4.509770398884 b48 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e1353: - 4.509770398884 b19 - 4.509770398884 b49 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e1354: - 4.509770398884 b20 - 4.509770398884 b48 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e1355: - 4.509770398884 b21 - 4.509770398884 b49 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e1356: - 3.484990776969 b22 - 3.484990776969 b48 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e1357: - 3.484990776969 b23 - 3.484990776969 b49 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e1358: - 3.484990776969 b24 - 3.484990776969 b48 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e1359: - 3.484990776969 b25 - 3.484990776969 b49 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e1360: - 3.484990776969 b26 - 3.484990776969 b48 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e1361: - 3.484990776969 b27 - 3.484990776969 b49 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e1362: - 3.484990776969 b28 - 3.484990776969 b48 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e1363: - 3.484990776969 b29 - 3.484990776969 b49 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e1364: - 3.484990776969 b30 - 3.484990776969 b48 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e1365: - 3.484990776969 b31 - 3.484990776969 b49 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e1366: - 3.484990776969 b32 - 3.484990776969 b48 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e1367: - 3.484990776969 b33 - 3.484990776969 b49 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e1368: - 3.484990776969 b34 - 3.484990776969 b48 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e1369: - 3.484990776969 b35 - 3.484990776969 b49 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e1370: - 3.484990776969 b36 - 3.484990776969 b48 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e1371: - 3.484990776969 b37 - 3.484990776969 b49 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e1372: - 5.6664469849 b38 - 5.6664469849 b48 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e1373: - 5.6664469849 b39 - 5.6664469849 b49 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e1374: - 5.6664469849 b40 - 5.6664469849 b48 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e1375: - 5.6664469849 b41 - 5.6664469849 b49 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e1376: - 5.6664469849 b42 - 5.6664469849 b48 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e1377: - 5.6664469849 b43 - 5.6664469849 b49 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e1378: - 5.6664469849 b44 - 5.6664469849 b48 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e1379: - 5.6664469849 b45 - 5.6664469849 b49 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e1380: - 5.6664469849 b46 - 5.6664469849 b48 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e1381: - 5.6664469849 b47 - 5.6664469849 b49 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e1382: - 9.2934741904 b48 - 9.2934741904 b50 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e1383: - 9.2934741904 b49 - 9.2934741904 b51 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e1384: - 9.2934741904 b48 - 9.2934741904 b52 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e1385: - 9.2934741904 b49 - 9.2934741904 b53 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e1386: - 9.2934741904 b48 - 9.2934741904 b54 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e1387: - 9.2934741904 b49 - 9.2934741904 b55 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e1388: - 11.9466318321 b48 - 11.9466318321 b56 + x451^2 - 2 x451 x459 + x452^2 - 2 x452 x460 + x459^2 + x460^2 >= -11.9466318321 e1389: - 11.9466318321 b49 - 11.9466318321 b57 + x451^2 - 2 x451 x459 + x452^2 - 2 x452 x460 + x459^2 + x460^2 >= -11.9466318321 e1390: - 11.9466318321 b48 - 11.9466318321 b58 + x451^2 - 2 x451 x461 + x452^2 - 2 x452 x462 + x461^2 + x462^2 >= -11.9466318321 e1391: - 11.9466318321 b49 - 11.9466318321 b59 + x451^2 - 2 x451 x461 + x452^2 - 2 x452 x462 + x461^2 + x462^2 >= -11.9466318321 e1392: - 11.9466318321 b48 - 11.9466318321 b60 + x451^2 - 2 x451 x463 + x452^2 - 2 x452 x464 + x463^2 + x464^2 >= -11.9466318321 e1393: - 11.9466318321 b49 - 11.9466318321 b61 + x451^2 - 2 x451 x463 + x452^2 - 2 x452 x464 + x463^2 + x464^2 >= -11.9466318321 e1394: - 4.509770398884 b2 - 4.509770398884 b50 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e1395: - 4.509770398884 b3 - 4.509770398884 b51 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e1396: - 4.509770398884 b4 - 4.509770398884 b50 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e1397: - 4.509770398884 b5 - 4.509770398884 b51 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e1398: - 4.509770398884 b6 - 4.509770398884 b50 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e1399: - 4.509770398884 b7 - 4.509770398884 b51 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e1400: - 4.509770398884 b8 - 4.509770398884 b50 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e1401: - 4.509770398884 b9 - 4.509770398884 b51 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e1402: - 4.509770398884 b10 - 4.509770398884 b50 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e1403: - 4.509770398884 b11 - 4.509770398884 b51 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e1404: - 4.509770398884 b12 - 4.509770398884 b50 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e1405: - 4.509770398884 b13 - 4.509770398884 b51 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e1406: - 4.509770398884 b14 - 4.509770398884 b50 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e1407: - 4.509770398884 b15 - 4.509770398884 b51 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e1408: - 4.509770398884 b16 - 4.509770398884 b50 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e1409: - 4.509770398884 b17 - 4.509770398884 b51 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e1410: - 4.509770398884 b18 - 4.509770398884 b50 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e1411: - 4.509770398884 b19 - 4.509770398884 b51 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e1412: - 4.509770398884 b20 - 4.509770398884 b50 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e1413: - 4.509770398884 b21 - 4.509770398884 b51 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e1414: - 3.484990776969 b22 - 3.484990776969 b50 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e1415: - 3.484990776969 b23 - 3.484990776969 b51 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e1416: - 3.484990776969 b24 - 3.484990776969 b50 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e1417: - 3.484990776969 b25 - 3.484990776969 b51 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e1418: - 3.484990776969 b26 - 3.484990776969 b50 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e1419: - 3.484990776969 b27 - 3.484990776969 b51 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e1420: - 3.484990776969 b28 - 3.484990776969 b50 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e1421: - 3.484990776969 b29 - 3.484990776969 b51 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e1422: - 3.484990776969 b30 - 3.484990776969 b50 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e1423: - 3.484990776969 b31 - 3.484990776969 b51 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e1424: - 3.484990776969 b32 - 3.484990776969 b50 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e1425: - 3.484990776969 b33 - 3.484990776969 b51 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e1426: - 3.484990776969 b34 - 3.484990776969 b50 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e1427: - 3.484990776969 b35 - 3.484990776969 b51 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e1428: - 3.484990776969 b36 - 3.484990776969 b50 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e1429: - 3.484990776969 b37 - 3.484990776969 b51 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e1430: - 5.6664469849 b38 - 5.6664469849 b50 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e1431: - 5.6664469849 b39 - 5.6664469849 b51 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e1432: - 5.6664469849 b40 - 5.6664469849 b50 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e1433: - 5.6664469849 b41 - 5.6664469849 b51 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e1434: - 5.6664469849 b42 - 5.6664469849 b50 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e1435: - 5.6664469849 b43 - 5.6664469849 b51 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e1436: - 5.6664469849 b44 - 5.6664469849 b50 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e1437: - 5.6664469849 b45 - 5.6664469849 b51 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e1438: - 5.6664469849 b46 - 5.6664469849 b50 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e1439: - 5.6664469849 b47 - 5.6664469849 b51 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e1440: - 9.2934741904 b48 - 9.2934741904 b50 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e1441: - 9.2934741904 b49 - 9.2934741904 b51 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e1442: - 9.2934741904 b50 - 9.2934741904 b52 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e1443: - 9.2934741904 b51 - 9.2934741904 b53 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e1444: - 9.2934741904 b50 - 9.2934741904 b54 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e1445: - 9.2934741904 b51 - 9.2934741904 b55 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e1446: - 11.9466318321 b50 - 11.9466318321 b56 + x453^2 - 2 x453 x459 + x454^2 - 2 x454 x460 + x459^2 + x460^2 >= -11.9466318321 e1447: - 11.9466318321 b51 - 11.9466318321 b57 + x453^2 - 2 x453 x459 + x454^2 - 2 x454 x460 + x459^2 + x460^2 >= -11.9466318321 e1448: - 11.9466318321 b50 - 11.9466318321 b58 + x453^2 - 2 x453 x461 + x454^2 - 2 x454 x462 + x461^2 + x462^2 >= -11.9466318321 e1449: - 11.9466318321 b51 - 11.9466318321 b59 + x453^2 - 2 x453 x461 + x454^2 - 2 x454 x462 + x461^2 + x462^2 >= -11.9466318321 e1450: - 11.9466318321 b50 - 11.9466318321 b60 + x453^2 - 2 x453 x463 + x454^2 - 2 x454 x464 + x463^2 + x464^2 >= -11.9466318321 e1451: - 11.9466318321 b51 - 11.9466318321 b61 + x453^2 - 2 x453 x463 + x454^2 - 2 x454 x464 + x463^2 + x464^2 >= -11.9466318321 e1452: - 4.509770398884 b2 - 4.509770398884 b52 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e1453: - 4.509770398884 b3 - 4.509770398884 b53 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e1454: - 4.509770398884 b4 - 4.509770398884 b52 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e1455: - 4.509770398884 b5 - 4.509770398884 b53 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e1456: - 4.509770398884 b6 - 4.509770398884 b52 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e1457: - 4.509770398884 b7 - 4.509770398884 b53 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e1458: - 4.509770398884 b8 - 4.509770398884 b52 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e1459: - 4.509770398884 b9 - 4.509770398884 b53 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e1460: - 4.509770398884 b10 - 4.509770398884 b52 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e1461: - 4.509770398884 b11 - 4.509770398884 b53 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e1462: - 4.509770398884 b12 - 4.509770398884 b52 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e1463: - 4.509770398884 b13 - 4.509770398884 b53 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e1464: - 4.509770398884 b14 - 4.509770398884 b52 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e1465: - 4.509770398884 b15 - 4.509770398884 b53 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e1466: - 4.509770398884 b16 - 4.509770398884 b52 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e1467: - 4.509770398884 b17 - 4.509770398884 b53 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e1468: - 4.509770398884 b18 - 4.509770398884 b52 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e1469: - 4.509770398884 b19 - 4.509770398884 b53 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e1470: - 4.509770398884 b20 - 4.509770398884 b52 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e1471: - 4.509770398884 b21 - 4.509770398884 b53 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e1472: - 3.484990776969 b22 - 3.484990776969 b52 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e1473: - 3.484990776969 b23 - 3.484990776969 b53 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e1474: - 3.484990776969 b24 - 3.484990776969 b52 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e1475: - 3.484990776969 b25 - 3.484990776969 b53 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e1476: - 3.484990776969 b26 - 3.484990776969 b52 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e1477: - 3.484990776969 b27 - 3.484990776969 b53 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e1478: - 3.484990776969 b28 - 3.484990776969 b52 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e1479: - 3.484990776969 b29 - 3.484990776969 b53 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e1480: - 3.484990776969 b30 - 3.484990776969 b52 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e1481: - 3.484990776969 b31 - 3.484990776969 b53 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e1482: - 3.484990776969 b32 - 3.484990776969 b52 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e1483: - 3.484990776969 b33 - 3.484990776969 b53 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e1484: - 3.484990776969 b34 - 3.484990776969 b52 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e1485: - 3.484990776969 b35 - 3.484990776969 b53 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e1486: - 3.484990776969 b36 - 3.484990776969 b52 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e1487: - 3.484990776969 b37 - 3.484990776969 b53 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e1488: - 5.6664469849 b38 - 5.6664469849 b52 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e1489: - 5.6664469849 b39 - 5.6664469849 b53 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e1490: - 5.6664469849 b40 - 5.6664469849 b52 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e1491: - 5.6664469849 b41 - 5.6664469849 b53 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e1492: - 5.6664469849 b42 - 5.6664469849 b52 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e1493: - 5.6664469849 b43 - 5.6664469849 b53 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e1494: - 5.6664469849 b44 - 5.6664469849 b52 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e1495: - 5.6664469849 b45 - 5.6664469849 b53 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e1496: - 5.6664469849 b46 - 5.6664469849 b52 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e1497: - 5.6664469849 b47 - 5.6664469849 b53 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e1498: - 9.2934741904 b48 - 9.2934741904 b52 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e1499: - 9.2934741904 b49 - 9.2934741904 b53 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e1500: - 9.2934741904 b50 - 9.2934741904 b52 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e1501: - 9.2934741904 b51 - 9.2934741904 b53 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e1502: - 9.2934741904 b52 - 9.2934741904 b54 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e1503: - 9.2934741904 b53 - 9.2934741904 b55 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e1504: - 11.9466318321 b52 - 11.9466318321 b56 + x455^2 - 2 x455 x459 + x456^2 - 2 x456 x460 + x459^2 + x460^2 >= -11.9466318321 e1505: - 11.9466318321 b53 - 11.9466318321 b57 + x455^2 - 2 x455 x459 + x456^2 - 2 x456 x460 + x459^2 + x460^2 >= -11.9466318321 e1506: - 11.9466318321 b52 - 11.9466318321 b58 + x455^2 - 2 x455 x461 + x456^2 - 2 x456 x462 + x461^2 + x462^2 >= -11.9466318321 e1507: - 11.9466318321 b53 - 11.9466318321 b59 + x455^2 - 2 x455 x461 + x456^2 - 2 x456 x462 + x461^2 + x462^2 >= -11.9466318321 e1508: - 11.9466318321 b52 - 11.9466318321 b60 + x455^2 - 2 x455 x463 + x456^2 - 2 x456 x464 + x463^2 + x464^2 >= -11.9466318321 e1509: - 11.9466318321 b53 - 11.9466318321 b61 + x455^2 - 2 x455 x463 + x456^2 - 2 x456 x464 + x463^2 + x464^2 >= -11.9466318321 e1510: - 4.509770398884 b2 - 4.509770398884 b54 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e1511: - 4.509770398884 b3 - 4.509770398884 b55 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e1512: - 4.509770398884 b4 - 4.509770398884 b54 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e1513: - 4.509770398884 b5 - 4.509770398884 b55 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e1514: - 4.509770398884 b6 - 4.509770398884 b54 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e1515: - 4.509770398884 b7 - 4.509770398884 b55 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e1516: - 4.509770398884 b8 - 4.509770398884 b54 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e1517: - 4.509770398884 b9 - 4.509770398884 b55 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e1518: - 4.509770398884 b10 - 4.509770398884 b54 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e1519: - 4.509770398884 b11 - 4.509770398884 b55 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e1520: - 4.509770398884 b12 - 4.509770398884 b54 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e1521: - 4.509770398884 b13 - 4.509770398884 b55 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e1522: - 4.509770398884 b14 - 4.509770398884 b54 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e1523: - 4.509770398884 b15 - 4.509770398884 b55 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e1524: - 4.509770398884 b16 - 4.509770398884 b54 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e1525: - 4.509770398884 b17 - 4.509770398884 b55 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e1526: - 4.509770398884 b18 - 4.509770398884 b54 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e1527: - 4.509770398884 b19 - 4.509770398884 b55 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e1528: - 4.509770398884 b20 - 4.509770398884 b54 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e1529: - 4.509770398884 b21 - 4.509770398884 b55 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e1530: - 3.484990776969 b22 - 3.484990776969 b54 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e1531: - 3.484990776969 b23 - 3.484990776969 b55 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e1532: - 3.484990776969 b24 - 3.484990776969 b54 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e1533: - 3.484990776969 b25 - 3.484990776969 b55 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e1534: - 3.484990776969 b26 - 3.484990776969 b54 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e1535: - 3.484990776969 b27 - 3.484990776969 b55 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e1536: - 3.484990776969 b28 - 3.484990776969 b54 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e1537: - 3.484990776969 b29 - 3.484990776969 b55 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e1538: - 3.484990776969 b30 - 3.484990776969 b54 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e1539: - 3.484990776969 b31 - 3.484990776969 b55 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e1540: - 3.484990776969 b32 - 3.484990776969 b54 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e1541: - 3.484990776969 b33 - 3.484990776969 b55 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e1542: - 3.484990776969 b34 - 3.484990776969 b54 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e1543: - 3.484990776969 b35 - 3.484990776969 b55 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e1544: - 3.484990776969 b36 - 3.484990776969 b54 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e1545: - 3.484990776969 b37 - 3.484990776969 b55 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e1546: - 5.6664469849 b38 - 5.6664469849 b54 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e1547: - 5.6664469849 b39 - 5.6664469849 b55 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e1548: - 5.6664469849 b40 - 5.6664469849 b54 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e1549: - 5.6664469849 b41 - 5.6664469849 b55 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e1550: - 5.6664469849 b42 - 5.6664469849 b54 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e1551: - 5.6664469849 b43 - 5.6664469849 b55 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e1552: - 5.6664469849 b44 - 5.6664469849 b54 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e1553: - 5.6664469849 b45 - 5.6664469849 b55 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e1554: - 5.6664469849 b46 - 5.6664469849 b54 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e1555: - 5.6664469849 b47 - 5.6664469849 b55 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e1556: - 9.2934741904 b48 - 9.2934741904 b54 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e1557: - 9.2934741904 b49 - 9.2934741904 b55 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e1558: - 9.2934741904 b50 - 9.2934741904 b54 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e1559: - 9.2934741904 b51 - 9.2934741904 b55 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e1560: - 9.2934741904 b52 - 9.2934741904 b54 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e1561: - 9.2934741904 b53 - 9.2934741904 b55 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e1562: - 11.9466318321 b54 - 11.9466318321 b56 + x457^2 - 2 x457 x459 + x458^2 - 2 x458 x460 + x459^2 + x460^2 >= -11.9466318321 e1563: - 11.9466318321 b55 - 11.9466318321 b57 + x457^2 - 2 x457 x459 + x458^2 - 2 x458 x460 + x459^2 + x460^2 >= -11.9466318321 e1564: - 11.9466318321 b54 - 11.9466318321 b58 + x457^2 - 2 x457 x461 + x458^2 - 2 x458 x462 + x461^2 + x462^2 >= -11.9466318321 e1565: - 11.9466318321 b55 - 11.9466318321 b59 + x457^2 - 2 x457 x461 + x458^2 - 2 x458 x462 + x461^2 + x462^2 >= -11.9466318321 e1566: - 11.9466318321 b54 - 11.9466318321 b60 + x457^2 - 2 x457 x463 + x458^2 - 2 x458 x464 + x463^2 + x464^2 >= -11.9466318321 e1567: - 11.9466318321 b55 - 11.9466318321 b61 + x457^2 - 2 x457 x463 + x458^2 - 2 x458 x464 + x463^2 + x464^2 >= -11.9466318321 e1568: - 6.408451746064 b2 - 6.408451746064 b56 + x405^2 - 2 x405 x459 + x406^2 - 2 x406 x460 + x459^2 + x460^2 >= -6.408451746064 e1569: - 6.408451746064 b3 - 6.408451746064 b57 + x405^2 - 2 x405 x459 + x406^2 - 2 x406 x460 + x459^2 + x460^2 >= -6.408451746064 e1570: - 6.408451746064 b4 - 6.408451746064 b56 + x407^2 - 2 x407 x459 + x408^2 - 2 x408 x460 + x459^2 + x460^2 >= -6.408451746064 e1571: - 6.408451746064 b5 - 6.408451746064 b57 + x407^2 - 2 x407 x459 + x408^2 - 2 x408 x460 + x459^2 + x460^2 >= -6.408451746064 e1572: - 6.408451746064 b6 - 6.408451746064 b56 + x409^2 - 2 x409 x459 + x410^2 - 2 x410 x460 + x459^2 + x460^2 >= -6.408451746064 e1573: - 6.408451746064 b7 - 6.408451746064 b57 + x409^2 - 2 x409 x459 + x410^2 - 2 x410 x460 + x459^2 + x460^2 >= -6.408451746064 e1574: - 6.408451746064 b8 - 6.408451746064 b56 + x411^2 - 2 x411 x459 + x412^2 - 2 x412 x460 + x459^2 + x460^2 >= -6.408451746064 e1575: - 6.408451746064 b9 - 6.408451746064 b57 + x411^2 - 2 x411 x459 + x412^2 - 2 x412 x460 + x459^2 + x460^2 >= -6.408451746064 e1576: - 6.408451746064 b10 - 6.408451746064 b56 + x413^2 - 2 x413 x459 + x414^2 - 2 x414 x460 + x459^2 + x460^2 >= -6.408451746064 e1577: - 6.408451746064 b11 - 6.408451746064 b57 + x413^2 - 2 x413 x459 + x414^2 - 2 x414 x460 + x459^2 + x460^2 >= -6.408451746064 e1578: - 6.408451746064 b12 - 6.408451746064 b56 + x415^2 - 2 x415 x459 + x416^2 - 2 x416 x460 + x459^2 + x460^2 >= -6.408451746064 e1579: - 6.408451746064 b13 - 6.408451746064 b57 + x415^2 - 2 x415 x459 + x416^2 - 2 x416 x460 + x459^2 + x460^2 >= -6.408451746064 e1580: - 6.408451746064 b14 - 6.408451746064 b56 + x417^2 - 2 x417 x459 + x418^2 - 2 x418 x460 + x459^2 + x460^2 >= -6.408451746064 e1581: - 6.408451746064 b15 - 6.408451746064 b57 + x417^2 - 2 x417 x459 + x418^2 - 2 x418 x460 + x459^2 + x460^2 >= -6.408451746064 e1582: - 6.408451746064 b16 - 6.408451746064 b56 + x419^2 - 2 x419 x459 + x420^2 - 2 x420 x460 + x459^2 + x460^2 >= -6.408451746064 e1583: - 6.408451746064 b17 - 6.408451746064 b57 + x419^2 - 2 x419 x459 + x420^2 - 2 x420 x460 + x459^2 + x460^2 >= -6.408451746064 e1584: - 6.408451746064 b18 - 6.408451746064 b56 + x421^2 - 2 x421 x459 + x422^2 - 2 x422 x460 + x459^2 + x460^2 >= -6.408451746064 e1585: - 6.408451746064 b19 - 6.408451746064 b57 + x421^2 - 2 x421 x459 + x422^2 - 2 x422 x460 + x459^2 + x460^2 >= -6.408451746064 e1586: - 6.408451746064 b20 - 6.408451746064 b56 + x423^2 - 2 x423 x459 + x424^2 - 2 x424 x460 + x459^2 + x460^2 >= -6.408451746064 e1587: - 6.408451746064 b21 - 6.408451746064 b57 + x423^2 - 2 x423 x459 + x424^2 - 2 x424 x460 + x459^2 + x460^2 >= -6.408451746064 e1588: - 5.174182750489 b22 - 5.174182750489 b56 + x425^2 - 2 x425 x459 + x426^2 - 2 x426 x460 + x459^2 + x460^2 >= -5.174182750489 e1589: - 5.174182750489 b23 - 5.174182750489 b57 + x425^2 - 2 x425 x459 + x426^2 - 2 x426 x460 + x459^2 + x460^2 >= -5.174182750489 e1590: - 5.174182750489 b24 - 5.174182750489 b56 + x427^2 - 2 x427 x459 + x428^2 - 2 x428 x460 + x459^2 + x460^2 >= -5.174182750489 e1591: - 5.174182750489 b25 - 5.174182750489 b57 + x427^2 - 2 x427 x459 + x428^2 - 2 x428 x460 + x459^2 + x460^2 >= -5.174182750489 e1592: - 5.174182750489 b26 - 5.174182750489 b56 + x429^2 - 2 x429 x459 + x430^2 - 2 x430 x460 + x459^2 + x460^2 >= -5.174182750489 e1593: - 5.174182750489 b27 - 5.174182750489 b57 + x429^2 - 2 x429 x459 + x430^2 - 2 x430 x460 + x459^2 + x460^2 >= -5.174182750489 e1594: - 5.174182750489 b28 - 5.174182750489 b56 + x431^2 - 2 x431 x459 + x432^2 - 2 x432 x460 + x459^2 + x460^2 >= -5.174182750489 e1595: - 5.174182750489 b29 - 5.174182750489 b57 + x431^2 - 2 x431 x459 + x432^2 - 2 x432 x460 + x459^2 + x460^2 >= -5.174182750489 e1596: - 5.174182750489 b30 - 5.174182750489 b56 + x433^2 - 2 x433 x459 + x434^2 - 2 x434 x460 + x459^2 + x460^2 >= -5.174182750489 e1597: - 5.174182750489 b31 - 5.174182750489 b57 + x433^2 - 2 x433 x459 + x434^2 - 2 x434 x460 + x459^2 + x460^2 >= -5.174182750489 e1598: - 5.174182750489 b32 - 5.174182750489 b56 + x435^2 - 2 x435 x459 + x436^2 - 2 x436 x460 + x459^2 + x460^2 >= -5.174182750489 e1599: - 5.174182750489 b33 - 5.174182750489 b57 + x435^2 - 2 x435 x459 + x436^2 - 2 x436 x460 + x459^2 + x460^2 >= -5.174182750489 e1600: - 5.174182750489 b34 - 5.174182750489 b56 + x437^2 - 2 x437 x459 + x438^2 - 2 x438 x460 + x459^2 + x460^2 >= -5.174182750489 e1601: - 5.174182750489 b35 - 5.174182750489 b57 + x437^2 - 2 x437 x459 + x438^2 - 2 x438 x460 + x459^2 + x460^2 >= -5.174182750489 e1602: - 5.174182750489 b36 - 5.174182750489 b56 + x439^2 - 2 x439 x459 + x440^2 - 2 x440 x460 + x459^2 + x460^2 >= -5.174182750489 e1603: - 5.174182750489 b37 - 5.174182750489 b57 + x439^2 - 2 x439 x459 + x440^2 - 2 x440 x460 + x459^2 + x460^2 >= -5.174182750489 e1604: - 7.77461689 b38 - 7.77461689 b56 + x441^2 - 2 x441 x459 + x442^2 - 2 x442 x460 + x459^2 + x460^2 >= -7.77461689 e1605: - 7.77461689 b39 - 7.77461689 b57 + x441^2 - 2 x441 x459 + x442^2 - 2 x442 x460 + x459^2 + x460^2 >= -7.77461689 e1606: - 7.77461689 b40 - 7.77461689 b56 + x443^2 - 2 x443 x459 + x444^2 - 2 x444 x460 + x459^2 + x460^2 >= -7.77461689 e1607: - 7.77461689 b41 - 7.77461689 b57 + x443^2 - 2 x443 x459 + x444^2 - 2 x444 x460 + x459^2 + x460^2 >= -7.77461689 e1608: - 7.77461689 b42 - 7.77461689 b56 + x445^2 - 2 x445 x459 + x446^2 - 2 x446 x460 + x459^2 + x460^2 >= -7.77461689 e1609: - 7.77461689 b43 - 7.77461689 b57 + x445^2 - 2 x445 x459 + x446^2 - 2 x446 x460 + x459^2 + x460^2 >= -7.77461689 e1610: - 7.77461689 b44 - 7.77461689 b56 + x447^2 - 2 x447 x459 + x448^2 - 2 x448 x460 + x459^2 + x460^2 >= -7.77461689 e1611: - 7.77461689 b45 - 7.77461689 b57 + x447^2 - 2 x447 x459 + x448^2 - 2 x448 x460 + x459^2 + x460^2 >= -7.77461689 e1612: - 7.77461689 b46 - 7.77461689 b56 + x449^2 - 2 x449 x459 + x450^2 - 2 x450 x460 + x459^2 + x460^2 >= -7.77461689 e1613: - 7.77461689 b47 - 7.77461689 b57 + x449^2 - 2 x449 x459 + x450^2 - 2 x450 x460 + x459^2 + x460^2 >= -7.77461689 e1614: - 11.9466318321 b48 - 11.9466318321 b56 + x451^2 - 2 x451 x459 + x452^2 - 2 x452 x460 + x459^2 + x460^2 >= -11.9466318321 e1615: - 11.9466318321 b49 - 11.9466318321 b57 + x451^2 - 2 x451 x459 + x452^2 - 2 x452 x460 + x459^2 + x460^2 >= -11.9466318321 e1616: - 11.9466318321 b50 - 11.9466318321 b56 + x453^2 - 2 x453 x459 + x454^2 - 2 x454 x460 + x459^2 + x460^2 >= -11.9466318321 e1617: - 11.9466318321 b51 - 11.9466318321 b57 + x453^2 - 2 x453 x459 + x454^2 - 2 x454 x460 + x459^2 + x460^2 >= -11.9466318321 e1618: - 11.9466318321 b52 - 11.9466318321 b56 + x455^2 - 2 x455 x459 + x456^2 - 2 x456 x460 + x459^2 + x460^2 >= -11.9466318321 e1619: - 11.9466318321 b53 - 11.9466318321 b57 + x455^2 - 2 x455 x459 + x456^2 - 2 x456 x460 + x459^2 + x460^2 >= -11.9466318321 e1620: - 11.9466318321 b54 - 11.9466318321 b56 + x457^2 - 2 x457 x459 + x458^2 - 2 x458 x460 + x459^2 + x460^2 >= -11.9466318321 e1621: - 11.9466318321 b55 - 11.9466318321 b57 + x457^2 - 2 x457 x459 + x458^2 - 2 x458 x460 + x459^2 + x460^2 >= -11.9466318321 e1622: - 14.9325053476 b56 - 14.9325053476 b58 + x459^2 - 2 x459 x461 + x460^2 - 2 x460 x462 + x461^2 + x462^2 >= -14.9325053476 e1623: - 14.9325053476 b57 - 14.9325053476 b59 + x459^2 - 2 x459 x461 + x460^2 - 2 x460 x462 + x461^2 + x462^2 >= -14.9325053476 e1624: - 14.9325053476 b56 - 14.9325053476 b60 + x459^2 - 2 x459 x463 + x460^2 - 2 x460 x464 + x463^2 + x464^2 >= -14.9325053476 e1625: - 14.9325053476 b57 - 14.9325053476 b61 + x459^2 - 2 x459 x463 + x460^2 - 2 x460 x464 + x463^2 + x464^2 >= -14.9325053476 e1626: - 6.408451746064 b2 - 6.408451746064 b58 + x405^2 - 2 x405 x461 + x406^2 - 2 x406 x462 + x461^2 + x462^2 >= -6.408451746064 e1627: - 6.408451746064 b3 - 6.408451746064 b59 + x405^2 - 2 x405 x461 + x406^2 - 2 x406 x462 + x461^2 + x462^2 >= -6.408451746064 e1628: - 6.408451746064 b4 - 6.408451746064 b58 + x407^2 - 2 x407 x461 + x408^2 - 2 x408 x462 + x461^2 + x462^2 >= -6.408451746064 e1629: - 6.408451746064 b5 - 6.408451746064 b59 + x407^2 - 2 x407 x461 + x408^2 - 2 x408 x462 + x461^2 + x462^2 >= -6.408451746064 e1630: - 6.408451746064 b6 - 6.408451746064 b58 + x409^2 - 2 x409 x461 + x410^2 - 2 x410 x462 + x461^2 + x462^2 >= -6.408451746064 e1631: - 6.408451746064 b7 - 6.408451746064 b59 + x409^2 - 2 x409 x461 + x410^2 - 2 x410 x462 + x461^2 + x462^2 >= -6.408451746064 e1632: - 6.408451746064 b8 - 6.408451746064 b58 + x411^2 - 2 x411 x461 + x412^2 - 2 x412 x462 + x461^2 + x462^2 >= -6.408451746064 e1633: - 6.408451746064 b9 - 6.408451746064 b59 + x411^2 - 2 x411 x461 + x412^2 - 2 x412 x462 + x461^2 + x462^2 >= -6.408451746064 e1634: - 6.408451746064 b10 - 6.408451746064 b58 + x413^2 - 2 x413 x461 + x414^2 - 2 x414 x462 + x461^2 + x462^2 >= -6.408451746064 e1635: - 6.408451746064 b11 - 6.408451746064 b59 + x413^2 - 2 x413 x461 + x414^2 - 2 x414 x462 + x461^2 + x462^2 >= -6.408451746064 e1636: - 6.408451746064 b12 - 6.408451746064 b58 + x415^2 - 2 x415 x461 + x416^2 - 2 x416 x462 + x461^2 + x462^2 >= -6.408451746064 e1637: - 6.408451746064 b13 - 6.408451746064 b59 + x415^2 - 2 x415 x461 + x416^2 - 2 x416 x462 + x461^2 + x462^2 >= -6.408451746064 e1638: - 6.408451746064 b14 - 6.408451746064 b58 + x417^2 - 2 x417 x461 + x418^2 - 2 x418 x462 + x461^2 + x462^2 >= -6.408451746064 e1639: - 6.408451746064 b15 - 6.408451746064 b59 + x417^2 - 2 x417 x461 + x418^2 - 2 x418 x462 + x461^2 + x462^2 >= -6.408451746064 e1640: - 6.408451746064 b16 - 6.408451746064 b58 + x419^2 - 2 x419 x461 + x420^2 - 2 x420 x462 + x461^2 + x462^2 >= -6.408451746064 e1641: - 6.408451746064 b17 - 6.408451746064 b59 + x419^2 - 2 x419 x461 + x420^2 - 2 x420 x462 + x461^2 + x462^2 >= -6.408451746064 e1642: - 6.408451746064 b18 - 6.408451746064 b58 + x421^2 - 2 x421 x461 + x422^2 - 2 x422 x462 + x461^2 + x462^2 >= -6.408451746064 e1643: - 6.408451746064 b19 - 6.408451746064 b59 + x421^2 - 2 x421 x461 + x422^2 - 2 x422 x462 + x461^2 + x462^2 >= -6.408451746064 e1644: - 6.408451746064 b20 - 6.408451746064 b58 + x423^2 - 2 x423 x461 + x424^2 - 2 x424 x462 + x461^2 + x462^2 >= -6.408451746064 e1645: - 6.408451746064 b21 - 6.408451746064 b59 + x423^2 - 2 x423 x461 + x424^2 - 2 x424 x462 + x461^2 + x462^2 >= -6.408451746064 e1646: - 5.174182750489 b22 - 5.174182750489 b58 + x425^2 - 2 x425 x461 + x426^2 - 2 x426 x462 + x461^2 + x462^2 >= -5.174182750489 e1647: - 5.174182750489 b23 - 5.174182750489 b59 + x425^2 - 2 x425 x461 + x426^2 - 2 x426 x462 + x461^2 + x462^2 >= -5.174182750489 e1648: - 5.174182750489 b24 - 5.174182750489 b58 + x427^2 - 2 x427 x461 + x428^2 - 2 x428 x462 + x461^2 + x462^2 >= -5.174182750489 e1649: - 5.174182750489 b25 - 5.174182750489 b59 + x427^2 - 2 x427 x461 + x428^2 - 2 x428 x462 + x461^2 + x462^2 >= -5.174182750489 e1650: - 5.174182750489 b26 - 5.174182750489 b58 + x429^2 - 2 x429 x461 + x430^2 - 2 x430 x462 + x461^2 + x462^2 >= -5.174182750489 e1651: - 5.174182750489 b27 - 5.174182750489 b59 + x429^2 - 2 x429 x461 + x430^2 - 2 x430 x462 + x461^2 + x462^2 >= -5.174182750489 e1652: - 5.174182750489 b28 - 5.174182750489 b58 + x431^2 - 2 x431 x461 + x432^2 - 2 x432 x462 + x461^2 + x462^2 >= -5.174182750489 e1653: - 5.174182750489 b29 - 5.174182750489 b59 + x431^2 - 2 x431 x461 + x432^2 - 2 x432 x462 + x461^2 + x462^2 >= -5.174182750489 e1654: - 5.174182750489 b30 - 5.174182750489 b58 + x433^2 - 2 x433 x461 + x434^2 - 2 x434 x462 + x461^2 + x462^2 >= -5.174182750489 e1655: - 5.174182750489 b31 - 5.174182750489 b59 + x433^2 - 2 x433 x461 + x434^2 - 2 x434 x462 + x461^2 + x462^2 >= -5.174182750489 e1656: - 5.174182750489 b32 - 5.174182750489 b58 + x435^2 - 2 x435 x461 + x436^2 - 2 x436 x462 + x461^2 + x462^2 >= -5.174182750489 e1657: - 5.174182750489 b33 - 5.174182750489 b59 + x435^2 - 2 x435 x461 + x436^2 - 2 x436 x462 + x461^2 + x462^2 >= -5.174182750489 e1658: - 5.174182750489 b34 - 5.174182750489 b58 + x437^2 - 2 x437 x461 + x438^2 - 2 x438 x462 + x461^2 + x462^2 >= -5.174182750489 e1659: - 5.174182750489 b35 - 5.174182750489 b59 + x437^2 - 2 x437 x461 + x438^2 - 2 x438 x462 + x461^2 + x462^2 >= -5.174182750489 e1660: - 5.174182750489 b36 - 5.174182750489 b58 + x439^2 - 2 x439 x461 + x440^2 - 2 x440 x462 + x461^2 + x462^2 >= -5.174182750489 e1661: - 5.174182750489 b37 - 5.174182750489 b59 + x439^2 - 2 x439 x461 + x440^2 - 2 x440 x462 + x461^2 + x462^2 >= -5.174182750489 e1662: - 7.77461689 b38 - 7.77461689 b58 + x441^2 - 2 x441 x461 + x442^2 - 2 x442 x462 + x461^2 + x462^2 >= -7.77461689 e1663: - 7.77461689 b39 - 7.77461689 b59 + x441^2 - 2 x441 x461 + x442^2 - 2 x442 x462 + x461^2 + x462^2 >= -7.77461689 e1664: - 7.77461689 b40 - 7.77461689 b58 + x443^2 - 2 x443 x461 + x444^2 - 2 x444 x462 + x461^2 + x462^2 >= -7.77461689 e1665: - 7.77461689 b41 - 7.77461689 b59 + x443^2 - 2 x443 x461 + x444^2 - 2 x444 x462 + x461^2 + x462^2 >= -7.77461689 e1666: - 7.77461689 b42 - 7.77461689 b58 + x445^2 - 2 x445 x461 + x446^2 - 2 x446 x462 + x461^2 + x462^2 >= -7.77461689 e1667: - 7.77461689 b43 - 7.77461689 b59 + x445^2 - 2 x445 x461 + x446^2 - 2 x446 x462 + x461^2 + x462^2 >= -7.77461689 e1668: - 7.77461689 b44 - 7.77461689 b58 + x447^2 - 2 x447 x461 + x448^2 - 2 x448 x462 + x461^2 + x462^2 >= -7.77461689 e1669: - 7.77461689 b45 - 7.77461689 b59 + x447^2 - 2 x447 x461 + x448^2 - 2 x448 x462 + x461^2 + x462^2 >= -7.77461689 e1670: - 7.77461689 b46 - 7.77461689 b58 + x449^2 - 2 x449 x461 + x450^2 - 2 x450 x462 + x461^2 + x462^2 >= -7.77461689 e1671: - 7.77461689 b47 - 7.77461689 b59 + x449^2 - 2 x449 x461 + x450^2 - 2 x450 x462 + x461^2 + x462^2 >= -7.77461689 e1672: - 11.9466318321 b48 - 11.9466318321 b58 + x451^2 - 2 x451 x461 + x452^2 - 2 x452 x462 + x461^2 + x462^2 >= -11.9466318321 e1673: - 11.9466318321 b49 - 11.9466318321 b59 + x451^2 - 2 x451 x461 + x452^2 - 2 x452 x462 + x461^2 + x462^2 >= -11.9466318321 e1674: - 11.9466318321 b50 - 11.9466318321 b58 + x453^2 - 2 x453 x461 + x454^2 - 2 x454 x462 + x461^2 + x462^2 >= -11.9466318321 e1675: - 11.9466318321 b51 - 11.9466318321 b59 + x453^2 - 2 x453 x461 + x454^2 - 2 x454 x462 + x461^2 + x462^2 >= -11.9466318321 e1676: - 11.9466318321 b52 - 11.9466318321 b58 + x455^2 - 2 x455 x461 + x456^2 - 2 x456 x462 + x461^2 + x462^2 >= -11.9466318321 e1677: - 11.9466318321 b53 - 11.9466318321 b59 + x455^2 - 2 x455 x461 + x456^2 - 2 x456 x462 + x461^2 + x462^2 >= -11.9466318321 e1678: - 11.9466318321 b54 - 11.9466318321 b58 + x457^2 - 2 x457 x461 + x458^2 - 2 x458 x462 + x461^2 + x462^2 >= -11.9466318321 e1679: - 11.9466318321 b55 - 11.9466318321 b59 + x457^2 - 2 x457 x461 + x458^2 - 2 x458 x462 + x461^2 + x462^2 >= -11.9466318321 e1680: - 14.9325053476 b56 - 14.9325053476 b58 + x459^2 - 2 x459 x461 + x460^2 - 2 x460 x462 + x461^2 + x462^2 >= -14.9325053476 e1681: - 14.9325053476 b57 - 14.9325053476 b59 + x459^2 - 2 x459 x461 + x460^2 - 2 x460 x462 + x461^2 + x462^2 >= -14.9325053476 e1682: - 14.9325053476 b58 - 14.9325053476 b60 + x461^2 - 2 x461 x463 + x462^2 - 2 x462 x464 + x463^2 + x464^2 >= -14.9325053476 e1683: - 14.9325053476 b59 - 14.9325053476 b61 + x461^2 - 2 x461 x463 + x462^2 - 2 x462 x464 + x463^2 + x464^2 >= -14.9325053476 e1684: - 6.408451746064 b2 - 6.408451746064 b60 + x405^2 - 2 x405 x463 + x406^2 - 2 x406 x464 + x463^2 + x464^2 >= -6.408451746064 e1685: - 6.408451746064 b3 - 6.408451746064 b61 + x405^2 - 2 x405 x463 + x406^2 - 2 x406 x464 + x463^2 + x464^2 >= -6.408451746064 e1686: - 6.408451746064 b4 - 6.408451746064 b60 + x407^2 - 2 x407 x463 + x408^2 - 2 x408 x464 + x463^2 + x464^2 >= -6.408451746064 e1687: - 6.408451746064 b5 - 6.408451746064 b61 + x407^2 - 2 x407 x463 + x408^2 - 2 x408 x464 + x463^2 + x464^2 >= -6.408451746064 e1688: - 6.408451746064 b6 - 6.408451746064 b60 + x409^2 - 2 x409 x463 + x410^2 - 2 x410 x464 + x463^2 + x464^2 >= -6.408451746064 e1689: - 6.408451746064 b7 - 6.408451746064 b61 + x409^2 - 2 x409 x463 + x410^2 - 2 x410 x464 + x463^2 + x464^2 >= -6.408451746064 e1690: - 6.408451746064 b8 - 6.408451746064 b60 + x411^2 - 2 x411 x463 + x412^2 - 2 x412 x464 + x463^2 + x464^2 >= -6.408451746064 e1691: - 6.408451746064 b9 - 6.408451746064 b61 + x411^2 - 2 x411 x463 + x412^2 - 2 x412 x464 + x463^2 + x464^2 >= -6.408451746064 e1692: - 6.408451746064 b10 - 6.408451746064 b60 + x413^2 - 2 x413 x463 + x414^2 - 2 x414 x464 + x463^2 + x464^2 >= -6.408451746064 e1693: - 6.408451746064 b11 - 6.408451746064 b61 + x413^2 - 2 x413 x463 + x414^2 - 2 x414 x464 + x463^2 + x464^2 >= -6.408451746064 e1694: - 6.408451746064 b12 - 6.408451746064 b60 + x415^2 - 2 x415 x463 + x416^2 - 2 x416 x464 + x463^2 + x464^2 >= -6.408451746064 e1695: - 6.408451746064 b13 - 6.408451746064 b61 + x415^2 - 2 x415 x463 + x416^2 - 2 x416 x464 + x463^2 + x464^2 >= -6.408451746064 e1696: - 6.408451746064 b14 - 6.408451746064 b60 + x417^2 - 2 x417 x463 + x418^2 - 2 x418 x464 + x463^2 + x464^2 >= -6.408451746064 e1697: - 6.408451746064 b15 - 6.408451746064 b61 + x417^2 - 2 x417 x463 + x418^2 - 2 x418 x464 + x463^2 + x464^2 >= -6.408451746064 e1698: - 6.408451746064 b16 - 6.408451746064 b60 + x419^2 - 2 x419 x463 + x420^2 - 2 x420 x464 + x463^2 + x464^2 >= -6.408451746064 e1699: - 6.408451746064 b17 - 6.408451746064 b61 + x419^2 - 2 x419 x463 + x420^2 - 2 x420 x464 + x463^2 + x464^2 >= -6.408451746064 e1700: - 6.408451746064 b18 - 6.408451746064 b60 + x421^2 - 2 x421 x463 + x422^2 - 2 x422 x464 + x463^2 + x464^2 >= -6.408451746064 e1701: - 6.408451746064 b19 - 6.408451746064 b61 + x421^2 - 2 x421 x463 + x422^2 - 2 x422 x464 + x463^2 + x464^2 >= -6.408451746064 e1702: - 6.408451746064 b20 - 6.408451746064 b60 + x423^2 - 2 x423 x463 + x424^2 - 2 x424 x464 + x463^2 + x464^2 >= -6.408451746064 e1703: - 6.408451746064 b21 - 6.408451746064 b61 + x423^2 - 2 x423 x463 + x424^2 - 2 x424 x464 + x463^2 + x464^2 >= -6.408451746064 e1704: - 5.174182750489 b22 - 5.174182750489 b60 + x425^2 - 2 x425 x463 + x426^2 - 2 x426 x464 + x463^2 + x464^2 >= -5.174182750489 e1705: - 5.174182750489 b23 - 5.174182750489 b61 + x425^2 - 2 x425 x463 + x426^2 - 2 x426 x464 + x463^2 + x464^2 >= -5.174182750489 e1706: - 5.174182750489 b24 - 5.174182750489 b60 + x427^2 - 2 x427 x463 + x428^2 - 2 x428 x464 + x463^2 + x464^2 >= -5.174182750489 e1707: - 5.174182750489 b25 - 5.174182750489 b61 + x427^2 - 2 x427 x463 + x428^2 - 2 x428 x464 + x463^2 + x464^2 >= -5.174182750489 e1708: - 5.174182750489 b26 - 5.174182750489 b60 + x429^2 - 2 x429 x463 + x430^2 - 2 x430 x464 + x463^2 + x464^2 >= -5.174182750489 e1709: - 5.174182750489 b27 - 5.174182750489 b61 + x429^2 - 2 x429 x463 + x430^2 - 2 x430 x464 + x463^2 + x464^2 >= -5.174182750489 e1710: - 5.174182750489 b28 - 5.174182750489 b60 + x431^2 - 2 x431 x463 + x432^2 - 2 x432 x464 + x463^2 + x464^2 >= -5.174182750489 e1711: - 5.174182750489 b29 - 5.174182750489 b61 + x431^2 - 2 x431 x463 + x432^2 - 2 x432 x464 + x463^2 + x464^2 >= -5.174182750489 e1712: - 5.174182750489 b30 - 5.174182750489 b60 + x433^2 - 2 x433 x463 + x434^2 - 2 x434 x464 + x463^2 + x464^2 >= -5.174182750489 e1713: - 5.174182750489 b31 - 5.174182750489 b61 + x433^2 - 2 x433 x463 + x434^2 - 2 x434 x464 + x463^2 + x464^2 >= -5.174182750489 e1714: - 5.174182750489 b32 - 5.174182750489 b60 + x435^2 - 2 x435 x463 + x436^2 - 2 x436 x464 + x463^2 + x464^2 >= -5.174182750489 e1715: - 5.174182750489 b33 - 5.174182750489 b61 + x435^2 - 2 x435 x463 + x436^2 - 2 x436 x464 + x463^2 + x464^2 >= -5.174182750489 e1716: - 5.174182750489 b34 - 5.174182750489 b60 + x437^2 - 2 x437 x463 + x438^2 - 2 x438 x464 + x463^2 + x464^2 >= -5.174182750489 e1717: - 5.174182750489 b35 - 5.174182750489 b61 + x437^2 - 2 x437 x463 + x438^2 - 2 x438 x464 + x463^2 + x464^2 >= -5.174182750489 e1718: - 5.174182750489 b36 - 5.174182750489 b60 + x439^2 - 2 x439 x463 + x440^2 - 2 x440 x464 + x463^2 + x464^2 >= -5.174182750489 e1719: - 5.174182750489 b37 - 5.174182750489 b61 + x439^2 - 2 x439 x463 + x440^2 - 2 x440 x464 + x463^2 + x464^2 >= -5.174182750489 e1720: - 7.77461689 b38 - 7.77461689 b60 + x441^2 - 2 x441 x463 + x442^2 - 2 x442 x464 + x463^2 + x464^2 >= -7.77461689 e1721: - 7.77461689 b39 - 7.77461689 b61 + x441^2 - 2 x441 x463 + x442^2 - 2 x442 x464 + x463^2 + x464^2 >= -7.77461689 e1722: - 7.77461689 b40 - 7.77461689 b60 + x443^2 - 2 x443 x463 + x444^2 - 2 x444 x464 + x463^2 + x464^2 >= -7.77461689 e1723: - 7.77461689 b41 - 7.77461689 b61 + x443^2 - 2 x443 x463 + x444^2 - 2 x444 x464 + x463^2 + x464^2 >= -7.77461689 e1724: - 7.77461689 b42 - 7.77461689 b60 + x445^2 - 2 x445 x463 + x446^2 - 2 x446 x464 + x463^2 + x464^2 >= -7.77461689 e1725: - 7.77461689 b43 - 7.77461689 b61 + x445^2 - 2 x445 x463 + x446^2 - 2 x446 x464 + x463^2 + x464^2 >= -7.77461689 e1726: - 7.77461689 b44 - 7.77461689 b60 + x447^2 - 2 x447 x463 + x448^2 - 2 x448 x464 + x463^2 + x464^2 >= -7.77461689 e1727: - 7.77461689 b45 - 7.77461689 b61 + x447^2 - 2 x447 x463 + x448^2 - 2 x448 x464 + x463^2 + x464^2 >= -7.77461689 e1728: - 7.77461689 b46 - 7.77461689 b60 + x449^2 - 2 x449 x463 + x450^2 - 2 x450 x464 + x463^2 + x464^2 >= -7.77461689 e1729: - 7.77461689 b47 - 7.77461689 b61 + x449^2 - 2 x449 x463 + x450^2 - 2 x450 x464 + x463^2 + x464^2 >= -7.77461689 e1730: - 11.9466318321 b48 - 11.9466318321 b60 + x451^2 - 2 x451 x463 + x452^2 - 2 x452 x464 + x463^2 + x464^2 >= -11.9466318321 e1731: - 11.9466318321 b49 - 11.9466318321 b61 + x451^2 - 2 x451 x463 + x452^2 - 2 x452 x464 + x463^2 + x464^2 >= -11.9466318321 e1732: - 11.9466318321 b50 - 11.9466318321 b60 + x453^2 - 2 x453 x463 + x454^2 - 2 x454 x464 + x463^2 + x464^2 >= -11.9466318321 e1733: - 11.9466318321 b51 - 11.9466318321 b61 + x453^2 - 2 x453 x463 + x454^2 - 2 x454 x464 + x463^2 + x464^2 >= -11.9466318321 e1734: - 11.9466318321 b52 - 11.9466318321 b60 + x455^2 - 2 x455 x463 + x456^2 - 2 x456 x464 + x463^2 + x464^2 >= -11.9466318321 e1735: - 11.9466318321 b53 - 11.9466318321 b61 + x455^2 - 2 x455 x463 + x456^2 - 2 x456 x464 + x463^2 + x464^2 >= -11.9466318321 e1736: - 11.9466318321 b54 - 11.9466318321 b60 + x457^2 - 2 x457 x463 + x458^2 - 2 x458 x464 + x463^2 + x464^2 >= -11.9466318321 e1737: - 11.9466318321 b55 - 11.9466318321 b61 + x457^2 - 2 x457 x463 + x458^2 - 2 x458 x464 + x463^2 + x464^2 >= -11.9466318321 e1738: - 14.9325053476 b56 - 14.9325053476 b60 + x459^2 - 2 x459 x463 + x460^2 - 2 x460 x464 + x463^2 + x464^2 >= -14.9325053476 e1739: - 14.9325053476 b57 - 14.9325053476 b61 + x459^2 - 2 x459 x463 + x460^2 - 2 x460 x464 + x463^2 + x464^2 >= -14.9325053476 e1740: - 14.9325053476 b58 - 14.9325053476 b60 + x461^2 - 2 x461 x463 + x462^2 - 2 x462 x464 + x463^2 + x464^2 >= -14.9325053476 e1741: - 14.9325053476 b59 - 14.9325053476 b61 + x461^2 - 2 x461 x463 + x462^2 - 2 x462 x464 + x463^2 + x464^2 >= -14.9325053476 e1742: - .469370231236 b182 - .469370231236 b204 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1743: - .469370231236 b182 - .469370231236 b226 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1744: - .469370231236 b182 - .469370231236 b248 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1745: - .469370231236 b182 - .469370231236 b270 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1746: - .469370231236 b182 - .469370231236 b292 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1747: - .469370231236 b182 - .469370231236 b314 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1748: - .469370231236 b182 - .469370231236 b336 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1749: - .469370231236 b182 - .469370231236 b204 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1750: - .469370231236 b204 - .469370231236 b226 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1751: - .469370231236 b204 - .469370231236 b248 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1752: - .469370231236 b204 - .469370231236 b270 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1753: - .469370231236 b204 - .469370231236 b292 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1754: - .469370231236 b204 - .469370231236 b314 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1755: - .469370231236 b204 - .469370231236 b336 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1756: - .469370231236 b182 - .469370231236 b226 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1757: - .469370231236 b204 - .469370231236 b226 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1758: - .469370231236 b226 - .469370231236 b248 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1759: - .469370231236 b226 - .469370231236 b270 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1760: - .469370231236 b226 - .469370231236 b292 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1761: - .469370231236 b226 - .469370231236 b314 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1762: - .469370231236 b226 - .469370231236 b336 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1763: - .469370231236 b182 - .469370231236 b248 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1764: - .469370231236 b204 - .469370231236 b248 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1765: - .469370231236 b226 - .469370231236 b248 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1766: - .469370231236 b248 - .469370231236 b270 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1767: - .469370231236 b248 - .469370231236 b292 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1768: - .469370231236 b248 - .469370231236 b314 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1769: - .469370231236 b248 - .469370231236 b336 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1770: - .469370231236 b182 - .469370231236 b270 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1771: - .469370231236 b204 - .469370231236 b270 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1772: - .469370231236 b226 - .469370231236 b270 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1773: - .469370231236 b248 - .469370231236 b270 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1774: - .469370231236 b270 - .469370231236 b292 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1775: - .469370231236 b270 - .469370231236 b314 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1776: - .469370231236 b270 - .469370231236 b336 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1777: - .469370231236 b182 - .469370231236 b292 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1778: - .469370231236 b204 - .469370231236 b292 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1779: - .469370231236 b226 - .469370231236 b292 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1780: - .469370231236 b248 - .469370231236 b292 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1781: - .469370231236 b270 - .469370231236 b292 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1782: - .469370231236 b292 - .469370231236 b314 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1783: - .469370231236 b292 - .469370231236 b336 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1784: - .469370231236 b182 - .469370231236 b314 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1785: - .469370231236 b204 - .469370231236 b314 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1786: - .469370231236 b226 - .469370231236 b314 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1787: - .469370231236 b248 - .469370231236 b314 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1788: - .469370231236 b270 - .469370231236 b314 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1789: - .469370231236 b292 - .469370231236 b314 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1790: - .469370231236 b314 - .469370231236 b336 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1791: - .469370231236 b182 - .469370231236 b336 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1792: - .469370231236 b204 - .469370231236 b336 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1793: - .469370231236 b226 - .469370231236 b336 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1794: - .469370231236 b248 - .469370231236 b336 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1795: - .469370231236 b270 - .469370231236 b336 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1796: - .469370231236 b292 - .469370231236 b336 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1797: - .469370231236 b314 - .469370231236 b336 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1798: - .469370231236 b183 - .469370231236 b205 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1799: - .469370231236 b183 - .469370231236 b227 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1800: - .469370231236 b183 - .469370231236 b249 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1801: - .469370231236 b183 - .469370231236 b271 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1802: - .469370231236 b183 - .469370231236 b293 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1803: - .469370231236 b183 - .469370231236 b315 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1804: - .469370231236 b183 - .469370231236 b337 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1805: - .469370231236 b183 - .469370231236 b205 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1806: - .469370231236 b205 - .469370231236 b227 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1807: - .469370231236 b205 - .469370231236 b249 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1808: - .469370231236 b205 - .469370231236 b271 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1809: - .469370231236 b205 - .469370231236 b293 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1810: - .469370231236 b205 - .469370231236 b315 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1811: - .469370231236 b205 - .469370231236 b337 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1812: - .469370231236 b183 - .469370231236 b227 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1813: - .469370231236 b205 - .469370231236 b227 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1814: - .469370231236 b227 - .469370231236 b249 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1815: - .469370231236 b227 - .469370231236 b271 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1816: - .469370231236 b227 - .469370231236 b293 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1817: - .469370231236 b227 - .469370231236 b315 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1818: - .469370231236 b227 - .469370231236 b337 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1819: - .469370231236 b183 - .469370231236 b249 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1820: - .469370231236 b205 - .469370231236 b249 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1821: - .469370231236 b227 - .469370231236 b249 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1822: - .469370231236 b249 - .469370231236 b271 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1823: - .469370231236 b249 - .469370231236 b293 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1824: - .469370231236 b249 - .469370231236 b315 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1825: - .469370231236 b249 - .469370231236 b337 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1826: - .469370231236 b183 - .469370231236 b271 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1827: - .469370231236 b205 - .469370231236 b271 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1828: - .469370231236 b227 - .469370231236 b271 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1829: - .469370231236 b249 - .469370231236 b271 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1830: - .469370231236 b271 - .469370231236 b293 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1831: - .469370231236 b271 - .469370231236 b315 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1832: - .469370231236 b271 - .469370231236 b337 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1833: - .469370231236 b183 - .469370231236 b293 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1834: - .469370231236 b205 - .469370231236 b293 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1835: - .469370231236 b227 - .469370231236 b293 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1836: - .469370231236 b249 - .469370231236 b293 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1837: - .469370231236 b271 - .469370231236 b293 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1838: - .469370231236 b293 - .469370231236 b315 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1839: - .469370231236 b293 - .469370231236 b337 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1840: - .469370231236 b183 - .469370231236 b315 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1841: - .469370231236 b205 - .469370231236 b315 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1842: - .469370231236 b227 - .469370231236 b315 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1843: - .469370231236 b249 - .469370231236 b315 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1844: - .469370231236 b271 - .469370231236 b315 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1845: - .469370231236 b293 - .469370231236 b315 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1846: - .469370231236 b315 - .469370231236 b337 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1847: - .469370231236 b183 - .469370231236 b337 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1848: - .469370231236 b205 - .469370231236 b337 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1849: - .469370231236 b227 - .469370231236 b337 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1850: - .469370231236 b249 - .469370231236 b337 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1851: - .469370231236 b271 - .469370231236 b337 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1852: - .469370231236 b293 - .469370231236 b337 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1853: - .469370231236 b315 - .469370231236 b337 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1854: - .469370231236 b184 - .469370231236 b206 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1855: - .469370231236 b184 - .469370231236 b228 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1856: - .469370231236 b184 - .469370231236 b250 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1857: - .469370231236 b184 - .469370231236 b272 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1858: - .469370231236 b184 - .469370231236 b294 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1859: - .469370231236 b184 - .469370231236 b316 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1860: - .469370231236 b184 - .469370231236 b338 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1861: - .469370231236 b184 - .469370231236 b206 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1862: - .469370231236 b206 - .469370231236 b228 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1863: - .469370231236 b206 - .469370231236 b250 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1864: - .469370231236 b206 - .469370231236 b272 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1865: - .469370231236 b206 - .469370231236 b294 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1866: - .469370231236 b206 - .469370231236 b316 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1867: - .469370231236 b206 - .469370231236 b338 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1868: - .469370231236 b184 - .469370231236 b228 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1869: - .469370231236 b206 - .469370231236 b228 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1870: - .469370231236 b228 - .469370231236 b250 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1871: - .469370231236 b228 - .469370231236 b272 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1872: - .469370231236 b228 - .469370231236 b294 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1873: - .469370231236 b228 - .469370231236 b316 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1874: - .469370231236 b228 - .469370231236 b338 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1875: - .469370231236 b184 - .469370231236 b250 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1876: - .469370231236 b206 - .469370231236 b250 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1877: - .469370231236 b228 - .469370231236 b250 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1878: - .469370231236 b250 - .469370231236 b272 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1879: - .469370231236 b250 - .469370231236 b294 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1880: - .469370231236 b250 - .469370231236 b316 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1881: - .469370231236 b250 - .469370231236 b338 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1882: - .469370231236 b184 - .469370231236 b272 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1883: - .469370231236 b206 - .469370231236 b272 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1884: - .469370231236 b228 - .469370231236 b272 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1885: - .469370231236 b250 - .469370231236 b272 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1886: - .469370231236 b272 - .469370231236 b294 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1887: - .469370231236 b272 - .469370231236 b316 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1888: - .469370231236 b272 - .469370231236 b338 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1889: - .469370231236 b184 - .469370231236 b294 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1890: - .469370231236 b206 - .469370231236 b294 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1891: - .469370231236 b228 - .469370231236 b294 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1892: - .469370231236 b250 - .469370231236 b294 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1893: - .469370231236 b272 - .469370231236 b294 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1894: - .469370231236 b294 - .469370231236 b316 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1895: - .469370231236 b294 - .469370231236 b338 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1896: - .469370231236 b184 - .469370231236 b316 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1897: - .469370231236 b206 - .469370231236 b316 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1898: - .469370231236 b228 - .469370231236 b316 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1899: - .469370231236 b250 - .469370231236 b316 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1900: - .469370231236 b272 - .469370231236 b316 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1901: - .469370231236 b294 - .469370231236 b316 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1902: - .469370231236 b316 - .469370231236 b338 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1903: - .469370231236 b184 - .469370231236 b338 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1904: - .469370231236 b206 - .469370231236 b338 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1905: - .469370231236 b228 - .469370231236 b338 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1906: - .469370231236 b250 - .469370231236 b338 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1907: - .469370231236 b272 - .469370231236 b338 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1908: - .469370231236 b294 - .469370231236 b338 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1909: - .469370231236 b316 - .469370231236 b338 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1910: - .469370231236 b185 - .469370231236 b207 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1911: - .469370231236 b185 - .469370231236 b229 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1912: - .469370231236 b185 - .469370231236 b251 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1913: - .469370231236 b185 - .469370231236 b273 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1914: - .469370231236 b185 - .469370231236 b295 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1915: - .469370231236 b185 - .469370231236 b317 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1916: - .469370231236 b185 - .469370231236 b339 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1917: - .469370231236 b185 - .469370231236 b207 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1918: - .469370231236 b207 - .469370231236 b229 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1919: - .469370231236 b207 - .469370231236 b251 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1920: - .469370231236 b207 - .469370231236 b273 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1921: - .469370231236 b207 - .469370231236 b295 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1922: - .469370231236 b207 - .469370231236 b317 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1923: - .469370231236 b207 - .469370231236 b339 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1924: - .469370231236 b185 - .469370231236 b229 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1925: - .469370231236 b207 - .469370231236 b229 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1926: - .469370231236 b229 - .469370231236 b251 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1927: - .469370231236 b229 - .469370231236 b273 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1928: - .469370231236 b229 - .469370231236 b295 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1929: - .469370231236 b229 - .469370231236 b317 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1930: - .469370231236 b229 - .469370231236 b339 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1931: - .469370231236 b185 - .469370231236 b251 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1932: - .469370231236 b207 - .469370231236 b251 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1933: - .469370231236 b229 - .469370231236 b251 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1934: - .469370231236 b251 - .469370231236 b273 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1935: - .469370231236 b251 - .469370231236 b295 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1936: - .469370231236 b251 - .469370231236 b317 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1937: - .469370231236 b251 - .469370231236 b339 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1938: - .469370231236 b185 - .469370231236 b273 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1939: - .469370231236 b207 - .469370231236 b273 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1940: - .469370231236 b229 - .469370231236 b273 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1941: - .469370231236 b251 - .469370231236 b273 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1942: - .469370231236 b273 - .469370231236 b295 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1943: - .469370231236 b273 - .469370231236 b317 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1944: - .469370231236 b273 - .469370231236 b339 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1945: - .469370231236 b185 - .469370231236 b295 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1946: - .469370231236 b207 - .469370231236 b295 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1947: - .469370231236 b229 - .469370231236 b295 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1948: - .469370231236 b251 - .469370231236 b295 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1949: - .469370231236 b273 - .469370231236 b295 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1950: - .469370231236 b295 - .469370231236 b317 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1951: - .469370231236 b295 - .469370231236 b339 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1952: - .469370231236 b185 - .469370231236 b317 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1953: - .469370231236 b207 - .469370231236 b317 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1954: - .469370231236 b229 - .469370231236 b317 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1955: - .469370231236 b251 - .469370231236 b317 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1956: - .469370231236 b273 - .469370231236 b317 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e1957: - .469370231236 b295 - .469370231236 b317 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e1958: - .469370231236 b317 - .469370231236 b339 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1959: - .469370231236 b185 - .469370231236 b339 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1960: - .469370231236 b207 - .469370231236 b339 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1961: - .469370231236 b229 - .469370231236 b339 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1962: - .469370231236 b251 - .469370231236 b339 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1963: - .469370231236 b273 - .469370231236 b339 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e1964: - .469370231236 b295 - .469370231236 b339 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e1965: - .469370231236 b317 - .469370231236 b339 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e1966: - .469370231236 b186 - .469370231236 b208 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1967: - .469370231236 b186 - .469370231236 b230 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1968: - .469370231236 b186 - .469370231236 b252 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1969: - .469370231236 b186 - .469370231236 b274 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1970: - .469370231236 b186 - .469370231236 b296 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e1971: - .469370231236 b186 - .469370231236 b318 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e1972: - .469370231236 b186 - .469370231236 b340 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e1973: - .469370231236 b186 - .469370231236 b208 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e1974: - .469370231236 b208 - .469370231236 b230 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1975: - .469370231236 b208 - .469370231236 b252 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1976: - .469370231236 b208 - .469370231236 b274 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1977: - .469370231236 b208 - .469370231236 b296 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e1978: - .469370231236 b208 - .469370231236 b318 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e1979: - .469370231236 b208 - .469370231236 b340 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e1980: - .469370231236 b186 - .469370231236 b230 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e1981: - .469370231236 b208 - .469370231236 b230 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e1982: - .469370231236 b230 - .469370231236 b252 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1983: - .469370231236 b230 - .469370231236 b274 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1984: - .469370231236 b230 - .469370231236 b296 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e1985: - .469370231236 b230 - .469370231236 b318 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e1986: - .469370231236 b230 - .469370231236 b340 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e1987: - .469370231236 b186 - .469370231236 b252 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e1988: - .469370231236 b208 - .469370231236 b252 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e1989: - .469370231236 b230 - .469370231236 b252 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e1990: - .469370231236 b252 - .469370231236 b274 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1991: - .469370231236 b252 - .469370231236 b296 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e1992: - .469370231236 b252 - .469370231236 b318 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e1993: - .469370231236 b252 - .469370231236 b340 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e1994: - .469370231236 b186 - .469370231236 b274 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e1995: - .469370231236 b208 - .469370231236 b274 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e1996: - .469370231236 b230 - .469370231236 b274 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e1997: - .469370231236 b252 - .469370231236 b274 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e1998: - .469370231236 b274 - .469370231236 b296 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e1999: - .469370231236 b274 - .469370231236 b318 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2000: - .469370231236 b274 - .469370231236 b340 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2001: - .469370231236 b186 - .469370231236 b296 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2002: - .469370231236 b208 - .469370231236 b296 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2003: - .469370231236 b230 - .469370231236 b296 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2004: - .469370231236 b252 - .469370231236 b296 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2005: - .469370231236 b274 - .469370231236 b296 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2006: - .469370231236 b296 - .469370231236 b318 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2007: - .469370231236 b296 - .469370231236 b340 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2008: - .469370231236 b186 - .469370231236 b318 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2009: - .469370231236 b208 - .469370231236 b318 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2010: - .469370231236 b230 - .469370231236 b318 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2011: - .469370231236 b252 - .469370231236 b318 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2012: - .469370231236 b274 - .469370231236 b318 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2013: - .469370231236 b296 - .469370231236 b318 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2014: - .469370231236 b318 - .469370231236 b340 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2015: - .469370231236 b186 - .469370231236 b340 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2016: - .469370231236 b208 - .469370231236 b340 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2017: - .469370231236 b230 - .469370231236 b340 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2018: - .469370231236 b252 - .469370231236 b340 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2019: - .469370231236 b274 - .469370231236 b340 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2020: - .469370231236 b296 - .469370231236 b340 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2021: - .469370231236 b318 - .469370231236 b340 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2022: - .469370231236 b187 - .469370231236 b209 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2023: - .469370231236 b187 - .469370231236 b231 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2024: - .469370231236 b187 - .469370231236 b253 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2025: - .469370231236 b187 - .469370231236 b275 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2026: - .469370231236 b187 - .469370231236 b297 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2027: - .469370231236 b187 - .469370231236 b319 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2028: - .469370231236 b187 - .469370231236 b341 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2029: - .469370231236 b187 - .469370231236 b209 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2030: - .469370231236 b209 - .469370231236 b231 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2031: - .469370231236 b209 - .469370231236 b253 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2032: - .469370231236 b209 - .469370231236 b275 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2033: - .469370231236 b209 - .469370231236 b297 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2034: - .469370231236 b209 - .469370231236 b319 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2035: - .469370231236 b209 - .469370231236 b341 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2036: - .469370231236 b187 - .469370231236 b231 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2037: - .469370231236 b209 - .469370231236 b231 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2038: - .469370231236 b231 - .469370231236 b253 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2039: - .469370231236 b231 - .469370231236 b275 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2040: - .469370231236 b231 - .469370231236 b297 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2041: - .469370231236 b231 - .469370231236 b319 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2042: - .469370231236 b231 - .469370231236 b341 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2043: - .469370231236 b187 - .469370231236 b253 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2044: - .469370231236 b209 - .469370231236 b253 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2045: - .469370231236 b231 - .469370231236 b253 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2046: - .469370231236 b253 - .469370231236 b275 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2047: - .469370231236 b253 - .469370231236 b297 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2048: - .469370231236 b253 - .469370231236 b319 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2049: - .469370231236 b253 - .469370231236 b341 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2050: - .469370231236 b187 - .469370231236 b275 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2051: - .469370231236 b209 - .469370231236 b275 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2052: - .469370231236 b231 - .469370231236 b275 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2053: - .469370231236 b253 - .469370231236 b275 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2054: - .469370231236 b275 - .469370231236 b297 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2055: - .469370231236 b275 - .469370231236 b319 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2056: - .469370231236 b275 - .469370231236 b341 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2057: - .469370231236 b187 - .469370231236 b297 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2058: - .469370231236 b209 - .469370231236 b297 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2059: - .469370231236 b231 - .469370231236 b297 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2060: - .469370231236 b253 - .469370231236 b297 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2061: - .469370231236 b275 - .469370231236 b297 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2062: - .469370231236 b297 - .469370231236 b319 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2063: - .469370231236 b297 - .469370231236 b341 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2064: - .469370231236 b187 - .469370231236 b319 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2065: - .469370231236 b209 - .469370231236 b319 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2066: - .469370231236 b231 - .469370231236 b319 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2067: - .469370231236 b253 - .469370231236 b319 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2068: - .469370231236 b275 - .469370231236 b319 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2069: - .469370231236 b297 - .469370231236 b319 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2070: - .469370231236 b319 - .469370231236 b341 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2071: - .469370231236 b187 - .469370231236 b341 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2072: - .469370231236 b209 - .469370231236 b341 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2073: - .469370231236 b231 - .469370231236 b341 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2074: - .469370231236 b253 - .469370231236 b341 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2075: - .469370231236 b275 - .469370231236 b341 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2076: - .469370231236 b297 - .469370231236 b341 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2077: - .469370231236 b319 - .469370231236 b341 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2078: - .469370231236 b188 - .469370231236 b210 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2079: - .469370231236 b188 - .469370231236 b232 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2080: - .469370231236 b188 - .469370231236 b254 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2081: - .469370231236 b188 - .469370231236 b276 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2082: - .469370231236 b188 - .469370231236 b298 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2083: - .469370231236 b188 - .469370231236 b320 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2084: - .469370231236 b188 - .469370231236 b342 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2085: - .469370231236 b188 - .469370231236 b210 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2086: - .469370231236 b210 - .469370231236 b232 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2087: - .469370231236 b210 - .469370231236 b254 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2088: - .469370231236 b210 - .469370231236 b276 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2089: - .469370231236 b210 - .469370231236 b298 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2090: - .469370231236 b210 - .469370231236 b320 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2091: - .469370231236 b210 - .469370231236 b342 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2092: - .469370231236 b188 - .469370231236 b232 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2093: - .469370231236 b210 - .469370231236 b232 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2094: - .469370231236 b232 - .469370231236 b254 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2095: - .469370231236 b232 - .469370231236 b276 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2096: - .469370231236 b232 - .469370231236 b298 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2097: - .469370231236 b232 - .469370231236 b320 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2098: - .469370231236 b232 - .469370231236 b342 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2099: - .469370231236 b188 - .469370231236 b254 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2100: - .469370231236 b210 - .469370231236 b254 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2101: - .469370231236 b232 - .469370231236 b254 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2102: - .469370231236 b254 - .469370231236 b276 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2103: - .469370231236 b254 - .469370231236 b298 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2104: - .469370231236 b254 - .469370231236 b320 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2105: - .469370231236 b254 - .469370231236 b342 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2106: - .469370231236 b188 - .469370231236 b276 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2107: - .469370231236 b210 - .469370231236 b276 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2108: - .469370231236 b232 - .469370231236 b276 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2109: - .469370231236 b254 - .469370231236 b276 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2110: - .469370231236 b276 - .469370231236 b298 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2111: - .469370231236 b276 - .469370231236 b320 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2112: - .469370231236 b276 - .469370231236 b342 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2113: - .469370231236 b188 - .469370231236 b298 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2114: - .469370231236 b210 - .469370231236 b298 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2115: - .469370231236 b232 - .469370231236 b298 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2116: - .469370231236 b254 - .469370231236 b298 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2117: - .469370231236 b276 - .469370231236 b298 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2118: - .469370231236 b298 - .469370231236 b320 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2119: - .469370231236 b298 - .469370231236 b342 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2120: - .469370231236 b188 - .469370231236 b320 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2121: - .469370231236 b210 - .469370231236 b320 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2122: - .469370231236 b232 - .469370231236 b320 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2123: - .469370231236 b254 - .469370231236 b320 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2124: - .469370231236 b276 - .469370231236 b320 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2125: - .469370231236 b298 - .469370231236 b320 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2126: - .469370231236 b320 - .469370231236 b342 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2127: - .469370231236 b188 - .469370231236 b342 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2128: - .469370231236 b210 - .469370231236 b342 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2129: - .469370231236 b232 - .469370231236 b342 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2130: - .469370231236 b254 - .469370231236 b342 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2131: - .469370231236 b276 - .469370231236 b342 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2132: - .469370231236 b298 - .469370231236 b342 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2133: - .469370231236 b320 - .469370231236 b342 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2134: - .469370231236 b189 - .469370231236 b211 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2135: - .469370231236 b189 - .469370231236 b233 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2136: - .469370231236 b189 - .469370231236 b255 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2137: - .469370231236 b189 - .469370231236 b277 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2138: - .469370231236 b189 - .469370231236 b299 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2139: - .469370231236 b189 - .469370231236 b321 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2140: - .469370231236 b189 - .469370231236 b343 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2141: - .469370231236 b189 - .469370231236 b211 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2142: - .469370231236 b211 - .469370231236 b233 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2143: - .469370231236 b211 - .469370231236 b255 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2144: - .469370231236 b211 - .469370231236 b277 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2145: - .469370231236 b211 - .469370231236 b299 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2146: - .469370231236 b211 - .469370231236 b321 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2147: - .469370231236 b211 - .469370231236 b343 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2148: - .469370231236 b189 - .469370231236 b233 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2149: - .469370231236 b211 - .469370231236 b233 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2150: - .469370231236 b233 - .469370231236 b255 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2151: - .469370231236 b233 - .469370231236 b277 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2152: - .469370231236 b233 - .469370231236 b299 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2153: - .469370231236 b233 - .469370231236 b321 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2154: - .469370231236 b233 - .469370231236 b343 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2155: - .469370231236 b189 - .469370231236 b255 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2156: - .469370231236 b211 - .469370231236 b255 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2157: - .469370231236 b233 - .469370231236 b255 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2158: - .469370231236 b255 - .469370231236 b277 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2159: - .469370231236 b255 - .469370231236 b299 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2160: - .469370231236 b255 - .469370231236 b321 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2161: - .469370231236 b255 - .469370231236 b343 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2162: - .469370231236 b189 - .469370231236 b277 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2163: - .469370231236 b211 - .469370231236 b277 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2164: - .469370231236 b233 - .469370231236 b277 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2165: - .469370231236 b255 - .469370231236 b277 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2166: - .469370231236 b277 - .469370231236 b299 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2167: - .469370231236 b277 - .469370231236 b321 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2168: - .469370231236 b277 - .469370231236 b343 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2169: - .469370231236 b189 - .469370231236 b299 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2170: - .469370231236 b211 - .469370231236 b299 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2171: - .469370231236 b233 - .469370231236 b299 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2172: - .469370231236 b255 - .469370231236 b299 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2173: - .469370231236 b277 - .469370231236 b299 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2174: - .469370231236 b299 - .469370231236 b321 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2175: - .469370231236 b299 - .469370231236 b343 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2176: - .469370231236 b189 - .469370231236 b321 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2177: - .469370231236 b211 - .469370231236 b321 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2178: - .469370231236 b233 - .469370231236 b321 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2179: - .469370231236 b255 - .469370231236 b321 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2180: - .469370231236 b277 - .469370231236 b321 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2181: - .469370231236 b299 - .469370231236 b321 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2182: - .469370231236 b321 - .469370231236 b343 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2183: - .469370231236 b189 - .469370231236 b343 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2184: - .469370231236 b211 - .469370231236 b343 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2185: - .469370231236 b233 - .469370231236 b343 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2186: - .469370231236 b255 - .469370231236 b343 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2187: - .469370231236 b277 - .469370231236 b343 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2188: - .469370231236 b299 - .469370231236 b343 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2189: - .469370231236 b321 - .469370231236 b343 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2190: - .469370231236 b190 - .469370231236 b212 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2191: - .469370231236 b190 - .469370231236 b234 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2192: - .469370231236 b190 - .469370231236 b256 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2193: - .469370231236 b190 - .469370231236 b278 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2194: - .469370231236 b190 - .469370231236 b300 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2195: - .469370231236 b190 - .469370231236 b322 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2196: - .469370231236 b190 - .469370231236 b344 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2197: - .469370231236 b190 - .469370231236 b212 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2198: - .469370231236 b212 - .469370231236 b234 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2199: - .469370231236 b212 - .469370231236 b256 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2200: - .469370231236 b212 - .469370231236 b278 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2201: - .469370231236 b212 - .469370231236 b300 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2202: - .469370231236 b212 - .469370231236 b322 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2203: - .469370231236 b212 - .469370231236 b344 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2204: - .469370231236 b190 - .469370231236 b234 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2205: - .469370231236 b212 - .469370231236 b234 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2206: - .469370231236 b234 - .469370231236 b256 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2207: - .469370231236 b234 - .469370231236 b278 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2208: - .469370231236 b234 - .469370231236 b300 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2209: - .469370231236 b234 - .469370231236 b322 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2210: - .469370231236 b234 - .469370231236 b344 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2211: - .469370231236 b190 - .469370231236 b256 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2212: - .469370231236 b212 - .469370231236 b256 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2213: - .469370231236 b234 - .469370231236 b256 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2214: - .469370231236 b256 - .469370231236 b278 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2215: - .469370231236 b256 - .469370231236 b300 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2216: - .469370231236 b256 - .469370231236 b322 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2217: - .469370231236 b256 - .469370231236 b344 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2218: - .469370231236 b190 - .469370231236 b278 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2219: - .469370231236 b212 - .469370231236 b278 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2220: - .469370231236 b234 - .469370231236 b278 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2221: - .469370231236 b256 - .469370231236 b278 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2222: - .469370231236 b278 - .469370231236 b300 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2223: - .469370231236 b278 - .469370231236 b322 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2224: - .469370231236 b278 - .469370231236 b344 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2225: - .469370231236 b190 - .469370231236 b300 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2226: - .469370231236 b212 - .469370231236 b300 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2227: - .469370231236 b234 - .469370231236 b300 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2228: - .469370231236 b256 - .469370231236 b300 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2229: - .469370231236 b278 - .469370231236 b300 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2230: - .469370231236 b300 - .469370231236 b322 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2231: - .469370231236 b300 - .469370231236 b344 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2232: - .469370231236 b190 - .469370231236 b322 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2233: - .469370231236 b212 - .469370231236 b322 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2234: - .469370231236 b234 - .469370231236 b322 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2235: - .469370231236 b256 - .469370231236 b322 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2236: - .469370231236 b278 - .469370231236 b322 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2237: - .469370231236 b300 - .469370231236 b322 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2238: - .469370231236 b322 - .469370231236 b344 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2239: - .469370231236 b190 - .469370231236 b344 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2240: - .469370231236 b212 - .469370231236 b344 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2241: - .469370231236 b234 - .469370231236 b344 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2242: - .469370231236 b256 - .469370231236 b344 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2243: - .469370231236 b278 - .469370231236 b344 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2244: - .469370231236 b300 - .469370231236 b344 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2245: - .469370231236 b322 - .469370231236 b344 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2246: - .469370231236 b191 - .469370231236 b213 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2247: - .469370231236 b191 - .469370231236 b235 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2248: - .469370231236 b191 - .469370231236 b257 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2249: - .469370231236 b191 - .469370231236 b279 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2250: - .469370231236 b191 - .469370231236 b301 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2251: - .469370231236 b191 - .469370231236 b323 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2252: - .469370231236 b191 - .469370231236 b345 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2253: - .469370231236 b191 - .469370231236 b213 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2254: - .469370231236 b213 - .469370231236 b235 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2255: - .469370231236 b213 - .469370231236 b257 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2256: - .469370231236 b213 - .469370231236 b279 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2257: - .469370231236 b213 - .469370231236 b301 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2258: - .469370231236 b213 - .469370231236 b323 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2259: - .469370231236 b213 - .469370231236 b345 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2260: - .469370231236 b191 - .469370231236 b235 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2261: - .469370231236 b213 - .469370231236 b235 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2262: - .469370231236 b235 - .469370231236 b257 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2263: - .469370231236 b235 - .469370231236 b279 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2264: - .469370231236 b235 - .469370231236 b301 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2265: - .469370231236 b235 - .469370231236 b323 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2266: - .469370231236 b235 - .469370231236 b345 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2267: - .469370231236 b191 - .469370231236 b257 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2268: - .469370231236 b213 - .469370231236 b257 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2269: - .469370231236 b235 - .469370231236 b257 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2270: - .469370231236 b257 - .469370231236 b279 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2271: - .469370231236 b257 - .469370231236 b301 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2272: - .469370231236 b257 - .469370231236 b323 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2273: - .469370231236 b257 - .469370231236 b345 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2274: - .469370231236 b191 - .469370231236 b279 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2275: - .469370231236 b213 - .469370231236 b279 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2276: - .469370231236 b235 - .469370231236 b279 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2277: - .469370231236 b257 - .469370231236 b279 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2278: - .469370231236 b279 - .469370231236 b301 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2279: - .469370231236 b279 - .469370231236 b323 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2280: - .469370231236 b279 - .469370231236 b345 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2281: - .469370231236 b191 - .469370231236 b301 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2282: - .469370231236 b213 - .469370231236 b301 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2283: - .469370231236 b235 - .469370231236 b301 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2284: - .469370231236 b257 - .469370231236 b301 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2285: - .469370231236 b279 - .469370231236 b301 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2286: - .469370231236 b301 - .469370231236 b323 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2287: - .469370231236 b301 - .469370231236 b345 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2288: - .469370231236 b191 - .469370231236 b323 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2289: - .469370231236 b213 - .469370231236 b323 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2290: - .469370231236 b235 - .469370231236 b323 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2291: - .469370231236 b257 - .469370231236 b323 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2292: - .469370231236 b279 - .469370231236 b323 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2293: - .469370231236 b301 - .469370231236 b323 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2294: - .469370231236 b323 - .469370231236 b345 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2295: - .469370231236 b191 - .469370231236 b345 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2296: - .469370231236 b213 - .469370231236 b345 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2297: - .469370231236 b235 - .469370231236 b345 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2298: - .469370231236 b257 - .469370231236 b345 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2299: - .469370231236 b279 - .469370231236 b345 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2300: - .469370231236 b301 - .469370231236 b345 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2301: - .469370231236 b323 - .469370231236 b345 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2302: - 1.436939228176 b62 - 1.436939228176 b74 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2303: - 1.436939228176 b62 - 1.436939228176 b86 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2304: - 1.436939228176 b62 - 1.436939228176 b98 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2305: - 1.436939228176 b62 - 1.436939228176 b110 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2306: - 1.436939228176 b62 - 1.436939228176 b122 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e2307: - 1.436939228176 b62 - 1.436939228176 b134 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e2308: - 1.436939228176 b62 - 1.436939228176 b146 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e2309: - 1.436939228176 b62 - 1.436939228176 b158 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e2310: - 1.436939228176 b62 - 1.436939228176 b170 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e2311: - .887203867225 b62 - .887203867225 b192 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e2312: - .887203867225 b62 - .887203867225 b214 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e2313: - .887203867225 b62 - .887203867225 b236 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e2314: - .887203867225 b62 - .887203867225 b258 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e2315: - .887203867225 b62 - .887203867225 b280 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e2316: - .887203867225 b62 - .887203867225 b302 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e2317: - .887203867225 b62 - .887203867225 b324 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e2318: - .887203867225 b62 - .887203867225 b346 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e2319: - 1.436939228176 b62 - 1.436939228176 b74 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2320: - 1.436939228176 b74 - 1.436939228176 b86 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2321: - 1.436939228176 b74 - 1.436939228176 b98 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2322: - 1.436939228176 b74 - 1.436939228176 b110 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2323: - 1.436939228176 b74 - 1.436939228176 b122 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e2324: - 1.436939228176 b74 - 1.436939228176 b134 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e2325: - 1.436939228176 b74 - 1.436939228176 b146 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e2326: - 1.436939228176 b74 - 1.436939228176 b158 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e2327: - 1.436939228176 b74 - 1.436939228176 b170 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e2328: - .887203867225 b74 - .887203867225 b192 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e2329: - .887203867225 b74 - .887203867225 b214 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e2330: - .887203867225 b74 - .887203867225 b236 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e2331: - .887203867225 b74 - .887203867225 b258 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e2332: - .887203867225 b74 - .887203867225 b280 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e2333: - .887203867225 b74 - .887203867225 b302 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e2334: - .887203867225 b74 - .887203867225 b324 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e2335: - .887203867225 b74 - .887203867225 b346 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e2336: - 1.436939228176 b62 - 1.436939228176 b86 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2337: - 1.436939228176 b74 - 1.436939228176 b86 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2338: - 1.436939228176 b86 - 1.436939228176 b98 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2339: - 1.436939228176 b86 - 1.436939228176 b110 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2340: - 1.436939228176 b86 - 1.436939228176 b122 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e2341: - 1.436939228176 b86 - 1.436939228176 b134 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e2342: - 1.436939228176 b86 - 1.436939228176 b146 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e2343: - 1.436939228176 b86 - 1.436939228176 b158 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e2344: - 1.436939228176 b86 - 1.436939228176 b170 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e2345: - .887203867225 b86 - .887203867225 b192 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e2346: - .887203867225 b86 - .887203867225 b214 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e2347: - .887203867225 b86 - .887203867225 b236 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e2348: - .887203867225 b86 - .887203867225 b258 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e2349: - .887203867225 b86 - .887203867225 b280 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e2350: - .887203867225 b86 - .887203867225 b302 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e2351: - .887203867225 b86 - .887203867225 b324 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e2352: - .887203867225 b86 - .887203867225 b346 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e2353: - 1.436939228176 b62 - 1.436939228176 b98 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2354: - 1.436939228176 b74 - 1.436939228176 b98 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2355: - 1.436939228176 b86 - 1.436939228176 b98 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2356: - 1.436939228176 b98 - 1.436939228176 b110 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2357: - 1.436939228176 b98 - 1.436939228176 b122 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e2358: - 1.436939228176 b98 - 1.436939228176 b134 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e2359: - 1.436939228176 b98 - 1.436939228176 b146 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e2360: - 1.436939228176 b98 - 1.436939228176 b158 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e2361: - 1.436939228176 b98 - 1.436939228176 b170 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e2362: - .887203867225 b98 - .887203867225 b192 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e2363: - .887203867225 b98 - .887203867225 b214 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e2364: - .887203867225 b98 - .887203867225 b236 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e2365: - .887203867225 b98 - .887203867225 b258 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e2366: - .887203867225 b98 - .887203867225 b280 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e2367: - .887203867225 b98 - .887203867225 b302 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e2368: - .887203867225 b98 - .887203867225 b324 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e2369: - .887203867225 b98 - .887203867225 b346 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e2370: - 1.436939228176 b62 - 1.436939228176 b110 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2371: - 1.436939228176 b74 - 1.436939228176 b110 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2372: - 1.436939228176 b86 - 1.436939228176 b110 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2373: - 1.436939228176 b98 - 1.436939228176 b110 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2374: - 1.436939228176 b110 - 1.436939228176 b122 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e2375: - 1.436939228176 b110 - 1.436939228176 b134 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e2376: - 1.436939228176 b110 - 1.436939228176 b146 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e2377: - 1.436939228176 b110 - 1.436939228176 b158 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e2378: - 1.436939228176 b110 - 1.436939228176 b170 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e2379: - .887203867225 b110 - .887203867225 b192 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e2380: - .887203867225 b110 - .887203867225 b214 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e2381: - .887203867225 b110 - .887203867225 b236 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e2382: - .887203867225 b110 - .887203867225 b258 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e2383: - .887203867225 b110 - .887203867225 b280 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e2384: - .887203867225 b110 - .887203867225 b302 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e2385: - .887203867225 b110 - .887203867225 b324 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e2386: - .887203867225 b110 - .887203867225 b346 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e2387: - 1.436939228176 b62 - 1.436939228176 b122 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e2388: - 1.436939228176 b74 - 1.436939228176 b122 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e2389: - 1.436939228176 b86 - 1.436939228176 b122 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e2390: - 1.436939228176 b98 - 1.436939228176 b122 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e2391: - 1.436939228176 b110 - 1.436939228176 b122 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e2392: - 1.436939228176 b122 - 1.436939228176 b134 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e2393: - 1.436939228176 b122 - 1.436939228176 b146 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e2394: - 1.436939228176 b122 - 1.436939228176 b158 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e2395: - 1.436939228176 b122 - 1.436939228176 b170 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e2396: - .887203867225 b122 - .887203867225 b192 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e2397: - .887203867225 b122 - .887203867225 b214 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e2398: - .887203867225 b122 - .887203867225 b236 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e2399: - .887203867225 b122 - .887203867225 b258 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e2400: - .887203867225 b122 - .887203867225 b280 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e2401: - .887203867225 b122 - .887203867225 b302 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e2402: - .887203867225 b122 - .887203867225 b324 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e2403: - .887203867225 b122 - .887203867225 b346 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e2404: - 1.436939228176 b62 - 1.436939228176 b134 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e2405: - 1.436939228176 b74 - 1.436939228176 b134 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e2406: - 1.436939228176 b86 - 1.436939228176 b134 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e2407: - 1.436939228176 b98 - 1.436939228176 b134 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e2408: - 1.436939228176 b110 - 1.436939228176 b134 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e2409: - 1.436939228176 b122 - 1.436939228176 b134 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e2410: - 1.436939228176 b134 - 1.436939228176 b146 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e2411: - 1.436939228176 b134 - 1.436939228176 b158 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e2412: - 1.436939228176 b134 - 1.436939228176 b170 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e2413: - .887203867225 b134 - .887203867225 b192 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e2414: - .887203867225 b134 - .887203867225 b214 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e2415: - .887203867225 b134 - .887203867225 b236 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e2416: - .887203867225 b134 - .887203867225 b258 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e2417: - .887203867225 b134 - .887203867225 b280 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e2418: - .887203867225 b134 - .887203867225 b302 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e2419: - .887203867225 b134 - .887203867225 b324 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e2420: - .887203867225 b134 - .887203867225 b346 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e2421: - 1.436939228176 b62 - 1.436939228176 b146 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e2422: - 1.436939228176 b74 - 1.436939228176 b146 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e2423: - 1.436939228176 b86 - 1.436939228176 b146 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e2424: - 1.436939228176 b98 - 1.436939228176 b146 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e2425: - 1.436939228176 b110 - 1.436939228176 b146 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e2426: - 1.436939228176 b122 - 1.436939228176 b146 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e2427: - 1.436939228176 b134 - 1.436939228176 b146 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e2428: - 1.436939228176 b146 - 1.436939228176 b158 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e2429: - 1.436939228176 b146 - 1.436939228176 b170 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e2430: - .887203867225 b146 - .887203867225 b192 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e2431: - .887203867225 b146 - .887203867225 b214 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e2432: - .887203867225 b146 - .887203867225 b236 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e2433: - .887203867225 b146 - .887203867225 b258 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e2434: - .887203867225 b146 - .887203867225 b280 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e2435: - .887203867225 b146 - .887203867225 b302 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e2436: - .887203867225 b146 - .887203867225 b324 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e2437: - .887203867225 b146 - .887203867225 b346 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e2438: - 1.436939228176 b62 - 1.436939228176 b158 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e2439: - 1.436939228176 b74 - 1.436939228176 b158 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e2440: - 1.436939228176 b86 - 1.436939228176 b158 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e2441: - 1.436939228176 b98 - 1.436939228176 b158 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e2442: - 1.436939228176 b110 - 1.436939228176 b158 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e2443: - 1.436939228176 b122 - 1.436939228176 b158 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e2444: - 1.436939228176 b134 - 1.436939228176 b158 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e2445: - 1.436939228176 b146 - 1.436939228176 b158 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e2446: - 1.436939228176 b158 - 1.436939228176 b170 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e2447: - .887203867225 b158 - .887203867225 b192 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e2448: - .887203867225 b158 - .887203867225 b214 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e2449: - .887203867225 b158 - .887203867225 b236 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e2450: - .887203867225 b158 - .887203867225 b258 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e2451: - .887203867225 b158 - .887203867225 b280 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e2452: - .887203867225 b158 - .887203867225 b302 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e2453: - .887203867225 b158 - .887203867225 b324 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e2454: - .887203867225 b158 - .887203867225 b346 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e2455: - 1.436939228176 b62 - 1.436939228176 b170 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e2456: - 1.436939228176 b74 - 1.436939228176 b170 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e2457: - 1.436939228176 b86 - 1.436939228176 b170 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e2458: - 1.436939228176 b98 - 1.436939228176 b170 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e2459: - 1.436939228176 b110 - 1.436939228176 b170 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e2460: - 1.436939228176 b122 - 1.436939228176 b170 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e2461: - 1.436939228176 b134 - 1.436939228176 b170 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e2462: - 1.436939228176 b146 - 1.436939228176 b170 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e2463: - 1.436939228176 b158 - 1.436939228176 b170 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e2464: - .887203867225 b170 - .887203867225 b192 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e2465: - .887203867225 b170 - .887203867225 b214 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e2466: - .887203867225 b170 - .887203867225 b236 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e2467: - .887203867225 b170 - .887203867225 b258 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e2468: - .887203867225 b170 - .887203867225 b280 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e2469: - .887203867225 b170 - .887203867225 b302 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e2470: - .887203867225 b170 - .887203867225 b324 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e2471: - .887203867225 b170 - .887203867225 b346 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e2472: - .887203867225 b62 - .887203867225 b192 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e2473: - .887203867225 b74 - .887203867225 b192 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e2474: - .887203867225 b86 - .887203867225 b192 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e2475: - .887203867225 b98 - .887203867225 b192 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e2476: - .887203867225 b110 - .887203867225 b192 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e2477: - .887203867225 b122 - .887203867225 b192 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e2478: - .887203867225 b134 - .887203867225 b192 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e2479: - .887203867225 b146 - .887203867225 b192 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e2480: - .887203867225 b158 - .887203867225 b192 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e2481: - .887203867225 b170 - .887203867225 b192 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e2482: - .469370231236 b192 - .469370231236 b214 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2483: - .469370231236 b192 - .469370231236 b236 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2484: - .469370231236 b192 - .469370231236 b258 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2485: - .469370231236 b192 - .469370231236 b280 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2486: - .469370231236 b192 - .469370231236 b302 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2487: - .469370231236 b192 - .469370231236 b324 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2488: - .469370231236 b192 - .469370231236 b346 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2489: - .887203867225 b62 - .887203867225 b214 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e2490: - .887203867225 b74 - .887203867225 b214 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e2491: - .887203867225 b86 - .887203867225 b214 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e2492: - .887203867225 b98 - .887203867225 b214 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e2493: - .887203867225 b110 - .887203867225 b214 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e2494: - .887203867225 b122 - .887203867225 b214 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e2495: - .887203867225 b134 - .887203867225 b214 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e2496: - .887203867225 b146 - .887203867225 b214 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e2497: - .887203867225 b158 - .887203867225 b214 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e2498: - .887203867225 b170 - .887203867225 b214 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e2499: - .469370231236 b192 - .469370231236 b214 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2500: - .469370231236 b214 - .469370231236 b236 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2501: - .469370231236 b214 - .469370231236 b258 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2502: - .469370231236 b214 - .469370231236 b280 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2503: - .469370231236 b214 - .469370231236 b302 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2504: - .469370231236 b214 - .469370231236 b324 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2505: - .469370231236 b214 - .469370231236 b346 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2506: - .887203867225 b62 - .887203867225 b236 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e2507: - .887203867225 b74 - .887203867225 b236 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e2508: - .887203867225 b86 - .887203867225 b236 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e2509: - .887203867225 b98 - .887203867225 b236 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e2510: - .887203867225 b110 - .887203867225 b236 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e2511: - .887203867225 b122 - .887203867225 b236 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e2512: - .887203867225 b134 - .887203867225 b236 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e2513: - .887203867225 b146 - .887203867225 b236 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e2514: - .887203867225 b158 - .887203867225 b236 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e2515: - .887203867225 b170 - .887203867225 b236 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e2516: - .469370231236 b192 - .469370231236 b236 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2517: - .469370231236 b214 - .469370231236 b236 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2518: - .469370231236 b236 - .469370231236 b258 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2519: - .469370231236 b236 - .469370231236 b280 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2520: - .469370231236 b236 - .469370231236 b302 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2521: - .469370231236 b236 - .469370231236 b324 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2522: - .469370231236 b236 - .469370231236 b346 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2523: - .887203867225 b62 - .887203867225 b258 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e2524: - .887203867225 b74 - .887203867225 b258 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e2525: - .887203867225 b86 - .887203867225 b258 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e2526: - .887203867225 b98 - .887203867225 b258 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e2527: - .887203867225 b110 - .887203867225 b258 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e2528: - .887203867225 b122 - .887203867225 b258 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e2529: - .887203867225 b134 - .887203867225 b258 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e2530: - .887203867225 b146 - .887203867225 b258 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e2531: - .887203867225 b158 - .887203867225 b258 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e2532: - .887203867225 b170 - .887203867225 b258 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e2533: - .469370231236 b192 - .469370231236 b258 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2534: - .469370231236 b214 - .469370231236 b258 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2535: - .469370231236 b236 - .469370231236 b258 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2536: - .469370231236 b258 - .469370231236 b280 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2537: - .469370231236 b258 - .469370231236 b302 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2538: - .469370231236 b258 - .469370231236 b324 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2539: - .469370231236 b258 - .469370231236 b346 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2540: - .887203867225 b62 - .887203867225 b280 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e2541: - .887203867225 b74 - .887203867225 b280 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e2542: - .887203867225 b86 - .887203867225 b280 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e2543: - .887203867225 b98 - .887203867225 b280 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e2544: - .887203867225 b110 - .887203867225 b280 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e2545: - .887203867225 b122 - .887203867225 b280 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e2546: - .887203867225 b134 - .887203867225 b280 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e2547: - .887203867225 b146 - .887203867225 b280 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e2548: - .887203867225 b158 - .887203867225 b280 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e2549: - .887203867225 b170 - .887203867225 b280 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e2550: - .469370231236 b192 - .469370231236 b280 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2551: - .469370231236 b214 - .469370231236 b280 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2552: - .469370231236 b236 - .469370231236 b280 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2553: - .469370231236 b258 - .469370231236 b280 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2554: - .469370231236 b280 - .469370231236 b302 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2555: - .469370231236 b280 - .469370231236 b324 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2556: - .469370231236 b280 - .469370231236 b346 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2557: - .887203867225 b62 - .887203867225 b302 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e2558: - .887203867225 b74 - .887203867225 b302 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e2559: - .887203867225 b86 - .887203867225 b302 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e2560: - .887203867225 b98 - .887203867225 b302 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e2561: - .887203867225 b110 - .887203867225 b302 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e2562: - .887203867225 b122 - .887203867225 b302 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e2563: - .887203867225 b134 - .887203867225 b302 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e2564: - .887203867225 b146 - .887203867225 b302 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e2565: - .887203867225 b158 - .887203867225 b302 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e2566: - .887203867225 b170 - .887203867225 b302 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e2567: - .469370231236 b192 - .469370231236 b302 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2568: - .469370231236 b214 - .469370231236 b302 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2569: - .469370231236 b236 - .469370231236 b302 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2570: - .469370231236 b258 - .469370231236 b302 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2571: - .469370231236 b280 - .469370231236 b302 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2572: - .469370231236 b302 - .469370231236 b324 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2573: - .469370231236 b302 - .469370231236 b346 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2574: - .887203867225 b62 - .887203867225 b324 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e2575: - .887203867225 b74 - .887203867225 b324 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e2576: - .887203867225 b86 - .887203867225 b324 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e2577: - .887203867225 b98 - .887203867225 b324 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e2578: - .887203867225 b110 - .887203867225 b324 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e2579: - .887203867225 b122 - .887203867225 b324 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e2580: - .887203867225 b134 - .887203867225 b324 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e2581: - .887203867225 b146 - .887203867225 b324 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e2582: - .887203867225 b158 - .887203867225 b324 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e2583: - .887203867225 b170 - .887203867225 b324 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e2584: - .469370231236 b192 - .469370231236 b324 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2585: - .469370231236 b214 - .469370231236 b324 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2586: - .469370231236 b236 - .469370231236 b324 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2587: - .469370231236 b258 - .469370231236 b324 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2588: - .469370231236 b280 - .469370231236 b324 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2589: - .469370231236 b302 - .469370231236 b324 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2590: - .469370231236 b324 - .469370231236 b346 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2591: - .887203867225 b62 - .887203867225 b346 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e2592: - .887203867225 b74 - .887203867225 b346 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e2593: - .887203867225 b86 - .887203867225 b346 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e2594: - .887203867225 b98 - .887203867225 b346 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e2595: - .887203867225 b110 - .887203867225 b346 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e2596: - .887203867225 b122 - .887203867225 b346 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e2597: - .887203867225 b134 - .887203867225 b346 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e2598: - .887203867225 b146 - .887203867225 b346 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e2599: - .887203867225 b158 - .887203867225 b346 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e2600: - .887203867225 b170 - .887203867225 b346 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e2601: - .469370231236 b192 - .469370231236 b346 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2602: - .469370231236 b214 - .469370231236 b346 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2603: - .469370231236 b236 - .469370231236 b346 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2604: - .469370231236 b258 - .469370231236 b346 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2605: - .469370231236 b280 - .469370231236 b346 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2606: - .469370231236 b302 - .469370231236 b346 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2607: - .469370231236 b324 - .469370231236 b346 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2608: - 1.436939228176 b63 - 1.436939228176 b75 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2609: - 1.436939228176 b63 - 1.436939228176 b87 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2610: - 1.436939228176 b63 - 1.436939228176 b99 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2611: - 1.436939228176 b63 - 1.436939228176 b111 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2612: - 1.436939228176 b63 - 1.436939228176 b123 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e2613: - 1.436939228176 b63 - 1.436939228176 b135 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e2614: - 1.436939228176 b63 - 1.436939228176 b147 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e2615: - 1.436939228176 b63 - 1.436939228176 b159 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e2616: - 1.436939228176 b63 - 1.436939228176 b171 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e2617: - .887203867225 b63 - .887203867225 b193 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e2618: - .887203867225 b63 - .887203867225 b215 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e2619: - .887203867225 b63 - .887203867225 b237 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e2620: - .887203867225 b63 - .887203867225 b259 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e2621: - .887203867225 b63 - .887203867225 b281 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e2622: - .887203867225 b63 - .887203867225 b303 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e2623: - .887203867225 b63 - .887203867225 b325 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e2624: - .887203867225 b63 - .887203867225 b347 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e2625: - 1.436939228176 b63 - 1.436939228176 b75 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2626: - 1.436939228176 b75 - 1.436939228176 b87 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2627: - 1.436939228176 b75 - 1.436939228176 b99 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2628: - 1.436939228176 b75 - 1.436939228176 b111 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2629: - 1.436939228176 b75 - 1.436939228176 b123 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e2630: - 1.436939228176 b75 - 1.436939228176 b135 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e2631: - 1.436939228176 b75 - 1.436939228176 b147 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e2632: - 1.436939228176 b75 - 1.436939228176 b159 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e2633: - 1.436939228176 b75 - 1.436939228176 b171 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e2634: - .887203867225 b75 - .887203867225 b193 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e2635: - .887203867225 b75 - .887203867225 b215 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e2636: - .887203867225 b75 - .887203867225 b237 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e2637: - .887203867225 b75 - .887203867225 b259 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e2638: - .887203867225 b75 - .887203867225 b281 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e2639: - .887203867225 b75 - .887203867225 b303 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e2640: - .887203867225 b75 - .887203867225 b325 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e2641: - .887203867225 b75 - .887203867225 b347 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e2642: - 1.436939228176 b63 - 1.436939228176 b87 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2643: - 1.436939228176 b75 - 1.436939228176 b87 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2644: - 1.436939228176 b87 - 1.436939228176 b99 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2645: - 1.436939228176 b87 - 1.436939228176 b111 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2646: - 1.436939228176 b87 - 1.436939228176 b123 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e2647: - 1.436939228176 b87 - 1.436939228176 b135 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e2648: - 1.436939228176 b87 - 1.436939228176 b147 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e2649: - 1.436939228176 b87 - 1.436939228176 b159 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e2650: - 1.436939228176 b87 - 1.436939228176 b171 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e2651: - .887203867225 b87 - .887203867225 b193 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e2652: - .887203867225 b87 - .887203867225 b215 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e2653: - .887203867225 b87 - .887203867225 b237 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e2654: - .887203867225 b87 - .887203867225 b259 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e2655: - .887203867225 b87 - .887203867225 b281 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e2656: - .887203867225 b87 - .887203867225 b303 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e2657: - .887203867225 b87 - .887203867225 b325 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e2658: - .887203867225 b87 - .887203867225 b347 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e2659: - 1.436939228176 b63 - 1.436939228176 b99 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2660: - 1.436939228176 b75 - 1.436939228176 b99 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2661: - 1.436939228176 b87 - 1.436939228176 b99 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2662: - 1.436939228176 b99 - 1.436939228176 b111 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2663: - 1.436939228176 b99 - 1.436939228176 b123 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e2664: - 1.436939228176 b99 - 1.436939228176 b135 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e2665: - 1.436939228176 b99 - 1.436939228176 b147 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e2666: - 1.436939228176 b99 - 1.436939228176 b159 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e2667: - 1.436939228176 b99 - 1.436939228176 b171 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e2668: - .887203867225 b99 - .887203867225 b193 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e2669: - .887203867225 b99 - .887203867225 b215 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e2670: - .887203867225 b99 - .887203867225 b237 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e2671: - .887203867225 b99 - .887203867225 b259 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e2672: - .887203867225 b99 - .887203867225 b281 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e2673: - .887203867225 b99 - .887203867225 b303 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e2674: - .887203867225 b99 - .887203867225 b325 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e2675: - .887203867225 b99 - .887203867225 b347 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e2676: - 1.436939228176 b63 - 1.436939228176 b111 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2677: - 1.436939228176 b75 - 1.436939228176 b111 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2678: - 1.436939228176 b87 - 1.436939228176 b111 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2679: - 1.436939228176 b99 - 1.436939228176 b111 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2680: - 1.436939228176 b111 - 1.436939228176 b123 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e2681: - 1.436939228176 b111 - 1.436939228176 b135 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e2682: - 1.436939228176 b111 - 1.436939228176 b147 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e2683: - 1.436939228176 b111 - 1.436939228176 b159 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e2684: - 1.436939228176 b111 - 1.436939228176 b171 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e2685: - .887203867225 b111 - .887203867225 b193 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e2686: - .887203867225 b111 - .887203867225 b215 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e2687: - .887203867225 b111 - .887203867225 b237 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e2688: - .887203867225 b111 - .887203867225 b259 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e2689: - .887203867225 b111 - .887203867225 b281 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e2690: - .887203867225 b111 - .887203867225 b303 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e2691: - .887203867225 b111 - .887203867225 b325 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e2692: - .887203867225 b111 - .887203867225 b347 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e2693: - 1.436939228176 b63 - 1.436939228176 b123 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e2694: - 1.436939228176 b75 - 1.436939228176 b123 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e2695: - 1.436939228176 b87 - 1.436939228176 b123 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e2696: - 1.436939228176 b99 - 1.436939228176 b123 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e2697: - 1.436939228176 b111 - 1.436939228176 b123 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e2698: - 1.436939228176 b123 - 1.436939228176 b135 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e2699: - 1.436939228176 b123 - 1.436939228176 b147 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e2700: - 1.436939228176 b123 - 1.436939228176 b159 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e2701: - 1.436939228176 b123 - 1.436939228176 b171 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e2702: - .887203867225 b123 - .887203867225 b193 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e2703: - .887203867225 b123 - .887203867225 b215 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e2704: - .887203867225 b123 - .887203867225 b237 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e2705: - .887203867225 b123 - .887203867225 b259 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e2706: - .887203867225 b123 - .887203867225 b281 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e2707: - .887203867225 b123 - .887203867225 b303 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e2708: - .887203867225 b123 - .887203867225 b325 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e2709: - .887203867225 b123 - .887203867225 b347 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e2710: - 1.436939228176 b63 - 1.436939228176 b135 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e2711: - 1.436939228176 b75 - 1.436939228176 b135 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e2712: - 1.436939228176 b87 - 1.436939228176 b135 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e2713: - 1.436939228176 b99 - 1.436939228176 b135 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e2714: - 1.436939228176 b111 - 1.436939228176 b135 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e2715: - 1.436939228176 b123 - 1.436939228176 b135 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e2716: - 1.436939228176 b135 - 1.436939228176 b147 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e2717: - 1.436939228176 b135 - 1.436939228176 b159 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e2718: - 1.436939228176 b135 - 1.436939228176 b171 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e2719: - .887203867225 b135 - .887203867225 b193 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e2720: - .887203867225 b135 - .887203867225 b215 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e2721: - .887203867225 b135 - .887203867225 b237 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e2722: - .887203867225 b135 - .887203867225 b259 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e2723: - .887203867225 b135 - .887203867225 b281 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e2724: - .887203867225 b135 - .887203867225 b303 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e2725: - .887203867225 b135 - .887203867225 b325 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e2726: - .887203867225 b135 - .887203867225 b347 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e2727: - 1.436939228176 b63 - 1.436939228176 b147 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e2728: - 1.436939228176 b75 - 1.436939228176 b147 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e2729: - 1.436939228176 b87 - 1.436939228176 b147 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e2730: - 1.436939228176 b99 - 1.436939228176 b147 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e2731: - 1.436939228176 b111 - 1.436939228176 b147 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e2732: - 1.436939228176 b123 - 1.436939228176 b147 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e2733: - 1.436939228176 b135 - 1.436939228176 b147 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e2734: - 1.436939228176 b147 - 1.436939228176 b159 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e2735: - 1.436939228176 b147 - 1.436939228176 b171 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e2736: - .887203867225 b147 - .887203867225 b193 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e2737: - .887203867225 b147 - .887203867225 b215 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e2738: - .887203867225 b147 - .887203867225 b237 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e2739: - .887203867225 b147 - .887203867225 b259 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e2740: - .887203867225 b147 - .887203867225 b281 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e2741: - .887203867225 b147 - .887203867225 b303 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e2742: - .887203867225 b147 - .887203867225 b325 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e2743: - .887203867225 b147 - .887203867225 b347 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e2744: - 1.436939228176 b63 - 1.436939228176 b159 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e2745: - 1.436939228176 b75 - 1.436939228176 b159 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e2746: - 1.436939228176 b87 - 1.436939228176 b159 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e2747: - 1.436939228176 b99 - 1.436939228176 b159 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e2748: - 1.436939228176 b111 - 1.436939228176 b159 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e2749: - 1.436939228176 b123 - 1.436939228176 b159 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e2750: - 1.436939228176 b135 - 1.436939228176 b159 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e2751: - 1.436939228176 b147 - 1.436939228176 b159 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e2752: - 1.436939228176 b159 - 1.436939228176 b171 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e2753: - .887203867225 b159 - .887203867225 b193 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e2754: - .887203867225 b159 - .887203867225 b215 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e2755: - .887203867225 b159 - .887203867225 b237 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e2756: - .887203867225 b159 - .887203867225 b259 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e2757: - .887203867225 b159 - .887203867225 b281 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e2758: - .887203867225 b159 - .887203867225 b303 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e2759: - .887203867225 b159 - .887203867225 b325 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e2760: - .887203867225 b159 - .887203867225 b347 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e2761: - 1.436939228176 b63 - 1.436939228176 b171 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e2762: - 1.436939228176 b75 - 1.436939228176 b171 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e2763: - 1.436939228176 b87 - 1.436939228176 b171 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e2764: - 1.436939228176 b99 - 1.436939228176 b171 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e2765: - 1.436939228176 b111 - 1.436939228176 b171 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e2766: - 1.436939228176 b123 - 1.436939228176 b171 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e2767: - 1.436939228176 b135 - 1.436939228176 b171 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e2768: - 1.436939228176 b147 - 1.436939228176 b171 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e2769: - 1.436939228176 b159 - 1.436939228176 b171 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e2770: - .887203867225 b171 - .887203867225 b193 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e2771: - .887203867225 b171 - .887203867225 b215 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e2772: - .887203867225 b171 - .887203867225 b237 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e2773: - .887203867225 b171 - .887203867225 b259 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e2774: - .887203867225 b171 - .887203867225 b281 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e2775: - .887203867225 b171 - .887203867225 b303 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e2776: - .887203867225 b171 - .887203867225 b325 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e2777: - .887203867225 b171 - .887203867225 b347 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e2778: - .887203867225 b63 - .887203867225 b193 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e2779: - .887203867225 b75 - .887203867225 b193 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e2780: - .887203867225 b87 - .887203867225 b193 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e2781: - .887203867225 b99 - .887203867225 b193 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e2782: - .887203867225 b111 - .887203867225 b193 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e2783: - .887203867225 b123 - .887203867225 b193 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e2784: - .887203867225 b135 - .887203867225 b193 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e2785: - .887203867225 b147 - .887203867225 b193 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e2786: - .887203867225 b159 - .887203867225 b193 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e2787: - .887203867225 b171 - .887203867225 b193 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e2788: - .469370231236 b193 - .469370231236 b215 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2789: - .469370231236 b193 - .469370231236 b237 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2790: - .469370231236 b193 - .469370231236 b259 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2791: - .469370231236 b193 - .469370231236 b281 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2792: - .469370231236 b193 - .469370231236 b303 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2793: - .469370231236 b193 - .469370231236 b325 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2794: - .469370231236 b193 - .469370231236 b347 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2795: - .887203867225 b63 - .887203867225 b215 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e2796: - .887203867225 b75 - .887203867225 b215 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e2797: - .887203867225 b87 - .887203867225 b215 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e2798: - .887203867225 b99 - .887203867225 b215 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e2799: - .887203867225 b111 - .887203867225 b215 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e2800: - .887203867225 b123 - .887203867225 b215 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e2801: - .887203867225 b135 - .887203867225 b215 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e2802: - .887203867225 b147 - .887203867225 b215 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e2803: - .887203867225 b159 - .887203867225 b215 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e2804: - .887203867225 b171 - .887203867225 b215 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e2805: - .469370231236 b193 - .469370231236 b215 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e2806: - .469370231236 b215 - .469370231236 b237 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2807: - .469370231236 b215 - .469370231236 b259 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2808: - .469370231236 b215 - .469370231236 b281 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2809: - .469370231236 b215 - .469370231236 b303 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2810: - .469370231236 b215 - .469370231236 b325 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2811: - .469370231236 b215 - .469370231236 b347 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2812: - .887203867225 b63 - .887203867225 b237 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e2813: - .887203867225 b75 - .887203867225 b237 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e2814: - .887203867225 b87 - .887203867225 b237 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e2815: - .887203867225 b99 - .887203867225 b237 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e2816: - .887203867225 b111 - .887203867225 b237 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e2817: - .887203867225 b123 - .887203867225 b237 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e2818: - .887203867225 b135 - .887203867225 b237 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e2819: - .887203867225 b147 - .887203867225 b237 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e2820: - .887203867225 b159 - .887203867225 b237 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e2821: - .887203867225 b171 - .887203867225 b237 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e2822: - .469370231236 b193 - .469370231236 b237 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e2823: - .469370231236 b215 - .469370231236 b237 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e2824: - .469370231236 b237 - .469370231236 b259 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2825: - .469370231236 b237 - .469370231236 b281 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2826: - .469370231236 b237 - .469370231236 b303 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2827: - .469370231236 b237 - .469370231236 b325 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2828: - .469370231236 b237 - .469370231236 b347 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2829: - .887203867225 b63 - .887203867225 b259 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e2830: - .887203867225 b75 - .887203867225 b259 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e2831: - .887203867225 b87 - .887203867225 b259 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e2832: - .887203867225 b99 - .887203867225 b259 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e2833: - .887203867225 b111 - .887203867225 b259 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e2834: - .887203867225 b123 - .887203867225 b259 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e2835: - .887203867225 b135 - .887203867225 b259 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e2836: - .887203867225 b147 - .887203867225 b259 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e2837: - .887203867225 b159 - .887203867225 b259 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e2838: - .887203867225 b171 - .887203867225 b259 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e2839: - .469370231236 b193 - .469370231236 b259 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e2840: - .469370231236 b215 - .469370231236 b259 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e2841: - .469370231236 b237 - .469370231236 b259 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e2842: - .469370231236 b259 - .469370231236 b281 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2843: - .469370231236 b259 - .469370231236 b303 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2844: - .469370231236 b259 - .469370231236 b325 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2845: - .469370231236 b259 - .469370231236 b347 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2846: - .887203867225 b63 - .887203867225 b281 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e2847: - .887203867225 b75 - .887203867225 b281 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e2848: - .887203867225 b87 - .887203867225 b281 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e2849: - .887203867225 b99 - .887203867225 b281 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e2850: - .887203867225 b111 - .887203867225 b281 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e2851: - .887203867225 b123 - .887203867225 b281 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e2852: - .887203867225 b135 - .887203867225 b281 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e2853: - .887203867225 b147 - .887203867225 b281 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e2854: - .887203867225 b159 - .887203867225 b281 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e2855: - .887203867225 b171 - .887203867225 b281 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e2856: - .469370231236 b193 - .469370231236 b281 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e2857: - .469370231236 b215 - .469370231236 b281 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e2858: - .469370231236 b237 - .469370231236 b281 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e2859: - .469370231236 b259 - .469370231236 b281 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e2860: - .469370231236 b281 - .469370231236 b303 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2861: - .469370231236 b281 - .469370231236 b325 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2862: - .469370231236 b281 - .469370231236 b347 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2863: - .887203867225 b63 - .887203867225 b303 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e2864: - .887203867225 b75 - .887203867225 b303 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e2865: - .887203867225 b87 - .887203867225 b303 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e2866: - .887203867225 b99 - .887203867225 b303 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e2867: - .887203867225 b111 - .887203867225 b303 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e2868: - .887203867225 b123 - .887203867225 b303 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e2869: - .887203867225 b135 - .887203867225 b303 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e2870: - .887203867225 b147 - .887203867225 b303 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e2871: - .887203867225 b159 - .887203867225 b303 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e2872: - .887203867225 b171 - .887203867225 b303 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e2873: - .469370231236 b193 - .469370231236 b303 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e2874: - .469370231236 b215 - .469370231236 b303 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e2875: - .469370231236 b237 - .469370231236 b303 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e2876: - .469370231236 b259 - .469370231236 b303 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e2877: - .469370231236 b281 - .469370231236 b303 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e2878: - .469370231236 b303 - .469370231236 b325 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2879: - .469370231236 b303 - .469370231236 b347 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2880: - .887203867225 b63 - .887203867225 b325 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e2881: - .887203867225 b75 - .887203867225 b325 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e2882: - .887203867225 b87 - .887203867225 b325 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e2883: - .887203867225 b99 - .887203867225 b325 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e2884: - .887203867225 b111 - .887203867225 b325 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e2885: - .887203867225 b123 - .887203867225 b325 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e2886: - .887203867225 b135 - .887203867225 b325 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e2887: - .887203867225 b147 - .887203867225 b325 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e2888: - .887203867225 b159 - .887203867225 b325 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e2889: - .887203867225 b171 - .887203867225 b325 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e2890: - .469370231236 b193 - .469370231236 b325 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e2891: - .469370231236 b215 - .469370231236 b325 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e2892: - .469370231236 b237 - .469370231236 b325 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e2893: - .469370231236 b259 - .469370231236 b325 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e2894: - .469370231236 b281 - .469370231236 b325 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e2895: - .469370231236 b303 - .469370231236 b325 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e2896: - .469370231236 b325 - .469370231236 b347 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2897: - .887203867225 b63 - .887203867225 b347 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e2898: - .887203867225 b75 - .887203867225 b347 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e2899: - .887203867225 b87 - .887203867225 b347 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e2900: - .887203867225 b99 - .887203867225 b347 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e2901: - .887203867225 b111 - .887203867225 b347 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e2902: - .887203867225 b123 - .887203867225 b347 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e2903: - .887203867225 b135 - .887203867225 b347 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e2904: - .887203867225 b147 - .887203867225 b347 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e2905: - .887203867225 b159 - .887203867225 b347 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e2906: - .887203867225 b171 - .887203867225 b347 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e2907: - .469370231236 b193 - .469370231236 b347 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e2908: - .469370231236 b215 - .469370231236 b347 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e2909: - .469370231236 b237 - .469370231236 b347 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e2910: - .469370231236 b259 - .469370231236 b347 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e2911: - .469370231236 b281 - .469370231236 b347 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e2912: - .469370231236 b303 - .469370231236 b347 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e2913: - .469370231236 b325 - .469370231236 b347 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e2914: - 1.436939228176 b64 - 1.436939228176 b76 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2915: - 1.436939228176 b64 - 1.436939228176 b88 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2916: - 1.436939228176 b64 - 1.436939228176 b100 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2917: - 1.436939228176 b64 - 1.436939228176 b112 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2918: - 1.436939228176 b64 - 1.436939228176 b124 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e2919: - 1.436939228176 b64 - 1.436939228176 b136 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e2920: - 1.436939228176 b64 - 1.436939228176 b148 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e2921: - 1.436939228176 b64 - 1.436939228176 b160 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e2922: - 1.436939228176 b64 - 1.436939228176 b172 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e2923: - .887203867225 b64 - .887203867225 b194 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e2924: - .887203867225 b64 - .887203867225 b216 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e2925: - .887203867225 b64 - .887203867225 b238 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e2926: - .887203867225 b64 - .887203867225 b260 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e2927: - .887203867225 b64 - .887203867225 b282 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e2928: - .887203867225 b64 - .887203867225 b304 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e2929: - .887203867225 b64 - .887203867225 b326 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e2930: - .887203867225 b64 - .887203867225 b348 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e2931: - 1.436939228176 b64 - 1.436939228176 b76 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e2932: - 1.436939228176 b76 - 1.436939228176 b88 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2933: - 1.436939228176 b76 - 1.436939228176 b100 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2934: - 1.436939228176 b76 - 1.436939228176 b112 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2935: - 1.436939228176 b76 - 1.436939228176 b124 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e2936: - 1.436939228176 b76 - 1.436939228176 b136 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e2937: - 1.436939228176 b76 - 1.436939228176 b148 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e2938: - 1.436939228176 b76 - 1.436939228176 b160 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e2939: - 1.436939228176 b76 - 1.436939228176 b172 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e2940: - .887203867225 b76 - .887203867225 b194 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e2941: - .887203867225 b76 - .887203867225 b216 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e2942: - .887203867225 b76 - .887203867225 b238 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e2943: - .887203867225 b76 - .887203867225 b260 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e2944: - .887203867225 b76 - .887203867225 b282 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e2945: - .887203867225 b76 - .887203867225 b304 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e2946: - .887203867225 b76 - .887203867225 b326 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e2947: - .887203867225 b76 - .887203867225 b348 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e2948: - 1.436939228176 b64 - 1.436939228176 b88 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e2949: - 1.436939228176 b76 - 1.436939228176 b88 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e2950: - 1.436939228176 b88 - 1.436939228176 b100 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2951: - 1.436939228176 b88 - 1.436939228176 b112 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2952: - 1.436939228176 b88 - 1.436939228176 b124 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e2953: - 1.436939228176 b88 - 1.436939228176 b136 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e2954: - 1.436939228176 b88 - 1.436939228176 b148 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e2955: - 1.436939228176 b88 - 1.436939228176 b160 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e2956: - 1.436939228176 b88 - 1.436939228176 b172 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e2957: - .887203867225 b88 - .887203867225 b194 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e2958: - .887203867225 b88 - .887203867225 b216 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e2959: - .887203867225 b88 - .887203867225 b238 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e2960: - .887203867225 b88 - .887203867225 b260 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e2961: - .887203867225 b88 - .887203867225 b282 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e2962: - .887203867225 b88 - .887203867225 b304 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e2963: - .887203867225 b88 - .887203867225 b326 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e2964: - .887203867225 b88 - .887203867225 b348 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e2965: - 1.436939228176 b64 - 1.436939228176 b100 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e2966: - 1.436939228176 b76 - 1.436939228176 b100 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e2967: - 1.436939228176 b88 - 1.436939228176 b100 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e2968: - 1.436939228176 b100 - 1.436939228176 b112 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2969: - 1.436939228176 b100 - 1.436939228176 b124 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e2970: - 1.436939228176 b100 - 1.436939228176 b136 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e2971: - 1.436939228176 b100 - 1.436939228176 b148 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e2972: - 1.436939228176 b100 - 1.436939228176 b160 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e2973: - 1.436939228176 b100 - 1.436939228176 b172 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e2974: - .887203867225 b100 - .887203867225 b194 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e2975: - .887203867225 b100 - .887203867225 b216 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e2976: - .887203867225 b100 - .887203867225 b238 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e2977: - .887203867225 b100 - .887203867225 b260 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e2978: - .887203867225 b100 - .887203867225 b282 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e2979: - .887203867225 b100 - .887203867225 b304 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e2980: - .887203867225 b100 - .887203867225 b326 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e2981: - .887203867225 b100 - .887203867225 b348 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e2982: - 1.436939228176 b64 - 1.436939228176 b112 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e2983: - 1.436939228176 b76 - 1.436939228176 b112 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e2984: - 1.436939228176 b88 - 1.436939228176 b112 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e2985: - 1.436939228176 b100 - 1.436939228176 b112 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e2986: - 1.436939228176 b112 - 1.436939228176 b124 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e2987: - 1.436939228176 b112 - 1.436939228176 b136 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e2988: - 1.436939228176 b112 - 1.436939228176 b148 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e2989: - 1.436939228176 b112 - 1.436939228176 b160 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e2990: - 1.436939228176 b112 - 1.436939228176 b172 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e2991: - .887203867225 b112 - .887203867225 b194 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e2992: - .887203867225 b112 - .887203867225 b216 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e2993: - .887203867225 b112 - .887203867225 b238 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e2994: - .887203867225 b112 - .887203867225 b260 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e2995: - .887203867225 b112 - .887203867225 b282 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e2996: - .887203867225 b112 - .887203867225 b304 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e2997: - .887203867225 b112 - .887203867225 b326 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e2998: - .887203867225 b112 - .887203867225 b348 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e2999: - 1.436939228176 b64 - 1.436939228176 b124 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3000: - 1.436939228176 b76 - 1.436939228176 b124 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3001: - 1.436939228176 b88 - 1.436939228176 b124 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3002: - 1.436939228176 b100 - 1.436939228176 b124 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3003: - 1.436939228176 b112 - 1.436939228176 b124 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3004: - 1.436939228176 b124 - 1.436939228176 b136 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3005: - 1.436939228176 b124 - 1.436939228176 b148 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3006: - 1.436939228176 b124 - 1.436939228176 b160 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3007: - 1.436939228176 b124 - 1.436939228176 b172 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3008: - .887203867225 b124 - .887203867225 b194 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3009: - .887203867225 b124 - .887203867225 b216 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3010: - .887203867225 b124 - .887203867225 b238 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3011: - .887203867225 b124 - .887203867225 b260 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3012: - .887203867225 b124 - .887203867225 b282 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3013: - .887203867225 b124 - .887203867225 b304 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3014: - .887203867225 b124 - .887203867225 b326 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3015: - .887203867225 b124 - .887203867225 b348 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3016: - 1.436939228176 b64 - 1.436939228176 b136 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3017: - 1.436939228176 b76 - 1.436939228176 b136 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3018: - 1.436939228176 b88 - 1.436939228176 b136 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3019: - 1.436939228176 b100 - 1.436939228176 b136 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3020: - 1.436939228176 b112 - 1.436939228176 b136 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3021: - 1.436939228176 b124 - 1.436939228176 b136 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3022: - 1.436939228176 b136 - 1.436939228176 b148 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3023: - 1.436939228176 b136 - 1.436939228176 b160 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3024: - 1.436939228176 b136 - 1.436939228176 b172 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3025: - .887203867225 b136 - .887203867225 b194 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3026: - .887203867225 b136 - .887203867225 b216 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3027: - .887203867225 b136 - .887203867225 b238 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3028: - .887203867225 b136 - .887203867225 b260 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3029: - .887203867225 b136 - .887203867225 b282 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3030: - .887203867225 b136 - .887203867225 b304 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3031: - .887203867225 b136 - .887203867225 b326 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3032: - .887203867225 b136 - .887203867225 b348 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3033: - 1.436939228176 b64 - 1.436939228176 b148 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3034: - 1.436939228176 b76 - 1.436939228176 b148 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3035: - 1.436939228176 b88 - 1.436939228176 b148 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3036: - 1.436939228176 b100 - 1.436939228176 b148 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3037: - 1.436939228176 b112 - 1.436939228176 b148 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3038: - 1.436939228176 b124 - 1.436939228176 b148 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3039: - 1.436939228176 b136 - 1.436939228176 b148 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3040: - 1.436939228176 b148 - 1.436939228176 b160 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3041: - 1.436939228176 b148 - 1.436939228176 b172 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3042: - .887203867225 b148 - .887203867225 b194 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3043: - .887203867225 b148 - .887203867225 b216 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3044: - .887203867225 b148 - .887203867225 b238 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3045: - .887203867225 b148 - .887203867225 b260 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3046: - .887203867225 b148 - .887203867225 b282 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3047: - .887203867225 b148 - .887203867225 b304 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3048: - .887203867225 b148 - .887203867225 b326 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3049: - .887203867225 b148 - .887203867225 b348 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3050: - 1.436939228176 b64 - 1.436939228176 b160 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3051: - 1.436939228176 b76 - 1.436939228176 b160 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3052: - 1.436939228176 b88 - 1.436939228176 b160 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3053: - 1.436939228176 b100 - 1.436939228176 b160 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3054: - 1.436939228176 b112 - 1.436939228176 b160 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3055: - 1.436939228176 b124 - 1.436939228176 b160 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3056: - 1.436939228176 b136 - 1.436939228176 b160 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3057: - 1.436939228176 b148 - 1.436939228176 b160 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3058: - 1.436939228176 b160 - 1.436939228176 b172 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3059: - .887203867225 b160 - .887203867225 b194 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3060: - .887203867225 b160 - .887203867225 b216 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3061: - .887203867225 b160 - .887203867225 b238 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3062: - .887203867225 b160 - .887203867225 b260 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3063: - .887203867225 b160 - .887203867225 b282 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3064: - .887203867225 b160 - .887203867225 b304 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3065: - .887203867225 b160 - .887203867225 b326 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3066: - .887203867225 b160 - .887203867225 b348 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3067: - 1.436939228176 b64 - 1.436939228176 b172 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3068: - 1.436939228176 b76 - 1.436939228176 b172 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3069: - 1.436939228176 b88 - 1.436939228176 b172 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3070: - 1.436939228176 b100 - 1.436939228176 b172 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3071: - 1.436939228176 b112 - 1.436939228176 b172 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3072: - 1.436939228176 b124 - 1.436939228176 b172 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3073: - 1.436939228176 b136 - 1.436939228176 b172 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3074: - 1.436939228176 b148 - 1.436939228176 b172 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3075: - 1.436939228176 b160 - 1.436939228176 b172 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3076: - .887203867225 b172 - .887203867225 b194 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3077: - .887203867225 b172 - .887203867225 b216 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3078: - .887203867225 b172 - .887203867225 b238 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3079: - .887203867225 b172 - .887203867225 b260 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3080: - .887203867225 b172 - .887203867225 b282 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3081: - .887203867225 b172 - .887203867225 b304 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3082: - .887203867225 b172 - .887203867225 b326 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3083: - .887203867225 b172 - .887203867225 b348 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3084: - .887203867225 b64 - .887203867225 b194 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3085: - .887203867225 b76 - .887203867225 b194 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3086: - .887203867225 b88 - .887203867225 b194 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3087: - .887203867225 b100 - .887203867225 b194 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3088: - .887203867225 b112 - .887203867225 b194 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3089: - .887203867225 b124 - .887203867225 b194 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3090: - .887203867225 b136 - .887203867225 b194 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3091: - .887203867225 b148 - .887203867225 b194 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3092: - .887203867225 b160 - .887203867225 b194 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3093: - .887203867225 b172 - .887203867225 b194 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3094: - .469370231236 b194 - .469370231236 b216 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3095: - .469370231236 b194 - .469370231236 b238 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3096: - .469370231236 b194 - .469370231236 b260 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3097: - .469370231236 b194 - .469370231236 b282 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3098: - .469370231236 b194 - .469370231236 b304 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3099: - .469370231236 b194 - .469370231236 b326 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3100: - .469370231236 b194 - .469370231236 b348 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3101: - .887203867225 b64 - .887203867225 b216 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3102: - .887203867225 b76 - .887203867225 b216 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3103: - .887203867225 b88 - .887203867225 b216 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3104: - .887203867225 b100 - .887203867225 b216 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3105: - .887203867225 b112 - .887203867225 b216 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3106: - .887203867225 b124 - .887203867225 b216 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3107: - .887203867225 b136 - .887203867225 b216 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3108: - .887203867225 b148 - .887203867225 b216 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3109: - .887203867225 b160 - .887203867225 b216 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3110: - .887203867225 b172 - .887203867225 b216 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3111: - .469370231236 b194 - .469370231236 b216 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3112: - .469370231236 b216 - .469370231236 b238 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3113: - .469370231236 b216 - .469370231236 b260 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3114: - .469370231236 b216 - .469370231236 b282 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3115: - .469370231236 b216 - .469370231236 b304 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3116: - .469370231236 b216 - .469370231236 b326 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3117: - .469370231236 b216 - .469370231236 b348 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3118: - .887203867225 b64 - .887203867225 b238 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3119: - .887203867225 b76 - .887203867225 b238 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3120: - .887203867225 b88 - .887203867225 b238 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3121: - .887203867225 b100 - .887203867225 b238 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3122: - .887203867225 b112 - .887203867225 b238 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3123: - .887203867225 b124 - .887203867225 b238 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3124: - .887203867225 b136 - .887203867225 b238 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3125: - .887203867225 b148 - .887203867225 b238 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3126: - .887203867225 b160 - .887203867225 b238 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3127: - .887203867225 b172 - .887203867225 b238 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3128: - .469370231236 b194 - .469370231236 b238 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3129: - .469370231236 b216 - .469370231236 b238 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3130: - .469370231236 b238 - .469370231236 b260 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3131: - .469370231236 b238 - .469370231236 b282 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3132: - .469370231236 b238 - .469370231236 b304 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3133: - .469370231236 b238 - .469370231236 b326 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3134: - .469370231236 b238 - .469370231236 b348 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3135: - .887203867225 b64 - .887203867225 b260 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3136: - .887203867225 b76 - .887203867225 b260 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3137: - .887203867225 b88 - .887203867225 b260 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3138: - .887203867225 b100 - .887203867225 b260 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3139: - .887203867225 b112 - .887203867225 b260 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3140: - .887203867225 b124 - .887203867225 b260 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3141: - .887203867225 b136 - .887203867225 b260 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3142: - .887203867225 b148 - .887203867225 b260 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3143: - .887203867225 b160 - .887203867225 b260 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3144: - .887203867225 b172 - .887203867225 b260 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3145: - .469370231236 b194 - .469370231236 b260 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3146: - .469370231236 b216 - .469370231236 b260 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3147: - .469370231236 b238 - .469370231236 b260 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3148: - .469370231236 b260 - .469370231236 b282 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3149: - .469370231236 b260 - .469370231236 b304 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3150: - .469370231236 b260 - .469370231236 b326 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3151: - .469370231236 b260 - .469370231236 b348 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3152: - .887203867225 b64 - .887203867225 b282 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3153: - .887203867225 b76 - .887203867225 b282 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3154: - .887203867225 b88 - .887203867225 b282 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3155: - .887203867225 b100 - .887203867225 b282 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3156: - .887203867225 b112 - .887203867225 b282 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3157: - .887203867225 b124 - .887203867225 b282 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3158: - .887203867225 b136 - .887203867225 b282 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3159: - .887203867225 b148 - .887203867225 b282 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3160: - .887203867225 b160 - .887203867225 b282 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3161: - .887203867225 b172 - .887203867225 b282 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3162: - .469370231236 b194 - .469370231236 b282 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3163: - .469370231236 b216 - .469370231236 b282 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3164: - .469370231236 b238 - .469370231236 b282 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3165: - .469370231236 b260 - .469370231236 b282 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3166: - .469370231236 b282 - .469370231236 b304 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3167: - .469370231236 b282 - .469370231236 b326 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3168: - .469370231236 b282 - .469370231236 b348 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3169: - .887203867225 b64 - .887203867225 b304 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3170: - .887203867225 b76 - .887203867225 b304 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3171: - .887203867225 b88 - .887203867225 b304 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3172: - .887203867225 b100 - .887203867225 b304 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3173: - .887203867225 b112 - .887203867225 b304 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3174: - .887203867225 b124 - .887203867225 b304 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3175: - .887203867225 b136 - .887203867225 b304 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3176: - .887203867225 b148 - .887203867225 b304 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3177: - .887203867225 b160 - .887203867225 b304 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3178: - .887203867225 b172 - .887203867225 b304 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3179: - .469370231236 b194 - .469370231236 b304 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3180: - .469370231236 b216 - .469370231236 b304 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3181: - .469370231236 b238 - .469370231236 b304 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3182: - .469370231236 b260 - .469370231236 b304 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3183: - .469370231236 b282 - .469370231236 b304 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3184: - .469370231236 b304 - .469370231236 b326 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3185: - .469370231236 b304 - .469370231236 b348 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3186: - .887203867225 b64 - .887203867225 b326 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3187: - .887203867225 b76 - .887203867225 b326 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3188: - .887203867225 b88 - .887203867225 b326 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3189: - .887203867225 b100 - .887203867225 b326 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3190: - .887203867225 b112 - .887203867225 b326 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3191: - .887203867225 b124 - .887203867225 b326 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3192: - .887203867225 b136 - .887203867225 b326 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3193: - .887203867225 b148 - .887203867225 b326 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3194: - .887203867225 b160 - .887203867225 b326 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3195: - .887203867225 b172 - .887203867225 b326 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3196: - .469370231236 b194 - .469370231236 b326 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3197: - .469370231236 b216 - .469370231236 b326 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3198: - .469370231236 b238 - .469370231236 b326 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3199: - .469370231236 b260 - .469370231236 b326 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3200: - .469370231236 b282 - .469370231236 b326 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3201: - .469370231236 b304 - .469370231236 b326 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3202: - .469370231236 b326 - .469370231236 b348 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3203: - .887203867225 b64 - .887203867225 b348 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3204: - .887203867225 b76 - .887203867225 b348 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3205: - .887203867225 b88 - .887203867225 b348 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3206: - .887203867225 b100 - .887203867225 b348 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3207: - .887203867225 b112 - .887203867225 b348 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3208: - .887203867225 b124 - .887203867225 b348 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3209: - .887203867225 b136 - .887203867225 b348 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3210: - .887203867225 b148 - .887203867225 b348 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3211: - .887203867225 b160 - .887203867225 b348 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3212: - .887203867225 b172 - .887203867225 b348 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3213: - .469370231236 b194 - .469370231236 b348 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3214: - .469370231236 b216 - .469370231236 b348 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3215: - .469370231236 b238 - .469370231236 b348 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3216: - .469370231236 b260 - .469370231236 b348 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3217: - .469370231236 b282 - .469370231236 b348 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3218: - .469370231236 b304 - .469370231236 b348 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3219: - .469370231236 b326 - .469370231236 b348 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3220: - 1.436939228176 b65 - 1.436939228176 b77 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3221: - 1.436939228176 b65 - 1.436939228176 b89 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3222: - 1.436939228176 b65 - 1.436939228176 b101 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3223: - 1.436939228176 b65 - 1.436939228176 b113 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3224: - 1.436939228176 b65 - 1.436939228176 b125 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3225: - 1.436939228176 b65 - 1.436939228176 b137 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3226: - 1.436939228176 b65 - 1.436939228176 b149 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3227: - 1.436939228176 b65 - 1.436939228176 b161 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3228: - 1.436939228176 b65 - 1.436939228176 b173 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3229: - .887203867225 b65 - .887203867225 b195 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3230: - .887203867225 b65 - .887203867225 b217 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3231: - .887203867225 b65 - .887203867225 b239 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3232: - .887203867225 b65 - .887203867225 b261 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3233: - .887203867225 b65 - .887203867225 b283 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3234: - .887203867225 b65 - .887203867225 b305 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3235: - .887203867225 b65 - .887203867225 b327 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3236: - .887203867225 b65 - .887203867225 b349 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3237: - 1.436939228176 b65 - 1.436939228176 b77 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3238: - 1.436939228176 b77 - 1.436939228176 b89 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3239: - 1.436939228176 b77 - 1.436939228176 b101 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3240: - 1.436939228176 b77 - 1.436939228176 b113 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3241: - 1.436939228176 b77 - 1.436939228176 b125 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3242: - 1.436939228176 b77 - 1.436939228176 b137 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3243: - 1.436939228176 b77 - 1.436939228176 b149 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3244: - 1.436939228176 b77 - 1.436939228176 b161 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3245: - 1.436939228176 b77 - 1.436939228176 b173 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3246: - .887203867225 b77 - .887203867225 b195 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3247: - .887203867225 b77 - .887203867225 b217 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3248: - .887203867225 b77 - .887203867225 b239 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3249: - .887203867225 b77 - .887203867225 b261 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3250: - .887203867225 b77 - .887203867225 b283 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3251: - .887203867225 b77 - .887203867225 b305 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3252: - .887203867225 b77 - .887203867225 b327 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3253: - .887203867225 b77 - .887203867225 b349 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3254: - 1.436939228176 b65 - 1.436939228176 b89 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3255: - 1.436939228176 b77 - 1.436939228176 b89 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3256: - 1.436939228176 b89 - 1.436939228176 b101 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3257: - 1.436939228176 b89 - 1.436939228176 b113 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3258: - 1.436939228176 b89 - 1.436939228176 b125 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3259: - 1.436939228176 b89 - 1.436939228176 b137 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3260: - 1.436939228176 b89 - 1.436939228176 b149 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3261: - 1.436939228176 b89 - 1.436939228176 b161 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3262: - 1.436939228176 b89 - 1.436939228176 b173 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3263: - .887203867225 b89 - .887203867225 b195 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3264: - .887203867225 b89 - .887203867225 b217 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3265: - .887203867225 b89 - .887203867225 b239 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3266: - .887203867225 b89 - .887203867225 b261 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3267: - .887203867225 b89 - .887203867225 b283 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3268: - .887203867225 b89 - .887203867225 b305 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3269: - .887203867225 b89 - .887203867225 b327 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3270: - .887203867225 b89 - .887203867225 b349 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3271: - 1.436939228176 b65 - 1.436939228176 b101 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3272: - 1.436939228176 b77 - 1.436939228176 b101 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3273: - 1.436939228176 b89 - 1.436939228176 b101 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3274: - 1.436939228176 b101 - 1.436939228176 b113 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3275: - 1.436939228176 b101 - 1.436939228176 b125 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3276: - 1.436939228176 b101 - 1.436939228176 b137 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3277: - 1.436939228176 b101 - 1.436939228176 b149 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3278: - 1.436939228176 b101 - 1.436939228176 b161 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3279: - 1.436939228176 b101 - 1.436939228176 b173 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3280: - .887203867225 b101 - .887203867225 b195 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3281: - .887203867225 b101 - .887203867225 b217 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3282: - .887203867225 b101 - .887203867225 b239 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3283: - .887203867225 b101 - .887203867225 b261 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3284: - .887203867225 b101 - .887203867225 b283 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3285: - .887203867225 b101 - .887203867225 b305 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3286: - .887203867225 b101 - .887203867225 b327 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3287: - .887203867225 b101 - .887203867225 b349 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3288: - 1.436939228176 b65 - 1.436939228176 b113 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3289: - 1.436939228176 b77 - 1.436939228176 b113 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3290: - 1.436939228176 b89 - 1.436939228176 b113 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3291: - 1.436939228176 b101 - 1.436939228176 b113 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3292: - 1.436939228176 b113 - 1.436939228176 b125 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3293: - 1.436939228176 b113 - 1.436939228176 b137 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3294: - 1.436939228176 b113 - 1.436939228176 b149 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3295: - 1.436939228176 b113 - 1.436939228176 b161 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3296: - 1.436939228176 b113 - 1.436939228176 b173 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3297: - .887203867225 b113 - .887203867225 b195 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3298: - .887203867225 b113 - .887203867225 b217 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3299: - .887203867225 b113 - .887203867225 b239 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3300: - .887203867225 b113 - .887203867225 b261 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3301: - .887203867225 b113 - .887203867225 b283 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3302: - .887203867225 b113 - .887203867225 b305 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3303: - .887203867225 b113 - .887203867225 b327 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3304: - .887203867225 b113 - .887203867225 b349 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3305: - 1.436939228176 b65 - 1.436939228176 b125 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3306: - 1.436939228176 b77 - 1.436939228176 b125 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3307: - 1.436939228176 b89 - 1.436939228176 b125 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3308: - 1.436939228176 b101 - 1.436939228176 b125 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3309: - 1.436939228176 b113 - 1.436939228176 b125 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3310: - 1.436939228176 b125 - 1.436939228176 b137 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3311: - 1.436939228176 b125 - 1.436939228176 b149 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3312: - 1.436939228176 b125 - 1.436939228176 b161 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3313: - 1.436939228176 b125 - 1.436939228176 b173 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3314: - .887203867225 b125 - .887203867225 b195 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3315: - .887203867225 b125 - .887203867225 b217 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3316: - .887203867225 b125 - .887203867225 b239 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3317: - .887203867225 b125 - .887203867225 b261 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3318: - .887203867225 b125 - .887203867225 b283 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3319: - .887203867225 b125 - .887203867225 b305 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3320: - .887203867225 b125 - .887203867225 b327 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3321: - .887203867225 b125 - .887203867225 b349 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3322: - 1.436939228176 b65 - 1.436939228176 b137 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3323: - 1.436939228176 b77 - 1.436939228176 b137 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3324: - 1.436939228176 b89 - 1.436939228176 b137 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3325: - 1.436939228176 b101 - 1.436939228176 b137 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3326: - 1.436939228176 b113 - 1.436939228176 b137 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3327: - 1.436939228176 b125 - 1.436939228176 b137 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3328: - 1.436939228176 b137 - 1.436939228176 b149 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3329: - 1.436939228176 b137 - 1.436939228176 b161 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3330: - 1.436939228176 b137 - 1.436939228176 b173 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3331: - .887203867225 b137 - .887203867225 b195 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3332: - .887203867225 b137 - .887203867225 b217 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3333: - .887203867225 b137 - .887203867225 b239 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3334: - .887203867225 b137 - .887203867225 b261 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3335: - .887203867225 b137 - .887203867225 b283 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3336: - .887203867225 b137 - .887203867225 b305 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3337: - .887203867225 b137 - .887203867225 b327 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3338: - .887203867225 b137 - .887203867225 b349 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3339: - 1.436939228176 b65 - 1.436939228176 b149 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3340: - 1.436939228176 b77 - 1.436939228176 b149 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3341: - 1.436939228176 b89 - 1.436939228176 b149 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3342: - 1.436939228176 b101 - 1.436939228176 b149 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3343: - 1.436939228176 b113 - 1.436939228176 b149 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3344: - 1.436939228176 b125 - 1.436939228176 b149 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3345: - 1.436939228176 b137 - 1.436939228176 b149 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3346: - 1.436939228176 b149 - 1.436939228176 b161 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3347: - 1.436939228176 b149 - 1.436939228176 b173 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3348: - .887203867225 b149 - .887203867225 b195 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3349: - .887203867225 b149 - .887203867225 b217 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3350: - .887203867225 b149 - .887203867225 b239 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3351: - .887203867225 b149 - .887203867225 b261 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3352: - .887203867225 b149 - .887203867225 b283 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3353: - .887203867225 b149 - .887203867225 b305 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3354: - .887203867225 b149 - .887203867225 b327 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3355: - .887203867225 b149 - .887203867225 b349 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3356: - 1.436939228176 b65 - 1.436939228176 b161 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3357: - 1.436939228176 b77 - 1.436939228176 b161 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3358: - 1.436939228176 b89 - 1.436939228176 b161 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3359: - 1.436939228176 b101 - 1.436939228176 b161 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3360: - 1.436939228176 b113 - 1.436939228176 b161 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3361: - 1.436939228176 b125 - 1.436939228176 b161 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3362: - 1.436939228176 b137 - 1.436939228176 b161 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3363: - 1.436939228176 b149 - 1.436939228176 b161 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3364: - 1.436939228176 b161 - 1.436939228176 b173 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3365: - .887203867225 b161 - .887203867225 b195 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3366: - .887203867225 b161 - .887203867225 b217 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3367: - .887203867225 b161 - .887203867225 b239 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3368: - .887203867225 b161 - .887203867225 b261 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3369: - .887203867225 b161 - .887203867225 b283 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3370: - .887203867225 b161 - .887203867225 b305 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3371: - .887203867225 b161 - .887203867225 b327 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3372: - .887203867225 b161 - .887203867225 b349 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3373: - 1.436939228176 b65 - 1.436939228176 b173 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3374: - 1.436939228176 b77 - 1.436939228176 b173 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3375: - 1.436939228176 b89 - 1.436939228176 b173 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3376: - 1.436939228176 b101 - 1.436939228176 b173 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3377: - 1.436939228176 b113 - 1.436939228176 b173 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3378: - 1.436939228176 b125 - 1.436939228176 b173 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3379: - 1.436939228176 b137 - 1.436939228176 b173 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3380: - 1.436939228176 b149 - 1.436939228176 b173 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3381: - 1.436939228176 b161 - 1.436939228176 b173 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3382: - .887203867225 b173 - .887203867225 b195 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3383: - .887203867225 b173 - .887203867225 b217 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3384: - .887203867225 b173 - .887203867225 b239 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3385: - .887203867225 b173 - .887203867225 b261 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3386: - .887203867225 b173 - .887203867225 b283 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3387: - .887203867225 b173 - .887203867225 b305 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3388: - .887203867225 b173 - .887203867225 b327 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3389: - .887203867225 b173 - .887203867225 b349 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3390: - .887203867225 b65 - .887203867225 b195 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3391: - .887203867225 b77 - .887203867225 b195 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3392: - .887203867225 b89 - .887203867225 b195 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3393: - .887203867225 b101 - .887203867225 b195 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3394: - .887203867225 b113 - .887203867225 b195 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3395: - .887203867225 b125 - .887203867225 b195 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3396: - .887203867225 b137 - .887203867225 b195 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3397: - .887203867225 b149 - .887203867225 b195 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3398: - .887203867225 b161 - .887203867225 b195 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3399: - .887203867225 b173 - .887203867225 b195 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3400: - .469370231236 b195 - .469370231236 b217 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3401: - .469370231236 b195 - .469370231236 b239 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3402: - .469370231236 b195 - .469370231236 b261 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3403: - .469370231236 b195 - .469370231236 b283 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3404: - .469370231236 b195 - .469370231236 b305 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3405: - .469370231236 b195 - .469370231236 b327 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3406: - .469370231236 b195 - .469370231236 b349 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3407: - .887203867225 b65 - .887203867225 b217 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3408: - .887203867225 b77 - .887203867225 b217 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3409: - .887203867225 b89 - .887203867225 b217 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3410: - .887203867225 b101 - .887203867225 b217 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3411: - .887203867225 b113 - .887203867225 b217 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3412: - .887203867225 b125 - .887203867225 b217 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3413: - .887203867225 b137 - .887203867225 b217 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3414: - .887203867225 b149 - .887203867225 b217 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3415: - .887203867225 b161 - .887203867225 b217 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3416: - .887203867225 b173 - .887203867225 b217 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3417: - .469370231236 b195 - .469370231236 b217 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3418: - .469370231236 b217 - .469370231236 b239 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3419: - .469370231236 b217 - .469370231236 b261 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3420: - .469370231236 b217 - .469370231236 b283 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3421: - .469370231236 b217 - .469370231236 b305 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3422: - .469370231236 b217 - .469370231236 b327 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3423: - .469370231236 b217 - .469370231236 b349 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3424: - .887203867225 b65 - .887203867225 b239 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3425: - .887203867225 b77 - .887203867225 b239 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3426: - .887203867225 b89 - .887203867225 b239 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3427: - .887203867225 b101 - .887203867225 b239 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3428: - .887203867225 b113 - .887203867225 b239 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3429: - .887203867225 b125 - .887203867225 b239 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3430: - .887203867225 b137 - .887203867225 b239 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3431: - .887203867225 b149 - .887203867225 b239 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3432: - .887203867225 b161 - .887203867225 b239 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3433: - .887203867225 b173 - .887203867225 b239 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3434: - .469370231236 b195 - .469370231236 b239 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3435: - .469370231236 b217 - .469370231236 b239 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3436: - .469370231236 b239 - .469370231236 b261 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3437: - .469370231236 b239 - .469370231236 b283 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3438: - .469370231236 b239 - .469370231236 b305 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3439: - .469370231236 b239 - .469370231236 b327 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3440: - .469370231236 b239 - .469370231236 b349 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3441: - .887203867225 b65 - .887203867225 b261 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3442: - .887203867225 b77 - .887203867225 b261 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3443: - .887203867225 b89 - .887203867225 b261 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3444: - .887203867225 b101 - .887203867225 b261 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3445: - .887203867225 b113 - .887203867225 b261 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3446: - .887203867225 b125 - .887203867225 b261 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3447: - .887203867225 b137 - .887203867225 b261 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3448: - .887203867225 b149 - .887203867225 b261 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3449: - .887203867225 b161 - .887203867225 b261 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3450: - .887203867225 b173 - .887203867225 b261 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3451: - .469370231236 b195 - .469370231236 b261 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3452: - .469370231236 b217 - .469370231236 b261 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3453: - .469370231236 b239 - .469370231236 b261 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3454: - .469370231236 b261 - .469370231236 b283 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3455: - .469370231236 b261 - .469370231236 b305 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3456: - .469370231236 b261 - .469370231236 b327 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3457: - .469370231236 b261 - .469370231236 b349 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3458: - .887203867225 b65 - .887203867225 b283 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3459: - .887203867225 b77 - .887203867225 b283 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3460: - .887203867225 b89 - .887203867225 b283 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3461: - .887203867225 b101 - .887203867225 b283 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3462: - .887203867225 b113 - .887203867225 b283 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3463: - .887203867225 b125 - .887203867225 b283 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3464: - .887203867225 b137 - .887203867225 b283 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3465: - .887203867225 b149 - .887203867225 b283 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3466: - .887203867225 b161 - .887203867225 b283 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3467: - .887203867225 b173 - .887203867225 b283 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3468: - .469370231236 b195 - .469370231236 b283 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3469: - .469370231236 b217 - .469370231236 b283 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3470: - .469370231236 b239 - .469370231236 b283 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3471: - .469370231236 b261 - .469370231236 b283 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3472: - .469370231236 b283 - .469370231236 b305 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3473: - .469370231236 b283 - .469370231236 b327 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3474: - .469370231236 b283 - .469370231236 b349 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3475: - .887203867225 b65 - .887203867225 b305 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3476: - .887203867225 b77 - .887203867225 b305 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3477: - .887203867225 b89 - .887203867225 b305 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3478: - .887203867225 b101 - .887203867225 b305 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3479: - .887203867225 b113 - .887203867225 b305 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3480: - .887203867225 b125 - .887203867225 b305 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3481: - .887203867225 b137 - .887203867225 b305 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3482: - .887203867225 b149 - .887203867225 b305 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3483: - .887203867225 b161 - .887203867225 b305 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3484: - .887203867225 b173 - .887203867225 b305 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3485: - .469370231236 b195 - .469370231236 b305 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3486: - .469370231236 b217 - .469370231236 b305 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3487: - .469370231236 b239 - .469370231236 b305 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3488: - .469370231236 b261 - .469370231236 b305 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3489: - .469370231236 b283 - .469370231236 b305 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3490: - .469370231236 b305 - .469370231236 b327 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3491: - .469370231236 b305 - .469370231236 b349 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3492: - .887203867225 b65 - .887203867225 b327 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3493: - .887203867225 b77 - .887203867225 b327 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3494: - .887203867225 b89 - .887203867225 b327 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3495: - .887203867225 b101 - .887203867225 b327 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3496: - .887203867225 b113 - .887203867225 b327 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3497: - .887203867225 b125 - .887203867225 b327 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3498: - .887203867225 b137 - .887203867225 b327 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3499: - .887203867225 b149 - .887203867225 b327 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3500: - .887203867225 b161 - .887203867225 b327 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3501: - .887203867225 b173 - .887203867225 b327 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3502: - .469370231236 b195 - .469370231236 b327 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3503: - .469370231236 b217 - .469370231236 b327 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3504: - .469370231236 b239 - .469370231236 b327 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3505: - .469370231236 b261 - .469370231236 b327 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3506: - .469370231236 b283 - .469370231236 b327 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3507: - .469370231236 b305 - .469370231236 b327 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3508: - .469370231236 b327 - .469370231236 b349 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3509: - .887203867225 b65 - .887203867225 b349 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3510: - .887203867225 b77 - .887203867225 b349 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3511: - .887203867225 b89 - .887203867225 b349 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3512: - .887203867225 b101 - .887203867225 b349 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3513: - .887203867225 b113 - .887203867225 b349 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3514: - .887203867225 b125 - .887203867225 b349 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3515: - .887203867225 b137 - .887203867225 b349 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3516: - .887203867225 b149 - .887203867225 b349 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3517: - .887203867225 b161 - .887203867225 b349 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3518: - .887203867225 b173 - .887203867225 b349 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3519: - .469370231236 b195 - .469370231236 b349 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3520: - .469370231236 b217 - .469370231236 b349 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3521: - .469370231236 b239 - .469370231236 b349 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3522: - .469370231236 b261 - .469370231236 b349 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3523: - .469370231236 b283 - .469370231236 b349 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3524: - .469370231236 b305 - .469370231236 b349 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3525: - .469370231236 b327 - .469370231236 b349 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3526: - 1.436939228176 b66 - 1.436939228176 b78 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3527: - 1.436939228176 b66 - 1.436939228176 b90 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3528: - 1.436939228176 b66 - 1.436939228176 b102 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3529: - 1.436939228176 b66 - 1.436939228176 b114 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3530: - 1.436939228176 b66 - 1.436939228176 b126 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3531: - 1.436939228176 b66 - 1.436939228176 b138 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3532: - 1.436939228176 b66 - 1.436939228176 b150 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3533: - 1.436939228176 b66 - 1.436939228176 b162 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3534: - 1.436939228176 b66 - 1.436939228176 b174 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3535: - .887203867225 b66 - .887203867225 b196 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3536: - .887203867225 b66 - .887203867225 b218 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3537: - .887203867225 b66 - .887203867225 b240 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3538: - .887203867225 b66 - .887203867225 b262 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3539: - .887203867225 b66 - .887203867225 b284 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3540: - .887203867225 b66 - .887203867225 b306 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3541: - .887203867225 b66 - .887203867225 b328 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3542: - .887203867225 b66 - .887203867225 b350 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3543: - 1.436939228176 b66 - 1.436939228176 b78 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3544: - 1.436939228176 b78 - 1.436939228176 b90 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3545: - 1.436939228176 b78 - 1.436939228176 b102 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3546: - 1.436939228176 b78 - 1.436939228176 b114 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3547: - 1.436939228176 b78 - 1.436939228176 b126 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3548: - 1.436939228176 b78 - 1.436939228176 b138 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3549: - 1.436939228176 b78 - 1.436939228176 b150 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3550: - 1.436939228176 b78 - 1.436939228176 b162 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3551: - 1.436939228176 b78 - 1.436939228176 b174 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3552: - .887203867225 b78 - .887203867225 b196 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3553: - .887203867225 b78 - .887203867225 b218 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3554: - .887203867225 b78 - .887203867225 b240 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3555: - .887203867225 b78 - .887203867225 b262 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3556: - .887203867225 b78 - .887203867225 b284 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3557: - .887203867225 b78 - .887203867225 b306 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3558: - .887203867225 b78 - .887203867225 b328 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3559: - .887203867225 b78 - .887203867225 b350 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3560: - 1.436939228176 b66 - 1.436939228176 b90 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3561: - 1.436939228176 b78 - 1.436939228176 b90 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3562: - 1.436939228176 b90 - 1.436939228176 b102 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3563: - 1.436939228176 b90 - 1.436939228176 b114 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3564: - 1.436939228176 b90 - 1.436939228176 b126 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3565: - 1.436939228176 b90 - 1.436939228176 b138 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3566: - 1.436939228176 b90 - 1.436939228176 b150 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3567: - 1.436939228176 b90 - 1.436939228176 b162 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3568: - 1.436939228176 b90 - 1.436939228176 b174 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3569: - .887203867225 b90 - .887203867225 b196 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3570: - .887203867225 b90 - .887203867225 b218 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3571: - .887203867225 b90 - .887203867225 b240 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3572: - .887203867225 b90 - .887203867225 b262 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3573: - .887203867225 b90 - .887203867225 b284 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3574: - .887203867225 b90 - .887203867225 b306 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3575: - .887203867225 b90 - .887203867225 b328 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3576: - .887203867225 b90 - .887203867225 b350 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3577: - 1.436939228176 b66 - 1.436939228176 b102 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3578: - 1.436939228176 b78 - 1.436939228176 b102 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3579: - 1.436939228176 b90 - 1.436939228176 b102 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3580: - 1.436939228176 b102 - 1.436939228176 b114 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3581: - 1.436939228176 b102 - 1.436939228176 b126 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3582: - 1.436939228176 b102 - 1.436939228176 b138 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3583: - 1.436939228176 b102 - 1.436939228176 b150 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3584: - 1.436939228176 b102 - 1.436939228176 b162 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3585: - 1.436939228176 b102 - 1.436939228176 b174 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3586: - .887203867225 b102 - .887203867225 b196 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3587: - .887203867225 b102 - .887203867225 b218 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3588: - .887203867225 b102 - .887203867225 b240 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3589: - .887203867225 b102 - .887203867225 b262 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3590: - .887203867225 b102 - .887203867225 b284 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3591: - .887203867225 b102 - .887203867225 b306 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3592: - .887203867225 b102 - .887203867225 b328 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3593: - .887203867225 b102 - .887203867225 b350 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3594: - 1.436939228176 b66 - 1.436939228176 b114 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3595: - 1.436939228176 b78 - 1.436939228176 b114 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3596: - 1.436939228176 b90 - 1.436939228176 b114 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3597: - 1.436939228176 b102 - 1.436939228176 b114 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3598: - 1.436939228176 b114 - 1.436939228176 b126 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3599: - 1.436939228176 b114 - 1.436939228176 b138 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3600: - 1.436939228176 b114 - 1.436939228176 b150 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3601: - 1.436939228176 b114 - 1.436939228176 b162 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3602: - 1.436939228176 b114 - 1.436939228176 b174 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3603: - .887203867225 b114 - .887203867225 b196 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3604: - .887203867225 b114 - .887203867225 b218 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3605: - .887203867225 b114 - .887203867225 b240 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3606: - .887203867225 b114 - .887203867225 b262 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3607: - .887203867225 b114 - .887203867225 b284 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3608: - .887203867225 b114 - .887203867225 b306 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3609: - .887203867225 b114 - .887203867225 b328 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3610: - .887203867225 b114 - .887203867225 b350 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3611: - 1.436939228176 b66 - 1.436939228176 b126 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3612: - 1.436939228176 b78 - 1.436939228176 b126 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3613: - 1.436939228176 b90 - 1.436939228176 b126 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3614: - 1.436939228176 b102 - 1.436939228176 b126 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3615: - 1.436939228176 b114 - 1.436939228176 b126 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3616: - 1.436939228176 b126 - 1.436939228176 b138 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3617: - 1.436939228176 b126 - 1.436939228176 b150 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3618: - 1.436939228176 b126 - 1.436939228176 b162 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3619: - 1.436939228176 b126 - 1.436939228176 b174 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3620: - .887203867225 b126 - .887203867225 b196 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3621: - .887203867225 b126 - .887203867225 b218 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3622: - .887203867225 b126 - .887203867225 b240 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3623: - .887203867225 b126 - .887203867225 b262 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3624: - .887203867225 b126 - .887203867225 b284 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3625: - .887203867225 b126 - .887203867225 b306 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3626: - .887203867225 b126 - .887203867225 b328 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3627: - .887203867225 b126 - .887203867225 b350 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3628: - 1.436939228176 b66 - 1.436939228176 b138 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3629: - 1.436939228176 b78 - 1.436939228176 b138 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3630: - 1.436939228176 b90 - 1.436939228176 b138 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3631: - 1.436939228176 b102 - 1.436939228176 b138 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3632: - 1.436939228176 b114 - 1.436939228176 b138 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3633: - 1.436939228176 b126 - 1.436939228176 b138 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3634: - 1.436939228176 b138 - 1.436939228176 b150 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3635: - 1.436939228176 b138 - 1.436939228176 b162 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3636: - 1.436939228176 b138 - 1.436939228176 b174 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3637: - .887203867225 b138 - .887203867225 b196 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3638: - .887203867225 b138 - .887203867225 b218 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3639: - .887203867225 b138 - .887203867225 b240 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3640: - .887203867225 b138 - .887203867225 b262 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3641: - .887203867225 b138 - .887203867225 b284 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3642: - .887203867225 b138 - .887203867225 b306 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3643: - .887203867225 b138 - .887203867225 b328 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3644: - .887203867225 b138 - .887203867225 b350 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3645: - 1.436939228176 b66 - 1.436939228176 b150 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3646: - 1.436939228176 b78 - 1.436939228176 b150 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3647: - 1.436939228176 b90 - 1.436939228176 b150 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3648: - 1.436939228176 b102 - 1.436939228176 b150 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3649: - 1.436939228176 b114 - 1.436939228176 b150 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3650: - 1.436939228176 b126 - 1.436939228176 b150 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3651: - 1.436939228176 b138 - 1.436939228176 b150 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3652: - 1.436939228176 b150 - 1.436939228176 b162 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3653: - 1.436939228176 b150 - 1.436939228176 b174 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3654: - .887203867225 b150 - .887203867225 b196 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3655: - .887203867225 b150 - .887203867225 b218 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3656: - .887203867225 b150 - .887203867225 b240 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3657: - .887203867225 b150 - .887203867225 b262 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3658: - .887203867225 b150 - .887203867225 b284 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3659: - .887203867225 b150 - .887203867225 b306 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3660: - .887203867225 b150 - .887203867225 b328 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3661: - .887203867225 b150 - .887203867225 b350 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3662: - 1.436939228176 b66 - 1.436939228176 b162 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3663: - 1.436939228176 b78 - 1.436939228176 b162 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3664: - 1.436939228176 b90 - 1.436939228176 b162 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3665: - 1.436939228176 b102 - 1.436939228176 b162 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3666: - 1.436939228176 b114 - 1.436939228176 b162 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3667: - 1.436939228176 b126 - 1.436939228176 b162 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3668: - 1.436939228176 b138 - 1.436939228176 b162 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3669: - 1.436939228176 b150 - 1.436939228176 b162 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3670: - 1.436939228176 b162 - 1.436939228176 b174 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3671: - .887203867225 b162 - .887203867225 b196 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3672: - .887203867225 b162 - .887203867225 b218 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3673: - .887203867225 b162 - .887203867225 b240 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3674: - .887203867225 b162 - .887203867225 b262 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3675: - .887203867225 b162 - .887203867225 b284 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3676: - .887203867225 b162 - .887203867225 b306 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3677: - .887203867225 b162 - .887203867225 b328 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3678: - .887203867225 b162 - .887203867225 b350 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3679: - 1.436939228176 b66 - 1.436939228176 b174 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3680: - 1.436939228176 b78 - 1.436939228176 b174 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3681: - 1.436939228176 b90 - 1.436939228176 b174 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3682: - 1.436939228176 b102 - 1.436939228176 b174 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3683: - 1.436939228176 b114 - 1.436939228176 b174 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3684: - 1.436939228176 b126 - 1.436939228176 b174 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3685: - 1.436939228176 b138 - 1.436939228176 b174 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3686: - 1.436939228176 b150 - 1.436939228176 b174 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3687: - 1.436939228176 b162 - 1.436939228176 b174 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e3688: - .887203867225 b174 - .887203867225 b196 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3689: - .887203867225 b174 - .887203867225 b218 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3690: - .887203867225 b174 - .887203867225 b240 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3691: - .887203867225 b174 - .887203867225 b262 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3692: - .887203867225 b174 - .887203867225 b284 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3693: - .887203867225 b174 - .887203867225 b306 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3694: - .887203867225 b174 - .887203867225 b328 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3695: - .887203867225 b174 - .887203867225 b350 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3696: - .887203867225 b66 - .887203867225 b196 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3697: - .887203867225 b78 - .887203867225 b196 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3698: - .887203867225 b90 - .887203867225 b196 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3699: - .887203867225 b102 - .887203867225 b196 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3700: - .887203867225 b114 - .887203867225 b196 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3701: - .887203867225 b126 - .887203867225 b196 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3702: - .887203867225 b138 - .887203867225 b196 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3703: - .887203867225 b150 - .887203867225 b196 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3704: - .887203867225 b162 - .887203867225 b196 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e3705: - .887203867225 b174 - .887203867225 b196 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e3706: - .469370231236 b196 - .469370231236 b218 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3707: - .469370231236 b196 - .469370231236 b240 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3708: - .469370231236 b196 - .469370231236 b262 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3709: - .469370231236 b196 - .469370231236 b284 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3710: - .469370231236 b196 - .469370231236 b306 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3711: - .469370231236 b196 - .469370231236 b328 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3712: - .469370231236 b196 - .469370231236 b350 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3713: - .887203867225 b66 - .887203867225 b218 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3714: - .887203867225 b78 - .887203867225 b218 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3715: - .887203867225 b90 - .887203867225 b218 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3716: - .887203867225 b102 - .887203867225 b218 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3717: - .887203867225 b114 - .887203867225 b218 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3718: - .887203867225 b126 - .887203867225 b218 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3719: - .887203867225 b138 - .887203867225 b218 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3720: - .887203867225 b150 - .887203867225 b218 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3721: - .887203867225 b162 - .887203867225 b218 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e3722: - .887203867225 b174 - .887203867225 b218 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e3723: - .469370231236 b196 - .469370231236 b218 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e3724: - .469370231236 b218 - .469370231236 b240 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3725: - .469370231236 b218 - .469370231236 b262 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3726: - .469370231236 b218 - .469370231236 b284 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3727: - .469370231236 b218 - .469370231236 b306 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3728: - .469370231236 b218 - .469370231236 b328 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3729: - .469370231236 b218 - .469370231236 b350 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3730: - .887203867225 b66 - .887203867225 b240 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3731: - .887203867225 b78 - .887203867225 b240 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3732: - .887203867225 b90 - .887203867225 b240 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3733: - .887203867225 b102 - .887203867225 b240 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3734: - .887203867225 b114 - .887203867225 b240 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3735: - .887203867225 b126 - .887203867225 b240 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3736: - .887203867225 b138 - .887203867225 b240 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3737: - .887203867225 b150 - .887203867225 b240 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3738: - .887203867225 b162 - .887203867225 b240 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e3739: - .887203867225 b174 - .887203867225 b240 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e3740: - .469370231236 b196 - .469370231236 b240 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e3741: - .469370231236 b218 - .469370231236 b240 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e3742: - .469370231236 b240 - .469370231236 b262 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3743: - .469370231236 b240 - .469370231236 b284 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3744: - .469370231236 b240 - .469370231236 b306 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3745: - .469370231236 b240 - .469370231236 b328 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3746: - .469370231236 b240 - .469370231236 b350 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3747: - .887203867225 b66 - .887203867225 b262 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3748: - .887203867225 b78 - .887203867225 b262 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3749: - .887203867225 b90 - .887203867225 b262 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3750: - .887203867225 b102 - .887203867225 b262 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3751: - .887203867225 b114 - .887203867225 b262 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3752: - .887203867225 b126 - .887203867225 b262 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3753: - .887203867225 b138 - .887203867225 b262 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3754: - .887203867225 b150 - .887203867225 b262 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3755: - .887203867225 b162 - .887203867225 b262 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e3756: - .887203867225 b174 - .887203867225 b262 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e3757: - .469370231236 b196 - .469370231236 b262 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e3758: - .469370231236 b218 - .469370231236 b262 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e3759: - .469370231236 b240 - .469370231236 b262 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e3760: - .469370231236 b262 - .469370231236 b284 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3761: - .469370231236 b262 - .469370231236 b306 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3762: - .469370231236 b262 - .469370231236 b328 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3763: - .469370231236 b262 - .469370231236 b350 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3764: - .887203867225 b66 - .887203867225 b284 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3765: - .887203867225 b78 - .887203867225 b284 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3766: - .887203867225 b90 - .887203867225 b284 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3767: - .887203867225 b102 - .887203867225 b284 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3768: - .887203867225 b114 - .887203867225 b284 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3769: - .887203867225 b126 - .887203867225 b284 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3770: - .887203867225 b138 - .887203867225 b284 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3771: - .887203867225 b150 - .887203867225 b284 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e3772: - .887203867225 b162 - .887203867225 b284 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e3773: - .887203867225 b174 - .887203867225 b284 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e3774: - .469370231236 b196 - .469370231236 b284 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e3775: - .469370231236 b218 - .469370231236 b284 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e3776: - .469370231236 b240 - .469370231236 b284 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e3777: - .469370231236 b262 - .469370231236 b284 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e3778: - .469370231236 b284 - .469370231236 b306 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3779: - .469370231236 b284 - .469370231236 b328 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3780: - .469370231236 b284 - .469370231236 b350 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3781: - .887203867225 b66 - .887203867225 b306 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3782: - .887203867225 b78 - .887203867225 b306 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3783: - .887203867225 b90 - .887203867225 b306 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3784: - .887203867225 b102 - .887203867225 b306 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3785: - .887203867225 b114 - .887203867225 b306 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3786: - .887203867225 b126 - .887203867225 b306 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3787: - .887203867225 b138 - .887203867225 b306 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3788: - .887203867225 b150 - .887203867225 b306 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e3789: - .887203867225 b162 - .887203867225 b306 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e3790: - .887203867225 b174 - .887203867225 b306 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e3791: - .469370231236 b196 - .469370231236 b306 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e3792: - .469370231236 b218 - .469370231236 b306 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e3793: - .469370231236 b240 - .469370231236 b306 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e3794: - .469370231236 b262 - .469370231236 b306 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e3795: - .469370231236 b284 - .469370231236 b306 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e3796: - .469370231236 b306 - .469370231236 b328 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3797: - .469370231236 b306 - .469370231236 b350 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3798: - .887203867225 b66 - .887203867225 b328 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3799: - .887203867225 b78 - .887203867225 b328 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3800: - .887203867225 b90 - .887203867225 b328 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3801: - .887203867225 b102 - .887203867225 b328 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3802: - .887203867225 b114 - .887203867225 b328 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3803: - .887203867225 b126 - .887203867225 b328 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3804: - .887203867225 b138 - .887203867225 b328 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3805: - .887203867225 b150 - .887203867225 b328 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e3806: - .887203867225 b162 - .887203867225 b328 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e3807: - .887203867225 b174 - .887203867225 b328 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e3808: - .469370231236 b196 - .469370231236 b328 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e3809: - .469370231236 b218 - .469370231236 b328 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e3810: - .469370231236 b240 - .469370231236 b328 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e3811: - .469370231236 b262 - .469370231236 b328 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e3812: - .469370231236 b284 - .469370231236 b328 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e3813: - .469370231236 b306 - .469370231236 b328 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e3814: - .469370231236 b328 - .469370231236 b350 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3815: - .887203867225 b66 - .887203867225 b350 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3816: - .887203867225 b78 - .887203867225 b350 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3817: - .887203867225 b90 - .887203867225 b350 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3818: - .887203867225 b102 - .887203867225 b350 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3819: - .887203867225 b114 - .887203867225 b350 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3820: - .887203867225 b126 - .887203867225 b350 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3821: - .887203867225 b138 - .887203867225 b350 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3822: - .887203867225 b150 - .887203867225 b350 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e3823: - .887203867225 b162 - .887203867225 b350 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e3824: - .887203867225 b174 - .887203867225 b350 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e3825: - .469370231236 b196 - .469370231236 b350 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e3826: - .469370231236 b218 - .469370231236 b350 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e3827: - .469370231236 b240 - .469370231236 b350 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e3828: - .469370231236 b262 - .469370231236 b350 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e3829: - .469370231236 b284 - .469370231236 b350 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e3830: - .469370231236 b306 - .469370231236 b350 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e3831: - .469370231236 b328 - .469370231236 b350 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e3832: - 1.436939228176 b67 - 1.436939228176 b79 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3833: - 1.436939228176 b67 - 1.436939228176 b91 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3834: - 1.436939228176 b67 - 1.436939228176 b103 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3835: - 1.436939228176 b67 - 1.436939228176 b115 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3836: - 1.436939228176 b67 - 1.436939228176 b127 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3837: - 1.436939228176 b67 - 1.436939228176 b139 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3838: - 1.436939228176 b67 - 1.436939228176 b151 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3839: - 1.436939228176 b67 - 1.436939228176 b163 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e3840: - 1.436939228176 b67 - 1.436939228176 b175 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e3841: - .887203867225 b67 - .887203867225 b197 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e3842: - .887203867225 b67 - .887203867225 b219 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e3843: - .887203867225 b67 - .887203867225 b241 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e3844: - .887203867225 b67 - .887203867225 b263 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e3845: - .887203867225 b67 - .887203867225 b285 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e3846: - .887203867225 b67 - .887203867225 b307 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e3847: - .887203867225 b67 - .887203867225 b329 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e3848: - .887203867225 b67 - .887203867225 b351 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e3849: - 2.118573403024 b67 - 2.118573403024 b358 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e3850: - 2.118573403024 b67 - 2.118573403024 b365 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e3851: - 2.118573403024 b67 - 2.118573403024 b372 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e3852: - 2.118573403024 b67 - 2.118573403024 b379 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e3853: - 2.118573403024 b67 - 2.118573403024 b386 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e3854: - 1.436939228176 b67 - 1.436939228176 b79 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e3855: - 1.436939228176 b79 - 1.436939228176 b91 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3856: - 1.436939228176 b79 - 1.436939228176 b103 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3857: - 1.436939228176 b79 - 1.436939228176 b115 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3858: - 1.436939228176 b79 - 1.436939228176 b127 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3859: - 1.436939228176 b79 - 1.436939228176 b139 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3860: - 1.436939228176 b79 - 1.436939228176 b151 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3861: - 1.436939228176 b79 - 1.436939228176 b163 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e3862: - 1.436939228176 b79 - 1.436939228176 b175 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e3863: - .887203867225 b79 - .887203867225 b197 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e3864: - .887203867225 b79 - .887203867225 b219 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e3865: - .887203867225 b79 - .887203867225 b241 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e3866: - .887203867225 b79 - .887203867225 b263 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e3867: - .887203867225 b79 - .887203867225 b285 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e3868: - .887203867225 b79 - .887203867225 b307 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e3869: - .887203867225 b79 - .887203867225 b329 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e3870: - .887203867225 b79 - .887203867225 b351 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e3871: - 2.118573403024 b79 - 2.118573403024 b358 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e3872: - 2.118573403024 b79 - 2.118573403024 b365 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e3873: - 2.118573403024 b79 - 2.118573403024 b372 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e3874: - 2.118573403024 b79 - 2.118573403024 b379 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e3875: - 2.118573403024 b79 - 2.118573403024 b386 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e3876: - 1.436939228176 b67 - 1.436939228176 b91 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e3877: - 1.436939228176 b79 - 1.436939228176 b91 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e3878: - 1.436939228176 b91 - 1.436939228176 b103 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3879: - 1.436939228176 b91 - 1.436939228176 b115 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3880: - 1.436939228176 b91 - 1.436939228176 b127 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3881: - 1.436939228176 b91 - 1.436939228176 b139 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3882: - 1.436939228176 b91 - 1.436939228176 b151 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3883: - 1.436939228176 b91 - 1.436939228176 b163 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e3884: - 1.436939228176 b91 - 1.436939228176 b175 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e3885: - .887203867225 b91 - .887203867225 b197 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e3886: - .887203867225 b91 - .887203867225 b219 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e3887: - .887203867225 b91 - .887203867225 b241 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e3888: - .887203867225 b91 - .887203867225 b263 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e3889: - .887203867225 b91 - .887203867225 b285 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e3890: - .887203867225 b91 - .887203867225 b307 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e3891: - .887203867225 b91 - .887203867225 b329 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e3892: - .887203867225 b91 - .887203867225 b351 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e3893: - 2.118573403024 b91 - 2.118573403024 b358 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e3894: - 2.118573403024 b91 - 2.118573403024 b365 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e3895: - 2.118573403024 b91 - 2.118573403024 b372 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e3896: - 2.118573403024 b91 - 2.118573403024 b379 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e3897: - 2.118573403024 b91 - 2.118573403024 b386 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e3898: - 1.436939228176 b67 - 1.436939228176 b103 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e3899: - 1.436939228176 b79 - 1.436939228176 b103 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e3900: - 1.436939228176 b91 - 1.436939228176 b103 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e3901: - 1.436939228176 b103 - 1.436939228176 b115 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3902: - 1.436939228176 b103 - 1.436939228176 b127 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3903: - 1.436939228176 b103 - 1.436939228176 b139 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3904: - 1.436939228176 b103 - 1.436939228176 b151 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3905: - 1.436939228176 b103 - 1.436939228176 b163 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e3906: - 1.436939228176 b103 - 1.436939228176 b175 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e3907: - .887203867225 b103 - .887203867225 b197 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e3908: - .887203867225 b103 - .887203867225 b219 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e3909: - .887203867225 b103 - .887203867225 b241 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e3910: - .887203867225 b103 - .887203867225 b263 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e3911: - .887203867225 b103 - .887203867225 b285 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e3912: - .887203867225 b103 - .887203867225 b307 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e3913: - .887203867225 b103 - .887203867225 b329 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e3914: - .887203867225 b103 - .887203867225 b351 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e3915: - 2.118573403024 b103 - 2.118573403024 b358 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e3916: - 2.118573403024 b103 - 2.118573403024 b365 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e3917: - 2.118573403024 b103 - 2.118573403024 b372 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e3918: - 2.118573403024 b103 - 2.118573403024 b379 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e3919: - 2.118573403024 b103 - 2.118573403024 b386 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e3920: - 1.436939228176 b67 - 1.436939228176 b115 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e3921: - 1.436939228176 b79 - 1.436939228176 b115 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e3922: - 1.436939228176 b91 - 1.436939228176 b115 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e3923: - 1.436939228176 b103 - 1.436939228176 b115 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e3924: - 1.436939228176 b115 - 1.436939228176 b127 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3925: - 1.436939228176 b115 - 1.436939228176 b139 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3926: - 1.436939228176 b115 - 1.436939228176 b151 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3927: - 1.436939228176 b115 - 1.436939228176 b163 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e3928: - 1.436939228176 b115 - 1.436939228176 b175 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e3929: - .887203867225 b115 - .887203867225 b197 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e3930: - .887203867225 b115 - .887203867225 b219 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e3931: - .887203867225 b115 - .887203867225 b241 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e3932: - .887203867225 b115 - .887203867225 b263 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e3933: - .887203867225 b115 - .887203867225 b285 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e3934: - .887203867225 b115 - .887203867225 b307 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e3935: - .887203867225 b115 - .887203867225 b329 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e3936: - .887203867225 b115 - .887203867225 b351 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e3937: - 2.118573403024 b115 - 2.118573403024 b358 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e3938: - 2.118573403024 b115 - 2.118573403024 b365 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e3939: - 2.118573403024 b115 - 2.118573403024 b372 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e3940: - 2.118573403024 b115 - 2.118573403024 b379 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e3941: - 2.118573403024 b115 - 2.118573403024 b386 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e3942: - 1.436939228176 b67 - 1.436939228176 b127 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e3943: - 1.436939228176 b79 - 1.436939228176 b127 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e3944: - 1.436939228176 b91 - 1.436939228176 b127 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e3945: - 1.436939228176 b103 - 1.436939228176 b127 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e3946: - 1.436939228176 b115 - 1.436939228176 b127 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e3947: - 1.436939228176 b127 - 1.436939228176 b139 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3948: - 1.436939228176 b127 - 1.436939228176 b151 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3949: - 1.436939228176 b127 - 1.436939228176 b163 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e3950: - 1.436939228176 b127 - 1.436939228176 b175 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e3951: - .887203867225 b127 - .887203867225 b197 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e3952: - .887203867225 b127 - .887203867225 b219 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e3953: - .887203867225 b127 - .887203867225 b241 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e3954: - .887203867225 b127 - .887203867225 b263 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e3955: - .887203867225 b127 - .887203867225 b285 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e3956: - .887203867225 b127 - .887203867225 b307 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e3957: - .887203867225 b127 - .887203867225 b329 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e3958: - .887203867225 b127 - .887203867225 b351 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e3959: - 2.118573403024 b127 - 2.118573403024 b358 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e3960: - 2.118573403024 b127 - 2.118573403024 b365 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e3961: - 2.118573403024 b127 - 2.118573403024 b372 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e3962: - 2.118573403024 b127 - 2.118573403024 b379 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e3963: - 2.118573403024 b127 - 2.118573403024 b386 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e3964: - 1.436939228176 b67 - 1.436939228176 b139 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e3965: - 1.436939228176 b79 - 1.436939228176 b139 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e3966: - 1.436939228176 b91 - 1.436939228176 b139 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e3967: - 1.436939228176 b103 - 1.436939228176 b139 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e3968: - 1.436939228176 b115 - 1.436939228176 b139 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e3969: - 1.436939228176 b127 - 1.436939228176 b139 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e3970: - 1.436939228176 b139 - 1.436939228176 b151 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3971: - 1.436939228176 b139 - 1.436939228176 b163 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e3972: - 1.436939228176 b139 - 1.436939228176 b175 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e3973: - .887203867225 b139 - .887203867225 b197 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e3974: - .887203867225 b139 - .887203867225 b219 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e3975: - .887203867225 b139 - .887203867225 b241 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e3976: - .887203867225 b139 - .887203867225 b263 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e3977: - .887203867225 b139 - .887203867225 b285 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e3978: - .887203867225 b139 - .887203867225 b307 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e3979: - .887203867225 b139 - .887203867225 b329 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e3980: - .887203867225 b139 - .887203867225 b351 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e3981: - 2.118573403024 b139 - 2.118573403024 b358 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e3982: - 2.118573403024 b139 - 2.118573403024 b365 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e3983: - 2.118573403024 b139 - 2.118573403024 b372 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e3984: - 2.118573403024 b139 - 2.118573403024 b379 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e3985: - 2.118573403024 b139 - 2.118573403024 b386 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e3986: - 1.436939228176 b67 - 1.436939228176 b151 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e3987: - 1.436939228176 b79 - 1.436939228176 b151 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e3988: - 1.436939228176 b91 - 1.436939228176 b151 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e3989: - 1.436939228176 b103 - 1.436939228176 b151 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e3990: - 1.436939228176 b115 - 1.436939228176 b151 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e3991: - 1.436939228176 b127 - 1.436939228176 b151 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e3992: - 1.436939228176 b139 - 1.436939228176 b151 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e3993: - 1.436939228176 b151 - 1.436939228176 b163 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e3994: - 1.436939228176 b151 - 1.436939228176 b175 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e3995: - .887203867225 b151 - .887203867225 b197 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e3996: - .887203867225 b151 - .887203867225 b219 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e3997: - .887203867225 b151 - .887203867225 b241 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e3998: - .887203867225 b151 - .887203867225 b263 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e3999: - .887203867225 b151 - .887203867225 b285 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e4000: - .887203867225 b151 - .887203867225 b307 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e4001: - .887203867225 b151 - .887203867225 b329 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e4002: - .887203867225 b151 - .887203867225 b351 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e4003: - 2.118573403024 b151 - 2.118573403024 b358 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e4004: - 2.118573403024 b151 - 2.118573403024 b365 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e4005: - 2.118573403024 b151 - 2.118573403024 b372 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e4006: - 2.118573403024 b151 - 2.118573403024 b379 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e4007: - 2.118573403024 b151 - 2.118573403024 b386 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e4008: - 1.436939228176 b67 - 1.436939228176 b163 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e4009: - 1.436939228176 b79 - 1.436939228176 b163 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e4010: - 1.436939228176 b91 - 1.436939228176 b163 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e4011: - 1.436939228176 b103 - 1.436939228176 b163 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e4012: - 1.436939228176 b115 - 1.436939228176 b163 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e4013: - 1.436939228176 b127 - 1.436939228176 b163 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e4014: - 1.436939228176 b139 - 1.436939228176 b163 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e4015: - 1.436939228176 b151 - 1.436939228176 b163 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e4016: - 1.436939228176 b163 - 1.436939228176 b175 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e4017: - .887203867225 b163 - .887203867225 b197 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e4018: - .887203867225 b163 - .887203867225 b219 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e4019: - .887203867225 b163 - .887203867225 b241 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e4020: - .887203867225 b163 - .887203867225 b263 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e4021: - .887203867225 b163 - .887203867225 b285 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e4022: - .887203867225 b163 - .887203867225 b307 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e4023: - .887203867225 b163 - .887203867225 b329 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e4024: - .887203867225 b163 - .887203867225 b351 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e4025: - 2.118573403024 b163 - 2.118573403024 b358 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e4026: - 2.118573403024 b163 - 2.118573403024 b365 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e4027: - 2.118573403024 b163 - 2.118573403024 b372 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e4028: - 2.118573403024 b163 - 2.118573403024 b379 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e4029: - 2.118573403024 b163 - 2.118573403024 b386 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e4030: - 1.436939228176 b67 - 1.436939228176 b175 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e4031: - 1.436939228176 b79 - 1.436939228176 b175 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e4032: - 1.436939228176 b91 - 1.436939228176 b175 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e4033: - 1.436939228176 b103 - 1.436939228176 b175 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e4034: - 1.436939228176 b115 - 1.436939228176 b175 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e4035: - 1.436939228176 b127 - 1.436939228176 b175 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e4036: - 1.436939228176 b139 - 1.436939228176 b175 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e4037: - 1.436939228176 b151 - 1.436939228176 b175 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e4038: - 1.436939228176 b163 - 1.436939228176 b175 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e4039: - .887203867225 b175 - .887203867225 b197 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e4040: - .887203867225 b175 - .887203867225 b219 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e4041: - .887203867225 b175 - .887203867225 b241 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e4042: - .887203867225 b175 - .887203867225 b263 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e4043: - .887203867225 b175 - .887203867225 b285 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e4044: - .887203867225 b175 - .887203867225 b307 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e4045: - .887203867225 b175 - .887203867225 b329 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e4046: - .887203867225 b175 - .887203867225 b351 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e4047: - 2.118573403024 b175 - 2.118573403024 b358 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e4048: - 2.118573403024 b175 - 2.118573403024 b365 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e4049: - 2.118573403024 b175 - 2.118573403024 b372 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e4050: - 2.118573403024 b175 - 2.118573403024 b379 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e4051: - 2.118573403024 b175 - 2.118573403024 b386 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e4052: - .887203867225 b67 - .887203867225 b197 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e4053: - .887203867225 b79 - .887203867225 b197 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e4054: - .887203867225 b91 - .887203867225 b197 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e4055: - .887203867225 b103 - .887203867225 b197 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e4056: - .887203867225 b115 - .887203867225 b197 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e4057: - .887203867225 b127 - .887203867225 b197 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e4058: - .887203867225 b139 - .887203867225 b197 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e4059: - .887203867225 b151 - .887203867225 b197 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e4060: - .887203867225 b163 - .887203867225 b197 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e4061: - .887203867225 b175 - .887203867225 b197 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e4062: - .469370231236 b197 - .469370231236 b219 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e4063: - .469370231236 b197 - .469370231236 b241 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e4064: - .469370231236 b197 - .469370231236 b263 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e4065: - .469370231236 b197 - .469370231236 b285 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e4066: - .469370231236 b197 - .469370231236 b307 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e4067: - .469370231236 b197 - .469370231236 b329 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e4068: - .469370231236 b197 - .469370231236 b351 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e4069: - 1.436936830729 b197 - 1.436936830729 b358 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e4070: - 1.436936830729 b197 - 1.436936830729 b365 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e4071: - 1.436936830729 b197 - 1.436936830729 b372 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e4072: - 1.436936830729 b197 - 1.436936830729 b379 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e4073: - 1.436936830729 b197 - 1.436936830729 b386 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e4074: - .887203867225 b67 - .887203867225 b219 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e4075: - .887203867225 b79 - .887203867225 b219 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e4076: - .887203867225 b91 - .887203867225 b219 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e4077: - .887203867225 b103 - .887203867225 b219 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e4078: - .887203867225 b115 - .887203867225 b219 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e4079: - .887203867225 b127 - .887203867225 b219 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e4080: - .887203867225 b139 - .887203867225 b219 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e4081: - .887203867225 b151 - .887203867225 b219 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e4082: - .887203867225 b163 - .887203867225 b219 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e4083: - .887203867225 b175 - .887203867225 b219 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e4084: - .469370231236 b197 - .469370231236 b219 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e4085: - .469370231236 b219 - .469370231236 b241 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e4086: - .469370231236 b219 - .469370231236 b263 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e4087: - .469370231236 b219 - .469370231236 b285 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e4088: - .469370231236 b219 - .469370231236 b307 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e4089: - .469370231236 b219 - .469370231236 b329 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e4090: - .469370231236 b219 - .469370231236 b351 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e4091: - 1.436936830729 b219 - 1.436936830729 b358 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e4092: - 1.436936830729 b219 - 1.436936830729 b365 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e4093: - 1.436936830729 b219 - 1.436936830729 b372 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e4094: - 1.436936830729 b219 - 1.436936830729 b379 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e4095: - 1.436936830729 b219 - 1.436936830729 b386 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e4096: - .887203867225 b67 - .887203867225 b241 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e4097: - .887203867225 b79 - .887203867225 b241 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e4098: - .887203867225 b91 - .887203867225 b241 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e4099: - .887203867225 b103 - .887203867225 b241 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e4100: - .887203867225 b115 - .887203867225 b241 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e4101: - .887203867225 b127 - .887203867225 b241 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e4102: - .887203867225 b139 - .887203867225 b241 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e4103: - .887203867225 b151 - .887203867225 b241 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e4104: - .887203867225 b163 - .887203867225 b241 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e4105: - .887203867225 b175 - .887203867225 b241 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e4106: - .469370231236 b197 - .469370231236 b241 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e4107: - .469370231236 b219 - .469370231236 b241 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e4108: - .469370231236 b241 - .469370231236 b263 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e4109: - .469370231236 b241 - .469370231236 b285 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e4110: - .469370231236 b241 - .469370231236 b307 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e4111: - .469370231236 b241 - .469370231236 b329 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e4112: - .469370231236 b241 - .469370231236 b351 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e4113: - 1.436936830729 b241 - 1.436936830729 b358 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e4114: - 1.436936830729 b241 - 1.436936830729 b365 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e4115: - 1.436936830729 b241 - 1.436936830729 b372 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e4116: - 1.436936830729 b241 - 1.436936830729 b379 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e4117: - 1.436936830729 b241 - 1.436936830729 b386 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e4118: - .887203867225 b67 - .887203867225 b263 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e4119: - .887203867225 b79 - .887203867225 b263 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e4120: - .887203867225 b91 - .887203867225 b263 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e4121: - .887203867225 b103 - .887203867225 b263 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e4122: - .887203867225 b115 - .887203867225 b263 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e4123: - .887203867225 b127 - .887203867225 b263 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e4124: - .887203867225 b139 - .887203867225 b263 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e4125: - .887203867225 b151 - .887203867225 b263 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e4126: - .887203867225 b163 - .887203867225 b263 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e4127: - .887203867225 b175 - .887203867225 b263 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e4128: - .469370231236 b197 - .469370231236 b263 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e4129: - .469370231236 b219 - .469370231236 b263 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e4130: - .469370231236 b241 - .469370231236 b263 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e4131: - .469370231236 b263 - .469370231236 b285 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e4132: - .469370231236 b263 - .469370231236 b307 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e4133: - .469370231236 b263 - .469370231236 b329 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e4134: - .469370231236 b263 - .469370231236 b351 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e4135: - 1.436936830729 b263 - 1.436936830729 b358 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e4136: - 1.436936830729 b263 - 1.436936830729 b365 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e4137: - 1.436936830729 b263 - 1.436936830729 b372 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e4138: - 1.436936830729 b263 - 1.436936830729 b379 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e4139: - 1.436936830729 b263 - 1.436936830729 b386 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e4140: - .887203867225 b67 - .887203867225 b285 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e4141: - .887203867225 b79 - .887203867225 b285 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e4142: - .887203867225 b91 - .887203867225 b285 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e4143: - .887203867225 b103 - .887203867225 b285 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e4144: - .887203867225 b115 - .887203867225 b285 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e4145: - .887203867225 b127 - .887203867225 b285 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e4146: - .887203867225 b139 - .887203867225 b285 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e4147: - .887203867225 b151 - .887203867225 b285 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e4148: - .887203867225 b163 - .887203867225 b285 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e4149: - .887203867225 b175 - .887203867225 b285 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e4150: - .469370231236 b197 - .469370231236 b285 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e4151: - .469370231236 b219 - .469370231236 b285 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e4152: - .469370231236 b241 - .469370231236 b285 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e4153: - .469370231236 b263 - .469370231236 b285 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e4154: - .469370231236 b285 - .469370231236 b307 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e4155: - .469370231236 b285 - .469370231236 b329 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e4156: - .469370231236 b285 - .469370231236 b351 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e4157: - 1.436936830729 b285 - 1.436936830729 b358 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e4158: - 1.436936830729 b285 - 1.436936830729 b365 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e4159: - 1.436936830729 b285 - 1.436936830729 b372 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e4160: - 1.436936830729 b285 - 1.436936830729 b379 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e4161: - 1.436936830729 b285 - 1.436936830729 b386 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e4162: - .887203867225 b67 - .887203867225 b307 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e4163: - .887203867225 b79 - .887203867225 b307 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e4164: - .887203867225 b91 - .887203867225 b307 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e4165: - .887203867225 b103 - .887203867225 b307 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e4166: - .887203867225 b115 - .887203867225 b307 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e4167: - .887203867225 b127 - .887203867225 b307 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e4168: - .887203867225 b139 - .887203867225 b307 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e4169: - .887203867225 b151 - .887203867225 b307 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e4170: - .887203867225 b163 - .887203867225 b307 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e4171: - .887203867225 b175 - .887203867225 b307 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e4172: - .469370231236 b197 - .469370231236 b307 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e4173: - .469370231236 b219 - .469370231236 b307 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e4174: - .469370231236 b241 - .469370231236 b307 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e4175: - .469370231236 b263 - .469370231236 b307 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e4176: - .469370231236 b285 - .469370231236 b307 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e4177: - .469370231236 b307 - .469370231236 b329 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e4178: - .469370231236 b307 - .469370231236 b351 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e4179: - 1.436936830729 b307 - 1.436936830729 b358 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e4180: - 1.436936830729 b307 - 1.436936830729 b365 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e4181: - 1.436936830729 b307 - 1.436936830729 b372 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e4182: - 1.436936830729 b307 - 1.436936830729 b379 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e4183: - 1.436936830729 b307 - 1.436936830729 b386 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e4184: - .887203867225 b67 - .887203867225 b329 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e4185: - .887203867225 b79 - .887203867225 b329 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e4186: - .887203867225 b91 - .887203867225 b329 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e4187: - .887203867225 b103 - .887203867225 b329 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e4188: - .887203867225 b115 - .887203867225 b329 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e4189: - .887203867225 b127 - .887203867225 b329 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e4190: - .887203867225 b139 - .887203867225 b329 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e4191: - .887203867225 b151 - .887203867225 b329 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e4192: - .887203867225 b163 - .887203867225 b329 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e4193: - .887203867225 b175 - .887203867225 b329 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e4194: - .469370231236 b197 - .469370231236 b329 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e4195: - .469370231236 b219 - .469370231236 b329 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e4196: - .469370231236 b241 - .469370231236 b329 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e4197: - .469370231236 b263 - .469370231236 b329 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e4198: - .469370231236 b285 - .469370231236 b329 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e4199: - .469370231236 b307 - .469370231236 b329 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e4200: - .469370231236 b329 - .469370231236 b351 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e4201: - 1.436936830729 b329 - 1.436936830729 b358 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e4202: - 1.436936830729 b329 - 1.436936830729 b365 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e4203: - 1.436936830729 b329 - 1.436936830729 b372 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e4204: - 1.436936830729 b329 - 1.436936830729 b379 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e4205: - 1.436936830729 b329 - 1.436936830729 b386 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e4206: - .887203867225 b67 - .887203867225 b351 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e4207: - .887203867225 b79 - .887203867225 b351 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e4208: - .887203867225 b91 - .887203867225 b351 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e4209: - .887203867225 b103 - .887203867225 b351 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e4210: - .887203867225 b115 - .887203867225 b351 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e4211: - .887203867225 b127 - .887203867225 b351 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e4212: - .887203867225 b139 - .887203867225 b351 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e4213: - .887203867225 b151 - .887203867225 b351 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e4214: - .887203867225 b163 - .887203867225 b351 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e4215: - .887203867225 b175 - .887203867225 b351 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e4216: - .469370231236 b197 - .469370231236 b351 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e4217: - .469370231236 b219 - .469370231236 b351 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e4218: - .469370231236 b241 - .469370231236 b351 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e4219: - .469370231236 b263 - .469370231236 b351 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e4220: - .469370231236 b285 - .469370231236 b351 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e4221: - .469370231236 b307 - .469370231236 b351 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e4222: - .469370231236 b329 - .469370231236 b351 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e4223: - 1.436936830729 b351 - 1.436936830729 b358 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e4224: - 1.436936830729 b351 - 1.436936830729 b365 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e4225: - 1.436936830729 b351 - 1.436936830729 b372 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e4226: - 1.436936830729 b351 - 1.436936830729 b379 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e4227: - 1.436936830729 b351 - 1.436936830729 b386 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e4228: - 2.118573403024 b67 - 2.118573403024 b358 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e4229: - 2.118573403024 b79 - 2.118573403024 b358 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e4230: - 2.118573403024 b91 - 2.118573403024 b358 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e4231: - 2.118573403024 b103 - 2.118573403024 b358 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e4232: - 2.118573403024 b115 - 2.118573403024 b358 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e4233: - 2.118573403024 b127 - 2.118573403024 b358 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e4234: - 2.118573403024 b139 - 2.118573403024 b358 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e4235: - 2.118573403024 b151 - 2.118573403024 b358 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e4236: - 2.118573403024 b163 - 2.118573403024 b358 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e4237: - 2.118573403024 b175 - 2.118573403024 b358 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e4238: - 1.436936830729 b197 - 1.436936830729 b358 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e4239: - 1.436936830729 b219 - 1.436936830729 b358 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e4240: - 1.436936830729 b241 - 1.436936830729 b358 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e4241: - 1.436936830729 b263 - 1.436936830729 b358 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e4242: - 1.436936830729 b285 - 1.436936830729 b358 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e4243: - 1.436936830729 b307 - 1.436936830729 b358 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e4244: - 1.436936830729 b329 - 1.436936830729 b358 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e4245: - 1.436936830729 b351 - 1.436936830729 b358 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e4246: - 2.9321082756 b358 - 2.9321082756 b365 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e4247: - 2.9321082756 b358 - 2.9321082756 b372 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e4248: - 2.9321082756 b358 - 2.9321082756 b379 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e4249: - 2.9321082756 b358 - 2.9321082756 b386 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e4250: - 2.118573403024 b67 - 2.118573403024 b365 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e4251: - 2.118573403024 b79 - 2.118573403024 b365 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e4252: - 2.118573403024 b91 - 2.118573403024 b365 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e4253: - 2.118573403024 b103 - 2.118573403024 b365 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e4254: - 2.118573403024 b115 - 2.118573403024 b365 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e4255: - 2.118573403024 b127 - 2.118573403024 b365 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e4256: - 2.118573403024 b139 - 2.118573403024 b365 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e4257: - 2.118573403024 b151 - 2.118573403024 b365 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e4258: - 2.118573403024 b163 - 2.118573403024 b365 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e4259: - 2.118573403024 b175 - 2.118573403024 b365 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e4260: - 1.436936830729 b197 - 1.436936830729 b365 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e4261: - 1.436936830729 b219 - 1.436936830729 b365 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e4262: - 1.436936830729 b241 - 1.436936830729 b365 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e4263: - 1.436936830729 b263 - 1.436936830729 b365 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e4264: - 1.436936830729 b285 - 1.436936830729 b365 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e4265: - 1.436936830729 b307 - 1.436936830729 b365 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e4266: - 1.436936830729 b329 - 1.436936830729 b365 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e4267: - 1.436936830729 b351 - 1.436936830729 b365 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e4268: - 2.9321082756 b358 - 2.9321082756 b365 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e4269: - 2.9321082756 b365 - 2.9321082756 b372 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e4270: - 2.9321082756 b365 - 2.9321082756 b379 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e4271: - 2.9321082756 b365 - 2.9321082756 b386 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e4272: - 2.118573403024 b67 - 2.118573403024 b372 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e4273: - 2.118573403024 b79 - 2.118573403024 b372 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e4274: - 2.118573403024 b91 - 2.118573403024 b372 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e4275: - 2.118573403024 b103 - 2.118573403024 b372 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e4276: - 2.118573403024 b115 - 2.118573403024 b372 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e4277: - 2.118573403024 b127 - 2.118573403024 b372 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e4278: - 2.118573403024 b139 - 2.118573403024 b372 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e4279: - 2.118573403024 b151 - 2.118573403024 b372 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e4280: - 2.118573403024 b163 - 2.118573403024 b372 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e4281: - 2.118573403024 b175 - 2.118573403024 b372 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e4282: - 1.436936830729 b197 - 1.436936830729 b372 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e4283: - 1.436936830729 b219 - 1.436936830729 b372 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e4284: - 1.436936830729 b241 - 1.436936830729 b372 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e4285: - 1.436936830729 b263 - 1.436936830729 b372 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e4286: - 1.436936830729 b285 - 1.436936830729 b372 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e4287: - 1.436936830729 b307 - 1.436936830729 b372 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e4288: - 1.436936830729 b329 - 1.436936830729 b372 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e4289: - 1.436936830729 b351 - 1.436936830729 b372 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e4290: - 2.9321082756 b358 - 2.9321082756 b372 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e4291: - 2.9321082756 b365 - 2.9321082756 b372 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e4292: - 2.9321082756 b372 - 2.9321082756 b379 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e4293: - 2.9321082756 b372 - 2.9321082756 b386 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e4294: - 2.118573403024 b67 - 2.118573403024 b379 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e4295: - 2.118573403024 b79 - 2.118573403024 b379 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e4296: - 2.118573403024 b91 - 2.118573403024 b379 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e4297: - 2.118573403024 b103 - 2.118573403024 b379 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e4298: - 2.118573403024 b115 - 2.118573403024 b379 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e4299: - 2.118573403024 b127 - 2.118573403024 b379 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e4300: - 2.118573403024 b139 - 2.118573403024 b379 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e4301: - 2.118573403024 b151 - 2.118573403024 b379 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e4302: - 2.118573403024 b163 - 2.118573403024 b379 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e4303: - 2.118573403024 b175 - 2.118573403024 b379 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e4304: - 1.436936830729 b197 - 1.436936830729 b379 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e4305: - 1.436936830729 b219 - 1.436936830729 b379 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e4306: - 1.436936830729 b241 - 1.436936830729 b379 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e4307: - 1.436936830729 b263 - 1.436936830729 b379 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e4308: - 1.436936830729 b285 - 1.436936830729 b379 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e4309: - 1.436936830729 b307 - 1.436936830729 b379 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e4310: - 1.436936830729 b329 - 1.436936830729 b379 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e4311: - 1.436936830729 b351 - 1.436936830729 b379 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e4312: - 2.9321082756 b358 - 2.9321082756 b379 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e4313: - 2.9321082756 b365 - 2.9321082756 b379 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e4314: - 2.9321082756 b372 - 2.9321082756 b379 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e4315: - 2.9321082756 b379 - 2.9321082756 b386 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e4316: - 2.118573403024 b67 - 2.118573403024 b386 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e4317: - 2.118573403024 b79 - 2.118573403024 b386 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e4318: - 2.118573403024 b91 - 2.118573403024 b386 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e4319: - 2.118573403024 b103 - 2.118573403024 b386 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e4320: - 2.118573403024 b115 - 2.118573403024 b386 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e4321: - 2.118573403024 b127 - 2.118573403024 b386 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e4322: - 2.118573403024 b139 - 2.118573403024 b386 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e4323: - 2.118573403024 b151 - 2.118573403024 b386 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e4324: - 2.118573403024 b163 - 2.118573403024 b386 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e4325: - 2.118573403024 b175 - 2.118573403024 b386 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e4326: - 1.436936830729 b197 - 1.436936830729 b386 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e4327: - 1.436936830729 b219 - 1.436936830729 b386 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e4328: - 1.436936830729 b241 - 1.436936830729 b386 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e4329: - 1.436936830729 b263 - 1.436936830729 b386 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e4330: - 1.436936830729 b285 - 1.436936830729 b386 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e4331: - 1.436936830729 b307 - 1.436936830729 b386 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e4332: - 1.436936830729 b329 - 1.436936830729 b386 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e4333: - 1.436936830729 b351 - 1.436936830729 b386 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e4334: - 2.9321082756 b358 - 2.9321082756 b386 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e4335: - 2.9321082756 b365 - 2.9321082756 b386 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e4336: - 2.9321082756 b372 - 2.9321082756 b386 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e4337: - 2.9321082756 b379 - 2.9321082756 b386 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e4338: - 1.436939228176 b68 - 1.436939228176 b80 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e4339: - 1.436939228176 b68 - 1.436939228176 b92 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e4340: - 1.436939228176 b68 - 1.436939228176 b104 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e4341: - 1.436939228176 b68 - 1.436939228176 b116 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e4342: - 1.436939228176 b68 - 1.436939228176 b128 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e4343: - 1.436939228176 b68 - 1.436939228176 b140 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e4344: - 1.436939228176 b68 - 1.436939228176 b152 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e4345: - 1.436939228176 b68 - 1.436939228176 b164 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e4346: - 1.436939228176 b68 - 1.436939228176 b176 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e4347: - .887203867225 b68 - .887203867225 b198 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e4348: - .887203867225 b68 - .887203867225 b220 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e4349: - .887203867225 b68 - .887203867225 b242 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e4350: - .887203867225 b68 - .887203867225 b264 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e4351: - .887203867225 b68 - .887203867225 b286 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e4352: - .887203867225 b68 - .887203867225 b308 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e4353: - .887203867225 b68 - .887203867225 b330 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e4354: - .887203867225 b68 - .887203867225 b352 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e4355: - 2.118573403024 b68 - 2.118573403024 b359 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e4356: - 2.118573403024 b68 - 2.118573403024 b366 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e4357: - 2.118573403024 b68 - 2.118573403024 b373 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e4358: - 2.118573403024 b68 - 2.118573403024 b380 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e4359: - 2.118573403024 b68 - 2.118573403024 b387 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e4360: - 1.436939228176 b68 - 1.436939228176 b80 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e4361: - 1.436939228176 b80 - 1.436939228176 b92 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e4362: - 1.436939228176 b80 - 1.436939228176 b104 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e4363: - 1.436939228176 b80 - 1.436939228176 b116 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e4364: - 1.436939228176 b80 - 1.436939228176 b128 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e4365: - 1.436939228176 b80 - 1.436939228176 b140 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e4366: - 1.436939228176 b80 - 1.436939228176 b152 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e4367: - 1.436939228176 b80 - 1.436939228176 b164 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e4368: - 1.436939228176 b80 - 1.436939228176 b176 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e4369: - .887203867225 b80 - .887203867225 b198 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e4370: - .887203867225 b80 - .887203867225 b220 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e4371: - .887203867225 b80 - .887203867225 b242 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e4372: - .887203867225 b80 - .887203867225 b264 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e4373: - .887203867225 b80 - .887203867225 b286 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e4374: - .887203867225 b80 - .887203867225 b308 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e4375: - .887203867225 b80 - .887203867225 b330 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e4376: - .887203867225 b80 - .887203867225 b352 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e4377: - 2.118573403024 b80 - 2.118573403024 b359 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e4378: - 2.118573403024 b80 - 2.118573403024 b366 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e4379: - 2.118573403024 b80 - 2.118573403024 b373 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e4380: - 2.118573403024 b80 - 2.118573403024 b380 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e4381: - 2.118573403024 b80 - 2.118573403024 b387 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e4382: - 1.436939228176 b68 - 1.436939228176 b92 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e4383: - 1.436939228176 b80 - 1.436939228176 b92 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e4384: - 1.436939228176 b92 - 1.436939228176 b104 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e4385: - 1.436939228176 b92 - 1.436939228176 b116 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e4386: - 1.436939228176 b92 - 1.436939228176 b128 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e4387: - 1.436939228176 b92 - 1.436939228176 b140 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e4388: - 1.436939228176 b92 - 1.436939228176 b152 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e4389: - 1.436939228176 b92 - 1.436939228176 b164 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e4390: - 1.436939228176 b92 - 1.436939228176 b176 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e4391: - .887203867225 b92 - .887203867225 b198 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e4392: - .887203867225 b92 - .887203867225 b220 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e4393: - .887203867225 b92 - .887203867225 b242 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e4394: - .887203867225 b92 - .887203867225 b264 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e4395: - .887203867225 b92 - .887203867225 b286 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e4396: - .887203867225 b92 - .887203867225 b308 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e4397: - .887203867225 b92 - .887203867225 b330 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e4398: - .887203867225 b92 - .887203867225 b352 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e4399: - 2.118573403024 b92 - 2.118573403024 b359 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e4400: - 2.118573403024 b92 - 2.118573403024 b366 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e4401: - 2.118573403024 b92 - 2.118573403024 b373 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e4402: - 2.118573403024 b92 - 2.118573403024 b380 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e4403: - 2.118573403024 b92 - 2.118573403024 b387 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e4404: - 1.436939228176 b68 - 1.436939228176 b104 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e4405: - 1.436939228176 b80 - 1.436939228176 b104 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e4406: - 1.436939228176 b92 - 1.436939228176 b104 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e4407: - 1.436939228176 b104 - 1.436939228176 b116 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e4408: - 1.436939228176 b104 - 1.436939228176 b128 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e4409: - 1.436939228176 b104 - 1.436939228176 b140 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e4410: - 1.436939228176 b104 - 1.436939228176 b152 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e4411: - 1.436939228176 b104 - 1.436939228176 b164 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e4412: - 1.436939228176 b104 - 1.436939228176 b176 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e4413: - .887203867225 b104 - .887203867225 b198 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e4414: - .887203867225 b104 - .887203867225 b220 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e4415: - .887203867225 b104 - .887203867225 b242 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e4416: - .887203867225 b104 - .887203867225 b264 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e4417: - .887203867225 b104 - .887203867225 b286 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e4418: - .887203867225 b104 - .887203867225 b308 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e4419: - .887203867225 b104 - .887203867225 b330 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e4420: - .887203867225 b104 - .887203867225 b352 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e4421: - 2.118573403024 b104 - 2.118573403024 b359 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e4422: - 2.118573403024 b104 - 2.118573403024 b366 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e4423: - 2.118573403024 b104 - 2.118573403024 b373 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e4424: - 2.118573403024 b104 - 2.118573403024 b380 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e4425: - 2.118573403024 b104 - 2.118573403024 b387 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e4426: - 1.436939228176 b68 - 1.436939228176 b116 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e4427: - 1.436939228176 b80 - 1.436939228176 b116 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e4428: - 1.436939228176 b92 - 1.436939228176 b116 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e4429: - 1.436939228176 b104 - 1.436939228176 b116 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e4430: - 1.436939228176 b116 - 1.436939228176 b128 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e4431: - 1.436939228176 b116 - 1.436939228176 b140 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e4432: - 1.436939228176 b116 - 1.436939228176 b152 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e4433: - 1.436939228176 b116 - 1.436939228176 b164 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e4434: - 1.436939228176 b116 - 1.436939228176 b176 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e4435: - .887203867225 b116 - .887203867225 b198 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e4436: - .887203867225 b116 - .887203867225 b220 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e4437: - .887203867225 b116 - .887203867225 b242 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e4438: - .887203867225 b116 - .887203867225 b264 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e4439: - .887203867225 b116 - .887203867225 b286 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e4440: - .887203867225 b116 - .887203867225 b308 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e4441: - .887203867225 b116 - .887203867225 b330 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e4442: - .887203867225 b116 - .887203867225 b352 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e4443: - 2.118573403024 b116 - 2.118573403024 b359 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e4444: - 2.118573403024 b116 - 2.118573403024 b366 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e4445: - 2.118573403024 b116 - 2.118573403024 b373 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e4446: - 2.118573403024 b116 - 2.118573403024 b380 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e4447: - 2.118573403024 b116 - 2.118573403024 b387 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e4448: - 1.436939228176 b68 - 1.436939228176 b128 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e4449: - 1.436939228176 b80 - 1.436939228176 b128 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e4450: - 1.436939228176 b92 - 1.436939228176 b128 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e4451: - 1.436939228176 b104 - 1.436939228176 b128 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e4452: - 1.436939228176 b116 - 1.436939228176 b128 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e4453: - 1.436939228176 b128 - 1.436939228176 b140 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e4454: - 1.436939228176 b128 - 1.436939228176 b152 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e4455: - 1.436939228176 b128 - 1.436939228176 b164 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e4456: - 1.436939228176 b128 - 1.436939228176 b176 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e4457: - .887203867225 b128 - .887203867225 b198 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e4458: - .887203867225 b128 - .887203867225 b220 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e4459: - .887203867225 b128 - .887203867225 b242 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e4460: - .887203867225 b128 - .887203867225 b264 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e4461: - .887203867225 b128 - .887203867225 b286 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e4462: - .887203867225 b128 - .887203867225 b308 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e4463: - .887203867225 b128 - .887203867225 b330 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e4464: - .887203867225 b128 - .887203867225 b352 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e4465: - 2.118573403024 b128 - 2.118573403024 b359 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e4466: - 2.118573403024 b128 - 2.118573403024 b366 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e4467: - 2.118573403024 b128 - 2.118573403024 b373 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e4468: - 2.118573403024 b128 - 2.118573403024 b380 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e4469: - 2.118573403024 b128 - 2.118573403024 b387 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e4470: - 1.436939228176 b68 - 1.436939228176 b140 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e4471: - 1.436939228176 b80 - 1.436939228176 b140 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e4472: - 1.436939228176 b92 - 1.436939228176 b140 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e4473: - 1.436939228176 b104 - 1.436939228176 b140 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e4474: - 1.436939228176 b116 - 1.436939228176 b140 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e4475: - 1.436939228176 b128 - 1.436939228176 b140 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e4476: - 1.436939228176 b140 - 1.436939228176 b152 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e4477: - 1.436939228176 b140 - 1.436939228176 b164 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e4478: - 1.436939228176 b140 - 1.436939228176 b176 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e4479: - .887203867225 b140 - .887203867225 b198 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e4480: - .887203867225 b140 - .887203867225 b220 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e4481: - .887203867225 b140 - .887203867225 b242 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e4482: - .887203867225 b140 - .887203867225 b264 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e4483: - .887203867225 b140 - .887203867225 b286 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e4484: - .887203867225 b140 - .887203867225 b308 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e4485: - .887203867225 b140 - .887203867225 b330 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e4486: - .887203867225 b140 - .887203867225 b352 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e4487: - 2.118573403024 b140 - 2.118573403024 b359 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e4488: - 2.118573403024 b140 - 2.118573403024 b366 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e4489: - 2.118573403024 b140 - 2.118573403024 b373 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e4490: - 2.118573403024 b140 - 2.118573403024 b380 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e4491: - 2.118573403024 b140 - 2.118573403024 b387 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e4492: - 1.436939228176 b68 - 1.436939228176 b152 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e4493: - 1.436939228176 b80 - 1.436939228176 b152 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e4494: - 1.436939228176 b92 - 1.436939228176 b152 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e4495: - 1.436939228176 b104 - 1.436939228176 b152 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e4496: - 1.436939228176 b116 - 1.436939228176 b152 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e4497: - 1.436939228176 b128 - 1.436939228176 b152 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e4498: - 1.436939228176 b140 - 1.436939228176 b152 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e4499: - 1.436939228176 b152 - 1.436939228176 b164 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e4500: - 1.436939228176 b152 - 1.436939228176 b176 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e4501: - .887203867225 b152 - .887203867225 b198 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e4502: - .887203867225 b152 - .887203867225 b220 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e4503: - .887203867225 b152 - .887203867225 b242 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e4504: - .887203867225 b152 - .887203867225 b264 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e4505: - .887203867225 b152 - .887203867225 b286 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e4506: - .887203867225 b152 - .887203867225 b308 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e4507: - .887203867225 b152 - .887203867225 b330 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e4508: - .887203867225 b152 - .887203867225 b352 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e4509: - 2.118573403024 b152 - 2.118573403024 b359 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e4510: - 2.118573403024 b152 - 2.118573403024 b366 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e4511: - 2.118573403024 b152 - 2.118573403024 b373 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e4512: - 2.118573403024 b152 - 2.118573403024 b380 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e4513: - 2.118573403024 b152 - 2.118573403024 b387 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e4514: - 1.436939228176 b68 - 1.436939228176 b164 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e4515: - 1.436939228176 b80 - 1.436939228176 b164 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e4516: - 1.436939228176 b92 - 1.436939228176 b164 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e4517: - 1.436939228176 b104 - 1.436939228176 b164 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e4518: - 1.436939228176 b116 - 1.436939228176 b164 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e4519: - 1.436939228176 b128 - 1.436939228176 b164 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e4520: - 1.436939228176 b140 - 1.436939228176 b164 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e4521: - 1.436939228176 b152 - 1.436939228176 b164 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e4522: - 1.436939228176 b164 - 1.436939228176 b176 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e4523: - .887203867225 b164 - .887203867225 b198 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e4524: - .887203867225 b164 - .887203867225 b220 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e4525: - .887203867225 b164 - .887203867225 b242 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e4526: - .887203867225 b164 - .887203867225 b264 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e4527: - .887203867225 b164 - .887203867225 b286 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e4528: - .887203867225 b164 - .887203867225 b308 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e4529: - .887203867225 b164 - .887203867225 b330 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e4530: - .887203867225 b164 - .887203867225 b352 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e4531: - 2.118573403024 b164 - 2.118573403024 b359 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e4532: - 2.118573403024 b164 - 2.118573403024 b366 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e4533: - 2.118573403024 b164 - 2.118573403024 b373 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e4534: - 2.118573403024 b164 - 2.118573403024 b380 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e4535: - 2.118573403024 b164 - 2.118573403024 b387 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e4536: - 1.436939228176 b68 - 1.436939228176 b176 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e4537: - 1.436939228176 b80 - 1.436939228176 b176 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e4538: - 1.436939228176 b92 - 1.436939228176 b176 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e4539: - 1.436939228176 b104 - 1.436939228176 b176 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e4540: - 1.436939228176 b116 - 1.436939228176 b176 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e4541: - 1.436939228176 b128 - 1.436939228176 b176 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e4542: - 1.436939228176 b140 - 1.436939228176 b176 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e4543: - 1.436939228176 b152 - 1.436939228176 b176 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e4544: - 1.436939228176 b164 - 1.436939228176 b176 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e4545: - .887203867225 b176 - .887203867225 b198 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e4546: - .887203867225 b176 - .887203867225 b220 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e4547: - .887203867225 b176 - .887203867225 b242 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e4548: - .887203867225 b176 - .887203867225 b264 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e4549: - .887203867225 b176 - .887203867225 b286 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e4550: - .887203867225 b176 - .887203867225 b308 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e4551: - .887203867225 b176 - .887203867225 b330 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e4552: - .887203867225 b176 - .887203867225 b352 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e4553: - 2.118573403024 b176 - 2.118573403024 b359 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e4554: - 2.118573403024 b176 - 2.118573403024 b366 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e4555: - 2.118573403024 b176 - 2.118573403024 b373 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e4556: - 2.118573403024 b176 - 2.118573403024 b380 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e4557: - 2.118573403024 b176 - 2.118573403024 b387 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e4558: - .887203867225 b68 - .887203867225 b198 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e4559: - .887203867225 b80 - .887203867225 b198 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e4560: - .887203867225 b92 - .887203867225 b198 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e4561: - .887203867225 b104 - .887203867225 b198 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e4562: - .887203867225 b116 - .887203867225 b198 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e4563: - .887203867225 b128 - .887203867225 b198 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e4564: - .887203867225 b140 - .887203867225 b198 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e4565: - .887203867225 b152 - .887203867225 b198 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e4566: - .887203867225 b164 - .887203867225 b198 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e4567: - .887203867225 b176 - .887203867225 b198 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e4568: - .469370231236 b198 - .469370231236 b220 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e4569: - .469370231236 b198 - .469370231236 b242 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e4570: - .469370231236 b198 - .469370231236 b264 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e4571: - .469370231236 b198 - .469370231236 b286 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e4572: - .469370231236 b198 - .469370231236 b308 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e4573: - .469370231236 b198 - .469370231236 b330 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e4574: - .469370231236 b198 - .469370231236 b352 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e4575: - 1.436936830729 b198 - 1.436936830729 b359 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e4576: - 1.436936830729 b198 - 1.436936830729 b366 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e4577: - 1.436936830729 b198 - 1.436936830729 b373 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e4578: - 1.436936830729 b198 - 1.436936830729 b380 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e4579: - 1.436936830729 b198 - 1.436936830729 b387 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e4580: - .887203867225 b68 - .887203867225 b220 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e4581: - .887203867225 b80 - .887203867225 b220 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e4582: - .887203867225 b92 - .887203867225 b220 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e4583: - .887203867225 b104 - .887203867225 b220 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e4584: - .887203867225 b116 - .887203867225 b220 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e4585: - .887203867225 b128 - .887203867225 b220 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e4586: - .887203867225 b140 - .887203867225 b220 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e4587: - .887203867225 b152 - .887203867225 b220 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e4588: - .887203867225 b164 - .887203867225 b220 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e4589: - .887203867225 b176 - .887203867225 b220 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e4590: - .469370231236 b198 - .469370231236 b220 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e4591: - .469370231236 b220 - .469370231236 b242 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e4592: - .469370231236 b220 - .469370231236 b264 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e4593: - .469370231236 b220 - .469370231236 b286 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e4594: - .469370231236 b220 - .469370231236 b308 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e4595: - .469370231236 b220 - .469370231236 b330 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e4596: - .469370231236 b220 - .469370231236 b352 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e4597: - 1.436936830729 b220 - 1.436936830729 b359 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e4598: - 1.436936830729 b220 - 1.436936830729 b366 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e4599: - 1.436936830729 b220 - 1.436936830729 b373 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e4600: - 1.436936830729 b220 - 1.436936830729 b380 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e4601: - 1.436936830729 b220 - 1.436936830729 b387 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e4602: - .887203867225 b68 - .887203867225 b242 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e4603: - .887203867225 b80 - .887203867225 b242 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e4604: - .887203867225 b92 - .887203867225 b242 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e4605: - .887203867225 b104 - .887203867225 b242 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e4606: - .887203867225 b116 - .887203867225 b242 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e4607: - .887203867225 b128 - .887203867225 b242 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e4608: - .887203867225 b140 - .887203867225 b242 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e4609: - .887203867225 b152 - .887203867225 b242 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e4610: - .887203867225 b164 - .887203867225 b242 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e4611: - .887203867225 b176 - .887203867225 b242 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e4612: - .469370231236 b198 - .469370231236 b242 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e4613: - .469370231236 b220 - .469370231236 b242 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e4614: - .469370231236 b242 - .469370231236 b264 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e4615: - .469370231236 b242 - .469370231236 b286 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e4616: - .469370231236 b242 - .469370231236 b308 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e4617: - .469370231236 b242 - .469370231236 b330 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e4618: - .469370231236 b242 - .469370231236 b352 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e4619: - 1.436936830729 b242 - 1.436936830729 b359 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e4620: - 1.436936830729 b242 - 1.436936830729 b366 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e4621: - 1.436936830729 b242 - 1.436936830729 b373 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e4622: - 1.436936830729 b242 - 1.436936830729 b380 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e4623: - 1.436936830729 b242 - 1.436936830729 b387 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e4624: - .887203867225 b68 - .887203867225 b264 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e4625: - .887203867225 b80 - .887203867225 b264 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e4626: - .887203867225 b92 - .887203867225 b264 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e4627: - .887203867225 b104 - .887203867225 b264 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e4628: - .887203867225 b116 - .887203867225 b264 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e4629: - .887203867225 b128 - .887203867225 b264 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e4630: - .887203867225 b140 - .887203867225 b264 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e4631: - .887203867225 b152 - .887203867225 b264 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e4632: - .887203867225 b164 - .887203867225 b264 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e4633: - .887203867225 b176 - .887203867225 b264 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e4634: - .469370231236 b198 - .469370231236 b264 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e4635: - .469370231236 b220 - .469370231236 b264 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e4636: - .469370231236 b242 - .469370231236 b264 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e4637: - .469370231236 b264 - .469370231236 b286 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e4638: - .469370231236 b264 - .469370231236 b308 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e4639: - .469370231236 b264 - .469370231236 b330 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e4640: - .469370231236 b264 - .469370231236 b352 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e4641: - 1.436936830729 b264 - 1.436936830729 b359 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e4642: - 1.436936830729 b264 - 1.436936830729 b366 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e4643: - 1.436936830729 b264 - 1.436936830729 b373 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e4644: - 1.436936830729 b264 - 1.436936830729 b380 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e4645: - 1.436936830729 b264 - 1.436936830729 b387 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e4646: - .887203867225 b68 - .887203867225 b286 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e4647: - .887203867225 b80 - .887203867225 b286 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e4648: - .887203867225 b92 - .887203867225 b286 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e4649: - .887203867225 b104 - .887203867225 b286 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e4650: - .887203867225 b116 - .887203867225 b286 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e4651: - .887203867225 b128 - .887203867225 b286 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e4652: - .887203867225 b140 - .887203867225 b286 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e4653: - .887203867225 b152 - .887203867225 b286 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e4654: - .887203867225 b164 - .887203867225 b286 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e4655: - .887203867225 b176 - .887203867225 b286 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e4656: - .469370231236 b198 - .469370231236 b286 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e4657: - .469370231236 b220 - .469370231236 b286 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e4658: - .469370231236 b242 - .469370231236 b286 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e4659: - .469370231236 b264 - .469370231236 b286 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e4660: - .469370231236 b286 - .469370231236 b308 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e4661: - .469370231236 b286 - .469370231236 b330 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e4662: - .469370231236 b286 - .469370231236 b352 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e4663: - 1.436936830729 b286 - 1.436936830729 b359 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e4664: - 1.436936830729 b286 - 1.436936830729 b366 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e4665: - 1.436936830729 b286 - 1.436936830729 b373 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e4666: - 1.436936830729 b286 - 1.436936830729 b380 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e4667: - 1.436936830729 b286 - 1.436936830729 b387 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e4668: - .887203867225 b68 - .887203867225 b308 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e4669: - .887203867225 b80 - .887203867225 b308 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e4670: - .887203867225 b92 - .887203867225 b308 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e4671: - .887203867225 b104 - .887203867225 b308 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e4672: - .887203867225 b116 - .887203867225 b308 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e4673: - .887203867225 b128 - .887203867225 b308 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e4674: - .887203867225 b140 - .887203867225 b308 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e4675: - .887203867225 b152 - .887203867225 b308 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e4676: - .887203867225 b164 - .887203867225 b308 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e4677: - .887203867225 b176 - .887203867225 b308 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e4678: - .469370231236 b198 - .469370231236 b308 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e4679: - .469370231236 b220 - .469370231236 b308 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e4680: - .469370231236 b242 - .469370231236 b308 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e4681: - .469370231236 b264 - .469370231236 b308 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e4682: - .469370231236 b286 - .469370231236 b308 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e4683: - .469370231236 b308 - .469370231236 b330 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e4684: - .469370231236 b308 - .469370231236 b352 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e4685: - 1.436936830729 b308 - 1.436936830729 b359 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e4686: - 1.436936830729 b308 - 1.436936830729 b366 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e4687: - 1.436936830729 b308 - 1.436936830729 b373 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e4688: - 1.436936830729 b308 - 1.436936830729 b380 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e4689: - 1.436936830729 b308 - 1.436936830729 b387 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e4690: - .887203867225 b68 - .887203867225 b330 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e4691: - .887203867225 b80 - .887203867225 b330 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e4692: - .887203867225 b92 - .887203867225 b330 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e4693: - .887203867225 b104 - .887203867225 b330 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e4694: - .887203867225 b116 - .887203867225 b330 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e4695: - .887203867225 b128 - .887203867225 b330 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e4696: - .887203867225 b140 - .887203867225 b330 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e4697: - .887203867225 b152 - .887203867225 b330 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e4698: - .887203867225 b164 - .887203867225 b330 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e4699: - .887203867225 b176 - .887203867225 b330 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e4700: - .469370231236 b198 - .469370231236 b330 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e4701: - .469370231236 b220 - .469370231236 b330 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e4702: - .469370231236 b242 - .469370231236 b330 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e4703: - .469370231236 b264 - .469370231236 b330 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e4704: - .469370231236 b286 - .469370231236 b330 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e4705: - .469370231236 b308 - .469370231236 b330 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e4706: - .469370231236 b330 - .469370231236 b352 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e4707: - 1.436936830729 b330 - 1.436936830729 b359 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e4708: - 1.436936830729 b330 - 1.436936830729 b366 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e4709: - 1.436936830729 b330 - 1.436936830729 b373 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e4710: - 1.436936830729 b330 - 1.436936830729 b380 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e4711: - 1.436936830729 b330 - 1.436936830729 b387 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e4712: - .887203867225 b68 - .887203867225 b352 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e4713: - .887203867225 b80 - .887203867225 b352 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e4714: - .887203867225 b92 - .887203867225 b352 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e4715: - .887203867225 b104 - .887203867225 b352 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e4716: - .887203867225 b116 - .887203867225 b352 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e4717: - .887203867225 b128 - .887203867225 b352 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e4718: - .887203867225 b140 - .887203867225 b352 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e4719: - .887203867225 b152 - .887203867225 b352 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e4720: - .887203867225 b164 - .887203867225 b352 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e4721: - .887203867225 b176 - .887203867225 b352 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e4722: - .469370231236 b198 - .469370231236 b352 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e4723: - .469370231236 b220 - .469370231236 b352 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e4724: - .469370231236 b242 - .469370231236 b352 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e4725: - .469370231236 b264 - .469370231236 b352 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e4726: - .469370231236 b286 - .469370231236 b352 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e4727: - .469370231236 b308 - .469370231236 b352 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e4728: - .469370231236 b330 - .469370231236 b352 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e4729: - 1.436936830729 b352 - 1.436936830729 b359 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e4730: - 1.436936830729 b352 - 1.436936830729 b366 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e4731: - 1.436936830729 b352 - 1.436936830729 b373 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e4732: - 1.436936830729 b352 - 1.436936830729 b380 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e4733: - 1.436936830729 b352 - 1.436936830729 b387 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e4734: - 2.118573403024 b68 - 2.118573403024 b359 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e4735: - 2.118573403024 b80 - 2.118573403024 b359 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e4736: - 2.118573403024 b92 - 2.118573403024 b359 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e4737: - 2.118573403024 b104 - 2.118573403024 b359 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e4738: - 2.118573403024 b116 - 2.118573403024 b359 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e4739: - 2.118573403024 b128 - 2.118573403024 b359 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e4740: - 2.118573403024 b140 - 2.118573403024 b359 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e4741: - 2.118573403024 b152 - 2.118573403024 b359 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e4742: - 2.118573403024 b164 - 2.118573403024 b359 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e4743: - 2.118573403024 b176 - 2.118573403024 b359 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e4744: - 1.436936830729 b198 - 1.436936830729 b359 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e4745: - 1.436936830729 b220 - 1.436936830729 b359 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e4746: - 1.436936830729 b242 - 1.436936830729 b359 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e4747: - 1.436936830729 b264 - 1.436936830729 b359 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e4748: - 1.436936830729 b286 - 1.436936830729 b359 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e4749: - 1.436936830729 b308 - 1.436936830729 b359 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e4750: - 1.436936830729 b330 - 1.436936830729 b359 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e4751: - 1.436936830729 b352 - 1.436936830729 b359 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e4752: - 2.9321082756 b359 - 2.9321082756 b366 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e4753: - 2.9321082756 b359 - 2.9321082756 b373 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e4754: - 2.9321082756 b359 - 2.9321082756 b380 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e4755: - 2.9321082756 b359 - 2.9321082756 b387 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e4756: - 2.118573403024 b68 - 2.118573403024 b366 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e4757: - 2.118573403024 b80 - 2.118573403024 b366 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e4758: - 2.118573403024 b92 - 2.118573403024 b366 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e4759: - 2.118573403024 b104 - 2.118573403024 b366 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e4760: - 2.118573403024 b116 - 2.118573403024 b366 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e4761: - 2.118573403024 b128 - 2.118573403024 b366 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e4762: - 2.118573403024 b140 - 2.118573403024 b366 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e4763: - 2.118573403024 b152 - 2.118573403024 b366 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e4764: - 2.118573403024 b164 - 2.118573403024 b366 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e4765: - 2.118573403024 b176 - 2.118573403024 b366 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e4766: - 1.436936830729 b198 - 1.436936830729 b366 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e4767: - 1.436936830729 b220 - 1.436936830729 b366 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e4768: - 1.436936830729 b242 - 1.436936830729 b366 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e4769: - 1.436936830729 b264 - 1.436936830729 b366 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e4770: - 1.436936830729 b286 - 1.436936830729 b366 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e4771: - 1.436936830729 b308 - 1.436936830729 b366 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e4772: - 1.436936830729 b330 - 1.436936830729 b366 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e4773: - 1.436936830729 b352 - 1.436936830729 b366 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e4774: - 2.9321082756 b359 - 2.9321082756 b366 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e4775: - 2.9321082756 b366 - 2.9321082756 b373 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e4776: - 2.9321082756 b366 - 2.9321082756 b380 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e4777: - 2.9321082756 b366 - 2.9321082756 b387 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e4778: - 2.118573403024 b68 - 2.118573403024 b373 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e4779: - 2.118573403024 b80 - 2.118573403024 b373 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e4780: - 2.118573403024 b92 - 2.118573403024 b373 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e4781: - 2.118573403024 b104 - 2.118573403024 b373 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e4782: - 2.118573403024 b116 - 2.118573403024 b373 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e4783: - 2.118573403024 b128 - 2.118573403024 b373 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e4784: - 2.118573403024 b140 - 2.118573403024 b373 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e4785: - 2.118573403024 b152 - 2.118573403024 b373 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e4786: - 2.118573403024 b164 - 2.118573403024 b373 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e4787: - 2.118573403024 b176 - 2.118573403024 b373 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e4788: - 1.436936830729 b198 - 1.436936830729 b373 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e4789: - 1.436936830729 b220 - 1.436936830729 b373 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e4790: - 1.436936830729 b242 - 1.436936830729 b373 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e4791: - 1.436936830729 b264 - 1.436936830729 b373 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e4792: - 1.436936830729 b286 - 1.436936830729 b373 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e4793: - 1.436936830729 b308 - 1.436936830729 b373 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e4794: - 1.436936830729 b330 - 1.436936830729 b373 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e4795: - 1.436936830729 b352 - 1.436936830729 b373 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e4796: - 2.9321082756 b359 - 2.9321082756 b373 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e4797: - 2.9321082756 b366 - 2.9321082756 b373 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e4798: - 2.9321082756 b373 - 2.9321082756 b380 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e4799: - 2.9321082756 b373 - 2.9321082756 b387 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e4800: - 2.118573403024 b68 - 2.118573403024 b380 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e4801: - 2.118573403024 b80 - 2.118573403024 b380 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e4802: - 2.118573403024 b92 - 2.118573403024 b380 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e4803: - 2.118573403024 b104 - 2.118573403024 b380 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e4804: - 2.118573403024 b116 - 2.118573403024 b380 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e4805: - 2.118573403024 b128 - 2.118573403024 b380 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e4806: - 2.118573403024 b140 - 2.118573403024 b380 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e4807: - 2.118573403024 b152 - 2.118573403024 b380 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e4808: - 2.118573403024 b164 - 2.118573403024 b380 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e4809: - 2.118573403024 b176 - 2.118573403024 b380 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e4810: - 1.436936830729 b198 - 1.436936830729 b380 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e4811: - 1.436936830729 b220 - 1.436936830729 b380 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e4812: - 1.436936830729 b242 - 1.436936830729 b380 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e4813: - 1.436936830729 b264 - 1.436936830729 b380 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e4814: - 1.436936830729 b286 - 1.436936830729 b380 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e4815: - 1.436936830729 b308 - 1.436936830729 b380 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e4816: - 1.436936830729 b330 - 1.436936830729 b380 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e4817: - 1.436936830729 b352 - 1.436936830729 b380 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e4818: - 2.9321082756 b359 - 2.9321082756 b380 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e4819: - 2.9321082756 b366 - 2.9321082756 b380 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e4820: - 2.9321082756 b373 - 2.9321082756 b380 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e4821: - 2.9321082756 b380 - 2.9321082756 b387 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e4822: - 2.118573403024 b68 - 2.118573403024 b387 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e4823: - 2.118573403024 b80 - 2.118573403024 b387 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e4824: - 2.118573403024 b92 - 2.118573403024 b387 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e4825: - 2.118573403024 b104 - 2.118573403024 b387 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e4826: - 2.118573403024 b116 - 2.118573403024 b387 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e4827: - 2.118573403024 b128 - 2.118573403024 b387 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e4828: - 2.118573403024 b140 - 2.118573403024 b387 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e4829: - 2.118573403024 b152 - 2.118573403024 b387 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e4830: - 2.118573403024 b164 - 2.118573403024 b387 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e4831: - 2.118573403024 b176 - 2.118573403024 b387 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e4832: - 1.436936830729 b198 - 1.436936830729 b387 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e4833: - 1.436936830729 b220 - 1.436936830729 b387 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e4834: - 1.436936830729 b242 - 1.436936830729 b387 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e4835: - 1.436936830729 b264 - 1.436936830729 b387 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e4836: - 1.436936830729 b286 - 1.436936830729 b387 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e4837: - 1.436936830729 b308 - 1.436936830729 b387 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e4838: - 1.436936830729 b330 - 1.436936830729 b387 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e4839: - 1.436936830729 b352 - 1.436936830729 b387 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e4840: - 2.9321082756 b359 - 2.9321082756 b387 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e4841: - 2.9321082756 b366 - 2.9321082756 b387 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e4842: - 2.9321082756 b373 - 2.9321082756 b387 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e4843: - 2.9321082756 b380 - 2.9321082756 b387 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e4844: - 1.436939228176 b69 - 1.436939228176 b81 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e4845: - 1.436939228176 b69 - 1.436939228176 b93 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e4846: - 1.436939228176 b69 - 1.436939228176 b105 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e4847: - 1.436939228176 b69 - 1.436939228176 b117 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e4848: - 1.436939228176 b69 - 1.436939228176 b129 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e4849: - 1.436939228176 b69 - 1.436939228176 b141 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e4850: - 1.436939228176 b69 - 1.436939228176 b153 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e4851: - 1.436939228176 b69 - 1.436939228176 b165 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e4852: - 1.436939228176 b69 - 1.436939228176 b177 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e4853: - .887203867225 b69 - .887203867225 b199 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e4854: - .887203867225 b69 - .887203867225 b221 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e4855: - .887203867225 b69 - .887203867225 b243 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e4856: - .887203867225 b69 - .887203867225 b265 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e4857: - .887203867225 b69 - .887203867225 b287 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e4858: - .887203867225 b69 - .887203867225 b309 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e4859: - .887203867225 b69 - .887203867225 b331 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e4860: - .887203867225 b69 - .887203867225 b353 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e4861: - 2.118573403024 b69 - 2.118573403024 b360 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e4862: - 2.118573403024 b69 - 2.118573403024 b367 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e4863: - 2.118573403024 b69 - 2.118573403024 b374 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e4864: - 2.118573403024 b69 - 2.118573403024 b381 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e4865: - 2.118573403024 b69 - 2.118573403024 b388 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e4866: - 1.436939228176 b69 - 1.436939228176 b81 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e4867: - 1.436939228176 b81 - 1.436939228176 b93 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e4868: - 1.436939228176 b81 - 1.436939228176 b105 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e4869: - 1.436939228176 b81 - 1.436939228176 b117 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e4870: - 1.436939228176 b81 - 1.436939228176 b129 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e4871: - 1.436939228176 b81 - 1.436939228176 b141 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e4872: - 1.436939228176 b81 - 1.436939228176 b153 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e4873: - 1.436939228176 b81 - 1.436939228176 b165 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e4874: - 1.436939228176 b81 - 1.436939228176 b177 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e4875: - .887203867225 b81 - .887203867225 b199 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e4876: - .887203867225 b81 - .887203867225 b221 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e4877: - .887203867225 b81 - .887203867225 b243 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e4878: - .887203867225 b81 - .887203867225 b265 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e4879: - .887203867225 b81 - .887203867225 b287 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e4880: - .887203867225 b81 - .887203867225 b309 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e4881: - .887203867225 b81 - .887203867225 b331 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e4882: - .887203867225 b81 - .887203867225 b353 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e4883: - 2.118573403024 b81 - 2.118573403024 b360 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e4884: - 2.118573403024 b81 - 2.118573403024 b367 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e4885: - 2.118573403024 b81 - 2.118573403024 b374 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e4886: - 2.118573403024 b81 - 2.118573403024 b381 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e4887: - 2.118573403024 b81 - 2.118573403024 b388 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e4888: - 1.436939228176 b69 - 1.436939228176 b93 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e4889: - 1.436939228176 b81 - 1.436939228176 b93 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e4890: - 1.436939228176 b93 - 1.436939228176 b105 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e4891: - 1.436939228176 b93 - 1.436939228176 b117 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e4892: - 1.436939228176 b93 - 1.436939228176 b129 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e4893: - 1.436939228176 b93 - 1.436939228176 b141 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e4894: - 1.436939228176 b93 - 1.436939228176 b153 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e4895: - 1.436939228176 b93 - 1.436939228176 b165 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e4896: - 1.436939228176 b93 - 1.436939228176 b177 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e4897: - .887203867225 b93 - .887203867225 b199 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e4898: - .887203867225 b93 - .887203867225 b221 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e4899: - .887203867225 b93 - .887203867225 b243 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e4900: - .887203867225 b93 - .887203867225 b265 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e4901: - .887203867225 b93 - .887203867225 b287 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e4902: - .887203867225 b93 - .887203867225 b309 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e4903: - .887203867225 b93 - .887203867225 b331 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e4904: - .887203867225 b93 - .887203867225 b353 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e4905: - 2.118573403024 b93 - 2.118573403024 b360 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e4906: - 2.118573403024 b93 - 2.118573403024 b367 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e4907: - 2.118573403024 b93 - 2.118573403024 b374 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e4908: - 2.118573403024 b93 - 2.118573403024 b381 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e4909: - 2.118573403024 b93 - 2.118573403024 b388 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e4910: - 1.436939228176 b69 - 1.436939228176 b105 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e4911: - 1.436939228176 b81 - 1.436939228176 b105 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e4912: - 1.436939228176 b93 - 1.436939228176 b105 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e4913: - 1.436939228176 b105 - 1.436939228176 b117 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e4914: - 1.436939228176 b105 - 1.436939228176 b129 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e4915: - 1.436939228176 b105 - 1.436939228176 b141 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e4916: - 1.436939228176 b105 - 1.436939228176 b153 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e4917: - 1.436939228176 b105 - 1.436939228176 b165 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e4918: - 1.436939228176 b105 - 1.436939228176 b177 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e4919: - .887203867225 b105 - .887203867225 b199 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e4920: - .887203867225 b105 - .887203867225 b221 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e4921: - .887203867225 b105 - .887203867225 b243 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e4922: - .887203867225 b105 - .887203867225 b265 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e4923: - .887203867225 b105 - .887203867225 b287 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e4924: - .887203867225 b105 - .887203867225 b309 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e4925: - .887203867225 b105 - .887203867225 b331 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e4926: - .887203867225 b105 - .887203867225 b353 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e4927: - 2.118573403024 b105 - 2.118573403024 b360 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e4928: - 2.118573403024 b105 - 2.118573403024 b367 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e4929: - 2.118573403024 b105 - 2.118573403024 b374 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e4930: - 2.118573403024 b105 - 2.118573403024 b381 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e4931: - 2.118573403024 b105 - 2.118573403024 b388 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e4932: - 1.436939228176 b69 - 1.436939228176 b117 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e4933: - 1.436939228176 b81 - 1.436939228176 b117 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e4934: - 1.436939228176 b93 - 1.436939228176 b117 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e4935: - 1.436939228176 b105 - 1.436939228176 b117 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e4936: - 1.436939228176 b117 - 1.436939228176 b129 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e4937: - 1.436939228176 b117 - 1.436939228176 b141 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e4938: - 1.436939228176 b117 - 1.436939228176 b153 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e4939: - 1.436939228176 b117 - 1.436939228176 b165 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e4940: - 1.436939228176 b117 - 1.436939228176 b177 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e4941: - .887203867225 b117 - .887203867225 b199 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e4942: - .887203867225 b117 - .887203867225 b221 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e4943: - .887203867225 b117 - .887203867225 b243 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e4944: - .887203867225 b117 - .887203867225 b265 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e4945: - .887203867225 b117 - .887203867225 b287 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e4946: - .887203867225 b117 - .887203867225 b309 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e4947: - .887203867225 b117 - .887203867225 b331 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e4948: - .887203867225 b117 - .887203867225 b353 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e4949: - 2.118573403024 b117 - 2.118573403024 b360 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e4950: - 2.118573403024 b117 - 2.118573403024 b367 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e4951: - 2.118573403024 b117 - 2.118573403024 b374 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e4952: - 2.118573403024 b117 - 2.118573403024 b381 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e4953: - 2.118573403024 b117 - 2.118573403024 b388 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e4954: - 1.436939228176 b69 - 1.436939228176 b129 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e4955: - 1.436939228176 b81 - 1.436939228176 b129 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e4956: - 1.436939228176 b93 - 1.436939228176 b129 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e4957: - 1.436939228176 b105 - 1.436939228176 b129 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e4958: - 1.436939228176 b117 - 1.436939228176 b129 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e4959: - 1.436939228176 b129 - 1.436939228176 b141 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e4960: - 1.436939228176 b129 - 1.436939228176 b153 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e4961: - 1.436939228176 b129 - 1.436939228176 b165 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e4962: - 1.436939228176 b129 - 1.436939228176 b177 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e4963: - .887203867225 b129 - .887203867225 b199 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e4964: - .887203867225 b129 - .887203867225 b221 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e4965: - .887203867225 b129 - .887203867225 b243 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e4966: - .887203867225 b129 - .887203867225 b265 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e4967: - .887203867225 b129 - .887203867225 b287 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e4968: - .887203867225 b129 - .887203867225 b309 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e4969: - .887203867225 b129 - .887203867225 b331 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e4970: - .887203867225 b129 - .887203867225 b353 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e4971: - 2.118573403024 b129 - 2.118573403024 b360 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e4972: - 2.118573403024 b129 - 2.118573403024 b367 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e4973: - 2.118573403024 b129 - 2.118573403024 b374 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e4974: - 2.118573403024 b129 - 2.118573403024 b381 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e4975: - 2.118573403024 b129 - 2.118573403024 b388 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e4976: - 1.436939228176 b69 - 1.436939228176 b141 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e4977: - 1.436939228176 b81 - 1.436939228176 b141 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e4978: - 1.436939228176 b93 - 1.436939228176 b141 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e4979: - 1.436939228176 b105 - 1.436939228176 b141 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e4980: - 1.436939228176 b117 - 1.436939228176 b141 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e4981: - 1.436939228176 b129 - 1.436939228176 b141 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e4982: - 1.436939228176 b141 - 1.436939228176 b153 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e4983: - 1.436939228176 b141 - 1.436939228176 b165 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e4984: - 1.436939228176 b141 - 1.436939228176 b177 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e4985: - .887203867225 b141 - .887203867225 b199 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e4986: - .887203867225 b141 - .887203867225 b221 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e4987: - .887203867225 b141 - .887203867225 b243 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e4988: - .887203867225 b141 - .887203867225 b265 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e4989: - .887203867225 b141 - .887203867225 b287 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e4990: - .887203867225 b141 - .887203867225 b309 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e4991: - .887203867225 b141 - .887203867225 b331 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e4992: - .887203867225 b141 - .887203867225 b353 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e4993: - 2.118573403024 b141 - 2.118573403024 b360 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e4994: - 2.118573403024 b141 - 2.118573403024 b367 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e4995: - 2.118573403024 b141 - 2.118573403024 b374 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e4996: - 2.118573403024 b141 - 2.118573403024 b381 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e4997: - 2.118573403024 b141 - 2.118573403024 b388 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e4998: - 1.436939228176 b69 - 1.436939228176 b153 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e4999: - 1.436939228176 b81 - 1.436939228176 b153 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e5000: - 1.436939228176 b93 - 1.436939228176 b153 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e5001: - 1.436939228176 b105 - 1.436939228176 b153 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e5002: - 1.436939228176 b117 - 1.436939228176 b153 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e5003: - 1.436939228176 b129 - 1.436939228176 b153 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e5004: - 1.436939228176 b141 - 1.436939228176 b153 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e5005: - 1.436939228176 b153 - 1.436939228176 b165 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e5006: - 1.436939228176 b153 - 1.436939228176 b177 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e5007: - .887203867225 b153 - .887203867225 b199 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e5008: - .887203867225 b153 - .887203867225 b221 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e5009: - .887203867225 b153 - .887203867225 b243 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e5010: - .887203867225 b153 - .887203867225 b265 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e5011: - .887203867225 b153 - .887203867225 b287 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e5012: - .887203867225 b153 - .887203867225 b309 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e5013: - .887203867225 b153 - .887203867225 b331 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e5014: - .887203867225 b153 - .887203867225 b353 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e5015: - 2.118573403024 b153 - 2.118573403024 b360 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e5016: - 2.118573403024 b153 - 2.118573403024 b367 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e5017: - 2.118573403024 b153 - 2.118573403024 b374 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e5018: - 2.118573403024 b153 - 2.118573403024 b381 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e5019: - 2.118573403024 b153 - 2.118573403024 b388 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e5020: - 1.436939228176 b69 - 1.436939228176 b165 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e5021: - 1.436939228176 b81 - 1.436939228176 b165 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e5022: - 1.436939228176 b93 - 1.436939228176 b165 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e5023: - 1.436939228176 b105 - 1.436939228176 b165 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e5024: - 1.436939228176 b117 - 1.436939228176 b165 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e5025: - 1.436939228176 b129 - 1.436939228176 b165 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e5026: - 1.436939228176 b141 - 1.436939228176 b165 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e5027: - 1.436939228176 b153 - 1.436939228176 b165 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e5028: - 1.436939228176 b165 - 1.436939228176 b177 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e5029: - .887203867225 b165 - .887203867225 b199 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e5030: - .887203867225 b165 - .887203867225 b221 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e5031: - .887203867225 b165 - .887203867225 b243 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e5032: - .887203867225 b165 - .887203867225 b265 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e5033: - .887203867225 b165 - .887203867225 b287 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e5034: - .887203867225 b165 - .887203867225 b309 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e5035: - .887203867225 b165 - .887203867225 b331 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e5036: - .887203867225 b165 - .887203867225 b353 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e5037: - 2.118573403024 b165 - 2.118573403024 b360 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e5038: - 2.118573403024 b165 - 2.118573403024 b367 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e5039: - 2.118573403024 b165 - 2.118573403024 b374 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e5040: - 2.118573403024 b165 - 2.118573403024 b381 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e5041: - 2.118573403024 b165 - 2.118573403024 b388 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e5042: - 1.436939228176 b69 - 1.436939228176 b177 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e5043: - 1.436939228176 b81 - 1.436939228176 b177 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e5044: - 1.436939228176 b93 - 1.436939228176 b177 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e5045: - 1.436939228176 b105 - 1.436939228176 b177 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e5046: - 1.436939228176 b117 - 1.436939228176 b177 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e5047: - 1.436939228176 b129 - 1.436939228176 b177 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e5048: - 1.436939228176 b141 - 1.436939228176 b177 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e5049: - 1.436939228176 b153 - 1.436939228176 b177 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e5050: - 1.436939228176 b165 - 1.436939228176 b177 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e5051: - .887203867225 b177 - .887203867225 b199 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e5052: - .887203867225 b177 - .887203867225 b221 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e5053: - .887203867225 b177 - .887203867225 b243 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e5054: - .887203867225 b177 - .887203867225 b265 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e5055: - .887203867225 b177 - .887203867225 b287 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e5056: - .887203867225 b177 - .887203867225 b309 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e5057: - .887203867225 b177 - .887203867225 b331 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e5058: - .887203867225 b177 - .887203867225 b353 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e5059: - 2.118573403024 b177 - 2.118573403024 b360 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e5060: - 2.118573403024 b177 - 2.118573403024 b367 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e5061: - 2.118573403024 b177 - 2.118573403024 b374 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e5062: - 2.118573403024 b177 - 2.118573403024 b381 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e5063: - 2.118573403024 b177 - 2.118573403024 b388 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e5064: - .887203867225 b69 - .887203867225 b199 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e5065: - .887203867225 b81 - .887203867225 b199 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e5066: - .887203867225 b93 - .887203867225 b199 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e5067: - .887203867225 b105 - .887203867225 b199 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e5068: - .887203867225 b117 - .887203867225 b199 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e5069: - .887203867225 b129 - .887203867225 b199 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e5070: - .887203867225 b141 - .887203867225 b199 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e5071: - .887203867225 b153 - .887203867225 b199 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e5072: - .887203867225 b165 - .887203867225 b199 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e5073: - .887203867225 b177 - .887203867225 b199 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e5074: - .469370231236 b199 - .469370231236 b221 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e5075: - .469370231236 b199 - .469370231236 b243 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e5076: - .469370231236 b199 - .469370231236 b265 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e5077: - .469370231236 b199 - .469370231236 b287 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e5078: - .469370231236 b199 - .469370231236 b309 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e5079: - .469370231236 b199 - .469370231236 b331 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e5080: - .469370231236 b199 - .469370231236 b353 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e5081: - 1.436936830729 b199 - 1.436936830729 b360 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e5082: - 1.436936830729 b199 - 1.436936830729 b367 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e5083: - 1.436936830729 b199 - 1.436936830729 b374 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e5084: - 1.436936830729 b199 - 1.436936830729 b381 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e5085: - 1.436936830729 b199 - 1.436936830729 b388 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e5086: - .887203867225 b69 - .887203867225 b221 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e5087: - .887203867225 b81 - .887203867225 b221 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e5088: - .887203867225 b93 - .887203867225 b221 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e5089: - .887203867225 b105 - .887203867225 b221 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e5090: - .887203867225 b117 - .887203867225 b221 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e5091: - .887203867225 b129 - .887203867225 b221 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e5092: - .887203867225 b141 - .887203867225 b221 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e5093: - .887203867225 b153 - .887203867225 b221 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e5094: - .887203867225 b165 - .887203867225 b221 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e5095: - .887203867225 b177 - .887203867225 b221 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e5096: - .469370231236 b199 - .469370231236 b221 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e5097: - .469370231236 b221 - .469370231236 b243 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e5098: - .469370231236 b221 - .469370231236 b265 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e5099: - .469370231236 b221 - .469370231236 b287 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e5100: - .469370231236 b221 - .469370231236 b309 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e5101: - .469370231236 b221 - .469370231236 b331 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e5102: - .469370231236 b221 - .469370231236 b353 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e5103: - 1.436936830729 b221 - 1.436936830729 b360 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e5104: - 1.436936830729 b221 - 1.436936830729 b367 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e5105: - 1.436936830729 b221 - 1.436936830729 b374 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e5106: - 1.436936830729 b221 - 1.436936830729 b381 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e5107: - 1.436936830729 b221 - 1.436936830729 b388 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e5108: - .887203867225 b69 - .887203867225 b243 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e5109: - .887203867225 b81 - .887203867225 b243 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e5110: - .887203867225 b93 - .887203867225 b243 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e5111: - .887203867225 b105 - .887203867225 b243 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e5112: - .887203867225 b117 - .887203867225 b243 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e5113: - .887203867225 b129 - .887203867225 b243 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e5114: - .887203867225 b141 - .887203867225 b243 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e5115: - .887203867225 b153 - .887203867225 b243 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e5116: - .887203867225 b165 - .887203867225 b243 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e5117: - .887203867225 b177 - .887203867225 b243 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e5118: - .469370231236 b199 - .469370231236 b243 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e5119: - .469370231236 b221 - .469370231236 b243 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e5120: - .469370231236 b243 - .469370231236 b265 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e5121: - .469370231236 b243 - .469370231236 b287 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e5122: - .469370231236 b243 - .469370231236 b309 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e5123: - .469370231236 b243 - .469370231236 b331 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e5124: - .469370231236 b243 - .469370231236 b353 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e5125: - 1.436936830729 b243 - 1.436936830729 b360 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e5126: - 1.436936830729 b243 - 1.436936830729 b367 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e5127: - 1.436936830729 b243 - 1.436936830729 b374 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e5128: - 1.436936830729 b243 - 1.436936830729 b381 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e5129: - 1.436936830729 b243 - 1.436936830729 b388 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e5130: - .887203867225 b69 - .887203867225 b265 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e5131: - .887203867225 b81 - .887203867225 b265 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e5132: - .887203867225 b93 - .887203867225 b265 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e5133: - .887203867225 b105 - .887203867225 b265 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e5134: - .887203867225 b117 - .887203867225 b265 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e5135: - .887203867225 b129 - .887203867225 b265 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e5136: - .887203867225 b141 - .887203867225 b265 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e5137: - .887203867225 b153 - .887203867225 b265 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e5138: - .887203867225 b165 - .887203867225 b265 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e5139: - .887203867225 b177 - .887203867225 b265 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e5140: - .469370231236 b199 - .469370231236 b265 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e5141: - .469370231236 b221 - .469370231236 b265 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e5142: - .469370231236 b243 - .469370231236 b265 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e5143: - .469370231236 b265 - .469370231236 b287 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e5144: - .469370231236 b265 - .469370231236 b309 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e5145: - .469370231236 b265 - .469370231236 b331 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e5146: - .469370231236 b265 - .469370231236 b353 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e5147: - 1.436936830729 b265 - 1.436936830729 b360 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e5148: - 1.436936830729 b265 - 1.436936830729 b367 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e5149: - 1.436936830729 b265 - 1.436936830729 b374 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e5150: - 1.436936830729 b265 - 1.436936830729 b381 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e5151: - 1.436936830729 b265 - 1.436936830729 b388 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e5152: - .887203867225 b69 - .887203867225 b287 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e5153: - .887203867225 b81 - .887203867225 b287 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e5154: - .887203867225 b93 - .887203867225 b287 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e5155: - .887203867225 b105 - .887203867225 b287 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e5156: - .887203867225 b117 - .887203867225 b287 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e5157: - .887203867225 b129 - .887203867225 b287 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e5158: - .887203867225 b141 - .887203867225 b287 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e5159: - .887203867225 b153 - .887203867225 b287 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e5160: - .887203867225 b165 - .887203867225 b287 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e5161: - .887203867225 b177 - .887203867225 b287 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e5162: - .469370231236 b199 - .469370231236 b287 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e5163: - .469370231236 b221 - .469370231236 b287 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e5164: - .469370231236 b243 - .469370231236 b287 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e5165: - .469370231236 b265 - .469370231236 b287 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e5166: - .469370231236 b287 - .469370231236 b309 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e5167: - .469370231236 b287 - .469370231236 b331 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e5168: - .469370231236 b287 - .469370231236 b353 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e5169: - 1.436936830729 b287 - 1.436936830729 b360 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e5170: - 1.436936830729 b287 - 1.436936830729 b367 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e5171: - 1.436936830729 b287 - 1.436936830729 b374 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e5172: - 1.436936830729 b287 - 1.436936830729 b381 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e5173: - 1.436936830729 b287 - 1.436936830729 b388 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e5174: - .887203867225 b69 - .887203867225 b309 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e5175: - .887203867225 b81 - .887203867225 b309 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e5176: - .887203867225 b93 - .887203867225 b309 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e5177: - .887203867225 b105 - .887203867225 b309 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e5178: - .887203867225 b117 - .887203867225 b309 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e5179: - .887203867225 b129 - .887203867225 b309 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e5180: - .887203867225 b141 - .887203867225 b309 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e5181: - .887203867225 b153 - .887203867225 b309 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e5182: - .887203867225 b165 - .887203867225 b309 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e5183: - .887203867225 b177 - .887203867225 b309 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e5184: - .469370231236 b199 - .469370231236 b309 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e5185: - .469370231236 b221 - .469370231236 b309 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e5186: - .469370231236 b243 - .469370231236 b309 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e5187: - .469370231236 b265 - .469370231236 b309 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e5188: - .469370231236 b287 - .469370231236 b309 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e5189: - .469370231236 b309 - .469370231236 b331 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e5190: - .469370231236 b309 - .469370231236 b353 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e5191: - 1.436936830729 b309 - 1.436936830729 b360 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e5192: - 1.436936830729 b309 - 1.436936830729 b367 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e5193: - 1.436936830729 b309 - 1.436936830729 b374 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e5194: - 1.436936830729 b309 - 1.436936830729 b381 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e5195: - 1.436936830729 b309 - 1.436936830729 b388 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e5196: - .887203867225 b69 - .887203867225 b331 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e5197: - .887203867225 b81 - .887203867225 b331 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e5198: - .887203867225 b93 - .887203867225 b331 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e5199: - .887203867225 b105 - .887203867225 b331 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e5200: - .887203867225 b117 - .887203867225 b331 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e5201: - .887203867225 b129 - .887203867225 b331 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e5202: - .887203867225 b141 - .887203867225 b331 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e5203: - .887203867225 b153 - .887203867225 b331 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e5204: - .887203867225 b165 - .887203867225 b331 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e5205: - .887203867225 b177 - .887203867225 b331 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e5206: - .469370231236 b199 - .469370231236 b331 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e5207: - .469370231236 b221 - .469370231236 b331 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e5208: - .469370231236 b243 - .469370231236 b331 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e5209: - .469370231236 b265 - .469370231236 b331 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e5210: - .469370231236 b287 - .469370231236 b331 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e5211: - .469370231236 b309 - .469370231236 b331 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e5212: - .469370231236 b331 - .469370231236 b353 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e5213: - 1.436936830729 b331 - 1.436936830729 b360 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e5214: - 1.436936830729 b331 - 1.436936830729 b367 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e5215: - 1.436936830729 b331 - 1.436936830729 b374 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e5216: - 1.436936830729 b331 - 1.436936830729 b381 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e5217: - 1.436936830729 b331 - 1.436936830729 b388 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e5218: - .887203867225 b69 - .887203867225 b353 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e5219: - .887203867225 b81 - .887203867225 b353 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e5220: - .887203867225 b93 - .887203867225 b353 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e5221: - .887203867225 b105 - .887203867225 b353 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e5222: - .887203867225 b117 - .887203867225 b353 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e5223: - .887203867225 b129 - .887203867225 b353 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e5224: - .887203867225 b141 - .887203867225 b353 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e5225: - .887203867225 b153 - .887203867225 b353 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e5226: - .887203867225 b165 - .887203867225 b353 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e5227: - .887203867225 b177 - .887203867225 b353 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e5228: - .469370231236 b199 - .469370231236 b353 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e5229: - .469370231236 b221 - .469370231236 b353 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e5230: - .469370231236 b243 - .469370231236 b353 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e5231: - .469370231236 b265 - .469370231236 b353 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e5232: - .469370231236 b287 - .469370231236 b353 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e5233: - .469370231236 b309 - .469370231236 b353 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e5234: - .469370231236 b331 - .469370231236 b353 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e5235: - 1.436936830729 b353 - 1.436936830729 b360 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e5236: - 1.436936830729 b353 - 1.436936830729 b367 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e5237: - 1.436936830729 b353 - 1.436936830729 b374 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e5238: - 1.436936830729 b353 - 1.436936830729 b381 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e5239: - 1.436936830729 b353 - 1.436936830729 b388 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e5240: - 2.118573403024 b69 - 2.118573403024 b360 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e5241: - 2.118573403024 b81 - 2.118573403024 b360 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e5242: - 2.118573403024 b93 - 2.118573403024 b360 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e5243: - 2.118573403024 b105 - 2.118573403024 b360 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e5244: - 2.118573403024 b117 - 2.118573403024 b360 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e5245: - 2.118573403024 b129 - 2.118573403024 b360 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e5246: - 2.118573403024 b141 - 2.118573403024 b360 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e5247: - 2.118573403024 b153 - 2.118573403024 b360 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e5248: - 2.118573403024 b165 - 2.118573403024 b360 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e5249: - 2.118573403024 b177 - 2.118573403024 b360 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e5250: - 1.436936830729 b199 - 1.436936830729 b360 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e5251: - 1.436936830729 b221 - 1.436936830729 b360 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e5252: - 1.436936830729 b243 - 1.436936830729 b360 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e5253: - 1.436936830729 b265 - 1.436936830729 b360 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e5254: - 1.436936830729 b287 - 1.436936830729 b360 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e5255: - 1.436936830729 b309 - 1.436936830729 b360 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e5256: - 1.436936830729 b331 - 1.436936830729 b360 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e5257: - 1.436936830729 b353 - 1.436936830729 b360 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e5258: - 2.9321082756 b360 - 2.9321082756 b367 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e5259: - 2.9321082756 b360 - 2.9321082756 b374 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e5260: - 2.9321082756 b360 - 2.9321082756 b381 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e5261: - 2.9321082756 b360 - 2.9321082756 b388 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e5262: - 2.118573403024 b69 - 2.118573403024 b367 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e5263: - 2.118573403024 b81 - 2.118573403024 b367 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e5264: - 2.118573403024 b93 - 2.118573403024 b367 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e5265: - 2.118573403024 b105 - 2.118573403024 b367 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e5266: - 2.118573403024 b117 - 2.118573403024 b367 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e5267: - 2.118573403024 b129 - 2.118573403024 b367 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e5268: - 2.118573403024 b141 - 2.118573403024 b367 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e5269: - 2.118573403024 b153 - 2.118573403024 b367 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e5270: - 2.118573403024 b165 - 2.118573403024 b367 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e5271: - 2.118573403024 b177 - 2.118573403024 b367 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e5272: - 1.436936830729 b199 - 1.436936830729 b367 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e5273: - 1.436936830729 b221 - 1.436936830729 b367 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e5274: - 1.436936830729 b243 - 1.436936830729 b367 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e5275: - 1.436936830729 b265 - 1.436936830729 b367 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e5276: - 1.436936830729 b287 - 1.436936830729 b367 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e5277: - 1.436936830729 b309 - 1.436936830729 b367 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e5278: - 1.436936830729 b331 - 1.436936830729 b367 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e5279: - 1.436936830729 b353 - 1.436936830729 b367 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e5280: - 2.9321082756 b360 - 2.9321082756 b367 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e5281: - 2.9321082756 b367 - 2.9321082756 b374 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e5282: - 2.9321082756 b367 - 2.9321082756 b381 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e5283: - 2.9321082756 b367 - 2.9321082756 b388 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e5284: - 2.118573403024 b69 - 2.118573403024 b374 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e5285: - 2.118573403024 b81 - 2.118573403024 b374 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e5286: - 2.118573403024 b93 - 2.118573403024 b374 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e5287: - 2.118573403024 b105 - 2.118573403024 b374 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e5288: - 2.118573403024 b117 - 2.118573403024 b374 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e5289: - 2.118573403024 b129 - 2.118573403024 b374 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e5290: - 2.118573403024 b141 - 2.118573403024 b374 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e5291: - 2.118573403024 b153 - 2.118573403024 b374 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e5292: - 2.118573403024 b165 - 2.118573403024 b374 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e5293: - 2.118573403024 b177 - 2.118573403024 b374 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e5294: - 1.436936830729 b199 - 1.436936830729 b374 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e5295: - 1.436936830729 b221 - 1.436936830729 b374 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e5296: - 1.436936830729 b243 - 1.436936830729 b374 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e5297: - 1.436936830729 b265 - 1.436936830729 b374 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e5298: - 1.436936830729 b287 - 1.436936830729 b374 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e5299: - 1.436936830729 b309 - 1.436936830729 b374 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e5300: - 1.436936830729 b331 - 1.436936830729 b374 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e5301: - 1.436936830729 b353 - 1.436936830729 b374 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e5302: - 2.9321082756 b360 - 2.9321082756 b374 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e5303: - 2.9321082756 b367 - 2.9321082756 b374 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e5304: - 2.9321082756 b374 - 2.9321082756 b381 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e5305: - 2.9321082756 b374 - 2.9321082756 b388 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e5306: - 2.118573403024 b69 - 2.118573403024 b381 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e5307: - 2.118573403024 b81 - 2.118573403024 b381 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e5308: - 2.118573403024 b93 - 2.118573403024 b381 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e5309: - 2.118573403024 b105 - 2.118573403024 b381 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e5310: - 2.118573403024 b117 - 2.118573403024 b381 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e5311: - 2.118573403024 b129 - 2.118573403024 b381 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e5312: - 2.118573403024 b141 - 2.118573403024 b381 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e5313: - 2.118573403024 b153 - 2.118573403024 b381 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e5314: - 2.118573403024 b165 - 2.118573403024 b381 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e5315: - 2.118573403024 b177 - 2.118573403024 b381 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e5316: - 1.436936830729 b199 - 1.436936830729 b381 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e5317: - 1.436936830729 b221 - 1.436936830729 b381 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e5318: - 1.436936830729 b243 - 1.436936830729 b381 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e5319: - 1.436936830729 b265 - 1.436936830729 b381 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e5320: - 1.436936830729 b287 - 1.436936830729 b381 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e5321: - 1.436936830729 b309 - 1.436936830729 b381 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e5322: - 1.436936830729 b331 - 1.436936830729 b381 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e5323: - 1.436936830729 b353 - 1.436936830729 b381 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e5324: - 2.9321082756 b360 - 2.9321082756 b381 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e5325: - 2.9321082756 b367 - 2.9321082756 b381 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e5326: - 2.9321082756 b374 - 2.9321082756 b381 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e5327: - 2.9321082756 b381 - 2.9321082756 b388 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e5328: - 2.118573403024 b69 - 2.118573403024 b388 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e5329: - 2.118573403024 b81 - 2.118573403024 b388 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e5330: - 2.118573403024 b93 - 2.118573403024 b388 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e5331: - 2.118573403024 b105 - 2.118573403024 b388 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e5332: - 2.118573403024 b117 - 2.118573403024 b388 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e5333: - 2.118573403024 b129 - 2.118573403024 b388 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e5334: - 2.118573403024 b141 - 2.118573403024 b388 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e5335: - 2.118573403024 b153 - 2.118573403024 b388 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e5336: - 2.118573403024 b165 - 2.118573403024 b388 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e5337: - 2.118573403024 b177 - 2.118573403024 b388 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e5338: - 1.436936830729 b199 - 1.436936830729 b388 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e5339: - 1.436936830729 b221 - 1.436936830729 b388 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e5340: - 1.436936830729 b243 - 1.436936830729 b388 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e5341: - 1.436936830729 b265 - 1.436936830729 b388 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e5342: - 1.436936830729 b287 - 1.436936830729 b388 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e5343: - 1.436936830729 b309 - 1.436936830729 b388 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e5344: - 1.436936830729 b331 - 1.436936830729 b388 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e5345: - 1.436936830729 b353 - 1.436936830729 b388 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e5346: - 2.9321082756 b360 - 2.9321082756 b388 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e5347: - 2.9321082756 b367 - 2.9321082756 b388 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e5348: - 2.9321082756 b374 - 2.9321082756 b388 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e5349: - 2.9321082756 b381 - 2.9321082756 b388 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e5350: - 1.436939228176 b70 - 1.436939228176 b82 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e5351: - 1.436939228176 b70 - 1.436939228176 b94 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e5352: - 1.436939228176 b70 - 1.436939228176 b106 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e5353: - 1.436939228176 b70 - 1.436939228176 b118 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e5354: - 1.436939228176 b70 - 1.436939228176 b130 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e5355: - 1.436939228176 b70 - 1.436939228176 b142 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e5356: - 1.436939228176 b70 - 1.436939228176 b154 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e5357: - 1.436939228176 b70 - 1.436939228176 b166 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e5358: - 1.436939228176 b70 - 1.436939228176 b178 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e5359: - .887203867225 b70 - .887203867225 b200 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e5360: - .887203867225 b70 - .887203867225 b222 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e5361: - .887203867225 b70 - .887203867225 b244 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e5362: - .887203867225 b70 - .887203867225 b266 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e5363: - .887203867225 b70 - .887203867225 b288 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e5364: - .887203867225 b70 - .887203867225 b310 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e5365: - .887203867225 b70 - .887203867225 b332 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e5366: - .887203867225 b70 - .887203867225 b354 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e5367: - 2.118573403024 b70 - 2.118573403024 b361 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e5368: - 2.118573403024 b70 - 2.118573403024 b368 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e5369: - 2.118573403024 b70 - 2.118573403024 b375 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e5370: - 2.118573403024 b70 - 2.118573403024 b382 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e5371: - 2.118573403024 b70 - 2.118573403024 b389 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e5372: - 1.436939228176 b70 - 1.436939228176 b82 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e5373: - 1.436939228176 b82 - 1.436939228176 b94 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e5374: - 1.436939228176 b82 - 1.436939228176 b106 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e5375: - 1.436939228176 b82 - 1.436939228176 b118 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e5376: - 1.436939228176 b82 - 1.436939228176 b130 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e5377: - 1.436939228176 b82 - 1.436939228176 b142 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e5378: - 1.436939228176 b82 - 1.436939228176 b154 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e5379: - 1.436939228176 b82 - 1.436939228176 b166 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e5380: - 1.436939228176 b82 - 1.436939228176 b178 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e5381: - .887203867225 b82 - .887203867225 b200 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e5382: - .887203867225 b82 - .887203867225 b222 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e5383: - .887203867225 b82 - .887203867225 b244 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e5384: - .887203867225 b82 - .887203867225 b266 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e5385: - .887203867225 b82 - .887203867225 b288 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e5386: - .887203867225 b82 - .887203867225 b310 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e5387: - .887203867225 b82 - .887203867225 b332 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e5388: - .887203867225 b82 - .887203867225 b354 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e5389: - 2.118573403024 b82 - 2.118573403024 b361 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e5390: - 2.118573403024 b82 - 2.118573403024 b368 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e5391: - 2.118573403024 b82 - 2.118573403024 b375 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e5392: - 2.118573403024 b82 - 2.118573403024 b382 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e5393: - 2.118573403024 b82 - 2.118573403024 b389 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e5394: - 1.436939228176 b70 - 1.436939228176 b94 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e5395: - 1.436939228176 b82 - 1.436939228176 b94 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e5396: - 1.436939228176 b94 - 1.436939228176 b106 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e5397: - 1.436939228176 b94 - 1.436939228176 b118 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e5398: - 1.436939228176 b94 - 1.436939228176 b130 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e5399: - 1.436939228176 b94 - 1.436939228176 b142 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e5400: - 1.436939228176 b94 - 1.436939228176 b154 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e5401: - 1.436939228176 b94 - 1.436939228176 b166 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e5402: - 1.436939228176 b94 - 1.436939228176 b178 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e5403: - .887203867225 b94 - .887203867225 b200 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e5404: - .887203867225 b94 - .887203867225 b222 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e5405: - .887203867225 b94 - .887203867225 b244 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e5406: - .887203867225 b94 - .887203867225 b266 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e5407: - .887203867225 b94 - .887203867225 b288 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e5408: - .887203867225 b94 - .887203867225 b310 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e5409: - .887203867225 b94 - .887203867225 b332 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e5410: - .887203867225 b94 - .887203867225 b354 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e5411: - 2.118573403024 b94 - 2.118573403024 b361 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e5412: - 2.118573403024 b94 - 2.118573403024 b368 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e5413: - 2.118573403024 b94 - 2.118573403024 b375 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e5414: - 2.118573403024 b94 - 2.118573403024 b382 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e5415: - 2.118573403024 b94 - 2.118573403024 b389 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e5416: - 1.436939228176 b70 - 1.436939228176 b106 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e5417: - 1.436939228176 b82 - 1.436939228176 b106 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e5418: - 1.436939228176 b94 - 1.436939228176 b106 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e5419: - 1.436939228176 b106 - 1.436939228176 b118 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e5420: - 1.436939228176 b106 - 1.436939228176 b130 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e5421: - 1.436939228176 b106 - 1.436939228176 b142 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e5422: - 1.436939228176 b106 - 1.436939228176 b154 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e5423: - 1.436939228176 b106 - 1.436939228176 b166 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e5424: - 1.436939228176 b106 - 1.436939228176 b178 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e5425: - .887203867225 b106 - .887203867225 b200 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e5426: - .887203867225 b106 - .887203867225 b222 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e5427: - .887203867225 b106 - .887203867225 b244 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e5428: - .887203867225 b106 - .887203867225 b266 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e5429: - .887203867225 b106 - .887203867225 b288 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e5430: - .887203867225 b106 - .887203867225 b310 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e5431: - .887203867225 b106 - .887203867225 b332 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e5432: - .887203867225 b106 - .887203867225 b354 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e5433: - 2.118573403024 b106 - 2.118573403024 b361 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e5434: - 2.118573403024 b106 - 2.118573403024 b368 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e5435: - 2.118573403024 b106 - 2.118573403024 b375 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e5436: - 2.118573403024 b106 - 2.118573403024 b382 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e5437: - 2.118573403024 b106 - 2.118573403024 b389 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e5438: - 1.436939228176 b70 - 1.436939228176 b118 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e5439: - 1.436939228176 b82 - 1.436939228176 b118 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e5440: - 1.436939228176 b94 - 1.436939228176 b118 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e5441: - 1.436939228176 b106 - 1.436939228176 b118 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e5442: - 1.436939228176 b118 - 1.436939228176 b130 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e5443: - 1.436939228176 b118 - 1.436939228176 b142 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e5444: - 1.436939228176 b118 - 1.436939228176 b154 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e5445: - 1.436939228176 b118 - 1.436939228176 b166 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e5446: - 1.436939228176 b118 - 1.436939228176 b178 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e5447: - .887203867225 b118 - .887203867225 b200 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e5448: - .887203867225 b118 - .887203867225 b222 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e5449: - .887203867225 b118 - .887203867225 b244 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e5450: - .887203867225 b118 - .887203867225 b266 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e5451: - .887203867225 b118 - .887203867225 b288 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e5452: - .887203867225 b118 - .887203867225 b310 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e5453: - .887203867225 b118 - .887203867225 b332 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e5454: - .887203867225 b118 - .887203867225 b354 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e5455: - 2.118573403024 b118 - 2.118573403024 b361 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e5456: - 2.118573403024 b118 - 2.118573403024 b368 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e5457: - 2.118573403024 b118 - 2.118573403024 b375 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e5458: - 2.118573403024 b118 - 2.118573403024 b382 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e5459: - 2.118573403024 b118 - 2.118573403024 b389 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e5460: - 1.436939228176 b70 - 1.436939228176 b130 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e5461: - 1.436939228176 b82 - 1.436939228176 b130 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e5462: - 1.436939228176 b94 - 1.436939228176 b130 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e5463: - 1.436939228176 b106 - 1.436939228176 b130 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e5464: - 1.436939228176 b118 - 1.436939228176 b130 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e5465: - 1.436939228176 b130 - 1.436939228176 b142 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e5466: - 1.436939228176 b130 - 1.436939228176 b154 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e5467: - 1.436939228176 b130 - 1.436939228176 b166 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e5468: - 1.436939228176 b130 - 1.436939228176 b178 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e5469: - .887203867225 b130 - .887203867225 b200 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e5470: - .887203867225 b130 - .887203867225 b222 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e5471: - .887203867225 b130 - .887203867225 b244 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e5472: - .887203867225 b130 - .887203867225 b266 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e5473: - .887203867225 b130 - .887203867225 b288 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e5474: - .887203867225 b130 - .887203867225 b310 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e5475: - .887203867225 b130 - .887203867225 b332 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e5476: - .887203867225 b130 - .887203867225 b354 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e5477: - 2.118573403024 b130 - 2.118573403024 b361 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e5478: - 2.118573403024 b130 - 2.118573403024 b368 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e5479: - 2.118573403024 b130 - 2.118573403024 b375 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e5480: - 2.118573403024 b130 - 2.118573403024 b382 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e5481: - 2.118573403024 b130 - 2.118573403024 b389 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e5482: - 1.436939228176 b70 - 1.436939228176 b142 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e5483: - 1.436939228176 b82 - 1.436939228176 b142 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e5484: - 1.436939228176 b94 - 1.436939228176 b142 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e5485: - 1.436939228176 b106 - 1.436939228176 b142 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e5486: - 1.436939228176 b118 - 1.436939228176 b142 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e5487: - 1.436939228176 b130 - 1.436939228176 b142 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e5488: - 1.436939228176 b142 - 1.436939228176 b154 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e5489: - 1.436939228176 b142 - 1.436939228176 b166 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e5490: - 1.436939228176 b142 - 1.436939228176 b178 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e5491: - .887203867225 b142 - .887203867225 b200 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e5492: - .887203867225 b142 - .887203867225 b222 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e5493: - .887203867225 b142 - .887203867225 b244 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e5494: - .887203867225 b142 - .887203867225 b266 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e5495: - .887203867225 b142 - .887203867225 b288 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e5496: - .887203867225 b142 - .887203867225 b310 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e5497: - .887203867225 b142 - .887203867225 b332 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e5498: - .887203867225 b142 - .887203867225 b354 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e5499: - 2.118573403024 b142 - 2.118573403024 b361 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e5500: - 2.118573403024 b142 - 2.118573403024 b368 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e5501: - 2.118573403024 b142 - 2.118573403024 b375 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e5502: - 2.118573403024 b142 - 2.118573403024 b382 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e5503: - 2.118573403024 b142 - 2.118573403024 b389 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e5504: - 1.436939228176 b70 - 1.436939228176 b154 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e5505: - 1.436939228176 b82 - 1.436939228176 b154 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e5506: - 1.436939228176 b94 - 1.436939228176 b154 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e5507: - 1.436939228176 b106 - 1.436939228176 b154 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e5508: - 1.436939228176 b118 - 1.436939228176 b154 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e5509: - 1.436939228176 b130 - 1.436939228176 b154 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e5510: - 1.436939228176 b142 - 1.436939228176 b154 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e5511: - 1.436939228176 b154 - 1.436939228176 b166 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e5512: - 1.436939228176 b154 - 1.436939228176 b178 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e5513: - .887203867225 b154 - .887203867225 b200 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e5514: - .887203867225 b154 - .887203867225 b222 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e5515: - .887203867225 b154 - .887203867225 b244 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e5516: - .887203867225 b154 - .887203867225 b266 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e5517: - .887203867225 b154 - .887203867225 b288 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e5518: - .887203867225 b154 - .887203867225 b310 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e5519: - .887203867225 b154 - .887203867225 b332 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e5520: - .887203867225 b154 - .887203867225 b354 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e5521: - 2.118573403024 b154 - 2.118573403024 b361 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e5522: - 2.118573403024 b154 - 2.118573403024 b368 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e5523: - 2.118573403024 b154 - 2.118573403024 b375 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e5524: - 2.118573403024 b154 - 2.118573403024 b382 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e5525: - 2.118573403024 b154 - 2.118573403024 b389 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e5526: - 1.436939228176 b70 - 1.436939228176 b166 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e5527: - 1.436939228176 b82 - 1.436939228176 b166 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e5528: - 1.436939228176 b94 - 1.436939228176 b166 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e5529: - 1.436939228176 b106 - 1.436939228176 b166 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e5530: - 1.436939228176 b118 - 1.436939228176 b166 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e5531: - 1.436939228176 b130 - 1.436939228176 b166 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e5532: - 1.436939228176 b142 - 1.436939228176 b166 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e5533: - 1.436939228176 b154 - 1.436939228176 b166 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e5534: - 1.436939228176 b166 - 1.436939228176 b178 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e5535: - .887203867225 b166 - .887203867225 b200 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e5536: - .887203867225 b166 - .887203867225 b222 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e5537: - .887203867225 b166 - .887203867225 b244 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e5538: - .887203867225 b166 - .887203867225 b266 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e5539: - .887203867225 b166 - .887203867225 b288 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e5540: - .887203867225 b166 - .887203867225 b310 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e5541: - .887203867225 b166 - .887203867225 b332 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e5542: - .887203867225 b166 - .887203867225 b354 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e5543: - 2.118573403024 b166 - 2.118573403024 b361 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e5544: - 2.118573403024 b166 - 2.118573403024 b368 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e5545: - 2.118573403024 b166 - 2.118573403024 b375 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e5546: - 2.118573403024 b166 - 2.118573403024 b382 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e5547: - 2.118573403024 b166 - 2.118573403024 b389 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e5548: - 1.436939228176 b70 - 1.436939228176 b178 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e5549: - 1.436939228176 b82 - 1.436939228176 b178 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e5550: - 1.436939228176 b94 - 1.436939228176 b178 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e5551: - 1.436939228176 b106 - 1.436939228176 b178 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e5552: - 1.436939228176 b118 - 1.436939228176 b178 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e5553: - 1.436939228176 b130 - 1.436939228176 b178 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e5554: - 1.436939228176 b142 - 1.436939228176 b178 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e5555: - 1.436939228176 b154 - 1.436939228176 b178 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e5556: - 1.436939228176 b166 - 1.436939228176 b178 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e5557: - .887203867225 b178 - .887203867225 b200 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e5558: - .887203867225 b178 - .887203867225 b222 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e5559: - .887203867225 b178 - .887203867225 b244 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e5560: - .887203867225 b178 - .887203867225 b266 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e5561: - .887203867225 b178 - .887203867225 b288 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e5562: - .887203867225 b178 - .887203867225 b310 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e5563: - .887203867225 b178 - .887203867225 b332 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e5564: - .887203867225 b178 - .887203867225 b354 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e5565: - 2.118573403024 b178 - 2.118573403024 b361 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e5566: - 2.118573403024 b178 - 2.118573403024 b368 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e5567: - 2.118573403024 b178 - 2.118573403024 b375 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e5568: - 2.118573403024 b178 - 2.118573403024 b382 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e5569: - 2.118573403024 b178 - 2.118573403024 b389 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e5570: - .887203867225 b70 - .887203867225 b200 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e5571: - .887203867225 b82 - .887203867225 b200 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e5572: - .887203867225 b94 - .887203867225 b200 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e5573: - .887203867225 b106 - .887203867225 b200 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e5574: - .887203867225 b118 - .887203867225 b200 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e5575: - .887203867225 b130 - .887203867225 b200 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e5576: - .887203867225 b142 - .887203867225 b200 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e5577: - .887203867225 b154 - .887203867225 b200 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e5578: - .887203867225 b166 - .887203867225 b200 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e5579: - .887203867225 b178 - .887203867225 b200 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e5580: - .469370231236 b200 - .469370231236 b222 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e5581: - .469370231236 b200 - .469370231236 b244 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e5582: - .469370231236 b200 - .469370231236 b266 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e5583: - .469370231236 b200 - .469370231236 b288 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e5584: - .469370231236 b200 - .469370231236 b310 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e5585: - .469370231236 b200 - .469370231236 b332 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e5586: - .469370231236 b200 - .469370231236 b354 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e5587: - 1.436936830729 b200 - 1.436936830729 b361 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e5588: - 1.436936830729 b200 - 1.436936830729 b368 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e5589: - 1.436936830729 b200 - 1.436936830729 b375 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e5590: - 1.436936830729 b200 - 1.436936830729 b382 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e5591: - 1.436936830729 b200 - 1.436936830729 b389 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e5592: - .887203867225 b70 - .887203867225 b222 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e5593: - .887203867225 b82 - .887203867225 b222 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e5594: - .887203867225 b94 - .887203867225 b222 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e5595: - .887203867225 b106 - .887203867225 b222 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e5596: - .887203867225 b118 - .887203867225 b222 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e5597: - .887203867225 b130 - .887203867225 b222 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e5598: - .887203867225 b142 - .887203867225 b222 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e5599: - .887203867225 b154 - .887203867225 b222 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e5600: - .887203867225 b166 - .887203867225 b222 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e5601: - .887203867225 b178 - .887203867225 b222 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e5602: - .469370231236 b200 - .469370231236 b222 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e5603: - .469370231236 b222 - .469370231236 b244 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e5604: - .469370231236 b222 - .469370231236 b266 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e5605: - .469370231236 b222 - .469370231236 b288 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e5606: - .469370231236 b222 - .469370231236 b310 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e5607: - .469370231236 b222 - .469370231236 b332 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e5608: - .469370231236 b222 - .469370231236 b354 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e5609: - 1.436936830729 b222 - 1.436936830729 b361 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e5610: - 1.436936830729 b222 - 1.436936830729 b368 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e5611: - 1.436936830729 b222 - 1.436936830729 b375 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e5612: - 1.436936830729 b222 - 1.436936830729 b382 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e5613: - 1.436936830729 b222 - 1.436936830729 b389 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e5614: - .887203867225 b70 - .887203867225 b244 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e5615: - .887203867225 b82 - .887203867225 b244 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e5616: - .887203867225 b94 - .887203867225 b244 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e5617: - .887203867225 b106 - .887203867225 b244 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e5618: - .887203867225 b118 - .887203867225 b244 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e5619: - .887203867225 b130 - .887203867225 b244 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e5620: - .887203867225 b142 - .887203867225 b244 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e5621: - .887203867225 b154 - .887203867225 b244 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e5622: - .887203867225 b166 - .887203867225 b244 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e5623: - .887203867225 b178 - .887203867225 b244 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e5624: - .469370231236 b200 - .469370231236 b244 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e5625: - .469370231236 b222 - .469370231236 b244 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e5626: - .469370231236 b244 - .469370231236 b266 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e5627: - .469370231236 b244 - .469370231236 b288 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e5628: - .469370231236 b244 - .469370231236 b310 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e5629: - .469370231236 b244 - .469370231236 b332 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e5630: - .469370231236 b244 - .469370231236 b354 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e5631: - 1.436936830729 b244 - 1.436936830729 b361 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e5632: - 1.436936830729 b244 - 1.436936830729 b368 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e5633: - 1.436936830729 b244 - 1.436936830729 b375 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e5634: - 1.436936830729 b244 - 1.436936830729 b382 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e5635: - 1.436936830729 b244 - 1.436936830729 b389 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e5636: - .887203867225 b70 - .887203867225 b266 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e5637: - .887203867225 b82 - .887203867225 b266 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e5638: - .887203867225 b94 - .887203867225 b266 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e5639: - .887203867225 b106 - .887203867225 b266 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e5640: - .887203867225 b118 - .887203867225 b266 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e5641: - .887203867225 b130 - .887203867225 b266 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e5642: - .887203867225 b142 - .887203867225 b266 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e5643: - .887203867225 b154 - .887203867225 b266 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e5644: - .887203867225 b166 - .887203867225 b266 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e5645: - .887203867225 b178 - .887203867225 b266 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e5646: - .469370231236 b200 - .469370231236 b266 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e5647: - .469370231236 b222 - .469370231236 b266 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e5648: - .469370231236 b244 - .469370231236 b266 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e5649: - .469370231236 b266 - .469370231236 b288 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e5650: - .469370231236 b266 - .469370231236 b310 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e5651: - .469370231236 b266 - .469370231236 b332 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e5652: - .469370231236 b266 - .469370231236 b354 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e5653: - 1.436936830729 b266 - 1.436936830729 b361 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e5654: - 1.436936830729 b266 - 1.436936830729 b368 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e5655: - 1.436936830729 b266 - 1.436936830729 b375 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e5656: - 1.436936830729 b266 - 1.436936830729 b382 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e5657: - 1.436936830729 b266 - 1.436936830729 b389 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e5658: - .887203867225 b70 - .887203867225 b288 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e5659: - .887203867225 b82 - .887203867225 b288 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e5660: - .887203867225 b94 - .887203867225 b288 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e5661: - .887203867225 b106 - .887203867225 b288 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e5662: - .887203867225 b118 - .887203867225 b288 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e5663: - .887203867225 b130 - .887203867225 b288 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e5664: - .887203867225 b142 - .887203867225 b288 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e5665: - .887203867225 b154 - .887203867225 b288 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e5666: - .887203867225 b166 - .887203867225 b288 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e5667: - .887203867225 b178 - .887203867225 b288 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e5668: - .469370231236 b200 - .469370231236 b288 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e5669: - .469370231236 b222 - .469370231236 b288 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e5670: - .469370231236 b244 - .469370231236 b288 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e5671: - .469370231236 b266 - .469370231236 b288 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e5672: - .469370231236 b288 - .469370231236 b310 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e5673: - .469370231236 b288 - .469370231236 b332 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e5674: - .469370231236 b288 - .469370231236 b354 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e5675: - 1.436936830729 b288 - 1.436936830729 b361 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e5676: - 1.436936830729 b288 - 1.436936830729 b368 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e5677: - 1.436936830729 b288 - 1.436936830729 b375 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e5678: - 1.436936830729 b288 - 1.436936830729 b382 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e5679: - 1.436936830729 b288 - 1.436936830729 b389 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e5680: - .887203867225 b70 - .887203867225 b310 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e5681: - .887203867225 b82 - .887203867225 b310 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e5682: - .887203867225 b94 - .887203867225 b310 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e5683: - .887203867225 b106 - .887203867225 b310 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e5684: - .887203867225 b118 - .887203867225 b310 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e5685: - .887203867225 b130 - .887203867225 b310 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e5686: - .887203867225 b142 - .887203867225 b310 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e5687: - .887203867225 b154 - .887203867225 b310 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e5688: - .887203867225 b166 - .887203867225 b310 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e5689: - .887203867225 b178 - .887203867225 b310 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e5690: - .469370231236 b200 - .469370231236 b310 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e5691: - .469370231236 b222 - .469370231236 b310 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e5692: - .469370231236 b244 - .469370231236 b310 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e5693: - .469370231236 b266 - .469370231236 b310 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e5694: - .469370231236 b288 - .469370231236 b310 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e5695: - .469370231236 b310 - .469370231236 b332 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e5696: - .469370231236 b310 - .469370231236 b354 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e5697: - 1.436936830729 b310 - 1.436936830729 b361 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e5698: - 1.436936830729 b310 - 1.436936830729 b368 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e5699: - 1.436936830729 b310 - 1.436936830729 b375 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e5700: - 1.436936830729 b310 - 1.436936830729 b382 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e5701: - 1.436936830729 b310 - 1.436936830729 b389 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e5702: - .887203867225 b70 - .887203867225 b332 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e5703: - .887203867225 b82 - .887203867225 b332 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e5704: - .887203867225 b94 - .887203867225 b332 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e5705: - .887203867225 b106 - .887203867225 b332 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e5706: - .887203867225 b118 - .887203867225 b332 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e5707: - .887203867225 b130 - .887203867225 b332 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e5708: - .887203867225 b142 - .887203867225 b332 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e5709: - .887203867225 b154 - .887203867225 b332 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e5710: - .887203867225 b166 - .887203867225 b332 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e5711: - .887203867225 b178 - .887203867225 b332 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e5712: - .469370231236 b200 - .469370231236 b332 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e5713: - .469370231236 b222 - .469370231236 b332 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e5714: - .469370231236 b244 - .469370231236 b332 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e5715: - .469370231236 b266 - .469370231236 b332 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e5716: - .469370231236 b288 - .469370231236 b332 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e5717: - .469370231236 b310 - .469370231236 b332 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e5718: - .469370231236 b332 - .469370231236 b354 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e5719: - 1.436936830729 b332 - 1.436936830729 b361 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e5720: - 1.436936830729 b332 - 1.436936830729 b368 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e5721: - 1.436936830729 b332 - 1.436936830729 b375 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e5722: - 1.436936830729 b332 - 1.436936830729 b382 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e5723: - 1.436936830729 b332 - 1.436936830729 b389 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e5724: - .887203867225 b70 - .887203867225 b354 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e5725: - .887203867225 b82 - .887203867225 b354 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e5726: - .887203867225 b94 - .887203867225 b354 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e5727: - .887203867225 b106 - .887203867225 b354 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e5728: - .887203867225 b118 - .887203867225 b354 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e5729: - .887203867225 b130 - .887203867225 b354 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e5730: - .887203867225 b142 - .887203867225 b354 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e5731: - .887203867225 b154 - .887203867225 b354 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e5732: - .887203867225 b166 - .887203867225 b354 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e5733: - .887203867225 b178 - .887203867225 b354 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e5734: - .469370231236 b200 - .469370231236 b354 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e5735: - .469370231236 b222 - .469370231236 b354 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e5736: - .469370231236 b244 - .469370231236 b354 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e5737: - .469370231236 b266 - .469370231236 b354 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e5738: - .469370231236 b288 - .469370231236 b354 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e5739: - .469370231236 b310 - .469370231236 b354 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e5740: - .469370231236 b332 - .469370231236 b354 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e5741: - 1.436936830729 b354 - 1.436936830729 b361 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e5742: - 1.436936830729 b354 - 1.436936830729 b368 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e5743: - 1.436936830729 b354 - 1.436936830729 b375 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e5744: - 1.436936830729 b354 - 1.436936830729 b382 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e5745: - 1.436936830729 b354 - 1.436936830729 b389 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e5746: - 2.118573403024 b70 - 2.118573403024 b361 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e5747: - 2.118573403024 b82 - 2.118573403024 b361 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e5748: - 2.118573403024 b94 - 2.118573403024 b361 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e5749: - 2.118573403024 b106 - 2.118573403024 b361 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e5750: - 2.118573403024 b118 - 2.118573403024 b361 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e5751: - 2.118573403024 b130 - 2.118573403024 b361 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e5752: - 2.118573403024 b142 - 2.118573403024 b361 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e5753: - 2.118573403024 b154 - 2.118573403024 b361 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e5754: - 2.118573403024 b166 - 2.118573403024 b361 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e5755: - 2.118573403024 b178 - 2.118573403024 b361 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e5756: - 1.436936830729 b200 - 1.436936830729 b361 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e5757: - 1.436936830729 b222 - 1.436936830729 b361 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e5758: - 1.436936830729 b244 - 1.436936830729 b361 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e5759: - 1.436936830729 b266 - 1.436936830729 b361 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e5760: - 1.436936830729 b288 - 1.436936830729 b361 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e5761: - 1.436936830729 b310 - 1.436936830729 b361 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e5762: - 1.436936830729 b332 - 1.436936830729 b361 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e5763: - 1.436936830729 b354 - 1.436936830729 b361 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e5764: - 2.9321082756 b361 - 2.9321082756 b368 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e5765: - 2.9321082756 b361 - 2.9321082756 b375 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e5766: - 2.9321082756 b361 - 2.9321082756 b382 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e5767: - 2.9321082756 b361 - 2.9321082756 b389 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e5768: - 2.118573403024 b70 - 2.118573403024 b368 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e5769: - 2.118573403024 b82 - 2.118573403024 b368 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e5770: - 2.118573403024 b94 - 2.118573403024 b368 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e5771: - 2.118573403024 b106 - 2.118573403024 b368 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e5772: - 2.118573403024 b118 - 2.118573403024 b368 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e5773: - 2.118573403024 b130 - 2.118573403024 b368 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e5774: - 2.118573403024 b142 - 2.118573403024 b368 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e5775: - 2.118573403024 b154 - 2.118573403024 b368 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e5776: - 2.118573403024 b166 - 2.118573403024 b368 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e5777: - 2.118573403024 b178 - 2.118573403024 b368 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e5778: - 1.436936830729 b200 - 1.436936830729 b368 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e5779: - 1.436936830729 b222 - 1.436936830729 b368 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e5780: - 1.436936830729 b244 - 1.436936830729 b368 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e5781: - 1.436936830729 b266 - 1.436936830729 b368 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e5782: - 1.436936830729 b288 - 1.436936830729 b368 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e5783: - 1.436936830729 b310 - 1.436936830729 b368 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e5784: - 1.436936830729 b332 - 1.436936830729 b368 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e5785: - 1.436936830729 b354 - 1.436936830729 b368 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e5786: - 2.9321082756 b361 - 2.9321082756 b368 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e5787: - 2.9321082756 b368 - 2.9321082756 b375 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e5788: - 2.9321082756 b368 - 2.9321082756 b382 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e5789: - 2.9321082756 b368 - 2.9321082756 b389 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e5790: - 2.118573403024 b70 - 2.118573403024 b375 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e5791: - 2.118573403024 b82 - 2.118573403024 b375 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e5792: - 2.118573403024 b94 - 2.118573403024 b375 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e5793: - 2.118573403024 b106 - 2.118573403024 b375 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e5794: - 2.118573403024 b118 - 2.118573403024 b375 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e5795: - 2.118573403024 b130 - 2.118573403024 b375 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e5796: - 2.118573403024 b142 - 2.118573403024 b375 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e5797: - 2.118573403024 b154 - 2.118573403024 b375 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e5798: - 2.118573403024 b166 - 2.118573403024 b375 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e5799: - 2.118573403024 b178 - 2.118573403024 b375 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e5800: - 1.436936830729 b200 - 1.436936830729 b375 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e5801: - 1.436936830729 b222 - 1.436936830729 b375 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e5802: - 1.436936830729 b244 - 1.436936830729 b375 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e5803: - 1.436936830729 b266 - 1.436936830729 b375 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e5804: - 1.436936830729 b288 - 1.436936830729 b375 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e5805: - 1.436936830729 b310 - 1.436936830729 b375 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e5806: - 1.436936830729 b332 - 1.436936830729 b375 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e5807: - 1.436936830729 b354 - 1.436936830729 b375 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e5808: - 2.9321082756 b361 - 2.9321082756 b375 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e5809: - 2.9321082756 b368 - 2.9321082756 b375 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e5810: - 2.9321082756 b375 - 2.9321082756 b382 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e5811: - 2.9321082756 b375 - 2.9321082756 b389 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e5812: - 2.118573403024 b70 - 2.118573403024 b382 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e5813: - 2.118573403024 b82 - 2.118573403024 b382 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e5814: - 2.118573403024 b94 - 2.118573403024 b382 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e5815: - 2.118573403024 b106 - 2.118573403024 b382 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e5816: - 2.118573403024 b118 - 2.118573403024 b382 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e5817: - 2.118573403024 b130 - 2.118573403024 b382 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e5818: - 2.118573403024 b142 - 2.118573403024 b382 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e5819: - 2.118573403024 b154 - 2.118573403024 b382 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e5820: - 2.118573403024 b166 - 2.118573403024 b382 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e5821: - 2.118573403024 b178 - 2.118573403024 b382 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e5822: - 1.436936830729 b200 - 1.436936830729 b382 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e5823: - 1.436936830729 b222 - 1.436936830729 b382 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e5824: - 1.436936830729 b244 - 1.436936830729 b382 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e5825: - 1.436936830729 b266 - 1.436936830729 b382 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e5826: - 1.436936830729 b288 - 1.436936830729 b382 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e5827: - 1.436936830729 b310 - 1.436936830729 b382 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e5828: - 1.436936830729 b332 - 1.436936830729 b382 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e5829: - 1.436936830729 b354 - 1.436936830729 b382 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e5830: - 2.9321082756 b361 - 2.9321082756 b382 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e5831: - 2.9321082756 b368 - 2.9321082756 b382 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e5832: - 2.9321082756 b375 - 2.9321082756 b382 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e5833: - 2.9321082756 b382 - 2.9321082756 b389 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e5834: - 2.118573403024 b70 - 2.118573403024 b389 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e5835: - 2.118573403024 b82 - 2.118573403024 b389 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e5836: - 2.118573403024 b94 - 2.118573403024 b389 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e5837: - 2.118573403024 b106 - 2.118573403024 b389 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e5838: - 2.118573403024 b118 - 2.118573403024 b389 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e5839: - 2.118573403024 b130 - 2.118573403024 b389 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e5840: - 2.118573403024 b142 - 2.118573403024 b389 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e5841: - 2.118573403024 b154 - 2.118573403024 b389 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e5842: - 2.118573403024 b166 - 2.118573403024 b389 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e5843: - 2.118573403024 b178 - 2.118573403024 b389 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e5844: - 1.436936830729 b200 - 1.436936830729 b389 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e5845: - 1.436936830729 b222 - 1.436936830729 b389 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e5846: - 1.436936830729 b244 - 1.436936830729 b389 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e5847: - 1.436936830729 b266 - 1.436936830729 b389 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e5848: - 1.436936830729 b288 - 1.436936830729 b389 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e5849: - 1.436936830729 b310 - 1.436936830729 b389 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e5850: - 1.436936830729 b332 - 1.436936830729 b389 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e5851: - 1.436936830729 b354 - 1.436936830729 b389 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e5852: - 2.9321082756 b361 - 2.9321082756 b389 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e5853: - 2.9321082756 b368 - 2.9321082756 b389 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e5854: - 2.9321082756 b375 - 2.9321082756 b389 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e5855: - 2.9321082756 b382 - 2.9321082756 b389 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e5856: - 1.436939228176 b71 - 1.436939228176 b83 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e5857: - 1.436939228176 b71 - 1.436939228176 b95 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e5858: - 1.436939228176 b71 - 1.436939228176 b107 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e5859: - 1.436939228176 b71 - 1.436939228176 b119 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e5860: - 1.436939228176 b71 - 1.436939228176 b131 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e5861: - 1.436939228176 b71 - 1.436939228176 b143 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e5862: - 1.436939228176 b71 - 1.436939228176 b155 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e5863: - 1.436939228176 b71 - 1.436939228176 b167 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e5864: - 1.436939228176 b71 - 1.436939228176 b179 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e5865: - .887203867225 b71 - .887203867225 b201 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e5866: - .887203867225 b71 - .887203867225 b223 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e5867: - .887203867225 b71 - .887203867225 b245 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e5868: - .887203867225 b71 - .887203867225 b267 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e5869: - .887203867225 b71 - .887203867225 b289 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e5870: - .887203867225 b71 - .887203867225 b311 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e5871: - .887203867225 b71 - .887203867225 b333 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e5872: - .887203867225 b71 - .887203867225 b355 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e5873: - 2.118573403024 b71 - 2.118573403024 b362 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e5874: - 2.118573403024 b71 - 2.118573403024 b369 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e5875: - 2.118573403024 b71 - 2.118573403024 b376 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e5876: - 2.118573403024 b71 - 2.118573403024 b383 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e5877: - 2.118573403024 b71 - 2.118573403024 b390 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e5878: - 4.509770398884 b71 - 4.509770398884 b393 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e5879: - 4.509770398884 b71 - 4.509770398884 b396 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e5880: - 4.509770398884 b71 - 4.509770398884 b399 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e5881: - 4.509770398884 b71 - 4.509770398884 b402 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e5882: - 1.436939228176 b71 - 1.436939228176 b83 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e5883: - 1.436939228176 b83 - 1.436939228176 b95 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e5884: - 1.436939228176 b83 - 1.436939228176 b107 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e5885: - 1.436939228176 b83 - 1.436939228176 b119 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e5886: - 1.436939228176 b83 - 1.436939228176 b131 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e5887: - 1.436939228176 b83 - 1.436939228176 b143 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e5888: - 1.436939228176 b83 - 1.436939228176 b155 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e5889: - 1.436939228176 b83 - 1.436939228176 b167 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e5890: - 1.436939228176 b83 - 1.436939228176 b179 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e5891: - .887203867225 b83 - .887203867225 b201 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e5892: - .887203867225 b83 - .887203867225 b223 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e5893: - .887203867225 b83 - .887203867225 b245 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e5894: - .887203867225 b83 - .887203867225 b267 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e5895: - .887203867225 b83 - .887203867225 b289 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e5896: - .887203867225 b83 - .887203867225 b311 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e5897: - .887203867225 b83 - .887203867225 b333 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e5898: - .887203867225 b83 - .887203867225 b355 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e5899: - 2.118573403024 b83 - 2.118573403024 b362 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e5900: - 2.118573403024 b83 - 2.118573403024 b369 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e5901: - 2.118573403024 b83 - 2.118573403024 b376 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e5902: - 2.118573403024 b83 - 2.118573403024 b383 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e5903: - 2.118573403024 b83 - 2.118573403024 b390 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e5904: - 4.509770398884 b83 - 4.509770398884 b393 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e5905: - 4.509770398884 b83 - 4.509770398884 b396 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e5906: - 4.509770398884 b83 - 4.509770398884 b399 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e5907: - 4.509770398884 b83 - 4.509770398884 b402 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e5908: - 1.436939228176 b71 - 1.436939228176 b95 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e5909: - 1.436939228176 b83 - 1.436939228176 b95 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e5910: - 1.436939228176 b95 - 1.436939228176 b107 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e5911: - 1.436939228176 b95 - 1.436939228176 b119 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e5912: - 1.436939228176 b95 - 1.436939228176 b131 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e5913: - 1.436939228176 b95 - 1.436939228176 b143 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e5914: - 1.436939228176 b95 - 1.436939228176 b155 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e5915: - 1.436939228176 b95 - 1.436939228176 b167 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e5916: - 1.436939228176 b95 - 1.436939228176 b179 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e5917: - .887203867225 b95 - .887203867225 b201 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e5918: - .887203867225 b95 - .887203867225 b223 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e5919: - .887203867225 b95 - .887203867225 b245 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e5920: - .887203867225 b95 - .887203867225 b267 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e5921: - .887203867225 b95 - .887203867225 b289 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e5922: - .887203867225 b95 - .887203867225 b311 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e5923: - .887203867225 b95 - .887203867225 b333 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e5924: - .887203867225 b95 - .887203867225 b355 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e5925: - 2.118573403024 b95 - 2.118573403024 b362 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e5926: - 2.118573403024 b95 - 2.118573403024 b369 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e5927: - 2.118573403024 b95 - 2.118573403024 b376 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e5928: - 2.118573403024 b95 - 2.118573403024 b383 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e5929: - 2.118573403024 b95 - 2.118573403024 b390 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e5930: - 4.509770398884 b95 - 4.509770398884 b393 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e5931: - 4.509770398884 b95 - 4.509770398884 b396 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e5932: - 4.509770398884 b95 - 4.509770398884 b399 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e5933: - 4.509770398884 b95 - 4.509770398884 b402 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e5934: - 1.436939228176 b71 - 1.436939228176 b107 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e5935: - 1.436939228176 b83 - 1.436939228176 b107 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e5936: - 1.436939228176 b95 - 1.436939228176 b107 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e5937: - 1.436939228176 b107 - 1.436939228176 b119 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e5938: - 1.436939228176 b107 - 1.436939228176 b131 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e5939: - 1.436939228176 b107 - 1.436939228176 b143 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e5940: - 1.436939228176 b107 - 1.436939228176 b155 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e5941: - 1.436939228176 b107 - 1.436939228176 b167 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e5942: - 1.436939228176 b107 - 1.436939228176 b179 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e5943: - .887203867225 b107 - .887203867225 b201 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e5944: - .887203867225 b107 - .887203867225 b223 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e5945: - .887203867225 b107 - .887203867225 b245 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e5946: - .887203867225 b107 - .887203867225 b267 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e5947: - .887203867225 b107 - .887203867225 b289 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e5948: - .887203867225 b107 - .887203867225 b311 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e5949: - .887203867225 b107 - .887203867225 b333 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e5950: - .887203867225 b107 - .887203867225 b355 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e5951: - 2.118573403024 b107 - 2.118573403024 b362 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e5952: - 2.118573403024 b107 - 2.118573403024 b369 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e5953: - 2.118573403024 b107 - 2.118573403024 b376 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e5954: - 2.118573403024 b107 - 2.118573403024 b383 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e5955: - 2.118573403024 b107 - 2.118573403024 b390 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e5956: - 4.509770398884 b107 - 4.509770398884 b393 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e5957: - 4.509770398884 b107 - 4.509770398884 b396 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e5958: - 4.509770398884 b107 - 4.509770398884 b399 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e5959: - 4.509770398884 b107 - 4.509770398884 b402 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e5960: - 1.436939228176 b71 - 1.436939228176 b119 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e5961: - 1.436939228176 b83 - 1.436939228176 b119 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e5962: - 1.436939228176 b95 - 1.436939228176 b119 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e5963: - 1.436939228176 b107 - 1.436939228176 b119 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e5964: - 1.436939228176 b119 - 1.436939228176 b131 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e5965: - 1.436939228176 b119 - 1.436939228176 b143 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e5966: - 1.436939228176 b119 - 1.436939228176 b155 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e5967: - 1.436939228176 b119 - 1.436939228176 b167 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e5968: - 1.436939228176 b119 - 1.436939228176 b179 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e5969: - .887203867225 b119 - .887203867225 b201 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e5970: - .887203867225 b119 - .887203867225 b223 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e5971: - .887203867225 b119 - .887203867225 b245 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e5972: - .887203867225 b119 - .887203867225 b267 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e5973: - .887203867225 b119 - .887203867225 b289 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e5974: - .887203867225 b119 - .887203867225 b311 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e5975: - .887203867225 b119 - .887203867225 b333 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e5976: - .887203867225 b119 - .887203867225 b355 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e5977: - 2.118573403024 b119 - 2.118573403024 b362 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e5978: - 2.118573403024 b119 - 2.118573403024 b369 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e5979: - 2.118573403024 b119 - 2.118573403024 b376 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e5980: - 2.118573403024 b119 - 2.118573403024 b383 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e5981: - 2.118573403024 b119 - 2.118573403024 b390 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e5982: - 4.509770398884 b119 - 4.509770398884 b393 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e5983: - 4.509770398884 b119 - 4.509770398884 b396 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e5984: - 4.509770398884 b119 - 4.509770398884 b399 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e5985: - 4.509770398884 b119 - 4.509770398884 b402 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e5986: - 1.436939228176 b71 - 1.436939228176 b131 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e5987: - 1.436939228176 b83 - 1.436939228176 b131 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e5988: - 1.436939228176 b95 - 1.436939228176 b131 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e5989: - 1.436939228176 b107 - 1.436939228176 b131 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e5990: - 1.436939228176 b119 - 1.436939228176 b131 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e5991: - 1.436939228176 b131 - 1.436939228176 b143 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e5992: - 1.436939228176 b131 - 1.436939228176 b155 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e5993: - 1.436939228176 b131 - 1.436939228176 b167 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e5994: - 1.436939228176 b131 - 1.436939228176 b179 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e5995: - .887203867225 b131 - .887203867225 b201 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e5996: - .887203867225 b131 - .887203867225 b223 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e5997: - .887203867225 b131 - .887203867225 b245 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e5998: - .887203867225 b131 - .887203867225 b267 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e5999: - .887203867225 b131 - .887203867225 b289 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e6000: - .887203867225 b131 - .887203867225 b311 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e6001: - .887203867225 b131 - .887203867225 b333 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e6002: - .887203867225 b131 - .887203867225 b355 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e6003: - 2.118573403024 b131 - 2.118573403024 b362 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e6004: - 2.118573403024 b131 - 2.118573403024 b369 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e6005: - 2.118573403024 b131 - 2.118573403024 b376 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e6006: - 2.118573403024 b131 - 2.118573403024 b383 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e6007: - 2.118573403024 b131 - 2.118573403024 b390 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e6008: - 4.509770398884 b131 - 4.509770398884 b393 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e6009: - 4.509770398884 b131 - 4.509770398884 b396 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e6010: - 4.509770398884 b131 - 4.509770398884 b399 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e6011: - 4.509770398884 b131 - 4.509770398884 b402 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e6012: - 1.436939228176 b71 - 1.436939228176 b143 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e6013: - 1.436939228176 b83 - 1.436939228176 b143 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e6014: - 1.436939228176 b95 - 1.436939228176 b143 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e6015: - 1.436939228176 b107 - 1.436939228176 b143 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e6016: - 1.436939228176 b119 - 1.436939228176 b143 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e6017: - 1.436939228176 b131 - 1.436939228176 b143 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e6018: - 1.436939228176 b143 - 1.436939228176 b155 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e6019: - 1.436939228176 b143 - 1.436939228176 b167 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e6020: - 1.436939228176 b143 - 1.436939228176 b179 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e6021: - .887203867225 b143 - .887203867225 b201 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e6022: - .887203867225 b143 - .887203867225 b223 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e6023: - .887203867225 b143 - .887203867225 b245 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e6024: - .887203867225 b143 - .887203867225 b267 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e6025: - .887203867225 b143 - .887203867225 b289 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e6026: - .887203867225 b143 - .887203867225 b311 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e6027: - .887203867225 b143 - .887203867225 b333 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e6028: - .887203867225 b143 - .887203867225 b355 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e6029: - 2.118573403024 b143 - 2.118573403024 b362 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e6030: - 2.118573403024 b143 - 2.118573403024 b369 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e6031: - 2.118573403024 b143 - 2.118573403024 b376 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e6032: - 2.118573403024 b143 - 2.118573403024 b383 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e6033: - 2.118573403024 b143 - 2.118573403024 b390 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e6034: - 4.509770398884 b143 - 4.509770398884 b393 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e6035: - 4.509770398884 b143 - 4.509770398884 b396 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e6036: - 4.509770398884 b143 - 4.509770398884 b399 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e6037: - 4.509770398884 b143 - 4.509770398884 b402 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e6038: - 1.436939228176 b71 - 1.436939228176 b155 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e6039: - 1.436939228176 b83 - 1.436939228176 b155 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e6040: - 1.436939228176 b95 - 1.436939228176 b155 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e6041: - 1.436939228176 b107 - 1.436939228176 b155 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e6042: - 1.436939228176 b119 - 1.436939228176 b155 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e6043: - 1.436939228176 b131 - 1.436939228176 b155 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e6044: - 1.436939228176 b143 - 1.436939228176 b155 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e6045: - 1.436939228176 b155 - 1.436939228176 b167 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e6046: - 1.436939228176 b155 - 1.436939228176 b179 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e6047: - .887203867225 b155 - .887203867225 b201 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e6048: - .887203867225 b155 - .887203867225 b223 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e6049: - .887203867225 b155 - .887203867225 b245 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e6050: - .887203867225 b155 - .887203867225 b267 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e6051: - .887203867225 b155 - .887203867225 b289 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e6052: - .887203867225 b155 - .887203867225 b311 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e6053: - .887203867225 b155 - .887203867225 b333 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e6054: - .887203867225 b155 - .887203867225 b355 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e6055: - 2.118573403024 b155 - 2.118573403024 b362 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e6056: - 2.118573403024 b155 - 2.118573403024 b369 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e6057: - 2.118573403024 b155 - 2.118573403024 b376 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e6058: - 2.118573403024 b155 - 2.118573403024 b383 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e6059: - 2.118573403024 b155 - 2.118573403024 b390 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e6060: - 4.509770398884 b155 - 4.509770398884 b393 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e6061: - 4.509770398884 b155 - 4.509770398884 b396 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e6062: - 4.509770398884 b155 - 4.509770398884 b399 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e6063: - 4.509770398884 b155 - 4.509770398884 b402 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e6064: - 1.436939228176 b71 - 1.436939228176 b167 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e6065: - 1.436939228176 b83 - 1.436939228176 b167 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e6066: - 1.436939228176 b95 - 1.436939228176 b167 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e6067: - 1.436939228176 b107 - 1.436939228176 b167 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e6068: - 1.436939228176 b119 - 1.436939228176 b167 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e6069: - 1.436939228176 b131 - 1.436939228176 b167 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e6070: - 1.436939228176 b143 - 1.436939228176 b167 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e6071: - 1.436939228176 b155 - 1.436939228176 b167 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e6072: - 1.436939228176 b167 - 1.436939228176 b179 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e6073: - .887203867225 b167 - .887203867225 b201 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e6074: - .887203867225 b167 - .887203867225 b223 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e6075: - .887203867225 b167 - .887203867225 b245 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e6076: - .887203867225 b167 - .887203867225 b267 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e6077: - .887203867225 b167 - .887203867225 b289 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e6078: - .887203867225 b167 - .887203867225 b311 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e6079: - .887203867225 b167 - .887203867225 b333 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e6080: - .887203867225 b167 - .887203867225 b355 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e6081: - 2.118573403024 b167 - 2.118573403024 b362 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e6082: - 2.118573403024 b167 - 2.118573403024 b369 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e6083: - 2.118573403024 b167 - 2.118573403024 b376 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e6084: - 2.118573403024 b167 - 2.118573403024 b383 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e6085: - 2.118573403024 b167 - 2.118573403024 b390 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e6086: - 4.509770398884 b167 - 4.509770398884 b393 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e6087: - 4.509770398884 b167 - 4.509770398884 b396 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e6088: - 4.509770398884 b167 - 4.509770398884 b399 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e6089: - 4.509770398884 b167 - 4.509770398884 b402 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e6090: - 1.436939228176 b71 - 1.436939228176 b179 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e6091: - 1.436939228176 b83 - 1.436939228176 b179 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e6092: - 1.436939228176 b95 - 1.436939228176 b179 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e6093: - 1.436939228176 b107 - 1.436939228176 b179 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e6094: - 1.436939228176 b119 - 1.436939228176 b179 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e6095: - 1.436939228176 b131 - 1.436939228176 b179 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e6096: - 1.436939228176 b143 - 1.436939228176 b179 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e6097: - 1.436939228176 b155 - 1.436939228176 b179 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e6098: - 1.436939228176 b167 - 1.436939228176 b179 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e6099: - .887203867225 b179 - .887203867225 b201 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e6100: - .887203867225 b179 - .887203867225 b223 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e6101: - .887203867225 b179 - .887203867225 b245 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e6102: - .887203867225 b179 - .887203867225 b267 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e6103: - .887203867225 b179 - .887203867225 b289 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e6104: - .887203867225 b179 - .887203867225 b311 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e6105: - .887203867225 b179 - .887203867225 b333 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e6106: - .887203867225 b179 - .887203867225 b355 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e6107: - 2.118573403024 b179 - 2.118573403024 b362 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e6108: - 2.118573403024 b179 - 2.118573403024 b369 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e6109: - 2.118573403024 b179 - 2.118573403024 b376 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e6110: - 2.118573403024 b179 - 2.118573403024 b383 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e6111: - 2.118573403024 b179 - 2.118573403024 b390 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e6112: - 4.509770398884 b179 - 4.509770398884 b393 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e6113: - 4.509770398884 b179 - 4.509770398884 b396 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e6114: - 4.509770398884 b179 - 4.509770398884 b399 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e6115: - 4.509770398884 b179 - 4.509770398884 b402 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e6116: - .887203867225 b71 - .887203867225 b201 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e6117: - .887203867225 b83 - .887203867225 b201 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e6118: - .887203867225 b95 - .887203867225 b201 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e6119: - .887203867225 b107 - .887203867225 b201 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e6120: - .887203867225 b119 - .887203867225 b201 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e6121: - .887203867225 b131 - .887203867225 b201 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e6122: - .887203867225 b143 - .887203867225 b201 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e6123: - .887203867225 b155 - .887203867225 b201 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e6124: - .887203867225 b167 - .887203867225 b201 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e6125: - .887203867225 b179 - .887203867225 b201 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e6126: - .469370231236 b201 - .469370231236 b223 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e6127: - .469370231236 b201 - .469370231236 b245 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e6128: - .469370231236 b201 - .469370231236 b267 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e6129: - .469370231236 b201 - .469370231236 b289 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e6130: - .469370231236 b201 - .469370231236 b311 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e6131: - .469370231236 b201 - .469370231236 b333 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e6132: - .469370231236 b201 - .469370231236 b355 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e6133: - 1.436936830729 b201 - 1.436936830729 b362 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e6134: - 1.436936830729 b201 - 1.436936830729 b369 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e6135: - 1.436936830729 b201 - 1.436936830729 b376 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e6136: - 1.436936830729 b201 - 1.436936830729 b383 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e6137: - 1.436936830729 b201 - 1.436936830729 b390 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e6138: - 3.484990776969 b201 - 3.484990776969 b393 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e6139: - 3.484990776969 b201 - 3.484990776969 b396 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e6140: - 3.484990776969 b201 - 3.484990776969 b399 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e6141: - 3.484990776969 b201 - 3.484990776969 b402 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e6142: - .887203867225 b71 - .887203867225 b223 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e6143: - .887203867225 b83 - .887203867225 b223 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e6144: - .887203867225 b95 - .887203867225 b223 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e6145: - .887203867225 b107 - .887203867225 b223 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e6146: - .887203867225 b119 - .887203867225 b223 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e6147: - .887203867225 b131 - .887203867225 b223 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e6148: - .887203867225 b143 - .887203867225 b223 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e6149: - .887203867225 b155 - .887203867225 b223 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e6150: - .887203867225 b167 - .887203867225 b223 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e6151: - .887203867225 b179 - .887203867225 b223 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e6152: - .469370231236 b201 - .469370231236 b223 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e6153: - .469370231236 b223 - .469370231236 b245 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e6154: - .469370231236 b223 - .469370231236 b267 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e6155: - .469370231236 b223 - .469370231236 b289 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e6156: - .469370231236 b223 - .469370231236 b311 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e6157: - .469370231236 b223 - .469370231236 b333 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e6158: - .469370231236 b223 - .469370231236 b355 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e6159: - 1.436936830729 b223 - 1.436936830729 b362 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e6160: - 1.436936830729 b223 - 1.436936830729 b369 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e6161: - 1.436936830729 b223 - 1.436936830729 b376 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e6162: - 1.436936830729 b223 - 1.436936830729 b383 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e6163: - 1.436936830729 b223 - 1.436936830729 b390 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e6164: - 3.484990776969 b223 - 3.484990776969 b393 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e6165: - 3.484990776969 b223 - 3.484990776969 b396 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e6166: - 3.484990776969 b223 - 3.484990776969 b399 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e6167: - 3.484990776969 b223 - 3.484990776969 b402 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e6168: - .887203867225 b71 - .887203867225 b245 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e6169: - .887203867225 b83 - .887203867225 b245 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e6170: - .887203867225 b95 - .887203867225 b245 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e6171: - .887203867225 b107 - .887203867225 b245 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e6172: - .887203867225 b119 - .887203867225 b245 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e6173: - .887203867225 b131 - .887203867225 b245 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e6174: - .887203867225 b143 - .887203867225 b245 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e6175: - .887203867225 b155 - .887203867225 b245 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e6176: - .887203867225 b167 - .887203867225 b245 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e6177: - .887203867225 b179 - .887203867225 b245 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e6178: - .469370231236 b201 - .469370231236 b245 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e6179: - .469370231236 b223 - .469370231236 b245 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e6180: - .469370231236 b245 - .469370231236 b267 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e6181: - .469370231236 b245 - .469370231236 b289 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e6182: - .469370231236 b245 - .469370231236 b311 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e6183: - .469370231236 b245 - .469370231236 b333 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e6184: - .469370231236 b245 - .469370231236 b355 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e6185: - 1.436936830729 b245 - 1.436936830729 b362 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e6186: - 1.436936830729 b245 - 1.436936830729 b369 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e6187: - 1.436936830729 b245 - 1.436936830729 b376 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e6188: - 1.436936830729 b245 - 1.436936830729 b383 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e6189: - 1.436936830729 b245 - 1.436936830729 b390 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e6190: - 3.484990776969 b245 - 3.484990776969 b393 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e6191: - 3.484990776969 b245 - 3.484990776969 b396 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e6192: - 3.484990776969 b245 - 3.484990776969 b399 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e6193: - 3.484990776969 b245 - 3.484990776969 b402 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e6194: - .887203867225 b71 - .887203867225 b267 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e6195: - .887203867225 b83 - .887203867225 b267 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e6196: - .887203867225 b95 - .887203867225 b267 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e6197: - .887203867225 b107 - .887203867225 b267 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e6198: - .887203867225 b119 - .887203867225 b267 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e6199: - .887203867225 b131 - .887203867225 b267 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e6200: - .887203867225 b143 - .887203867225 b267 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e6201: - .887203867225 b155 - .887203867225 b267 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e6202: - .887203867225 b167 - .887203867225 b267 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e6203: - .887203867225 b179 - .887203867225 b267 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e6204: - .469370231236 b201 - .469370231236 b267 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e6205: - .469370231236 b223 - .469370231236 b267 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e6206: - .469370231236 b245 - .469370231236 b267 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e6207: - .469370231236 b267 - .469370231236 b289 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e6208: - .469370231236 b267 - .469370231236 b311 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e6209: - .469370231236 b267 - .469370231236 b333 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e6210: - .469370231236 b267 - .469370231236 b355 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e6211: - 1.436936830729 b267 - 1.436936830729 b362 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e6212: - 1.436936830729 b267 - 1.436936830729 b369 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e6213: - 1.436936830729 b267 - 1.436936830729 b376 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e6214: - 1.436936830729 b267 - 1.436936830729 b383 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e6215: - 1.436936830729 b267 - 1.436936830729 b390 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e6216: - 3.484990776969 b267 - 3.484990776969 b393 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e6217: - 3.484990776969 b267 - 3.484990776969 b396 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e6218: - 3.484990776969 b267 - 3.484990776969 b399 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e6219: - 3.484990776969 b267 - 3.484990776969 b402 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e6220: - .887203867225 b71 - .887203867225 b289 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e6221: - .887203867225 b83 - .887203867225 b289 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e6222: - .887203867225 b95 - .887203867225 b289 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e6223: - .887203867225 b107 - .887203867225 b289 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e6224: - .887203867225 b119 - .887203867225 b289 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e6225: - .887203867225 b131 - .887203867225 b289 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e6226: - .887203867225 b143 - .887203867225 b289 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e6227: - .887203867225 b155 - .887203867225 b289 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e6228: - .887203867225 b167 - .887203867225 b289 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e6229: - .887203867225 b179 - .887203867225 b289 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e6230: - .469370231236 b201 - .469370231236 b289 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e6231: - .469370231236 b223 - .469370231236 b289 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e6232: - .469370231236 b245 - .469370231236 b289 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e6233: - .469370231236 b267 - .469370231236 b289 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e6234: - .469370231236 b289 - .469370231236 b311 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e6235: - .469370231236 b289 - .469370231236 b333 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e6236: - .469370231236 b289 - .469370231236 b355 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e6237: - 1.436936830729 b289 - 1.436936830729 b362 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e6238: - 1.436936830729 b289 - 1.436936830729 b369 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e6239: - 1.436936830729 b289 - 1.436936830729 b376 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e6240: - 1.436936830729 b289 - 1.436936830729 b383 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e6241: - 1.436936830729 b289 - 1.436936830729 b390 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e6242: - 3.484990776969 b289 - 3.484990776969 b393 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e6243: - 3.484990776969 b289 - 3.484990776969 b396 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e6244: - 3.484990776969 b289 - 3.484990776969 b399 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e6245: - 3.484990776969 b289 - 3.484990776969 b402 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e6246: - .887203867225 b71 - .887203867225 b311 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e6247: - .887203867225 b83 - .887203867225 b311 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e6248: - .887203867225 b95 - .887203867225 b311 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e6249: - .887203867225 b107 - .887203867225 b311 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e6250: - .887203867225 b119 - .887203867225 b311 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e6251: - .887203867225 b131 - .887203867225 b311 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e6252: - .887203867225 b143 - .887203867225 b311 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e6253: - .887203867225 b155 - .887203867225 b311 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e6254: - .887203867225 b167 - .887203867225 b311 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e6255: - .887203867225 b179 - .887203867225 b311 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e6256: - .469370231236 b201 - .469370231236 b311 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e6257: - .469370231236 b223 - .469370231236 b311 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e6258: - .469370231236 b245 - .469370231236 b311 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e6259: - .469370231236 b267 - .469370231236 b311 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e6260: - .469370231236 b289 - .469370231236 b311 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e6261: - .469370231236 b311 - .469370231236 b333 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e6262: - .469370231236 b311 - .469370231236 b355 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e6263: - 1.436936830729 b311 - 1.436936830729 b362 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e6264: - 1.436936830729 b311 - 1.436936830729 b369 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e6265: - 1.436936830729 b311 - 1.436936830729 b376 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e6266: - 1.436936830729 b311 - 1.436936830729 b383 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e6267: - 1.436936830729 b311 - 1.436936830729 b390 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e6268: - 3.484990776969 b311 - 3.484990776969 b393 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e6269: - 3.484990776969 b311 - 3.484990776969 b396 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e6270: - 3.484990776969 b311 - 3.484990776969 b399 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e6271: - 3.484990776969 b311 - 3.484990776969 b402 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e6272: - .887203867225 b71 - .887203867225 b333 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e6273: - .887203867225 b83 - .887203867225 b333 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e6274: - .887203867225 b95 - .887203867225 b333 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e6275: - .887203867225 b107 - .887203867225 b333 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e6276: - .887203867225 b119 - .887203867225 b333 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e6277: - .887203867225 b131 - .887203867225 b333 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e6278: - .887203867225 b143 - .887203867225 b333 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e6279: - .887203867225 b155 - .887203867225 b333 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e6280: - .887203867225 b167 - .887203867225 b333 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e6281: - .887203867225 b179 - .887203867225 b333 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e6282: - .469370231236 b201 - .469370231236 b333 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e6283: - .469370231236 b223 - .469370231236 b333 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e6284: - .469370231236 b245 - .469370231236 b333 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e6285: - .469370231236 b267 - .469370231236 b333 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e6286: - .469370231236 b289 - .469370231236 b333 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e6287: - .469370231236 b311 - .469370231236 b333 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e6288: - .469370231236 b333 - .469370231236 b355 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e6289: - 1.436936830729 b333 - 1.436936830729 b362 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e6290: - 1.436936830729 b333 - 1.436936830729 b369 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e6291: - 1.436936830729 b333 - 1.436936830729 b376 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e6292: - 1.436936830729 b333 - 1.436936830729 b383 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e6293: - 1.436936830729 b333 - 1.436936830729 b390 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e6294: - 3.484990776969 b333 - 3.484990776969 b393 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e6295: - 3.484990776969 b333 - 3.484990776969 b396 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e6296: - 3.484990776969 b333 - 3.484990776969 b399 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e6297: - 3.484990776969 b333 - 3.484990776969 b402 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e6298: - .887203867225 b71 - .887203867225 b355 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e6299: - .887203867225 b83 - .887203867225 b355 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e6300: - .887203867225 b95 - .887203867225 b355 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e6301: - .887203867225 b107 - .887203867225 b355 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e6302: - .887203867225 b119 - .887203867225 b355 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e6303: - .887203867225 b131 - .887203867225 b355 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e6304: - .887203867225 b143 - .887203867225 b355 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e6305: - .887203867225 b155 - .887203867225 b355 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e6306: - .887203867225 b167 - .887203867225 b355 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e6307: - .887203867225 b179 - .887203867225 b355 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e6308: - .469370231236 b201 - .469370231236 b355 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e6309: - .469370231236 b223 - .469370231236 b355 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e6310: - .469370231236 b245 - .469370231236 b355 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e6311: - .469370231236 b267 - .469370231236 b355 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e6312: - .469370231236 b289 - .469370231236 b355 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e6313: - .469370231236 b311 - .469370231236 b355 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e6314: - .469370231236 b333 - .469370231236 b355 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e6315: - 1.436936830729 b355 - 1.436936830729 b362 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e6316: - 1.436936830729 b355 - 1.436936830729 b369 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e6317: - 1.436936830729 b355 - 1.436936830729 b376 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e6318: - 1.436936830729 b355 - 1.436936830729 b383 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e6319: - 1.436936830729 b355 - 1.436936830729 b390 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e6320: - 3.484990776969 b355 - 3.484990776969 b393 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e6321: - 3.484990776969 b355 - 3.484990776969 b396 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e6322: - 3.484990776969 b355 - 3.484990776969 b399 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e6323: - 3.484990776969 b355 - 3.484990776969 b402 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e6324: - 2.118573403024 b71 - 2.118573403024 b362 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e6325: - 2.118573403024 b83 - 2.118573403024 b362 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e6326: - 2.118573403024 b95 - 2.118573403024 b362 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e6327: - 2.118573403024 b107 - 2.118573403024 b362 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e6328: - 2.118573403024 b119 - 2.118573403024 b362 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e6329: - 2.118573403024 b131 - 2.118573403024 b362 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e6330: - 2.118573403024 b143 - 2.118573403024 b362 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e6331: - 2.118573403024 b155 - 2.118573403024 b362 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e6332: - 2.118573403024 b167 - 2.118573403024 b362 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e6333: - 2.118573403024 b179 - 2.118573403024 b362 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e6334: - 1.436936830729 b201 - 1.436936830729 b362 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e6335: - 1.436936830729 b223 - 1.436936830729 b362 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e6336: - 1.436936830729 b245 - 1.436936830729 b362 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e6337: - 1.436936830729 b267 - 1.436936830729 b362 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e6338: - 1.436936830729 b289 - 1.436936830729 b362 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e6339: - 1.436936830729 b311 - 1.436936830729 b362 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e6340: - 1.436936830729 b333 - 1.436936830729 b362 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e6341: - 1.436936830729 b355 - 1.436936830729 b362 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e6342: - 2.9321082756 b362 - 2.9321082756 b369 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e6343: - 2.9321082756 b362 - 2.9321082756 b376 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e6344: - 2.9321082756 b362 - 2.9321082756 b383 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e6345: - 2.9321082756 b362 - 2.9321082756 b390 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e6346: - 5.6664469849 b362 - 5.6664469849 b393 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e6347: - 5.6664469849 b362 - 5.6664469849 b396 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e6348: - 5.6664469849 b362 - 5.6664469849 b399 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e6349: - 5.6664469849 b362 - 5.6664469849 b402 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e6350: - 2.118573403024 b71 - 2.118573403024 b369 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e6351: - 2.118573403024 b83 - 2.118573403024 b369 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e6352: - 2.118573403024 b95 - 2.118573403024 b369 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e6353: - 2.118573403024 b107 - 2.118573403024 b369 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e6354: - 2.118573403024 b119 - 2.118573403024 b369 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e6355: - 2.118573403024 b131 - 2.118573403024 b369 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e6356: - 2.118573403024 b143 - 2.118573403024 b369 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e6357: - 2.118573403024 b155 - 2.118573403024 b369 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e6358: - 2.118573403024 b167 - 2.118573403024 b369 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e6359: - 2.118573403024 b179 - 2.118573403024 b369 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e6360: - 1.436936830729 b201 - 1.436936830729 b369 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e6361: - 1.436936830729 b223 - 1.436936830729 b369 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e6362: - 1.436936830729 b245 - 1.436936830729 b369 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e6363: - 1.436936830729 b267 - 1.436936830729 b369 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e6364: - 1.436936830729 b289 - 1.436936830729 b369 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e6365: - 1.436936830729 b311 - 1.436936830729 b369 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e6366: - 1.436936830729 b333 - 1.436936830729 b369 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e6367: - 1.436936830729 b355 - 1.436936830729 b369 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e6368: - 2.9321082756 b362 - 2.9321082756 b369 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e6369: - 2.9321082756 b369 - 2.9321082756 b376 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e6370: - 2.9321082756 b369 - 2.9321082756 b383 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e6371: - 2.9321082756 b369 - 2.9321082756 b390 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e6372: - 5.6664469849 b369 - 5.6664469849 b393 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e6373: - 5.6664469849 b369 - 5.6664469849 b396 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e6374: - 5.6664469849 b369 - 5.6664469849 b399 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e6375: - 5.6664469849 b369 - 5.6664469849 b402 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e6376: - 2.118573403024 b71 - 2.118573403024 b376 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e6377: - 2.118573403024 b83 - 2.118573403024 b376 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e6378: - 2.118573403024 b95 - 2.118573403024 b376 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e6379: - 2.118573403024 b107 - 2.118573403024 b376 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e6380: - 2.118573403024 b119 - 2.118573403024 b376 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e6381: - 2.118573403024 b131 - 2.118573403024 b376 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e6382: - 2.118573403024 b143 - 2.118573403024 b376 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e6383: - 2.118573403024 b155 - 2.118573403024 b376 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e6384: - 2.118573403024 b167 - 2.118573403024 b376 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e6385: - 2.118573403024 b179 - 2.118573403024 b376 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e6386: - 1.436936830729 b201 - 1.436936830729 b376 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e6387: - 1.436936830729 b223 - 1.436936830729 b376 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e6388: - 1.436936830729 b245 - 1.436936830729 b376 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e6389: - 1.436936830729 b267 - 1.436936830729 b376 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e6390: - 1.436936830729 b289 - 1.436936830729 b376 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e6391: - 1.436936830729 b311 - 1.436936830729 b376 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e6392: - 1.436936830729 b333 - 1.436936830729 b376 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e6393: - 1.436936830729 b355 - 1.436936830729 b376 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e6394: - 2.9321082756 b362 - 2.9321082756 b376 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e6395: - 2.9321082756 b369 - 2.9321082756 b376 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e6396: - 2.9321082756 b376 - 2.9321082756 b383 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e6397: - 2.9321082756 b376 - 2.9321082756 b390 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e6398: - 5.6664469849 b376 - 5.6664469849 b393 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e6399: - 5.6664469849 b376 - 5.6664469849 b396 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e6400: - 5.6664469849 b376 - 5.6664469849 b399 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e6401: - 5.6664469849 b376 - 5.6664469849 b402 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e6402: - 2.118573403024 b71 - 2.118573403024 b383 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e6403: - 2.118573403024 b83 - 2.118573403024 b383 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e6404: - 2.118573403024 b95 - 2.118573403024 b383 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e6405: - 2.118573403024 b107 - 2.118573403024 b383 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e6406: - 2.118573403024 b119 - 2.118573403024 b383 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e6407: - 2.118573403024 b131 - 2.118573403024 b383 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e6408: - 2.118573403024 b143 - 2.118573403024 b383 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e6409: - 2.118573403024 b155 - 2.118573403024 b383 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e6410: - 2.118573403024 b167 - 2.118573403024 b383 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e6411: - 2.118573403024 b179 - 2.118573403024 b383 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e6412: - 1.436936830729 b201 - 1.436936830729 b383 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e6413: - 1.436936830729 b223 - 1.436936830729 b383 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e6414: - 1.436936830729 b245 - 1.436936830729 b383 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e6415: - 1.436936830729 b267 - 1.436936830729 b383 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e6416: - 1.436936830729 b289 - 1.436936830729 b383 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e6417: - 1.436936830729 b311 - 1.436936830729 b383 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e6418: - 1.436936830729 b333 - 1.436936830729 b383 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e6419: - 1.436936830729 b355 - 1.436936830729 b383 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e6420: - 2.9321082756 b362 - 2.9321082756 b383 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e6421: - 2.9321082756 b369 - 2.9321082756 b383 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e6422: - 2.9321082756 b376 - 2.9321082756 b383 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e6423: - 2.9321082756 b383 - 2.9321082756 b390 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e6424: - 5.6664469849 b383 - 5.6664469849 b393 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e6425: - 5.6664469849 b383 - 5.6664469849 b396 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e6426: - 5.6664469849 b383 - 5.6664469849 b399 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e6427: - 5.6664469849 b383 - 5.6664469849 b402 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e6428: - 2.118573403024 b71 - 2.118573403024 b390 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e6429: - 2.118573403024 b83 - 2.118573403024 b390 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e6430: - 2.118573403024 b95 - 2.118573403024 b390 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e6431: - 2.118573403024 b107 - 2.118573403024 b390 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e6432: - 2.118573403024 b119 - 2.118573403024 b390 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e6433: - 2.118573403024 b131 - 2.118573403024 b390 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e6434: - 2.118573403024 b143 - 2.118573403024 b390 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e6435: - 2.118573403024 b155 - 2.118573403024 b390 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e6436: - 2.118573403024 b167 - 2.118573403024 b390 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e6437: - 2.118573403024 b179 - 2.118573403024 b390 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e6438: - 1.436936830729 b201 - 1.436936830729 b390 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e6439: - 1.436936830729 b223 - 1.436936830729 b390 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e6440: - 1.436936830729 b245 - 1.436936830729 b390 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e6441: - 1.436936830729 b267 - 1.436936830729 b390 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e6442: - 1.436936830729 b289 - 1.436936830729 b390 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e6443: - 1.436936830729 b311 - 1.436936830729 b390 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e6444: - 1.436936830729 b333 - 1.436936830729 b390 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e6445: - 1.436936830729 b355 - 1.436936830729 b390 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e6446: - 2.9321082756 b362 - 2.9321082756 b390 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e6447: - 2.9321082756 b369 - 2.9321082756 b390 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e6448: - 2.9321082756 b376 - 2.9321082756 b390 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e6449: - 2.9321082756 b383 - 2.9321082756 b390 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e6450: - 5.6664469849 b390 - 5.6664469849 b393 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e6451: - 5.6664469849 b390 - 5.6664469849 b396 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e6452: - 5.6664469849 b390 - 5.6664469849 b399 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e6453: - 5.6664469849 b390 - 5.6664469849 b402 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e6454: - 4.509770398884 b71 - 4.509770398884 b393 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e6455: - 4.509770398884 b83 - 4.509770398884 b393 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e6456: - 4.509770398884 b95 - 4.509770398884 b393 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e6457: - 4.509770398884 b107 - 4.509770398884 b393 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e6458: - 4.509770398884 b119 - 4.509770398884 b393 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e6459: - 4.509770398884 b131 - 4.509770398884 b393 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e6460: - 4.509770398884 b143 - 4.509770398884 b393 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e6461: - 4.509770398884 b155 - 4.509770398884 b393 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e6462: - 4.509770398884 b167 - 4.509770398884 b393 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e6463: - 4.509770398884 b179 - 4.509770398884 b393 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e6464: - 3.484990776969 b201 - 3.484990776969 b393 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e6465: - 3.484990776969 b223 - 3.484990776969 b393 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e6466: - 3.484990776969 b245 - 3.484990776969 b393 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e6467: - 3.484990776969 b267 - 3.484990776969 b393 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e6468: - 3.484990776969 b289 - 3.484990776969 b393 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e6469: - 3.484990776969 b311 - 3.484990776969 b393 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e6470: - 3.484990776969 b333 - 3.484990776969 b393 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e6471: - 3.484990776969 b355 - 3.484990776969 b393 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e6472: - 5.6664469849 b362 - 5.6664469849 b393 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e6473: - 5.6664469849 b369 - 5.6664469849 b393 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e6474: - 5.6664469849 b376 - 5.6664469849 b393 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e6475: - 5.6664469849 b383 - 5.6664469849 b393 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e6476: - 5.6664469849 b390 - 5.6664469849 b393 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e6477: - 9.2934741904 b393 - 9.2934741904 b396 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e6478: - 9.2934741904 b393 - 9.2934741904 b399 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e6479: - 9.2934741904 b393 - 9.2934741904 b402 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e6480: - 4.509770398884 b71 - 4.509770398884 b396 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e6481: - 4.509770398884 b83 - 4.509770398884 b396 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e6482: - 4.509770398884 b95 - 4.509770398884 b396 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e6483: - 4.509770398884 b107 - 4.509770398884 b396 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e6484: - 4.509770398884 b119 - 4.509770398884 b396 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e6485: - 4.509770398884 b131 - 4.509770398884 b396 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e6486: - 4.509770398884 b143 - 4.509770398884 b396 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e6487: - 4.509770398884 b155 - 4.509770398884 b396 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e6488: - 4.509770398884 b167 - 4.509770398884 b396 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e6489: - 4.509770398884 b179 - 4.509770398884 b396 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e6490: - 3.484990776969 b201 - 3.484990776969 b396 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e6491: - 3.484990776969 b223 - 3.484990776969 b396 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e6492: - 3.484990776969 b245 - 3.484990776969 b396 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e6493: - 3.484990776969 b267 - 3.484990776969 b396 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e6494: - 3.484990776969 b289 - 3.484990776969 b396 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e6495: - 3.484990776969 b311 - 3.484990776969 b396 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e6496: - 3.484990776969 b333 - 3.484990776969 b396 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e6497: - 3.484990776969 b355 - 3.484990776969 b396 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e6498: - 5.6664469849 b362 - 5.6664469849 b396 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e6499: - 5.6664469849 b369 - 5.6664469849 b396 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e6500: - 5.6664469849 b376 - 5.6664469849 b396 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e6501: - 5.6664469849 b383 - 5.6664469849 b396 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e6502: - 5.6664469849 b390 - 5.6664469849 b396 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e6503: - 9.2934741904 b393 - 9.2934741904 b396 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e6504: - 9.2934741904 b396 - 9.2934741904 b399 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e6505: - 9.2934741904 b396 - 9.2934741904 b402 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e6506: - 4.509770398884 b71 - 4.509770398884 b399 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e6507: - 4.509770398884 b83 - 4.509770398884 b399 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e6508: - 4.509770398884 b95 - 4.509770398884 b399 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e6509: - 4.509770398884 b107 - 4.509770398884 b399 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e6510: - 4.509770398884 b119 - 4.509770398884 b399 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e6511: - 4.509770398884 b131 - 4.509770398884 b399 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e6512: - 4.509770398884 b143 - 4.509770398884 b399 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e6513: - 4.509770398884 b155 - 4.509770398884 b399 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e6514: - 4.509770398884 b167 - 4.509770398884 b399 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e6515: - 4.509770398884 b179 - 4.509770398884 b399 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e6516: - 3.484990776969 b201 - 3.484990776969 b399 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e6517: - 3.484990776969 b223 - 3.484990776969 b399 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e6518: - 3.484990776969 b245 - 3.484990776969 b399 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e6519: - 3.484990776969 b267 - 3.484990776969 b399 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e6520: - 3.484990776969 b289 - 3.484990776969 b399 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e6521: - 3.484990776969 b311 - 3.484990776969 b399 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e6522: - 3.484990776969 b333 - 3.484990776969 b399 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e6523: - 3.484990776969 b355 - 3.484990776969 b399 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e6524: - 5.6664469849 b362 - 5.6664469849 b399 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e6525: - 5.6664469849 b369 - 5.6664469849 b399 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e6526: - 5.6664469849 b376 - 5.6664469849 b399 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e6527: - 5.6664469849 b383 - 5.6664469849 b399 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e6528: - 5.6664469849 b390 - 5.6664469849 b399 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e6529: - 9.2934741904 b393 - 9.2934741904 b399 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e6530: - 9.2934741904 b396 - 9.2934741904 b399 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e6531: - 9.2934741904 b399 - 9.2934741904 b402 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e6532: - 4.509770398884 b71 - 4.509770398884 b402 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e6533: - 4.509770398884 b83 - 4.509770398884 b402 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e6534: - 4.509770398884 b95 - 4.509770398884 b402 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e6535: - 4.509770398884 b107 - 4.509770398884 b402 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e6536: - 4.509770398884 b119 - 4.509770398884 b402 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e6537: - 4.509770398884 b131 - 4.509770398884 b402 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e6538: - 4.509770398884 b143 - 4.509770398884 b402 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e6539: - 4.509770398884 b155 - 4.509770398884 b402 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e6540: - 4.509770398884 b167 - 4.509770398884 b402 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e6541: - 4.509770398884 b179 - 4.509770398884 b402 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e6542: - 3.484990776969 b201 - 3.484990776969 b402 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e6543: - 3.484990776969 b223 - 3.484990776969 b402 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e6544: - 3.484990776969 b245 - 3.484990776969 b402 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e6545: - 3.484990776969 b267 - 3.484990776969 b402 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e6546: - 3.484990776969 b289 - 3.484990776969 b402 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e6547: - 3.484990776969 b311 - 3.484990776969 b402 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e6548: - 3.484990776969 b333 - 3.484990776969 b402 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e6549: - 3.484990776969 b355 - 3.484990776969 b402 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e6550: - 5.6664469849 b362 - 5.6664469849 b402 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e6551: - 5.6664469849 b369 - 5.6664469849 b402 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e6552: - 5.6664469849 b376 - 5.6664469849 b402 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e6553: - 5.6664469849 b383 - 5.6664469849 b402 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e6554: - 5.6664469849 b390 - 5.6664469849 b402 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e6555: - 9.2934741904 b393 - 9.2934741904 b402 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e6556: - 9.2934741904 b396 - 9.2934741904 b402 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e6557: - 9.2934741904 b399 - 9.2934741904 b402 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e6558: - 1.436939228176 b72 - 1.436939228176 b84 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e6559: - 1.436939228176 b72 - 1.436939228176 b96 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e6560: - 1.436939228176 b72 - 1.436939228176 b108 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e6561: - 1.436939228176 b72 - 1.436939228176 b120 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e6562: - 1.436939228176 b72 - 1.436939228176 b132 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e6563: - 1.436939228176 b72 - 1.436939228176 b144 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e6564: - 1.436939228176 b72 - 1.436939228176 b156 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e6565: - 1.436939228176 b72 - 1.436939228176 b168 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e6566: - 1.436939228176 b72 - 1.436939228176 b180 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e6567: - .887203867225 b72 - .887203867225 b202 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e6568: - .887203867225 b72 - .887203867225 b224 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e6569: - .887203867225 b72 - .887203867225 b246 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e6570: - .887203867225 b72 - .887203867225 b268 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e6571: - .887203867225 b72 - .887203867225 b290 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e6572: - .887203867225 b72 - .887203867225 b312 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e6573: - .887203867225 b72 - .887203867225 b334 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e6574: - .887203867225 b72 - .887203867225 b356 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e6575: - 2.118573403024 b72 - 2.118573403024 b363 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e6576: - 2.118573403024 b72 - 2.118573403024 b370 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e6577: - 2.118573403024 b72 - 2.118573403024 b377 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e6578: - 2.118573403024 b72 - 2.118573403024 b384 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e6579: - 2.118573403024 b72 - 2.118573403024 b391 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e6580: - 4.509770398884 b72 - 4.509770398884 b394 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e6581: - 4.509770398884 b72 - 4.509770398884 b397 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e6582: - 4.509770398884 b72 - 4.509770398884 b400 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e6583: - 4.509770398884 b72 - 4.509770398884 b403 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e6584: - 1.436939228176 b72 - 1.436939228176 b84 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e6585: - 1.436939228176 b84 - 1.436939228176 b96 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e6586: - 1.436939228176 b84 - 1.436939228176 b108 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e6587: - 1.436939228176 b84 - 1.436939228176 b120 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e6588: - 1.436939228176 b84 - 1.436939228176 b132 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e6589: - 1.436939228176 b84 - 1.436939228176 b144 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e6590: - 1.436939228176 b84 - 1.436939228176 b156 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e6591: - 1.436939228176 b84 - 1.436939228176 b168 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e6592: - 1.436939228176 b84 - 1.436939228176 b180 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e6593: - .887203867225 b84 - .887203867225 b202 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e6594: - .887203867225 b84 - .887203867225 b224 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e6595: - .887203867225 b84 - .887203867225 b246 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e6596: - .887203867225 b84 - .887203867225 b268 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e6597: - .887203867225 b84 - .887203867225 b290 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e6598: - .887203867225 b84 - .887203867225 b312 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e6599: - .887203867225 b84 - .887203867225 b334 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e6600: - .887203867225 b84 - .887203867225 b356 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e6601: - 2.118573403024 b84 - 2.118573403024 b363 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e6602: - 2.118573403024 b84 - 2.118573403024 b370 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e6603: - 2.118573403024 b84 - 2.118573403024 b377 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e6604: - 2.118573403024 b84 - 2.118573403024 b384 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e6605: - 2.118573403024 b84 - 2.118573403024 b391 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e6606: - 4.509770398884 b84 - 4.509770398884 b394 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e6607: - 4.509770398884 b84 - 4.509770398884 b397 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e6608: - 4.509770398884 b84 - 4.509770398884 b400 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e6609: - 4.509770398884 b84 - 4.509770398884 b403 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e6610: - 1.436939228176 b72 - 1.436939228176 b96 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e6611: - 1.436939228176 b84 - 1.436939228176 b96 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e6612: - 1.436939228176 b96 - 1.436939228176 b108 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e6613: - 1.436939228176 b96 - 1.436939228176 b120 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e6614: - 1.436939228176 b96 - 1.436939228176 b132 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e6615: - 1.436939228176 b96 - 1.436939228176 b144 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e6616: - 1.436939228176 b96 - 1.436939228176 b156 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e6617: - 1.436939228176 b96 - 1.436939228176 b168 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e6618: - 1.436939228176 b96 - 1.436939228176 b180 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e6619: - .887203867225 b96 - .887203867225 b202 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e6620: - .887203867225 b96 - .887203867225 b224 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e6621: - .887203867225 b96 - .887203867225 b246 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e6622: - .887203867225 b96 - .887203867225 b268 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e6623: - .887203867225 b96 - .887203867225 b290 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e6624: - .887203867225 b96 - .887203867225 b312 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e6625: - .887203867225 b96 - .887203867225 b334 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e6626: - .887203867225 b96 - .887203867225 b356 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e6627: - 2.118573403024 b96 - 2.118573403024 b363 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e6628: - 2.118573403024 b96 - 2.118573403024 b370 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e6629: - 2.118573403024 b96 - 2.118573403024 b377 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e6630: - 2.118573403024 b96 - 2.118573403024 b384 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e6631: - 2.118573403024 b96 - 2.118573403024 b391 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e6632: - 4.509770398884 b96 - 4.509770398884 b394 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e6633: - 4.509770398884 b96 - 4.509770398884 b397 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e6634: - 4.509770398884 b96 - 4.509770398884 b400 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e6635: - 4.509770398884 b96 - 4.509770398884 b403 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e6636: - 1.436939228176 b72 - 1.436939228176 b108 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e6637: - 1.436939228176 b84 - 1.436939228176 b108 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e6638: - 1.436939228176 b96 - 1.436939228176 b108 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e6639: - 1.436939228176 b108 - 1.436939228176 b120 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e6640: - 1.436939228176 b108 - 1.436939228176 b132 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e6641: - 1.436939228176 b108 - 1.436939228176 b144 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e6642: - 1.436939228176 b108 - 1.436939228176 b156 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e6643: - 1.436939228176 b108 - 1.436939228176 b168 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e6644: - 1.436939228176 b108 - 1.436939228176 b180 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e6645: - .887203867225 b108 - .887203867225 b202 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e6646: - .887203867225 b108 - .887203867225 b224 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e6647: - .887203867225 b108 - .887203867225 b246 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e6648: - .887203867225 b108 - .887203867225 b268 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e6649: - .887203867225 b108 - .887203867225 b290 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e6650: - .887203867225 b108 - .887203867225 b312 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e6651: - .887203867225 b108 - .887203867225 b334 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e6652: - .887203867225 b108 - .887203867225 b356 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e6653: - 2.118573403024 b108 - 2.118573403024 b363 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e6654: - 2.118573403024 b108 - 2.118573403024 b370 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e6655: - 2.118573403024 b108 - 2.118573403024 b377 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e6656: - 2.118573403024 b108 - 2.118573403024 b384 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e6657: - 2.118573403024 b108 - 2.118573403024 b391 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e6658: - 4.509770398884 b108 - 4.509770398884 b394 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e6659: - 4.509770398884 b108 - 4.509770398884 b397 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e6660: - 4.509770398884 b108 - 4.509770398884 b400 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e6661: - 4.509770398884 b108 - 4.509770398884 b403 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e6662: - 1.436939228176 b72 - 1.436939228176 b120 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e6663: - 1.436939228176 b84 - 1.436939228176 b120 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e6664: - 1.436939228176 b96 - 1.436939228176 b120 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e6665: - 1.436939228176 b108 - 1.436939228176 b120 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e6666: - 1.436939228176 b120 - 1.436939228176 b132 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e6667: - 1.436939228176 b120 - 1.436939228176 b144 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e6668: - 1.436939228176 b120 - 1.436939228176 b156 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e6669: - 1.436939228176 b120 - 1.436939228176 b168 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e6670: - 1.436939228176 b120 - 1.436939228176 b180 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e6671: - .887203867225 b120 - .887203867225 b202 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e6672: - .887203867225 b120 - .887203867225 b224 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e6673: - .887203867225 b120 - .887203867225 b246 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e6674: - .887203867225 b120 - .887203867225 b268 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e6675: - .887203867225 b120 - .887203867225 b290 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e6676: - .887203867225 b120 - .887203867225 b312 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e6677: - .887203867225 b120 - .887203867225 b334 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e6678: - .887203867225 b120 - .887203867225 b356 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e6679: - 2.118573403024 b120 - 2.118573403024 b363 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e6680: - 2.118573403024 b120 - 2.118573403024 b370 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e6681: - 2.118573403024 b120 - 2.118573403024 b377 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e6682: - 2.118573403024 b120 - 2.118573403024 b384 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e6683: - 2.118573403024 b120 - 2.118573403024 b391 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e6684: - 4.509770398884 b120 - 4.509770398884 b394 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e6685: - 4.509770398884 b120 - 4.509770398884 b397 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e6686: - 4.509770398884 b120 - 4.509770398884 b400 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e6687: - 4.509770398884 b120 - 4.509770398884 b403 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e6688: - 1.436939228176 b72 - 1.436939228176 b132 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e6689: - 1.436939228176 b84 - 1.436939228176 b132 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e6690: - 1.436939228176 b96 - 1.436939228176 b132 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e6691: - 1.436939228176 b108 - 1.436939228176 b132 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e6692: - 1.436939228176 b120 - 1.436939228176 b132 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e6693: - 1.436939228176 b132 - 1.436939228176 b144 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e6694: - 1.436939228176 b132 - 1.436939228176 b156 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e6695: - 1.436939228176 b132 - 1.436939228176 b168 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e6696: - 1.436939228176 b132 - 1.436939228176 b180 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e6697: - .887203867225 b132 - .887203867225 b202 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e6698: - .887203867225 b132 - .887203867225 b224 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e6699: - .887203867225 b132 - .887203867225 b246 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e6700: - .887203867225 b132 - .887203867225 b268 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e6701: - .887203867225 b132 - .887203867225 b290 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e6702: - .887203867225 b132 - .887203867225 b312 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e6703: - .887203867225 b132 - .887203867225 b334 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e6704: - .887203867225 b132 - .887203867225 b356 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e6705: - 2.118573403024 b132 - 2.118573403024 b363 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e6706: - 2.118573403024 b132 - 2.118573403024 b370 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e6707: - 2.118573403024 b132 - 2.118573403024 b377 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e6708: - 2.118573403024 b132 - 2.118573403024 b384 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e6709: - 2.118573403024 b132 - 2.118573403024 b391 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e6710: - 4.509770398884 b132 - 4.509770398884 b394 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e6711: - 4.509770398884 b132 - 4.509770398884 b397 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e6712: - 4.509770398884 b132 - 4.509770398884 b400 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e6713: - 4.509770398884 b132 - 4.509770398884 b403 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e6714: - 1.436939228176 b72 - 1.436939228176 b144 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e6715: - 1.436939228176 b84 - 1.436939228176 b144 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e6716: - 1.436939228176 b96 - 1.436939228176 b144 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e6717: - 1.436939228176 b108 - 1.436939228176 b144 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e6718: - 1.436939228176 b120 - 1.436939228176 b144 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e6719: - 1.436939228176 b132 - 1.436939228176 b144 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e6720: - 1.436939228176 b144 - 1.436939228176 b156 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e6721: - 1.436939228176 b144 - 1.436939228176 b168 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e6722: - 1.436939228176 b144 - 1.436939228176 b180 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e6723: - .887203867225 b144 - .887203867225 b202 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e6724: - .887203867225 b144 - .887203867225 b224 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e6725: - .887203867225 b144 - .887203867225 b246 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e6726: - .887203867225 b144 - .887203867225 b268 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e6727: - .887203867225 b144 - .887203867225 b290 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e6728: - .887203867225 b144 - .887203867225 b312 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e6729: - .887203867225 b144 - .887203867225 b334 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e6730: - .887203867225 b144 - .887203867225 b356 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e6731: - 2.118573403024 b144 - 2.118573403024 b363 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e6732: - 2.118573403024 b144 - 2.118573403024 b370 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e6733: - 2.118573403024 b144 - 2.118573403024 b377 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e6734: - 2.118573403024 b144 - 2.118573403024 b384 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e6735: - 2.118573403024 b144 - 2.118573403024 b391 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e6736: - 4.509770398884 b144 - 4.509770398884 b394 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e6737: - 4.509770398884 b144 - 4.509770398884 b397 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e6738: - 4.509770398884 b144 - 4.509770398884 b400 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e6739: - 4.509770398884 b144 - 4.509770398884 b403 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e6740: - 1.436939228176 b72 - 1.436939228176 b156 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e6741: - 1.436939228176 b84 - 1.436939228176 b156 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e6742: - 1.436939228176 b96 - 1.436939228176 b156 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e6743: - 1.436939228176 b108 - 1.436939228176 b156 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e6744: - 1.436939228176 b120 - 1.436939228176 b156 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e6745: - 1.436939228176 b132 - 1.436939228176 b156 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e6746: - 1.436939228176 b144 - 1.436939228176 b156 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e6747: - 1.436939228176 b156 - 1.436939228176 b168 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e6748: - 1.436939228176 b156 - 1.436939228176 b180 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e6749: - .887203867225 b156 - .887203867225 b202 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e6750: - .887203867225 b156 - .887203867225 b224 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e6751: - .887203867225 b156 - .887203867225 b246 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e6752: - .887203867225 b156 - .887203867225 b268 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e6753: - .887203867225 b156 - .887203867225 b290 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e6754: - .887203867225 b156 - .887203867225 b312 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e6755: - .887203867225 b156 - .887203867225 b334 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e6756: - .887203867225 b156 - .887203867225 b356 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e6757: - 2.118573403024 b156 - 2.118573403024 b363 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e6758: - 2.118573403024 b156 - 2.118573403024 b370 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e6759: - 2.118573403024 b156 - 2.118573403024 b377 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e6760: - 2.118573403024 b156 - 2.118573403024 b384 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e6761: - 2.118573403024 b156 - 2.118573403024 b391 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e6762: - 4.509770398884 b156 - 4.509770398884 b394 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e6763: - 4.509770398884 b156 - 4.509770398884 b397 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e6764: - 4.509770398884 b156 - 4.509770398884 b400 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e6765: - 4.509770398884 b156 - 4.509770398884 b403 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e6766: - 1.436939228176 b72 - 1.436939228176 b168 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e6767: - 1.436939228176 b84 - 1.436939228176 b168 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e6768: - 1.436939228176 b96 - 1.436939228176 b168 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e6769: - 1.436939228176 b108 - 1.436939228176 b168 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e6770: - 1.436939228176 b120 - 1.436939228176 b168 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e6771: - 1.436939228176 b132 - 1.436939228176 b168 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e6772: - 1.436939228176 b144 - 1.436939228176 b168 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e6773: - 1.436939228176 b156 - 1.436939228176 b168 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e6774: - 1.436939228176 b168 - 1.436939228176 b180 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e6775: - .887203867225 b168 - .887203867225 b202 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e6776: - .887203867225 b168 - .887203867225 b224 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e6777: - .887203867225 b168 - .887203867225 b246 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e6778: - .887203867225 b168 - .887203867225 b268 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e6779: - .887203867225 b168 - .887203867225 b290 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e6780: - .887203867225 b168 - .887203867225 b312 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e6781: - .887203867225 b168 - .887203867225 b334 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e6782: - .887203867225 b168 - .887203867225 b356 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e6783: - 2.118573403024 b168 - 2.118573403024 b363 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e6784: - 2.118573403024 b168 - 2.118573403024 b370 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e6785: - 2.118573403024 b168 - 2.118573403024 b377 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e6786: - 2.118573403024 b168 - 2.118573403024 b384 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e6787: - 2.118573403024 b168 - 2.118573403024 b391 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e6788: - 4.509770398884 b168 - 4.509770398884 b394 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e6789: - 4.509770398884 b168 - 4.509770398884 b397 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e6790: - 4.509770398884 b168 - 4.509770398884 b400 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e6791: - 4.509770398884 b168 - 4.509770398884 b403 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e6792: - 1.436939228176 b72 - 1.436939228176 b180 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e6793: - 1.436939228176 b84 - 1.436939228176 b180 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e6794: - 1.436939228176 b96 - 1.436939228176 b180 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e6795: - 1.436939228176 b108 - 1.436939228176 b180 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e6796: - 1.436939228176 b120 - 1.436939228176 b180 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e6797: - 1.436939228176 b132 - 1.436939228176 b180 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e6798: - 1.436939228176 b144 - 1.436939228176 b180 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e6799: - 1.436939228176 b156 - 1.436939228176 b180 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e6800: - 1.436939228176 b168 - 1.436939228176 b180 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e6801: - .887203867225 b180 - .887203867225 b202 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e6802: - .887203867225 b180 - .887203867225 b224 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e6803: - .887203867225 b180 - .887203867225 b246 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e6804: - .887203867225 b180 - .887203867225 b268 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e6805: - .887203867225 b180 - .887203867225 b290 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e6806: - .887203867225 b180 - .887203867225 b312 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e6807: - .887203867225 b180 - .887203867225 b334 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e6808: - .887203867225 b180 - .887203867225 b356 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e6809: - 2.118573403024 b180 - 2.118573403024 b363 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e6810: - 2.118573403024 b180 - 2.118573403024 b370 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e6811: - 2.118573403024 b180 - 2.118573403024 b377 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e6812: - 2.118573403024 b180 - 2.118573403024 b384 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e6813: - 2.118573403024 b180 - 2.118573403024 b391 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e6814: - 4.509770398884 b180 - 4.509770398884 b394 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e6815: - 4.509770398884 b180 - 4.509770398884 b397 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e6816: - 4.509770398884 b180 - 4.509770398884 b400 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e6817: - 4.509770398884 b180 - 4.509770398884 b403 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e6818: - .887203867225 b72 - .887203867225 b202 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e6819: - .887203867225 b84 - .887203867225 b202 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e6820: - .887203867225 b96 - .887203867225 b202 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e6821: - .887203867225 b108 - .887203867225 b202 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e6822: - .887203867225 b120 - .887203867225 b202 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e6823: - .887203867225 b132 - .887203867225 b202 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e6824: - .887203867225 b144 - .887203867225 b202 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e6825: - .887203867225 b156 - .887203867225 b202 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e6826: - .887203867225 b168 - .887203867225 b202 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e6827: - .887203867225 b180 - .887203867225 b202 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e6828: - .469370231236 b202 - .469370231236 b224 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e6829: - .469370231236 b202 - .469370231236 b246 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e6830: - .469370231236 b202 - .469370231236 b268 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e6831: - .469370231236 b202 - .469370231236 b290 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e6832: - .469370231236 b202 - .469370231236 b312 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e6833: - .469370231236 b202 - .469370231236 b334 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e6834: - .469370231236 b202 - .469370231236 b356 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e6835: - 1.436936830729 b202 - 1.436936830729 b363 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e6836: - 1.436936830729 b202 - 1.436936830729 b370 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e6837: - 1.436936830729 b202 - 1.436936830729 b377 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e6838: - 1.436936830729 b202 - 1.436936830729 b384 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e6839: - 1.436936830729 b202 - 1.436936830729 b391 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e6840: - 3.484990776969 b202 - 3.484990776969 b394 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e6841: - 3.484990776969 b202 - 3.484990776969 b397 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e6842: - 3.484990776969 b202 - 3.484990776969 b400 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e6843: - 3.484990776969 b202 - 3.484990776969 b403 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e6844: - .887203867225 b72 - .887203867225 b224 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e6845: - .887203867225 b84 - .887203867225 b224 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e6846: - .887203867225 b96 - .887203867225 b224 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e6847: - .887203867225 b108 - .887203867225 b224 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e6848: - .887203867225 b120 - .887203867225 b224 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e6849: - .887203867225 b132 - .887203867225 b224 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e6850: - .887203867225 b144 - .887203867225 b224 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e6851: - .887203867225 b156 - .887203867225 b224 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e6852: - .887203867225 b168 - .887203867225 b224 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e6853: - .887203867225 b180 - .887203867225 b224 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e6854: - .469370231236 b202 - .469370231236 b224 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e6855: - .469370231236 b224 - .469370231236 b246 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e6856: - .469370231236 b224 - .469370231236 b268 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e6857: - .469370231236 b224 - .469370231236 b290 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e6858: - .469370231236 b224 - .469370231236 b312 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e6859: - .469370231236 b224 - .469370231236 b334 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e6860: - .469370231236 b224 - .469370231236 b356 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e6861: - 1.436936830729 b224 - 1.436936830729 b363 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e6862: - 1.436936830729 b224 - 1.436936830729 b370 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e6863: - 1.436936830729 b224 - 1.436936830729 b377 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e6864: - 1.436936830729 b224 - 1.436936830729 b384 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e6865: - 1.436936830729 b224 - 1.436936830729 b391 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e6866: - 3.484990776969 b224 - 3.484990776969 b394 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e6867: - 3.484990776969 b224 - 3.484990776969 b397 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e6868: - 3.484990776969 b224 - 3.484990776969 b400 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e6869: - 3.484990776969 b224 - 3.484990776969 b403 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e6870: - .887203867225 b72 - .887203867225 b246 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e6871: - .887203867225 b84 - .887203867225 b246 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e6872: - .887203867225 b96 - .887203867225 b246 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e6873: - .887203867225 b108 - .887203867225 b246 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e6874: - .887203867225 b120 - .887203867225 b246 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e6875: - .887203867225 b132 - .887203867225 b246 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e6876: - .887203867225 b144 - .887203867225 b246 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e6877: - .887203867225 b156 - .887203867225 b246 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e6878: - .887203867225 b168 - .887203867225 b246 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e6879: - .887203867225 b180 - .887203867225 b246 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e6880: - .469370231236 b202 - .469370231236 b246 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e6881: - .469370231236 b224 - .469370231236 b246 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e6882: - .469370231236 b246 - .469370231236 b268 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e6883: - .469370231236 b246 - .469370231236 b290 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e6884: - .469370231236 b246 - .469370231236 b312 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e6885: - .469370231236 b246 - .469370231236 b334 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e6886: - .469370231236 b246 - .469370231236 b356 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e6887: - 1.436936830729 b246 - 1.436936830729 b363 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e6888: - 1.436936830729 b246 - 1.436936830729 b370 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e6889: - 1.436936830729 b246 - 1.436936830729 b377 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e6890: - 1.436936830729 b246 - 1.436936830729 b384 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e6891: - 1.436936830729 b246 - 1.436936830729 b391 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e6892: - 3.484990776969 b246 - 3.484990776969 b394 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e6893: - 3.484990776969 b246 - 3.484990776969 b397 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e6894: - 3.484990776969 b246 - 3.484990776969 b400 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e6895: - 3.484990776969 b246 - 3.484990776969 b403 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e6896: - .887203867225 b72 - .887203867225 b268 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e6897: - .887203867225 b84 - .887203867225 b268 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e6898: - .887203867225 b96 - .887203867225 b268 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e6899: - .887203867225 b108 - .887203867225 b268 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e6900: - .887203867225 b120 - .887203867225 b268 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e6901: - .887203867225 b132 - .887203867225 b268 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e6902: - .887203867225 b144 - .887203867225 b268 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e6903: - .887203867225 b156 - .887203867225 b268 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e6904: - .887203867225 b168 - .887203867225 b268 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e6905: - .887203867225 b180 - .887203867225 b268 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e6906: - .469370231236 b202 - .469370231236 b268 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e6907: - .469370231236 b224 - .469370231236 b268 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e6908: - .469370231236 b246 - .469370231236 b268 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e6909: - .469370231236 b268 - .469370231236 b290 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e6910: - .469370231236 b268 - .469370231236 b312 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e6911: - .469370231236 b268 - .469370231236 b334 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e6912: - .469370231236 b268 - .469370231236 b356 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e6913: - 1.436936830729 b268 - 1.436936830729 b363 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e6914: - 1.436936830729 b268 - 1.436936830729 b370 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e6915: - 1.436936830729 b268 - 1.436936830729 b377 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e6916: - 1.436936830729 b268 - 1.436936830729 b384 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e6917: - 1.436936830729 b268 - 1.436936830729 b391 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e6918: - 3.484990776969 b268 - 3.484990776969 b394 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e6919: - 3.484990776969 b268 - 3.484990776969 b397 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e6920: - 3.484990776969 b268 - 3.484990776969 b400 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e6921: - 3.484990776969 b268 - 3.484990776969 b403 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e6922: - .887203867225 b72 - .887203867225 b290 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e6923: - .887203867225 b84 - .887203867225 b290 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e6924: - .887203867225 b96 - .887203867225 b290 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e6925: - .887203867225 b108 - .887203867225 b290 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e6926: - .887203867225 b120 - .887203867225 b290 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e6927: - .887203867225 b132 - .887203867225 b290 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e6928: - .887203867225 b144 - .887203867225 b290 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e6929: - .887203867225 b156 - .887203867225 b290 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e6930: - .887203867225 b168 - .887203867225 b290 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e6931: - .887203867225 b180 - .887203867225 b290 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e6932: - .469370231236 b202 - .469370231236 b290 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e6933: - .469370231236 b224 - .469370231236 b290 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e6934: - .469370231236 b246 - .469370231236 b290 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e6935: - .469370231236 b268 - .469370231236 b290 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e6936: - .469370231236 b290 - .469370231236 b312 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e6937: - .469370231236 b290 - .469370231236 b334 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e6938: - .469370231236 b290 - .469370231236 b356 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e6939: - 1.436936830729 b290 - 1.436936830729 b363 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e6940: - 1.436936830729 b290 - 1.436936830729 b370 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e6941: - 1.436936830729 b290 - 1.436936830729 b377 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e6942: - 1.436936830729 b290 - 1.436936830729 b384 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e6943: - 1.436936830729 b290 - 1.436936830729 b391 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e6944: - 3.484990776969 b290 - 3.484990776969 b394 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e6945: - 3.484990776969 b290 - 3.484990776969 b397 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e6946: - 3.484990776969 b290 - 3.484990776969 b400 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e6947: - 3.484990776969 b290 - 3.484990776969 b403 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e6948: - .887203867225 b72 - .887203867225 b312 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e6949: - .887203867225 b84 - .887203867225 b312 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e6950: - .887203867225 b96 - .887203867225 b312 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e6951: - .887203867225 b108 - .887203867225 b312 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e6952: - .887203867225 b120 - .887203867225 b312 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e6953: - .887203867225 b132 - .887203867225 b312 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e6954: - .887203867225 b144 - .887203867225 b312 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e6955: - .887203867225 b156 - .887203867225 b312 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e6956: - .887203867225 b168 - .887203867225 b312 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e6957: - .887203867225 b180 - .887203867225 b312 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e6958: - .469370231236 b202 - .469370231236 b312 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e6959: - .469370231236 b224 - .469370231236 b312 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e6960: - .469370231236 b246 - .469370231236 b312 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e6961: - .469370231236 b268 - .469370231236 b312 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e6962: - .469370231236 b290 - .469370231236 b312 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e6963: - .469370231236 b312 - .469370231236 b334 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e6964: - .469370231236 b312 - .469370231236 b356 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e6965: - 1.436936830729 b312 - 1.436936830729 b363 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e6966: - 1.436936830729 b312 - 1.436936830729 b370 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e6967: - 1.436936830729 b312 - 1.436936830729 b377 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e6968: - 1.436936830729 b312 - 1.436936830729 b384 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e6969: - 1.436936830729 b312 - 1.436936830729 b391 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e6970: - 3.484990776969 b312 - 3.484990776969 b394 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e6971: - 3.484990776969 b312 - 3.484990776969 b397 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e6972: - 3.484990776969 b312 - 3.484990776969 b400 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e6973: - 3.484990776969 b312 - 3.484990776969 b403 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e6974: - .887203867225 b72 - .887203867225 b334 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e6975: - .887203867225 b84 - .887203867225 b334 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e6976: - .887203867225 b96 - .887203867225 b334 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e6977: - .887203867225 b108 - .887203867225 b334 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e6978: - .887203867225 b120 - .887203867225 b334 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e6979: - .887203867225 b132 - .887203867225 b334 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e6980: - .887203867225 b144 - .887203867225 b334 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e6981: - .887203867225 b156 - .887203867225 b334 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e6982: - .887203867225 b168 - .887203867225 b334 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e6983: - .887203867225 b180 - .887203867225 b334 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e6984: - .469370231236 b202 - .469370231236 b334 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e6985: - .469370231236 b224 - .469370231236 b334 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e6986: - .469370231236 b246 - .469370231236 b334 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e6987: - .469370231236 b268 - .469370231236 b334 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e6988: - .469370231236 b290 - .469370231236 b334 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e6989: - .469370231236 b312 - .469370231236 b334 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e6990: - .469370231236 b334 - .469370231236 b356 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e6991: - 1.436936830729 b334 - 1.436936830729 b363 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e6992: - 1.436936830729 b334 - 1.436936830729 b370 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e6993: - 1.436936830729 b334 - 1.436936830729 b377 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e6994: - 1.436936830729 b334 - 1.436936830729 b384 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e6995: - 1.436936830729 b334 - 1.436936830729 b391 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e6996: - 3.484990776969 b334 - 3.484990776969 b394 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e6997: - 3.484990776969 b334 - 3.484990776969 b397 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e6998: - 3.484990776969 b334 - 3.484990776969 b400 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e6999: - 3.484990776969 b334 - 3.484990776969 b403 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e7000: - .887203867225 b72 - .887203867225 b356 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e7001: - .887203867225 b84 - .887203867225 b356 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e7002: - .887203867225 b96 - .887203867225 b356 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e7003: - .887203867225 b108 - .887203867225 b356 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e7004: - .887203867225 b120 - .887203867225 b356 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e7005: - .887203867225 b132 - .887203867225 b356 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e7006: - .887203867225 b144 - .887203867225 b356 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e7007: - .887203867225 b156 - .887203867225 b356 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e7008: - .887203867225 b168 - .887203867225 b356 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e7009: - .887203867225 b180 - .887203867225 b356 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e7010: - .469370231236 b202 - .469370231236 b356 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e7011: - .469370231236 b224 - .469370231236 b356 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e7012: - .469370231236 b246 - .469370231236 b356 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e7013: - .469370231236 b268 - .469370231236 b356 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e7014: - .469370231236 b290 - .469370231236 b356 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e7015: - .469370231236 b312 - .469370231236 b356 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e7016: - .469370231236 b334 - .469370231236 b356 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e7017: - 1.436936830729 b356 - 1.436936830729 b363 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e7018: - 1.436936830729 b356 - 1.436936830729 b370 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e7019: - 1.436936830729 b356 - 1.436936830729 b377 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e7020: - 1.436936830729 b356 - 1.436936830729 b384 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e7021: - 1.436936830729 b356 - 1.436936830729 b391 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e7022: - 3.484990776969 b356 - 3.484990776969 b394 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e7023: - 3.484990776969 b356 - 3.484990776969 b397 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e7024: - 3.484990776969 b356 - 3.484990776969 b400 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e7025: - 3.484990776969 b356 - 3.484990776969 b403 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e7026: - 2.118573403024 b72 - 2.118573403024 b363 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e7027: - 2.118573403024 b84 - 2.118573403024 b363 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e7028: - 2.118573403024 b96 - 2.118573403024 b363 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e7029: - 2.118573403024 b108 - 2.118573403024 b363 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e7030: - 2.118573403024 b120 - 2.118573403024 b363 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e7031: - 2.118573403024 b132 - 2.118573403024 b363 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e7032: - 2.118573403024 b144 - 2.118573403024 b363 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e7033: - 2.118573403024 b156 - 2.118573403024 b363 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e7034: - 2.118573403024 b168 - 2.118573403024 b363 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e7035: - 2.118573403024 b180 - 2.118573403024 b363 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e7036: - 1.436936830729 b202 - 1.436936830729 b363 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e7037: - 1.436936830729 b224 - 1.436936830729 b363 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e7038: - 1.436936830729 b246 - 1.436936830729 b363 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e7039: - 1.436936830729 b268 - 1.436936830729 b363 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e7040: - 1.436936830729 b290 - 1.436936830729 b363 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e7041: - 1.436936830729 b312 - 1.436936830729 b363 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e7042: - 1.436936830729 b334 - 1.436936830729 b363 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e7043: - 1.436936830729 b356 - 1.436936830729 b363 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e7044: - 2.9321082756 b363 - 2.9321082756 b370 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e7045: - 2.9321082756 b363 - 2.9321082756 b377 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e7046: - 2.9321082756 b363 - 2.9321082756 b384 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e7047: - 2.9321082756 b363 - 2.9321082756 b391 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e7048: - 5.6664469849 b363 - 5.6664469849 b394 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e7049: - 5.6664469849 b363 - 5.6664469849 b397 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e7050: - 5.6664469849 b363 - 5.6664469849 b400 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e7051: - 5.6664469849 b363 - 5.6664469849 b403 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e7052: - 2.118573403024 b72 - 2.118573403024 b370 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e7053: - 2.118573403024 b84 - 2.118573403024 b370 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e7054: - 2.118573403024 b96 - 2.118573403024 b370 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e7055: - 2.118573403024 b108 - 2.118573403024 b370 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e7056: - 2.118573403024 b120 - 2.118573403024 b370 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e7057: - 2.118573403024 b132 - 2.118573403024 b370 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e7058: - 2.118573403024 b144 - 2.118573403024 b370 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e7059: - 2.118573403024 b156 - 2.118573403024 b370 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e7060: - 2.118573403024 b168 - 2.118573403024 b370 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e7061: - 2.118573403024 b180 - 2.118573403024 b370 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e7062: - 1.436936830729 b202 - 1.436936830729 b370 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e7063: - 1.436936830729 b224 - 1.436936830729 b370 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e7064: - 1.436936830729 b246 - 1.436936830729 b370 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e7065: - 1.436936830729 b268 - 1.436936830729 b370 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e7066: - 1.436936830729 b290 - 1.436936830729 b370 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e7067: - 1.436936830729 b312 - 1.436936830729 b370 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e7068: - 1.436936830729 b334 - 1.436936830729 b370 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e7069: - 1.436936830729 b356 - 1.436936830729 b370 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e7070: - 2.9321082756 b363 - 2.9321082756 b370 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e7071: - 2.9321082756 b370 - 2.9321082756 b377 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e7072: - 2.9321082756 b370 - 2.9321082756 b384 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e7073: - 2.9321082756 b370 - 2.9321082756 b391 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e7074: - 5.6664469849 b370 - 5.6664469849 b394 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e7075: - 5.6664469849 b370 - 5.6664469849 b397 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e7076: - 5.6664469849 b370 - 5.6664469849 b400 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e7077: - 5.6664469849 b370 - 5.6664469849 b403 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e7078: - 2.118573403024 b72 - 2.118573403024 b377 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e7079: - 2.118573403024 b84 - 2.118573403024 b377 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e7080: - 2.118573403024 b96 - 2.118573403024 b377 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e7081: - 2.118573403024 b108 - 2.118573403024 b377 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e7082: - 2.118573403024 b120 - 2.118573403024 b377 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e7083: - 2.118573403024 b132 - 2.118573403024 b377 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e7084: - 2.118573403024 b144 - 2.118573403024 b377 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e7085: - 2.118573403024 b156 - 2.118573403024 b377 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e7086: - 2.118573403024 b168 - 2.118573403024 b377 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e7087: - 2.118573403024 b180 - 2.118573403024 b377 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e7088: - 1.436936830729 b202 - 1.436936830729 b377 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e7089: - 1.436936830729 b224 - 1.436936830729 b377 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e7090: - 1.436936830729 b246 - 1.436936830729 b377 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e7091: - 1.436936830729 b268 - 1.436936830729 b377 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e7092: - 1.436936830729 b290 - 1.436936830729 b377 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e7093: - 1.436936830729 b312 - 1.436936830729 b377 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e7094: - 1.436936830729 b334 - 1.436936830729 b377 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e7095: - 1.436936830729 b356 - 1.436936830729 b377 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e7096: - 2.9321082756 b363 - 2.9321082756 b377 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e7097: - 2.9321082756 b370 - 2.9321082756 b377 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e7098: - 2.9321082756 b377 - 2.9321082756 b384 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e7099: - 2.9321082756 b377 - 2.9321082756 b391 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e7100: - 5.6664469849 b377 - 5.6664469849 b394 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e7101: - 5.6664469849 b377 - 5.6664469849 b397 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e7102: - 5.6664469849 b377 - 5.6664469849 b400 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e7103: - 5.6664469849 b377 - 5.6664469849 b403 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e7104: - 2.118573403024 b72 - 2.118573403024 b384 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e7105: - 2.118573403024 b84 - 2.118573403024 b384 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e7106: - 2.118573403024 b96 - 2.118573403024 b384 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e7107: - 2.118573403024 b108 - 2.118573403024 b384 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e7108: - 2.118573403024 b120 - 2.118573403024 b384 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e7109: - 2.118573403024 b132 - 2.118573403024 b384 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e7110: - 2.118573403024 b144 - 2.118573403024 b384 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e7111: - 2.118573403024 b156 - 2.118573403024 b384 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e7112: - 2.118573403024 b168 - 2.118573403024 b384 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e7113: - 2.118573403024 b180 - 2.118573403024 b384 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e7114: - 1.436936830729 b202 - 1.436936830729 b384 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e7115: - 1.436936830729 b224 - 1.436936830729 b384 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e7116: - 1.436936830729 b246 - 1.436936830729 b384 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e7117: - 1.436936830729 b268 - 1.436936830729 b384 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e7118: - 1.436936830729 b290 - 1.436936830729 b384 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e7119: - 1.436936830729 b312 - 1.436936830729 b384 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e7120: - 1.436936830729 b334 - 1.436936830729 b384 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e7121: - 1.436936830729 b356 - 1.436936830729 b384 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e7122: - 2.9321082756 b363 - 2.9321082756 b384 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e7123: - 2.9321082756 b370 - 2.9321082756 b384 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e7124: - 2.9321082756 b377 - 2.9321082756 b384 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e7125: - 2.9321082756 b384 - 2.9321082756 b391 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e7126: - 5.6664469849 b384 - 5.6664469849 b394 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e7127: - 5.6664469849 b384 - 5.6664469849 b397 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e7128: - 5.6664469849 b384 - 5.6664469849 b400 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e7129: - 5.6664469849 b384 - 5.6664469849 b403 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e7130: - 2.118573403024 b72 - 2.118573403024 b391 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e7131: - 2.118573403024 b84 - 2.118573403024 b391 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e7132: - 2.118573403024 b96 - 2.118573403024 b391 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e7133: - 2.118573403024 b108 - 2.118573403024 b391 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e7134: - 2.118573403024 b120 - 2.118573403024 b391 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e7135: - 2.118573403024 b132 - 2.118573403024 b391 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e7136: - 2.118573403024 b144 - 2.118573403024 b391 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e7137: - 2.118573403024 b156 - 2.118573403024 b391 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e7138: - 2.118573403024 b168 - 2.118573403024 b391 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e7139: - 2.118573403024 b180 - 2.118573403024 b391 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e7140: - 1.436936830729 b202 - 1.436936830729 b391 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e7141: - 1.436936830729 b224 - 1.436936830729 b391 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e7142: - 1.436936830729 b246 - 1.436936830729 b391 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e7143: - 1.436936830729 b268 - 1.436936830729 b391 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e7144: - 1.436936830729 b290 - 1.436936830729 b391 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e7145: - 1.436936830729 b312 - 1.436936830729 b391 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e7146: - 1.436936830729 b334 - 1.436936830729 b391 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e7147: - 1.436936830729 b356 - 1.436936830729 b391 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e7148: - 2.9321082756 b363 - 2.9321082756 b391 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e7149: - 2.9321082756 b370 - 2.9321082756 b391 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e7150: - 2.9321082756 b377 - 2.9321082756 b391 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e7151: - 2.9321082756 b384 - 2.9321082756 b391 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e7152: - 5.6664469849 b391 - 5.6664469849 b394 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e7153: - 5.6664469849 b391 - 5.6664469849 b397 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e7154: - 5.6664469849 b391 - 5.6664469849 b400 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e7155: - 5.6664469849 b391 - 5.6664469849 b403 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e7156: - 4.509770398884 b72 - 4.509770398884 b394 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e7157: - 4.509770398884 b84 - 4.509770398884 b394 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e7158: - 4.509770398884 b96 - 4.509770398884 b394 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e7159: - 4.509770398884 b108 - 4.509770398884 b394 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e7160: - 4.509770398884 b120 - 4.509770398884 b394 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e7161: - 4.509770398884 b132 - 4.509770398884 b394 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e7162: - 4.509770398884 b144 - 4.509770398884 b394 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e7163: - 4.509770398884 b156 - 4.509770398884 b394 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e7164: - 4.509770398884 b168 - 4.509770398884 b394 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e7165: - 4.509770398884 b180 - 4.509770398884 b394 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e7166: - 3.484990776969 b202 - 3.484990776969 b394 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e7167: - 3.484990776969 b224 - 3.484990776969 b394 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e7168: - 3.484990776969 b246 - 3.484990776969 b394 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e7169: - 3.484990776969 b268 - 3.484990776969 b394 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e7170: - 3.484990776969 b290 - 3.484990776969 b394 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e7171: - 3.484990776969 b312 - 3.484990776969 b394 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e7172: - 3.484990776969 b334 - 3.484990776969 b394 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e7173: - 3.484990776969 b356 - 3.484990776969 b394 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e7174: - 5.6664469849 b363 - 5.6664469849 b394 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e7175: - 5.6664469849 b370 - 5.6664469849 b394 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e7176: - 5.6664469849 b377 - 5.6664469849 b394 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e7177: - 5.6664469849 b384 - 5.6664469849 b394 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e7178: - 5.6664469849 b391 - 5.6664469849 b394 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e7179: - 9.2934741904 b394 - 9.2934741904 b397 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e7180: - 9.2934741904 b394 - 9.2934741904 b400 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e7181: - 9.2934741904 b394 - 9.2934741904 b403 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e7182: - 4.509770398884 b72 - 4.509770398884 b397 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e7183: - 4.509770398884 b84 - 4.509770398884 b397 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e7184: - 4.509770398884 b96 - 4.509770398884 b397 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e7185: - 4.509770398884 b108 - 4.509770398884 b397 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e7186: - 4.509770398884 b120 - 4.509770398884 b397 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e7187: - 4.509770398884 b132 - 4.509770398884 b397 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e7188: - 4.509770398884 b144 - 4.509770398884 b397 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e7189: - 4.509770398884 b156 - 4.509770398884 b397 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e7190: - 4.509770398884 b168 - 4.509770398884 b397 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e7191: - 4.509770398884 b180 - 4.509770398884 b397 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e7192: - 3.484990776969 b202 - 3.484990776969 b397 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e7193: - 3.484990776969 b224 - 3.484990776969 b397 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e7194: - 3.484990776969 b246 - 3.484990776969 b397 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e7195: - 3.484990776969 b268 - 3.484990776969 b397 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e7196: - 3.484990776969 b290 - 3.484990776969 b397 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e7197: - 3.484990776969 b312 - 3.484990776969 b397 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e7198: - 3.484990776969 b334 - 3.484990776969 b397 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e7199: - 3.484990776969 b356 - 3.484990776969 b397 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e7200: - 5.6664469849 b363 - 5.6664469849 b397 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e7201: - 5.6664469849 b370 - 5.6664469849 b397 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e7202: - 5.6664469849 b377 - 5.6664469849 b397 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e7203: - 5.6664469849 b384 - 5.6664469849 b397 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e7204: - 5.6664469849 b391 - 5.6664469849 b397 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e7205: - 9.2934741904 b394 - 9.2934741904 b397 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e7206: - 9.2934741904 b397 - 9.2934741904 b400 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e7207: - 9.2934741904 b397 - 9.2934741904 b403 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e7208: - 4.509770398884 b72 - 4.509770398884 b400 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e7209: - 4.509770398884 b84 - 4.509770398884 b400 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e7210: - 4.509770398884 b96 - 4.509770398884 b400 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e7211: - 4.509770398884 b108 - 4.509770398884 b400 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e7212: - 4.509770398884 b120 - 4.509770398884 b400 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e7213: - 4.509770398884 b132 - 4.509770398884 b400 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e7214: - 4.509770398884 b144 - 4.509770398884 b400 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e7215: - 4.509770398884 b156 - 4.509770398884 b400 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e7216: - 4.509770398884 b168 - 4.509770398884 b400 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e7217: - 4.509770398884 b180 - 4.509770398884 b400 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e7218: - 3.484990776969 b202 - 3.484990776969 b400 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e7219: - 3.484990776969 b224 - 3.484990776969 b400 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e7220: - 3.484990776969 b246 - 3.484990776969 b400 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e7221: - 3.484990776969 b268 - 3.484990776969 b400 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e7222: - 3.484990776969 b290 - 3.484990776969 b400 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e7223: - 3.484990776969 b312 - 3.484990776969 b400 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e7224: - 3.484990776969 b334 - 3.484990776969 b400 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e7225: - 3.484990776969 b356 - 3.484990776969 b400 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e7226: - 5.6664469849 b363 - 5.6664469849 b400 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e7227: - 5.6664469849 b370 - 5.6664469849 b400 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e7228: - 5.6664469849 b377 - 5.6664469849 b400 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e7229: - 5.6664469849 b384 - 5.6664469849 b400 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e7230: - 5.6664469849 b391 - 5.6664469849 b400 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e7231: - 9.2934741904 b394 - 9.2934741904 b400 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e7232: - 9.2934741904 b397 - 9.2934741904 b400 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e7233: - 9.2934741904 b400 - 9.2934741904 b403 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e7234: - 4.509770398884 b72 - 4.509770398884 b403 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e7235: - 4.509770398884 b84 - 4.509770398884 b403 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e7236: - 4.509770398884 b96 - 4.509770398884 b403 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e7237: - 4.509770398884 b108 - 4.509770398884 b403 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e7238: - 4.509770398884 b120 - 4.509770398884 b403 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e7239: - 4.509770398884 b132 - 4.509770398884 b403 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e7240: - 4.509770398884 b144 - 4.509770398884 b403 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e7241: - 4.509770398884 b156 - 4.509770398884 b403 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e7242: - 4.509770398884 b168 - 4.509770398884 b403 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e7243: - 4.509770398884 b180 - 4.509770398884 b403 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e7244: - 3.484990776969 b202 - 3.484990776969 b403 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e7245: - 3.484990776969 b224 - 3.484990776969 b403 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e7246: - 3.484990776969 b246 - 3.484990776969 b403 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e7247: - 3.484990776969 b268 - 3.484990776969 b403 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e7248: - 3.484990776969 b290 - 3.484990776969 b403 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e7249: - 3.484990776969 b312 - 3.484990776969 b403 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e7250: - 3.484990776969 b334 - 3.484990776969 b403 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e7251: - 3.484990776969 b356 - 3.484990776969 b403 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e7252: - 5.6664469849 b363 - 5.6664469849 b403 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e7253: - 5.6664469849 b370 - 5.6664469849 b403 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e7254: - 5.6664469849 b377 - 5.6664469849 b403 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e7255: - 5.6664469849 b384 - 5.6664469849 b403 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e7256: - 5.6664469849 b391 - 5.6664469849 b403 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e7257: - 9.2934741904 b394 - 9.2934741904 b403 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e7258: - 9.2934741904 b397 - 9.2934741904 b403 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e7259: - 9.2934741904 b400 - 9.2934741904 b403 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e7260: - 1.436939228176 b73 - 1.436939228176 b85 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e7261: - 1.436939228176 b73 - 1.436939228176 b97 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e7262: - 1.436939228176 b73 - 1.436939228176 b109 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e7263: - 1.436939228176 b73 - 1.436939228176 b121 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e7264: - 1.436939228176 b73 - 1.436939228176 b133 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e7265: - 1.436939228176 b73 - 1.436939228176 b145 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e7266: - 1.436939228176 b73 - 1.436939228176 b157 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e7267: - 1.436939228176 b73 - 1.436939228176 b169 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e7268: - 1.436939228176 b73 - 1.436939228176 b181 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e7269: - .887203867225 b73 - .887203867225 b203 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e7270: - .887203867225 b73 - .887203867225 b225 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e7271: - .887203867225 b73 - .887203867225 b247 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e7272: - .887203867225 b73 - .887203867225 b269 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e7273: - .887203867225 b73 - .887203867225 b291 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e7274: - .887203867225 b73 - .887203867225 b313 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e7275: - .887203867225 b73 - .887203867225 b335 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e7276: - .887203867225 b73 - .887203867225 b357 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e7277: - 2.118573403024 b73 - 2.118573403024 b364 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e7278: - 2.118573403024 b73 - 2.118573403024 b371 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e7279: - 2.118573403024 b73 - 2.118573403024 b378 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e7280: - 2.118573403024 b73 - 2.118573403024 b385 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e7281: - 2.118573403024 b73 - 2.118573403024 b392 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e7282: - 4.509770398884 b73 - 4.509770398884 b395 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e7283: - 4.509770398884 b73 - 4.509770398884 b398 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e7284: - 4.509770398884 b73 - 4.509770398884 b401 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e7285: - 4.509770398884 b73 - 4.509770398884 b404 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e7286: - 1.436939228176 b73 - 1.436939228176 b85 + x405^2 - 2 x405 x407 + x406^2 - 2 x406 x408 + x407^2 + x408^2 >= -1.436939228176 e7287: - 1.436939228176 b85 - 1.436939228176 b97 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e7288: - 1.436939228176 b85 - 1.436939228176 b109 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e7289: - 1.436939228176 b85 - 1.436939228176 b121 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e7290: - 1.436939228176 b85 - 1.436939228176 b133 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e7291: - 1.436939228176 b85 - 1.436939228176 b145 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e7292: - 1.436939228176 b85 - 1.436939228176 b157 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e7293: - 1.436939228176 b85 - 1.436939228176 b169 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e7294: - 1.436939228176 b85 - 1.436939228176 b181 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e7295: - .887203867225 b85 - .887203867225 b203 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e7296: - .887203867225 b85 - .887203867225 b225 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e7297: - .887203867225 b85 - .887203867225 b247 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e7298: - .887203867225 b85 - .887203867225 b269 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e7299: - .887203867225 b85 - .887203867225 b291 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e7300: - .887203867225 b85 - .887203867225 b313 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e7301: - .887203867225 b85 - .887203867225 b335 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e7302: - .887203867225 b85 - .887203867225 b357 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e7303: - 2.118573403024 b85 - 2.118573403024 b364 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e7304: - 2.118573403024 b85 - 2.118573403024 b371 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e7305: - 2.118573403024 b85 - 2.118573403024 b378 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e7306: - 2.118573403024 b85 - 2.118573403024 b385 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e7307: - 2.118573403024 b85 - 2.118573403024 b392 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e7308: - 4.509770398884 b85 - 4.509770398884 b395 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e7309: - 4.509770398884 b85 - 4.509770398884 b398 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e7310: - 4.509770398884 b85 - 4.509770398884 b401 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e7311: - 4.509770398884 b85 - 4.509770398884 b404 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e7312: - 1.436939228176 b73 - 1.436939228176 b97 + x405^2 - 2 x405 x409 + x406^2 - 2 x406 x410 + x409^2 + x410^2 >= -1.436939228176 e7313: - 1.436939228176 b85 - 1.436939228176 b97 + x407^2 - 2 x407 x409 + x408^2 - 2 x408 x410 + x409^2 + x410^2 >= -1.436939228176 e7314: - 1.436939228176 b97 - 1.436939228176 b109 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e7315: - 1.436939228176 b97 - 1.436939228176 b121 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e7316: - 1.436939228176 b97 - 1.436939228176 b133 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e7317: - 1.436939228176 b97 - 1.436939228176 b145 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e7318: - 1.436939228176 b97 - 1.436939228176 b157 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e7319: - 1.436939228176 b97 - 1.436939228176 b169 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e7320: - 1.436939228176 b97 - 1.436939228176 b181 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e7321: - .887203867225 b97 - .887203867225 b203 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e7322: - .887203867225 b97 - .887203867225 b225 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e7323: - .887203867225 b97 - .887203867225 b247 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e7324: - .887203867225 b97 - .887203867225 b269 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e7325: - .887203867225 b97 - .887203867225 b291 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e7326: - .887203867225 b97 - .887203867225 b313 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e7327: - .887203867225 b97 - .887203867225 b335 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e7328: - .887203867225 b97 - .887203867225 b357 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e7329: - 2.118573403024 b97 - 2.118573403024 b364 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e7330: - 2.118573403024 b97 - 2.118573403024 b371 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e7331: - 2.118573403024 b97 - 2.118573403024 b378 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e7332: - 2.118573403024 b97 - 2.118573403024 b385 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e7333: - 2.118573403024 b97 - 2.118573403024 b392 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e7334: - 4.509770398884 b97 - 4.509770398884 b395 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e7335: - 4.509770398884 b97 - 4.509770398884 b398 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e7336: - 4.509770398884 b97 - 4.509770398884 b401 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e7337: - 4.509770398884 b97 - 4.509770398884 b404 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e7338: - 1.436939228176 b73 - 1.436939228176 b109 + x405^2 - 2 x405 x411 + x406^2 - 2 x406 x412 + x411^2 + x412^2 >= -1.436939228176 e7339: - 1.436939228176 b85 - 1.436939228176 b109 + x407^2 - 2 x407 x411 + x408^2 - 2 x408 x412 + x411^2 + x412^2 >= -1.436939228176 e7340: - 1.436939228176 b97 - 1.436939228176 b109 + x409^2 - 2 x409 x411 + x410^2 - 2 x410 x412 + x411^2 + x412^2 >= -1.436939228176 e7341: - 1.436939228176 b109 - 1.436939228176 b121 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e7342: - 1.436939228176 b109 - 1.436939228176 b133 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e7343: - 1.436939228176 b109 - 1.436939228176 b145 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e7344: - 1.436939228176 b109 - 1.436939228176 b157 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e7345: - 1.436939228176 b109 - 1.436939228176 b169 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e7346: - 1.436939228176 b109 - 1.436939228176 b181 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e7347: - .887203867225 b109 - .887203867225 b203 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e7348: - .887203867225 b109 - .887203867225 b225 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e7349: - .887203867225 b109 - .887203867225 b247 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e7350: - .887203867225 b109 - .887203867225 b269 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e7351: - .887203867225 b109 - .887203867225 b291 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e7352: - .887203867225 b109 - .887203867225 b313 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e7353: - .887203867225 b109 - .887203867225 b335 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e7354: - .887203867225 b109 - .887203867225 b357 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e7355: - 2.118573403024 b109 - 2.118573403024 b364 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e7356: - 2.118573403024 b109 - 2.118573403024 b371 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e7357: - 2.118573403024 b109 - 2.118573403024 b378 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e7358: - 2.118573403024 b109 - 2.118573403024 b385 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e7359: - 2.118573403024 b109 - 2.118573403024 b392 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e7360: - 4.509770398884 b109 - 4.509770398884 b395 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e7361: - 4.509770398884 b109 - 4.509770398884 b398 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e7362: - 4.509770398884 b109 - 4.509770398884 b401 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e7363: - 4.509770398884 b109 - 4.509770398884 b404 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e7364: - 1.436939228176 b73 - 1.436939228176 b121 + x405^2 - 2 x405 x413 + x406^2 - 2 x406 x414 + x413^2 + x414^2 >= -1.436939228176 e7365: - 1.436939228176 b85 - 1.436939228176 b121 + x407^2 - 2 x407 x413 + x408^2 - 2 x408 x414 + x413^2 + x414^2 >= -1.436939228176 e7366: - 1.436939228176 b97 - 1.436939228176 b121 + x409^2 - 2 x409 x413 + x410^2 - 2 x410 x414 + x413^2 + x414^2 >= -1.436939228176 e7367: - 1.436939228176 b109 - 1.436939228176 b121 + x411^2 - 2 x411 x413 + x412^2 - 2 x412 x414 + x413^2 + x414^2 >= -1.436939228176 e7368: - 1.436939228176 b121 - 1.436939228176 b133 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e7369: - 1.436939228176 b121 - 1.436939228176 b145 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e7370: - 1.436939228176 b121 - 1.436939228176 b157 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e7371: - 1.436939228176 b121 - 1.436939228176 b169 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e7372: - 1.436939228176 b121 - 1.436939228176 b181 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e7373: - .887203867225 b121 - .887203867225 b203 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e7374: - .887203867225 b121 - .887203867225 b225 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e7375: - .887203867225 b121 - .887203867225 b247 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e7376: - .887203867225 b121 - .887203867225 b269 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e7377: - .887203867225 b121 - .887203867225 b291 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e7378: - .887203867225 b121 - .887203867225 b313 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e7379: - .887203867225 b121 - .887203867225 b335 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e7380: - .887203867225 b121 - .887203867225 b357 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e7381: - 2.118573403024 b121 - 2.118573403024 b364 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e7382: - 2.118573403024 b121 - 2.118573403024 b371 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e7383: - 2.118573403024 b121 - 2.118573403024 b378 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e7384: - 2.118573403024 b121 - 2.118573403024 b385 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e7385: - 2.118573403024 b121 - 2.118573403024 b392 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e7386: - 4.509770398884 b121 - 4.509770398884 b395 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e7387: - 4.509770398884 b121 - 4.509770398884 b398 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e7388: - 4.509770398884 b121 - 4.509770398884 b401 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e7389: - 4.509770398884 b121 - 4.509770398884 b404 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e7390: - 1.436939228176 b73 - 1.436939228176 b133 + x405^2 - 2 x405 x415 + x406^2 - 2 x406 x416 + x415^2 + x416^2 >= -1.436939228176 e7391: - 1.436939228176 b85 - 1.436939228176 b133 + x407^2 - 2 x407 x415 + x408^2 - 2 x408 x416 + x415^2 + x416^2 >= -1.436939228176 e7392: - 1.436939228176 b97 - 1.436939228176 b133 + x409^2 - 2 x409 x415 + x410^2 - 2 x410 x416 + x415^2 + x416^2 >= -1.436939228176 e7393: - 1.436939228176 b109 - 1.436939228176 b133 + x411^2 - 2 x411 x415 + x412^2 - 2 x412 x416 + x415^2 + x416^2 >= -1.436939228176 e7394: - 1.436939228176 b121 - 1.436939228176 b133 + x413^2 - 2 x413 x415 + x414^2 - 2 x414 x416 + x415^2 + x416^2 >= -1.436939228176 e7395: - 1.436939228176 b133 - 1.436939228176 b145 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e7396: - 1.436939228176 b133 - 1.436939228176 b157 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e7397: - 1.436939228176 b133 - 1.436939228176 b169 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e7398: - 1.436939228176 b133 - 1.436939228176 b181 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e7399: - .887203867225 b133 - .887203867225 b203 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e7400: - .887203867225 b133 - .887203867225 b225 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e7401: - .887203867225 b133 - .887203867225 b247 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e7402: - .887203867225 b133 - .887203867225 b269 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e7403: - .887203867225 b133 - .887203867225 b291 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e7404: - .887203867225 b133 - .887203867225 b313 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e7405: - .887203867225 b133 - .887203867225 b335 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e7406: - .887203867225 b133 - .887203867225 b357 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e7407: - 2.118573403024 b133 - 2.118573403024 b364 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e7408: - 2.118573403024 b133 - 2.118573403024 b371 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e7409: - 2.118573403024 b133 - 2.118573403024 b378 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e7410: - 2.118573403024 b133 - 2.118573403024 b385 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e7411: - 2.118573403024 b133 - 2.118573403024 b392 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e7412: - 4.509770398884 b133 - 4.509770398884 b395 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e7413: - 4.509770398884 b133 - 4.509770398884 b398 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e7414: - 4.509770398884 b133 - 4.509770398884 b401 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e7415: - 4.509770398884 b133 - 4.509770398884 b404 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e7416: - 1.436939228176 b73 - 1.436939228176 b145 + x405^2 - 2 x405 x417 + x406^2 - 2 x406 x418 + x417^2 + x418^2 >= -1.436939228176 e7417: - 1.436939228176 b85 - 1.436939228176 b145 + x407^2 - 2 x407 x417 + x408^2 - 2 x408 x418 + x417^2 + x418^2 >= -1.436939228176 e7418: - 1.436939228176 b97 - 1.436939228176 b145 + x409^2 - 2 x409 x417 + x410^2 - 2 x410 x418 + x417^2 + x418^2 >= -1.436939228176 e7419: - 1.436939228176 b109 - 1.436939228176 b145 + x411^2 - 2 x411 x417 + x412^2 - 2 x412 x418 + x417^2 + x418^2 >= -1.436939228176 e7420: - 1.436939228176 b121 - 1.436939228176 b145 + x413^2 - 2 x413 x417 + x414^2 - 2 x414 x418 + x417^2 + x418^2 >= -1.436939228176 e7421: - 1.436939228176 b133 - 1.436939228176 b145 + x415^2 - 2 x415 x417 + x416^2 - 2 x416 x418 + x417^2 + x418^2 >= -1.436939228176 e7422: - 1.436939228176 b145 - 1.436939228176 b157 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e7423: - 1.436939228176 b145 - 1.436939228176 b169 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e7424: - 1.436939228176 b145 - 1.436939228176 b181 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e7425: - .887203867225 b145 - .887203867225 b203 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e7426: - .887203867225 b145 - .887203867225 b225 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e7427: - .887203867225 b145 - .887203867225 b247 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e7428: - .887203867225 b145 - .887203867225 b269 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e7429: - .887203867225 b145 - .887203867225 b291 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e7430: - .887203867225 b145 - .887203867225 b313 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e7431: - .887203867225 b145 - .887203867225 b335 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e7432: - .887203867225 b145 - .887203867225 b357 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e7433: - 2.118573403024 b145 - 2.118573403024 b364 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e7434: - 2.118573403024 b145 - 2.118573403024 b371 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e7435: - 2.118573403024 b145 - 2.118573403024 b378 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e7436: - 2.118573403024 b145 - 2.118573403024 b385 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e7437: - 2.118573403024 b145 - 2.118573403024 b392 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e7438: - 4.509770398884 b145 - 4.509770398884 b395 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e7439: - 4.509770398884 b145 - 4.509770398884 b398 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e7440: - 4.509770398884 b145 - 4.509770398884 b401 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e7441: - 4.509770398884 b145 - 4.509770398884 b404 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e7442: - 1.436939228176 b73 - 1.436939228176 b157 + x405^2 - 2 x405 x419 + x406^2 - 2 x406 x420 + x419^2 + x420^2 >= -1.436939228176 e7443: - 1.436939228176 b85 - 1.436939228176 b157 + x407^2 - 2 x407 x419 + x408^2 - 2 x408 x420 + x419^2 + x420^2 >= -1.436939228176 e7444: - 1.436939228176 b97 - 1.436939228176 b157 + x409^2 - 2 x409 x419 + x410^2 - 2 x410 x420 + x419^2 + x420^2 >= -1.436939228176 e7445: - 1.436939228176 b109 - 1.436939228176 b157 + x411^2 - 2 x411 x419 + x412^2 - 2 x412 x420 + x419^2 + x420^2 >= -1.436939228176 e7446: - 1.436939228176 b121 - 1.436939228176 b157 + x413^2 - 2 x413 x419 + x414^2 - 2 x414 x420 + x419^2 + x420^2 >= -1.436939228176 e7447: - 1.436939228176 b133 - 1.436939228176 b157 + x415^2 - 2 x415 x419 + x416^2 - 2 x416 x420 + x419^2 + x420^2 >= -1.436939228176 e7448: - 1.436939228176 b145 - 1.436939228176 b157 + x417^2 - 2 x417 x419 + x418^2 - 2 x418 x420 + x419^2 + x420^2 >= -1.436939228176 e7449: - 1.436939228176 b157 - 1.436939228176 b169 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e7450: - 1.436939228176 b157 - 1.436939228176 b181 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e7451: - .887203867225 b157 - .887203867225 b203 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e7452: - .887203867225 b157 - .887203867225 b225 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e7453: - .887203867225 b157 - .887203867225 b247 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e7454: - .887203867225 b157 - .887203867225 b269 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e7455: - .887203867225 b157 - .887203867225 b291 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e7456: - .887203867225 b157 - .887203867225 b313 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e7457: - .887203867225 b157 - .887203867225 b335 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e7458: - .887203867225 b157 - .887203867225 b357 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e7459: - 2.118573403024 b157 - 2.118573403024 b364 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e7460: - 2.118573403024 b157 - 2.118573403024 b371 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e7461: - 2.118573403024 b157 - 2.118573403024 b378 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e7462: - 2.118573403024 b157 - 2.118573403024 b385 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e7463: - 2.118573403024 b157 - 2.118573403024 b392 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e7464: - 4.509770398884 b157 - 4.509770398884 b395 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e7465: - 4.509770398884 b157 - 4.509770398884 b398 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e7466: - 4.509770398884 b157 - 4.509770398884 b401 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e7467: - 4.509770398884 b157 - 4.509770398884 b404 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e7468: - 1.436939228176 b73 - 1.436939228176 b169 + x405^2 - 2 x405 x421 + x406^2 - 2 x406 x422 + x421^2 + x422^2 >= -1.436939228176 e7469: - 1.436939228176 b85 - 1.436939228176 b169 + x407^2 - 2 x407 x421 + x408^2 - 2 x408 x422 + x421^2 + x422^2 >= -1.436939228176 e7470: - 1.436939228176 b97 - 1.436939228176 b169 + x409^2 - 2 x409 x421 + x410^2 - 2 x410 x422 + x421^2 + x422^2 >= -1.436939228176 e7471: - 1.436939228176 b109 - 1.436939228176 b169 + x411^2 - 2 x411 x421 + x412^2 - 2 x412 x422 + x421^2 + x422^2 >= -1.436939228176 e7472: - 1.436939228176 b121 - 1.436939228176 b169 + x413^2 - 2 x413 x421 + x414^2 - 2 x414 x422 + x421^2 + x422^2 >= -1.436939228176 e7473: - 1.436939228176 b133 - 1.436939228176 b169 + x415^2 - 2 x415 x421 + x416^2 - 2 x416 x422 + x421^2 + x422^2 >= -1.436939228176 e7474: - 1.436939228176 b145 - 1.436939228176 b169 + x417^2 - 2 x417 x421 + x418^2 - 2 x418 x422 + x421^2 + x422^2 >= -1.436939228176 e7475: - 1.436939228176 b157 - 1.436939228176 b169 + x419^2 - 2 x419 x421 + x420^2 - 2 x420 x422 + x421^2 + x422^2 >= -1.436939228176 e7476: - 1.436939228176 b169 - 1.436939228176 b181 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e7477: - .887203867225 b169 - .887203867225 b203 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e7478: - .887203867225 b169 - .887203867225 b225 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e7479: - .887203867225 b169 - .887203867225 b247 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e7480: - .887203867225 b169 - .887203867225 b269 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e7481: - .887203867225 b169 - .887203867225 b291 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e7482: - .887203867225 b169 - .887203867225 b313 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e7483: - .887203867225 b169 - .887203867225 b335 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e7484: - .887203867225 b169 - .887203867225 b357 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e7485: - 2.118573403024 b169 - 2.118573403024 b364 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e7486: - 2.118573403024 b169 - 2.118573403024 b371 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e7487: - 2.118573403024 b169 - 2.118573403024 b378 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e7488: - 2.118573403024 b169 - 2.118573403024 b385 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e7489: - 2.118573403024 b169 - 2.118573403024 b392 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e7490: - 4.509770398884 b169 - 4.509770398884 b395 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e7491: - 4.509770398884 b169 - 4.509770398884 b398 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e7492: - 4.509770398884 b169 - 4.509770398884 b401 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e7493: - 4.509770398884 b169 - 4.509770398884 b404 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e7494: - 1.436939228176 b73 - 1.436939228176 b181 + x405^2 - 2 x405 x423 + x406^2 - 2 x406 x424 + x423^2 + x424^2 >= -1.436939228176 e7495: - 1.436939228176 b85 - 1.436939228176 b181 + x407^2 - 2 x407 x423 + x408^2 - 2 x408 x424 + x423^2 + x424^2 >= -1.436939228176 e7496: - 1.436939228176 b97 - 1.436939228176 b181 + x409^2 - 2 x409 x423 + x410^2 - 2 x410 x424 + x423^2 + x424^2 >= -1.436939228176 e7497: - 1.436939228176 b109 - 1.436939228176 b181 + x411^2 - 2 x411 x423 + x412^2 - 2 x412 x424 + x423^2 + x424^2 >= -1.436939228176 e7498: - 1.436939228176 b121 - 1.436939228176 b181 + x413^2 - 2 x413 x423 + x414^2 - 2 x414 x424 + x423^2 + x424^2 >= -1.436939228176 e7499: - 1.436939228176 b133 - 1.436939228176 b181 + x415^2 - 2 x415 x423 + x416^2 - 2 x416 x424 + x423^2 + x424^2 >= -1.436939228176 e7500: - 1.436939228176 b145 - 1.436939228176 b181 + x417^2 - 2 x417 x423 + x418^2 - 2 x418 x424 + x423^2 + x424^2 >= -1.436939228176 e7501: - 1.436939228176 b157 - 1.436939228176 b181 + x419^2 - 2 x419 x423 + x420^2 - 2 x420 x424 + x423^2 + x424^2 >= -1.436939228176 e7502: - 1.436939228176 b169 - 1.436939228176 b181 + x421^2 - 2 x421 x423 + x422^2 - 2 x422 x424 + x423^2 + x424^2 >= -1.436939228176 e7503: - .887203867225 b181 - .887203867225 b203 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e7504: - .887203867225 b181 - .887203867225 b225 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e7505: - .887203867225 b181 - .887203867225 b247 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e7506: - .887203867225 b181 - .887203867225 b269 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e7507: - .887203867225 b181 - .887203867225 b291 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e7508: - .887203867225 b181 - .887203867225 b313 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e7509: - .887203867225 b181 - .887203867225 b335 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e7510: - .887203867225 b181 - .887203867225 b357 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e7511: - 2.118573403024 b181 - 2.118573403024 b364 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e7512: - 2.118573403024 b181 - 2.118573403024 b371 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e7513: - 2.118573403024 b181 - 2.118573403024 b378 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e7514: - 2.118573403024 b181 - 2.118573403024 b385 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e7515: - 2.118573403024 b181 - 2.118573403024 b392 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e7516: - 4.509770398884 b181 - 4.509770398884 b395 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e7517: - 4.509770398884 b181 - 4.509770398884 b398 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e7518: - 4.509770398884 b181 - 4.509770398884 b401 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e7519: - 4.509770398884 b181 - 4.509770398884 b404 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e7520: - .887203867225 b73 - .887203867225 b203 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 >= -.887203867225 e7521: - .887203867225 b85 - .887203867225 b203 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 >= -.887203867225 e7522: - .887203867225 b97 - .887203867225 b203 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 >= -.887203867225 e7523: - .887203867225 b109 - .887203867225 b203 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 >= -.887203867225 e7524: - .887203867225 b121 - .887203867225 b203 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 >= -.887203867225 e7525: - .887203867225 b133 - .887203867225 b203 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 >= -.887203867225 e7526: - .887203867225 b145 - .887203867225 b203 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 >= -.887203867225 e7527: - .887203867225 b157 - .887203867225 b203 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 >= -.887203867225 e7528: - .887203867225 b169 - .887203867225 b203 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 >= -.887203867225 e7529: - .887203867225 b181 - .887203867225 b203 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 >= -.887203867225 e7530: - .469370231236 b203 - .469370231236 b225 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e7531: - .469370231236 b203 - .469370231236 b247 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e7532: - .469370231236 b203 - .469370231236 b269 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e7533: - .469370231236 b203 - .469370231236 b291 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e7534: - .469370231236 b203 - .469370231236 b313 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e7535: - .469370231236 b203 - .469370231236 b335 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e7536: - .469370231236 b203 - .469370231236 b357 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e7537: - 1.436936830729 b203 - 1.436936830729 b364 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e7538: - 1.436936830729 b203 - 1.436936830729 b371 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e7539: - 1.436936830729 b203 - 1.436936830729 b378 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e7540: - 1.436936830729 b203 - 1.436936830729 b385 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e7541: - 1.436936830729 b203 - 1.436936830729 b392 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e7542: - 3.484990776969 b203 - 3.484990776969 b395 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e7543: - 3.484990776969 b203 - 3.484990776969 b398 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e7544: - 3.484990776969 b203 - 3.484990776969 b401 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e7545: - 3.484990776969 b203 - 3.484990776969 b404 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e7546: - .887203867225 b73 - .887203867225 b225 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 >= -.887203867225 e7547: - .887203867225 b85 - .887203867225 b225 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 >= -.887203867225 e7548: - .887203867225 b97 - .887203867225 b225 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 >= -.887203867225 e7549: - .887203867225 b109 - .887203867225 b225 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 >= -.887203867225 e7550: - .887203867225 b121 - .887203867225 b225 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 >= -.887203867225 e7551: - .887203867225 b133 - .887203867225 b225 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 >= -.887203867225 e7552: - .887203867225 b145 - .887203867225 b225 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 >= -.887203867225 e7553: - .887203867225 b157 - .887203867225 b225 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 >= -.887203867225 e7554: - .887203867225 b169 - .887203867225 b225 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 >= -.887203867225 e7555: - .887203867225 b181 - .887203867225 b225 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 >= -.887203867225 e7556: - .469370231236 b203 - .469370231236 b225 + x425^2 - 2 x425 x427 + x426^2 - 2 x426 x428 + x427^2 + x428^2 >= -.469370231236 e7557: - .469370231236 b225 - .469370231236 b247 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e7558: - .469370231236 b225 - .469370231236 b269 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e7559: - .469370231236 b225 - .469370231236 b291 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e7560: - .469370231236 b225 - .469370231236 b313 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e7561: - .469370231236 b225 - .469370231236 b335 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e7562: - .469370231236 b225 - .469370231236 b357 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e7563: - 1.436936830729 b225 - 1.436936830729 b364 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e7564: - 1.436936830729 b225 - 1.436936830729 b371 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e7565: - 1.436936830729 b225 - 1.436936830729 b378 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e7566: - 1.436936830729 b225 - 1.436936830729 b385 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e7567: - 1.436936830729 b225 - 1.436936830729 b392 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e7568: - 3.484990776969 b225 - 3.484990776969 b395 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e7569: - 3.484990776969 b225 - 3.484990776969 b398 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e7570: - 3.484990776969 b225 - 3.484990776969 b401 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e7571: - 3.484990776969 b225 - 3.484990776969 b404 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e7572: - .887203867225 b73 - .887203867225 b247 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 >= -.887203867225 e7573: - .887203867225 b85 - .887203867225 b247 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 >= -.887203867225 e7574: - .887203867225 b97 - .887203867225 b247 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 >= -.887203867225 e7575: - .887203867225 b109 - .887203867225 b247 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 >= -.887203867225 e7576: - .887203867225 b121 - .887203867225 b247 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 >= -.887203867225 e7577: - .887203867225 b133 - .887203867225 b247 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 >= -.887203867225 e7578: - .887203867225 b145 - .887203867225 b247 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 >= -.887203867225 e7579: - .887203867225 b157 - .887203867225 b247 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 >= -.887203867225 e7580: - .887203867225 b169 - .887203867225 b247 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 >= -.887203867225 e7581: - .887203867225 b181 - .887203867225 b247 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 >= -.887203867225 e7582: - .469370231236 b203 - .469370231236 b247 + x425^2 - 2 x425 x429 + x426^2 - 2 x426 x430 + x429^2 + x430^2 >= -.469370231236 e7583: - .469370231236 b225 - .469370231236 b247 + x427^2 - 2 x427 x429 + x428^2 - 2 x428 x430 + x429^2 + x430^2 >= -.469370231236 e7584: - .469370231236 b247 - .469370231236 b269 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e7585: - .469370231236 b247 - .469370231236 b291 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e7586: - .469370231236 b247 - .469370231236 b313 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e7587: - .469370231236 b247 - .469370231236 b335 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e7588: - .469370231236 b247 - .469370231236 b357 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e7589: - 1.436936830729 b247 - 1.436936830729 b364 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e7590: - 1.436936830729 b247 - 1.436936830729 b371 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e7591: - 1.436936830729 b247 - 1.436936830729 b378 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e7592: - 1.436936830729 b247 - 1.436936830729 b385 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e7593: - 1.436936830729 b247 - 1.436936830729 b392 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e7594: - 3.484990776969 b247 - 3.484990776969 b395 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e7595: - 3.484990776969 b247 - 3.484990776969 b398 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e7596: - 3.484990776969 b247 - 3.484990776969 b401 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e7597: - 3.484990776969 b247 - 3.484990776969 b404 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e7598: - .887203867225 b73 - .887203867225 b269 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 >= -.887203867225 e7599: - .887203867225 b85 - .887203867225 b269 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 >= -.887203867225 e7600: - .887203867225 b97 - .887203867225 b269 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 >= -.887203867225 e7601: - .887203867225 b109 - .887203867225 b269 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 >= -.887203867225 e7602: - .887203867225 b121 - .887203867225 b269 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 >= -.887203867225 e7603: - .887203867225 b133 - .887203867225 b269 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 >= -.887203867225 e7604: - .887203867225 b145 - .887203867225 b269 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 >= -.887203867225 e7605: - .887203867225 b157 - .887203867225 b269 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 >= -.887203867225 e7606: - .887203867225 b169 - .887203867225 b269 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 >= -.887203867225 e7607: - .887203867225 b181 - .887203867225 b269 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 >= -.887203867225 e7608: - .469370231236 b203 - .469370231236 b269 + x425^2 - 2 x425 x431 + x426^2 - 2 x426 x432 + x431^2 + x432^2 >= -.469370231236 e7609: - .469370231236 b225 - .469370231236 b269 + x427^2 - 2 x427 x431 + x428^2 - 2 x428 x432 + x431^2 + x432^2 >= -.469370231236 e7610: - .469370231236 b247 - .469370231236 b269 + x429^2 - 2 x429 x431 + x430^2 - 2 x430 x432 + x431^2 + x432^2 >= -.469370231236 e7611: - .469370231236 b269 - .469370231236 b291 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e7612: - .469370231236 b269 - .469370231236 b313 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e7613: - .469370231236 b269 - .469370231236 b335 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e7614: - .469370231236 b269 - .469370231236 b357 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e7615: - 1.436936830729 b269 - 1.436936830729 b364 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e7616: - 1.436936830729 b269 - 1.436936830729 b371 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e7617: - 1.436936830729 b269 - 1.436936830729 b378 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e7618: - 1.436936830729 b269 - 1.436936830729 b385 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e7619: - 1.436936830729 b269 - 1.436936830729 b392 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e7620: - 3.484990776969 b269 - 3.484990776969 b395 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e7621: - 3.484990776969 b269 - 3.484990776969 b398 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e7622: - 3.484990776969 b269 - 3.484990776969 b401 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e7623: - 3.484990776969 b269 - 3.484990776969 b404 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e7624: - .887203867225 b73 - .887203867225 b291 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 >= -.887203867225 e7625: - .887203867225 b85 - .887203867225 b291 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 >= -.887203867225 e7626: - .887203867225 b97 - .887203867225 b291 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 >= -.887203867225 e7627: - .887203867225 b109 - .887203867225 b291 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 >= -.887203867225 e7628: - .887203867225 b121 - .887203867225 b291 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 >= -.887203867225 e7629: - .887203867225 b133 - .887203867225 b291 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 >= -.887203867225 e7630: - .887203867225 b145 - .887203867225 b291 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 >= -.887203867225 e7631: - .887203867225 b157 - .887203867225 b291 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 >= -.887203867225 e7632: - .887203867225 b169 - .887203867225 b291 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 >= -.887203867225 e7633: - .887203867225 b181 - .887203867225 b291 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 >= -.887203867225 e7634: - .469370231236 b203 - .469370231236 b291 + x425^2 - 2 x425 x433 + x426^2 - 2 x426 x434 + x433^2 + x434^2 >= -.469370231236 e7635: - .469370231236 b225 - .469370231236 b291 + x427^2 - 2 x427 x433 + x428^2 - 2 x428 x434 + x433^2 + x434^2 >= -.469370231236 e7636: - .469370231236 b247 - .469370231236 b291 + x429^2 - 2 x429 x433 + x430^2 - 2 x430 x434 + x433^2 + x434^2 >= -.469370231236 e7637: - .469370231236 b269 - .469370231236 b291 + x431^2 - 2 x431 x433 + x432^2 - 2 x432 x434 + x433^2 + x434^2 >= -.469370231236 e7638: - .469370231236 b291 - .469370231236 b313 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e7639: - .469370231236 b291 - .469370231236 b335 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e7640: - .469370231236 b291 - .469370231236 b357 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e7641: - 1.436936830729 b291 - 1.436936830729 b364 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e7642: - 1.436936830729 b291 - 1.436936830729 b371 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e7643: - 1.436936830729 b291 - 1.436936830729 b378 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e7644: - 1.436936830729 b291 - 1.436936830729 b385 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e7645: - 1.436936830729 b291 - 1.436936830729 b392 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e7646: - 3.484990776969 b291 - 3.484990776969 b395 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e7647: - 3.484990776969 b291 - 3.484990776969 b398 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e7648: - 3.484990776969 b291 - 3.484990776969 b401 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e7649: - 3.484990776969 b291 - 3.484990776969 b404 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e7650: - .887203867225 b73 - .887203867225 b313 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 >= -.887203867225 e7651: - .887203867225 b85 - .887203867225 b313 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 >= -.887203867225 e7652: - .887203867225 b97 - .887203867225 b313 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 >= -.887203867225 e7653: - .887203867225 b109 - .887203867225 b313 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 >= -.887203867225 e7654: - .887203867225 b121 - .887203867225 b313 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 >= -.887203867225 e7655: - .887203867225 b133 - .887203867225 b313 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 >= -.887203867225 e7656: - .887203867225 b145 - .887203867225 b313 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 >= -.887203867225 e7657: - .887203867225 b157 - .887203867225 b313 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 >= -.887203867225 e7658: - .887203867225 b169 - .887203867225 b313 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 >= -.887203867225 e7659: - .887203867225 b181 - .887203867225 b313 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 >= -.887203867225 e7660: - .469370231236 b203 - .469370231236 b313 + x425^2 - 2 x425 x435 + x426^2 - 2 x426 x436 + x435^2 + x436^2 >= -.469370231236 e7661: - .469370231236 b225 - .469370231236 b313 + x427^2 - 2 x427 x435 + x428^2 - 2 x428 x436 + x435^2 + x436^2 >= -.469370231236 e7662: - .469370231236 b247 - .469370231236 b313 + x429^2 - 2 x429 x435 + x430^2 - 2 x430 x436 + x435^2 + x436^2 >= -.469370231236 e7663: - .469370231236 b269 - .469370231236 b313 + x431^2 - 2 x431 x435 + x432^2 - 2 x432 x436 + x435^2 + x436^2 >= -.469370231236 e7664: - .469370231236 b291 - .469370231236 b313 + x433^2 - 2 x433 x435 + x434^2 - 2 x434 x436 + x435^2 + x436^2 >= -.469370231236 e7665: - .469370231236 b313 - .469370231236 b335 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e7666: - .469370231236 b313 - .469370231236 b357 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e7667: - 1.436936830729 b313 - 1.436936830729 b364 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e7668: - 1.436936830729 b313 - 1.436936830729 b371 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e7669: - 1.436936830729 b313 - 1.436936830729 b378 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e7670: - 1.436936830729 b313 - 1.436936830729 b385 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e7671: - 1.436936830729 b313 - 1.436936830729 b392 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e7672: - 3.484990776969 b313 - 3.484990776969 b395 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e7673: - 3.484990776969 b313 - 3.484990776969 b398 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e7674: - 3.484990776969 b313 - 3.484990776969 b401 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e7675: - 3.484990776969 b313 - 3.484990776969 b404 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e7676: - .887203867225 b73 - .887203867225 b335 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 >= -.887203867225 e7677: - .887203867225 b85 - .887203867225 b335 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 >= -.887203867225 e7678: - .887203867225 b97 - .887203867225 b335 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 >= -.887203867225 e7679: - .887203867225 b109 - .887203867225 b335 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 >= -.887203867225 e7680: - .887203867225 b121 - .887203867225 b335 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 >= -.887203867225 e7681: - .887203867225 b133 - .887203867225 b335 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 >= -.887203867225 e7682: - .887203867225 b145 - .887203867225 b335 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 >= -.887203867225 e7683: - .887203867225 b157 - .887203867225 b335 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 >= -.887203867225 e7684: - .887203867225 b169 - .887203867225 b335 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 >= -.887203867225 e7685: - .887203867225 b181 - .887203867225 b335 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 >= -.887203867225 e7686: - .469370231236 b203 - .469370231236 b335 + x425^2 - 2 x425 x437 + x426^2 - 2 x426 x438 + x437^2 + x438^2 >= -.469370231236 e7687: - .469370231236 b225 - .469370231236 b335 + x427^2 - 2 x427 x437 + x428^2 - 2 x428 x438 + x437^2 + x438^2 >= -.469370231236 e7688: - .469370231236 b247 - .469370231236 b335 + x429^2 - 2 x429 x437 + x430^2 - 2 x430 x438 + x437^2 + x438^2 >= -.469370231236 e7689: - .469370231236 b269 - .469370231236 b335 + x431^2 - 2 x431 x437 + x432^2 - 2 x432 x438 + x437^2 + x438^2 >= -.469370231236 e7690: - .469370231236 b291 - .469370231236 b335 + x433^2 - 2 x433 x437 + x434^2 - 2 x434 x438 + x437^2 + x438^2 >= -.469370231236 e7691: - .469370231236 b313 - .469370231236 b335 + x435^2 - 2 x435 x437 + x436^2 - 2 x436 x438 + x437^2 + x438^2 >= -.469370231236 e7692: - .469370231236 b335 - .469370231236 b357 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e7693: - 1.436936830729 b335 - 1.436936830729 b364 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e7694: - 1.436936830729 b335 - 1.436936830729 b371 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e7695: - 1.436936830729 b335 - 1.436936830729 b378 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e7696: - 1.436936830729 b335 - 1.436936830729 b385 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e7697: - 1.436936830729 b335 - 1.436936830729 b392 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e7698: - 3.484990776969 b335 - 3.484990776969 b395 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e7699: - 3.484990776969 b335 - 3.484990776969 b398 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e7700: - 3.484990776969 b335 - 3.484990776969 b401 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e7701: - 3.484990776969 b335 - 3.484990776969 b404 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e7702: - .887203867225 b73 - .887203867225 b357 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 >= -.887203867225 e7703: - .887203867225 b85 - .887203867225 b357 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 >= -.887203867225 e7704: - .887203867225 b97 - .887203867225 b357 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 >= -.887203867225 e7705: - .887203867225 b109 - .887203867225 b357 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 >= -.887203867225 e7706: - .887203867225 b121 - .887203867225 b357 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 >= -.887203867225 e7707: - .887203867225 b133 - .887203867225 b357 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 >= -.887203867225 e7708: - .887203867225 b145 - .887203867225 b357 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 >= -.887203867225 e7709: - .887203867225 b157 - .887203867225 b357 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 >= -.887203867225 e7710: - .887203867225 b169 - .887203867225 b357 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 >= -.887203867225 e7711: - .887203867225 b181 - .887203867225 b357 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 >= -.887203867225 e7712: - .469370231236 b203 - .469370231236 b357 + x425^2 - 2 x425 x439 + x426^2 - 2 x426 x440 + x439^2 + x440^2 >= -.469370231236 e7713: - .469370231236 b225 - .469370231236 b357 + x427^2 - 2 x427 x439 + x428^2 - 2 x428 x440 + x439^2 + x440^2 >= -.469370231236 e7714: - .469370231236 b247 - .469370231236 b357 + x429^2 - 2 x429 x439 + x430^2 - 2 x430 x440 + x439^2 + x440^2 >= -.469370231236 e7715: - .469370231236 b269 - .469370231236 b357 + x431^2 - 2 x431 x439 + x432^2 - 2 x432 x440 + x439^2 + x440^2 >= -.469370231236 e7716: - .469370231236 b291 - .469370231236 b357 + x433^2 - 2 x433 x439 + x434^2 - 2 x434 x440 + x439^2 + x440^2 >= -.469370231236 e7717: - .469370231236 b313 - .469370231236 b357 + x435^2 - 2 x435 x439 + x436^2 - 2 x436 x440 + x439^2 + x440^2 >= -.469370231236 e7718: - .469370231236 b335 - .469370231236 b357 + x437^2 - 2 x437 x439 + x438^2 - 2 x438 x440 + x439^2 + x440^2 >= -.469370231236 e7719: - 1.436936830729 b357 - 1.436936830729 b364 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e7720: - 1.436936830729 b357 - 1.436936830729 b371 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e7721: - 1.436936830729 b357 - 1.436936830729 b378 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e7722: - 1.436936830729 b357 - 1.436936830729 b385 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e7723: - 1.436936830729 b357 - 1.436936830729 b392 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e7724: - 3.484990776969 b357 - 3.484990776969 b395 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e7725: - 3.484990776969 b357 - 3.484990776969 b398 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e7726: - 3.484990776969 b357 - 3.484990776969 b401 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e7727: - 3.484990776969 b357 - 3.484990776969 b404 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e7728: - 2.118573403024 b73 - 2.118573403024 b364 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 >= -2.118573403024 e7729: - 2.118573403024 b85 - 2.118573403024 b364 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 >= -2.118573403024 e7730: - 2.118573403024 b97 - 2.118573403024 b364 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 >= -2.118573403024 e7731: - 2.118573403024 b109 - 2.118573403024 b364 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 >= -2.118573403024 e7732: - 2.118573403024 b121 - 2.118573403024 b364 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 >= -2.118573403024 e7733: - 2.118573403024 b133 - 2.118573403024 b364 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 >= -2.118573403024 e7734: - 2.118573403024 b145 - 2.118573403024 b364 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 >= -2.118573403024 e7735: - 2.118573403024 b157 - 2.118573403024 b364 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 >= -2.118573403024 e7736: - 2.118573403024 b169 - 2.118573403024 b364 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 >= -2.118573403024 e7737: - 2.118573403024 b181 - 2.118573403024 b364 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 >= -2.118573403024 e7738: - 1.436936830729 b203 - 1.436936830729 b364 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 >= -1.436936830729 e7739: - 1.436936830729 b225 - 1.436936830729 b364 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 >= -1.436936830729 e7740: - 1.436936830729 b247 - 1.436936830729 b364 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 >= -1.436936830729 e7741: - 1.436936830729 b269 - 1.436936830729 b364 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 >= -1.436936830729 e7742: - 1.436936830729 b291 - 1.436936830729 b364 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 >= -1.436936830729 e7743: - 1.436936830729 b313 - 1.436936830729 b364 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 >= -1.436936830729 e7744: - 1.436936830729 b335 - 1.436936830729 b364 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 >= -1.436936830729 e7745: - 1.436936830729 b357 - 1.436936830729 b364 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 >= -1.436936830729 e7746: - 2.9321082756 b364 - 2.9321082756 b371 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e7747: - 2.9321082756 b364 - 2.9321082756 b378 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e7748: - 2.9321082756 b364 - 2.9321082756 b385 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e7749: - 2.9321082756 b364 - 2.9321082756 b392 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e7750: - 5.6664469849 b364 - 5.6664469849 b395 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e7751: - 5.6664469849 b364 - 5.6664469849 b398 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e7752: - 5.6664469849 b364 - 5.6664469849 b401 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e7753: - 5.6664469849 b364 - 5.6664469849 b404 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e7754: - 2.118573403024 b73 - 2.118573403024 b371 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 >= -2.118573403024 e7755: - 2.118573403024 b85 - 2.118573403024 b371 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 >= -2.118573403024 e7756: - 2.118573403024 b97 - 2.118573403024 b371 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 >= -2.118573403024 e7757: - 2.118573403024 b109 - 2.118573403024 b371 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 >= -2.118573403024 e7758: - 2.118573403024 b121 - 2.118573403024 b371 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 >= -2.118573403024 e7759: - 2.118573403024 b133 - 2.118573403024 b371 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 >= -2.118573403024 e7760: - 2.118573403024 b145 - 2.118573403024 b371 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 >= -2.118573403024 e7761: - 2.118573403024 b157 - 2.118573403024 b371 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 >= -2.118573403024 e7762: - 2.118573403024 b169 - 2.118573403024 b371 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 >= -2.118573403024 e7763: - 2.118573403024 b181 - 2.118573403024 b371 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 >= -2.118573403024 e7764: - 1.436936830729 b203 - 1.436936830729 b371 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 >= -1.436936830729 e7765: - 1.436936830729 b225 - 1.436936830729 b371 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 >= -1.436936830729 e7766: - 1.436936830729 b247 - 1.436936830729 b371 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 >= -1.436936830729 e7767: - 1.436936830729 b269 - 1.436936830729 b371 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 >= -1.436936830729 e7768: - 1.436936830729 b291 - 1.436936830729 b371 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 >= -1.436936830729 e7769: - 1.436936830729 b313 - 1.436936830729 b371 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 >= -1.436936830729 e7770: - 1.436936830729 b335 - 1.436936830729 b371 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 >= -1.436936830729 e7771: - 1.436936830729 b357 - 1.436936830729 b371 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 >= -1.436936830729 e7772: - 2.9321082756 b364 - 2.9321082756 b371 + x441^2 - 2 x441 x443 + x442^2 - 2 x442 x444 + x443^2 + x444^2 >= -2.9321082756 e7773: - 2.9321082756 b371 - 2.9321082756 b378 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e7774: - 2.9321082756 b371 - 2.9321082756 b385 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e7775: - 2.9321082756 b371 - 2.9321082756 b392 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e7776: - 5.6664469849 b371 - 5.6664469849 b395 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e7777: - 5.6664469849 b371 - 5.6664469849 b398 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e7778: - 5.6664469849 b371 - 5.6664469849 b401 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e7779: - 5.6664469849 b371 - 5.6664469849 b404 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e7780: - 2.118573403024 b73 - 2.118573403024 b378 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 >= -2.118573403024 e7781: - 2.118573403024 b85 - 2.118573403024 b378 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 >= -2.118573403024 e7782: - 2.118573403024 b97 - 2.118573403024 b378 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 >= -2.118573403024 e7783: - 2.118573403024 b109 - 2.118573403024 b378 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 >= -2.118573403024 e7784: - 2.118573403024 b121 - 2.118573403024 b378 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 >= -2.118573403024 e7785: - 2.118573403024 b133 - 2.118573403024 b378 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 >= -2.118573403024 e7786: - 2.118573403024 b145 - 2.118573403024 b378 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 >= -2.118573403024 e7787: - 2.118573403024 b157 - 2.118573403024 b378 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 >= -2.118573403024 e7788: - 2.118573403024 b169 - 2.118573403024 b378 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 >= -2.118573403024 e7789: - 2.118573403024 b181 - 2.118573403024 b378 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 >= -2.118573403024 e7790: - 1.436936830729 b203 - 1.436936830729 b378 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 >= -1.436936830729 e7791: - 1.436936830729 b225 - 1.436936830729 b378 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 >= -1.436936830729 e7792: - 1.436936830729 b247 - 1.436936830729 b378 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 >= -1.436936830729 e7793: - 1.436936830729 b269 - 1.436936830729 b378 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 >= -1.436936830729 e7794: - 1.436936830729 b291 - 1.436936830729 b378 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 >= -1.436936830729 e7795: - 1.436936830729 b313 - 1.436936830729 b378 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 >= -1.436936830729 e7796: - 1.436936830729 b335 - 1.436936830729 b378 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 >= -1.436936830729 e7797: - 1.436936830729 b357 - 1.436936830729 b378 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 >= -1.436936830729 e7798: - 2.9321082756 b364 - 2.9321082756 b378 + x441^2 - 2 x441 x445 + x442^2 - 2 x442 x446 + x445^2 + x446^2 >= -2.9321082756 e7799: - 2.9321082756 b371 - 2.9321082756 b378 + x443^2 - 2 x443 x445 + x444^2 - 2 x444 x446 + x445^2 + x446^2 >= -2.9321082756 e7800: - 2.9321082756 b378 - 2.9321082756 b385 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e7801: - 2.9321082756 b378 - 2.9321082756 b392 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e7802: - 5.6664469849 b378 - 5.6664469849 b395 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e7803: - 5.6664469849 b378 - 5.6664469849 b398 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e7804: - 5.6664469849 b378 - 5.6664469849 b401 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e7805: - 5.6664469849 b378 - 5.6664469849 b404 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e7806: - 2.118573403024 b73 - 2.118573403024 b385 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 >= -2.118573403024 e7807: - 2.118573403024 b85 - 2.118573403024 b385 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 >= -2.118573403024 e7808: - 2.118573403024 b97 - 2.118573403024 b385 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 >= -2.118573403024 e7809: - 2.118573403024 b109 - 2.118573403024 b385 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 >= -2.118573403024 e7810: - 2.118573403024 b121 - 2.118573403024 b385 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 >= -2.118573403024 e7811: - 2.118573403024 b133 - 2.118573403024 b385 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 >= -2.118573403024 e7812: - 2.118573403024 b145 - 2.118573403024 b385 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 >= -2.118573403024 e7813: - 2.118573403024 b157 - 2.118573403024 b385 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 >= -2.118573403024 e7814: - 2.118573403024 b169 - 2.118573403024 b385 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 >= -2.118573403024 e7815: - 2.118573403024 b181 - 2.118573403024 b385 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 >= -2.118573403024 e7816: - 1.436936830729 b203 - 1.436936830729 b385 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 >= -1.436936830729 e7817: - 1.436936830729 b225 - 1.436936830729 b385 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 >= -1.436936830729 e7818: - 1.436936830729 b247 - 1.436936830729 b385 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 >= -1.436936830729 e7819: - 1.436936830729 b269 - 1.436936830729 b385 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 >= -1.436936830729 e7820: - 1.436936830729 b291 - 1.436936830729 b385 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 >= -1.436936830729 e7821: - 1.436936830729 b313 - 1.436936830729 b385 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 >= -1.436936830729 e7822: - 1.436936830729 b335 - 1.436936830729 b385 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 >= -1.436936830729 e7823: - 1.436936830729 b357 - 1.436936830729 b385 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 >= -1.436936830729 e7824: - 2.9321082756 b364 - 2.9321082756 b385 + x441^2 - 2 x441 x447 + x442^2 - 2 x442 x448 + x447^2 + x448^2 >= -2.9321082756 e7825: - 2.9321082756 b371 - 2.9321082756 b385 + x443^2 - 2 x443 x447 + x444^2 - 2 x444 x448 + x447^2 + x448^2 >= -2.9321082756 e7826: - 2.9321082756 b378 - 2.9321082756 b385 + x445^2 - 2 x445 x447 + x446^2 - 2 x446 x448 + x447^2 + x448^2 >= -2.9321082756 e7827: - 2.9321082756 b385 - 2.9321082756 b392 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e7828: - 5.6664469849 b385 - 5.6664469849 b395 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e7829: - 5.6664469849 b385 - 5.6664469849 b398 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e7830: - 5.6664469849 b385 - 5.6664469849 b401 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e7831: - 5.6664469849 b385 - 5.6664469849 b404 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e7832: - 2.118573403024 b73 - 2.118573403024 b392 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 >= -2.118573403024 e7833: - 2.118573403024 b85 - 2.118573403024 b392 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 >= -2.118573403024 e7834: - 2.118573403024 b97 - 2.118573403024 b392 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 >= -2.118573403024 e7835: - 2.118573403024 b109 - 2.118573403024 b392 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 >= -2.118573403024 e7836: - 2.118573403024 b121 - 2.118573403024 b392 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 >= -2.118573403024 e7837: - 2.118573403024 b133 - 2.118573403024 b392 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 >= -2.118573403024 e7838: - 2.118573403024 b145 - 2.118573403024 b392 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 >= -2.118573403024 e7839: - 2.118573403024 b157 - 2.118573403024 b392 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 >= -2.118573403024 e7840: - 2.118573403024 b169 - 2.118573403024 b392 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 >= -2.118573403024 e7841: - 2.118573403024 b181 - 2.118573403024 b392 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 >= -2.118573403024 e7842: - 1.436936830729 b203 - 1.436936830729 b392 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 >= -1.436936830729 e7843: - 1.436936830729 b225 - 1.436936830729 b392 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 >= -1.436936830729 e7844: - 1.436936830729 b247 - 1.436936830729 b392 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 >= -1.436936830729 e7845: - 1.436936830729 b269 - 1.436936830729 b392 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 >= -1.436936830729 e7846: - 1.436936830729 b291 - 1.436936830729 b392 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 >= -1.436936830729 e7847: - 1.436936830729 b313 - 1.436936830729 b392 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 >= -1.436936830729 e7848: - 1.436936830729 b335 - 1.436936830729 b392 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 >= -1.436936830729 e7849: - 1.436936830729 b357 - 1.436936830729 b392 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 >= -1.436936830729 e7850: - 2.9321082756 b364 - 2.9321082756 b392 + x441^2 - 2 x441 x449 + x442^2 - 2 x442 x450 + x449^2 + x450^2 >= -2.9321082756 e7851: - 2.9321082756 b371 - 2.9321082756 b392 + x443^2 - 2 x443 x449 + x444^2 - 2 x444 x450 + x449^2 + x450^2 >= -2.9321082756 e7852: - 2.9321082756 b378 - 2.9321082756 b392 + x445^2 - 2 x445 x449 + x446^2 - 2 x446 x450 + x449^2 + x450^2 >= -2.9321082756 e7853: - 2.9321082756 b385 - 2.9321082756 b392 + x447^2 - 2 x447 x449 + x448^2 - 2 x448 x450 + x449^2 + x450^2 >= -2.9321082756 e7854: - 5.6664469849 b392 - 5.6664469849 b395 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e7855: - 5.6664469849 b392 - 5.6664469849 b398 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e7856: - 5.6664469849 b392 - 5.6664469849 b401 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e7857: - 5.6664469849 b392 - 5.6664469849 b404 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e7858: - 4.509770398884 b73 - 4.509770398884 b395 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 >= -4.509770398884 e7859: - 4.509770398884 b85 - 4.509770398884 b395 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 >= -4.509770398884 e7860: - 4.509770398884 b97 - 4.509770398884 b395 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 >= -4.509770398884 e7861: - 4.509770398884 b109 - 4.509770398884 b395 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 >= -4.509770398884 e7862: - 4.509770398884 b121 - 4.509770398884 b395 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 >= -4.509770398884 e7863: - 4.509770398884 b133 - 4.509770398884 b395 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 >= -4.509770398884 e7864: - 4.509770398884 b145 - 4.509770398884 b395 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 >= -4.509770398884 e7865: - 4.509770398884 b157 - 4.509770398884 b395 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 >= -4.509770398884 e7866: - 4.509770398884 b169 - 4.509770398884 b395 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 >= -4.509770398884 e7867: - 4.509770398884 b181 - 4.509770398884 b395 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 >= -4.509770398884 e7868: - 3.484990776969 b203 - 3.484990776969 b395 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 >= -3.484990776969 e7869: - 3.484990776969 b225 - 3.484990776969 b395 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 >= -3.484990776969 e7870: - 3.484990776969 b247 - 3.484990776969 b395 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 >= -3.484990776969 e7871: - 3.484990776969 b269 - 3.484990776969 b395 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 >= -3.484990776969 e7872: - 3.484990776969 b291 - 3.484990776969 b395 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 >= -3.484990776969 e7873: - 3.484990776969 b313 - 3.484990776969 b395 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 >= -3.484990776969 e7874: - 3.484990776969 b335 - 3.484990776969 b395 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 >= -3.484990776969 e7875: - 3.484990776969 b357 - 3.484990776969 b395 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 >= -3.484990776969 e7876: - 5.6664469849 b364 - 5.6664469849 b395 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 >= -5.6664469849 e7877: - 5.6664469849 b371 - 5.6664469849 b395 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 >= -5.6664469849 e7878: - 5.6664469849 b378 - 5.6664469849 b395 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 >= -5.6664469849 e7879: - 5.6664469849 b385 - 5.6664469849 b395 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 >= -5.6664469849 e7880: - 5.6664469849 b392 - 5.6664469849 b395 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 >= -5.6664469849 e7881: - 9.2934741904 b395 - 9.2934741904 b398 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e7882: - 9.2934741904 b395 - 9.2934741904 b401 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e7883: - 9.2934741904 b395 - 9.2934741904 b404 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e7884: - 4.509770398884 b73 - 4.509770398884 b398 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 >= -4.509770398884 e7885: - 4.509770398884 b85 - 4.509770398884 b398 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 >= -4.509770398884 e7886: - 4.509770398884 b97 - 4.509770398884 b398 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 >= -4.509770398884 e7887: - 4.509770398884 b109 - 4.509770398884 b398 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 >= -4.509770398884 e7888: - 4.509770398884 b121 - 4.509770398884 b398 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 >= -4.509770398884 e7889: - 4.509770398884 b133 - 4.509770398884 b398 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 >= -4.509770398884 e7890: - 4.509770398884 b145 - 4.509770398884 b398 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 >= -4.509770398884 e7891: - 4.509770398884 b157 - 4.509770398884 b398 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 >= -4.509770398884 e7892: - 4.509770398884 b169 - 4.509770398884 b398 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 >= -4.509770398884 e7893: - 4.509770398884 b181 - 4.509770398884 b398 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 >= -4.509770398884 e7894: - 3.484990776969 b203 - 3.484990776969 b398 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 >= -3.484990776969 e7895: - 3.484990776969 b225 - 3.484990776969 b398 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 >= -3.484990776969 e7896: - 3.484990776969 b247 - 3.484990776969 b398 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 >= -3.484990776969 e7897: - 3.484990776969 b269 - 3.484990776969 b398 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 >= -3.484990776969 e7898: - 3.484990776969 b291 - 3.484990776969 b398 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 >= -3.484990776969 e7899: - 3.484990776969 b313 - 3.484990776969 b398 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 >= -3.484990776969 e7900: - 3.484990776969 b335 - 3.484990776969 b398 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 >= -3.484990776969 e7901: - 3.484990776969 b357 - 3.484990776969 b398 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 >= -3.484990776969 e7902: - 5.6664469849 b364 - 5.6664469849 b398 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 >= -5.6664469849 e7903: - 5.6664469849 b371 - 5.6664469849 b398 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 >= -5.6664469849 e7904: - 5.6664469849 b378 - 5.6664469849 b398 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 >= -5.6664469849 e7905: - 5.6664469849 b385 - 5.6664469849 b398 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 >= -5.6664469849 e7906: - 5.6664469849 b392 - 5.6664469849 b398 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 >= -5.6664469849 e7907: - 9.2934741904 b395 - 9.2934741904 b398 + x451^2 - 2 x451 x453 + x452^2 - 2 x452 x454 + x453^2 + x454^2 >= -9.2934741904 e7908: - 9.2934741904 b398 - 9.2934741904 b401 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e7909: - 9.2934741904 b398 - 9.2934741904 b404 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e7910: - 4.509770398884 b73 - 4.509770398884 b401 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 >= -4.509770398884 e7911: - 4.509770398884 b85 - 4.509770398884 b401 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 >= -4.509770398884 e7912: - 4.509770398884 b97 - 4.509770398884 b401 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 >= -4.509770398884 e7913: - 4.509770398884 b109 - 4.509770398884 b401 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 >= -4.509770398884 e7914: - 4.509770398884 b121 - 4.509770398884 b401 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 >= -4.509770398884 e7915: - 4.509770398884 b133 - 4.509770398884 b401 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 >= -4.509770398884 e7916: - 4.509770398884 b145 - 4.509770398884 b401 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 >= -4.509770398884 e7917: - 4.509770398884 b157 - 4.509770398884 b401 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 >= -4.509770398884 e7918: - 4.509770398884 b169 - 4.509770398884 b401 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 >= -4.509770398884 e7919: - 4.509770398884 b181 - 4.509770398884 b401 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 >= -4.509770398884 e7920: - 3.484990776969 b203 - 3.484990776969 b401 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 >= -3.484990776969 e7921: - 3.484990776969 b225 - 3.484990776969 b401 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 >= -3.484990776969 e7922: - 3.484990776969 b247 - 3.484990776969 b401 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 >= -3.484990776969 e7923: - 3.484990776969 b269 - 3.484990776969 b401 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 >= -3.484990776969 e7924: - 3.484990776969 b291 - 3.484990776969 b401 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 >= -3.484990776969 e7925: - 3.484990776969 b313 - 3.484990776969 b401 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 >= -3.484990776969 e7926: - 3.484990776969 b335 - 3.484990776969 b401 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 >= -3.484990776969 e7927: - 3.484990776969 b357 - 3.484990776969 b401 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 >= -3.484990776969 e7928: - 5.6664469849 b364 - 5.6664469849 b401 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 >= -5.6664469849 e7929: - 5.6664469849 b371 - 5.6664469849 b401 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 >= -5.6664469849 e7930: - 5.6664469849 b378 - 5.6664469849 b401 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 >= -5.6664469849 e7931: - 5.6664469849 b385 - 5.6664469849 b401 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 >= -5.6664469849 e7932: - 5.6664469849 b392 - 5.6664469849 b401 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 >= -5.6664469849 e7933: - 9.2934741904 b395 - 9.2934741904 b401 + x451^2 - 2 x451 x455 + x452^2 - 2 x452 x456 + x455^2 + x456^2 >= -9.2934741904 e7934: - 9.2934741904 b398 - 9.2934741904 b401 + x453^2 - 2 x453 x455 + x454^2 - 2 x454 x456 + x455^2 + x456^2 >= -9.2934741904 e7935: - 9.2934741904 b401 - 9.2934741904 b404 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e7936: - 4.509770398884 b73 - 4.509770398884 b404 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 >= -4.509770398884 e7937: - 4.509770398884 b85 - 4.509770398884 b404 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 >= -4.509770398884 e7938: - 4.509770398884 b97 - 4.509770398884 b404 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 >= -4.509770398884 e7939: - 4.509770398884 b109 - 4.509770398884 b404 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 >= -4.509770398884 e7940: - 4.509770398884 b121 - 4.509770398884 b404 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 >= -4.509770398884 e7941: - 4.509770398884 b133 - 4.509770398884 b404 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 >= -4.509770398884 e7942: - 4.509770398884 b145 - 4.509770398884 b404 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 >= -4.509770398884 e7943: - 4.509770398884 b157 - 4.509770398884 b404 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 >= -4.509770398884 e7944: - 4.509770398884 b169 - 4.509770398884 b404 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 >= -4.509770398884 e7945: - 4.509770398884 b181 - 4.509770398884 b404 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 >= -4.509770398884 e7946: - 3.484990776969 b203 - 3.484990776969 b404 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 >= -3.484990776969 e7947: - 3.484990776969 b225 - 3.484990776969 b404 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 >= -3.484990776969 e7948: - 3.484990776969 b247 - 3.484990776969 b404 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 >= -3.484990776969 e7949: - 3.484990776969 b269 - 3.484990776969 b404 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 >= -3.484990776969 e7950: - 3.484990776969 b291 - 3.484990776969 b404 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 >= -3.484990776969 e7951: - 3.484990776969 b313 - 3.484990776969 b404 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 >= -3.484990776969 e7952: - 3.484990776969 b335 - 3.484990776969 b404 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 >= -3.484990776969 e7953: - 3.484990776969 b357 - 3.484990776969 b404 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 >= -3.484990776969 e7954: - 5.6664469849 b364 - 5.6664469849 b404 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 >= -5.6664469849 e7955: - 5.6664469849 b371 - 5.6664469849 b404 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 >= -5.6664469849 e7956: - 5.6664469849 b378 - 5.6664469849 b404 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 >= -5.6664469849 e7957: - 5.6664469849 b385 - 5.6664469849 b404 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 >= -5.6664469849 e7958: - 5.6664469849 b392 - 5.6664469849 b404 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 >= -5.6664469849 e7959: - 9.2934741904 b395 - 9.2934741904 b404 + x451^2 - 2 x451 x457 + x452^2 - 2 x452 x458 + x457^2 + x458^2 >= -9.2934741904 e7960: - 9.2934741904 b398 - 9.2934741904 b404 + x453^2 - 2 x453 x457 + x454^2 - 2 x454 x458 + x457^2 + x458^2 >= -9.2934741904 e7961: - 9.2934741904 b401 - 9.2934741904 b404 + x455^2 - 2 x455 x457 + x456^2 - 2 x456 x458 + x457^2 + x458^2 >= -9.2934741904 e7962: 146.015866806048 b62 + x405^2 - 2 x405 x441 + x406^2 - 2 x406 x442 + x441^2 + x442^2 <= 146.035526210992 e7963: 146.015866806048 b63 + x405^2 - 2 x405 x443 + x406^2 - 2 x406 x444 + x443^2 + x444^2 <= 146.035526210992 e7964: 146.015866806048 b64 + x405^2 - 2 x405 x445 + x406^2 - 2 x406 x446 + x445^2 + x446^2 <= 146.035526210992 e7965: 146.015866806048 b65 + x405^2 - 2 x405 x447 + x406^2 - 2 x406 x448 + x447^2 + x448^2 <= 146.035526210992 e7966: 146.015866806048 b66 + x405^2 - 2 x405 x449 + x406^2 - 2 x406 x450 + x449^2 + x450^2 <= 146.035526210992 e7967: 124.074660797768 b67 + x405^2 - 2 x405 x451 + x406^2 - 2 x406 x452 + x451^2 + x452^2 <= 124.688044241112 e7968: 124.074660797768 b68 + x405^2 - 2 x405 x453 + x406^2 - 2 x406 x454 + x453^2 + x454^2 <= 124.688044241112 e7969: 124.074660797768 b69 + x405^2 - 2 x405 x455 + x406^2 - 2 x406 x456 + x455^2 + x456^2 <= 124.688044241112 e7970: 124.074660797768 b70 + x405^2 - 2 x405 x457 + x406^2 - 2 x406 x458 + x457^2 + x458^2 <= 124.688044241112 e7971: 111.557223492128 b71 + x405^2 - 2 x405 x459 + x406^2 - 2 x406 x460 + x459^2 + x460^2 <= 112.885590384432 e7972: 111.557223492128 b72 + x405^2 - 2 x405 x461 + x406^2 - 2 x406 x462 + x461^2 + x462^2 <= 112.885590384432 e7973: 111.557223492128 b73 + x405^2 - 2 x405 x463 + x406^2 - 2 x406 x464 + x463^2 + x464^2 <= 112.885590384432 e7974: 146.015866806048 b74 + x407^2 - 2 x407 x441 + x408^2 - 2 x408 x442 + x441^2 + x442^2 <= 146.035526210992 e7975: 146.015866806048 b75 + x407^2 - 2 x407 x443 + x408^2 - 2 x408 x444 + x443^2 + x444^2 <= 146.035526210992 e7976: 146.015866806048 b76 + x407^2 - 2 x407 x445 + x408^2 - 2 x408 x446 + x445^2 + x446^2 <= 146.035526210992 e7977: 146.015866806048 b77 + x407^2 - 2 x407 x447 + x408^2 - 2 x408 x448 + x447^2 + x448^2 <= 146.035526210992 e7978: 146.015866806048 b78 + x407^2 - 2 x407 x449 + x408^2 - 2 x408 x450 + x449^2 + x450^2 <= 146.035526210992 e7979: 124.074660797768 b79 + x407^2 - 2 x407 x451 + x408^2 - 2 x408 x452 + x451^2 + x452^2 <= 124.688044241112 e7980: 124.074660797768 b80 + x407^2 - 2 x407 x453 + x408^2 - 2 x408 x454 + x453^2 + x454^2 <= 124.688044241112 e7981: 124.074660797768 b81 + x407^2 - 2 x407 x455 + x408^2 - 2 x408 x456 + x455^2 + x456^2 <= 124.688044241112 e7982: 124.074660797768 b82 + x407^2 - 2 x407 x457 + x408^2 - 2 x408 x458 + x457^2 + x458^2 <= 124.688044241112 e7983: 111.557223492128 b83 + x407^2 - 2 x407 x459 + x408^2 - 2 x408 x460 + x459^2 + x460^2 <= 112.885590384432 e7984: 111.557223492128 b84 + x407^2 - 2 x407 x461 + x408^2 - 2 x408 x462 + x461^2 + x462^2 <= 112.885590384432 e7985: 111.557223492128 b85 + x407^2 - 2 x407 x463 + x408^2 - 2 x408 x464 + x463^2 + x464^2 <= 112.885590384432 e7986: 146.015866806048 b86 + x409^2 - 2 x409 x441 + x410^2 - 2 x410 x442 + x441^2 + x442^2 <= 146.035526210992 e7987: 146.015866806048 b87 + x409^2 - 2 x409 x443 + x410^2 - 2 x410 x444 + x443^2 + x444^2 <= 146.035526210992 e7988: 146.015866806048 b88 + x409^2 - 2 x409 x445 + x410^2 - 2 x410 x446 + x445^2 + x446^2 <= 146.035526210992 e7989: 146.015866806048 b89 + x409^2 - 2 x409 x447 + x410^2 - 2 x410 x448 + x447^2 + x448^2 <= 146.035526210992 e7990: 146.015866806048 b90 + x409^2 - 2 x409 x449 + x410^2 - 2 x410 x450 + x449^2 + x450^2 <= 146.035526210992 e7991: 124.074660797768 b91 + x409^2 - 2 x409 x451 + x410^2 - 2 x410 x452 + x451^2 + x452^2 <= 124.688044241112 e7992: 124.074660797768 b92 + x409^2 - 2 x409 x453 + x410^2 - 2 x410 x454 + x453^2 + x454^2 <= 124.688044241112 e7993: 124.074660797768 b93 + x409^2 - 2 x409 x455 + x410^2 - 2 x410 x456 + x455^2 + x456^2 <= 124.688044241112 e7994: 124.074660797768 b94 + x409^2 - 2 x409 x457 + x410^2 - 2 x410 x458 + x457^2 + x458^2 <= 124.688044241112 e7995: 111.557223492128 b95 + x409^2 - 2 x409 x459 + x410^2 - 2 x410 x460 + x459^2 + x460^2 <= 112.885590384432 e7996: 111.557223492128 b96 + x409^2 - 2 x409 x461 + x410^2 - 2 x410 x462 + x461^2 + x462^2 <= 112.885590384432 e7997: 111.557223492128 b97 + x409^2 - 2 x409 x463 + x410^2 - 2 x410 x464 + x463^2 + x464^2 <= 112.885590384432 e7998: 146.015866806048 b98 + x411^2 - 2 x411 x441 + x412^2 - 2 x412 x442 + x441^2 + x442^2 <= 146.035526210992 e7999: 146.015866806048 b99 + x411^2 - 2 x411 x443 + x412^2 - 2 x412 x444 + x443^2 + x444^2 <= 146.035526210992 e8000: 146.015866806048 b100 + x411^2 - 2 x411 x445 + x412^2 - 2 x412 x446 + x445^2 + x446^2 <= 146.035526210992 e8001: 146.015866806048 b101 + x411^2 - 2 x411 x447 + x412^2 - 2 x412 x448 + x447^2 + x448^2 <= 146.035526210992 e8002: 146.015866806048 b102 + x411^2 - 2 x411 x449 + x412^2 - 2 x412 x450 + x449^2 + x450^2 <= 146.035526210992 e8003: 124.074660797768 b103 + x411^2 - 2 x411 x451 + x412^2 - 2 x412 x452 + x451^2 + x452^2 <= 124.688044241112 e8004: 124.074660797768 b104 + x411^2 - 2 x411 x453 + x412^2 - 2 x412 x454 + x453^2 + x454^2 <= 124.688044241112 e8005: 124.074660797768 b105 + x411^2 - 2 x411 x455 + x412^2 - 2 x412 x456 + x455^2 + x456^2 <= 124.688044241112 e8006: 124.074660797768 b106 + x411^2 - 2 x411 x457 + x412^2 - 2 x412 x458 + x457^2 + x458^2 <= 124.688044241112 e8007: 111.557223492128 b107 + x411^2 - 2 x411 x459 + x412^2 - 2 x412 x460 + x459^2 + x460^2 <= 112.885590384432 e8008: 111.557223492128 b108 + x411^2 - 2 x411 x461 + x412^2 - 2 x412 x462 + x461^2 + x462^2 <= 112.885590384432 e8009: 111.557223492128 b109 + x411^2 - 2 x411 x463 + x412^2 - 2 x412 x464 + x463^2 + x464^2 <= 112.885590384432 e8010: 146.015866806048 b110 + x413^2 - 2 x413 x441 + x414^2 - 2 x414 x442 + x441^2 + x442^2 <= 146.035526210992 e8011: 146.015866806048 b111 + x413^2 - 2 x413 x443 + x414^2 - 2 x414 x444 + x443^2 + x444^2 <= 146.035526210992 e8012: 146.015866806048 b112 + x413^2 - 2 x413 x445 + x414^2 - 2 x414 x446 + x445^2 + x446^2 <= 146.035526210992 e8013: 146.015866806048 b113 + x413^2 - 2 x413 x447 + x414^2 - 2 x414 x448 + x447^2 + x448^2 <= 146.035526210992 e8014: 146.015866806048 b114 + x413^2 - 2 x413 x449 + x414^2 - 2 x414 x450 + x449^2 + x450^2 <= 146.035526210992 e8015: 124.074660797768 b115 + x413^2 - 2 x413 x451 + x414^2 - 2 x414 x452 + x451^2 + x452^2 <= 124.688044241112 e8016: 124.074660797768 b116 + x413^2 - 2 x413 x453 + x414^2 - 2 x414 x454 + x453^2 + x454^2 <= 124.688044241112 e8017: 124.074660797768 b117 + x413^2 - 2 x413 x455 + x414^2 - 2 x414 x456 + x455^2 + x456^2 <= 124.688044241112 e8018: 124.074660797768 b118 + x413^2 - 2 x413 x457 + x414^2 - 2 x414 x458 + x457^2 + x458^2 <= 124.688044241112 e8019: 111.557223492128 b119 + x413^2 - 2 x413 x459 + x414^2 - 2 x414 x460 + x459^2 + x460^2 <= 112.885590384432 e8020: 111.557223492128 b120 + x413^2 - 2 x413 x461 + x414^2 - 2 x414 x462 + x461^2 + x462^2 <= 112.885590384432 e8021: 111.557223492128 b121 + x413^2 - 2 x413 x463 + x414^2 - 2 x414 x464 + x463^2 + x464^2 <= 112.885590384432 e8022: 146.015866806048 b122 + x415^2 - 2 x415 x441 + x416^2 - 2 x416 x442 + x441^2 + x442^2 <= 146.035526210992 e8023: 146.015866806048 b123 + x415^2 - 2 x415 x443 + x416^2 - 2 x416 x444 + x443^2 + x444^2 <= 146.035526210992 e8024: 146.015866806048 b124 + x415^2 - 2 x415 x445 + x416^2 - 2 x416 x446 + x445^2 + x446^2 <= 146.035526210992 e8025: 146.015866806048 b125 + x415^2 - 2 x415 x447 + x416^2 - 2 x416 x448 + x447^2 + x448^2 <= 146.035526210992 e8026: 146.015866806048 b126 + x415^2 - 2 x415 x449 + x416^2 - 2 x416 x450 + x449^2 + x450^2 <= 146.035526210992 e8027: 124.074660797768 b127 + x415^2 - 2 x415 x451 + x416^2 - 2 x416 x452 + x451^2 + x452^2 <= 124.688044241112 e8028: 124.074660797768 b128 + x415^2 - 2 x415 x453 + x416^2 - 2 x416 x454 + x453^2 + x454^2 <= 124.688044241112 e8029: 124.074660797768 b129 + x415^2 - 2 x415 x455 + x416^2 - 2 x416 x456 + x455^2 + x456^2 <= 124.688044241112 e8030: 124.074660797768 b130 + x415^2 - 2 x415 x457 + x416^2 - 2 x416 x458 + x457^2 + x458^2 <= 124.688044241112 e8031: 111.557223492128 b131 + x415^2 - 2 x415 x459 + x416^2 - 2 x416 x460 + x459^2 + x460^2 <= 112.885590384432 e8032: 111.557223492128 b132 + x415^2 - 2 x415 x461 + x416^2 - 2 x416 x462 + x461^2 + x462^2 <= 112.885590384432 e8033: 111.557223492128 b133 + x415^2 - 2 x415 x463 + x416^2 - 2 x416 x464 + x463^2 + x464^2 <= 112.885590384432 e8034: 146.015866806048 b134 + x417^2 - 2 x417 x441 + x418^2 - 2 x418 x442 + x441^2 + x442^2 <= 146.035526210992 e8035: 146.015866806048 b135 + x417^2 - 2 x417 x443 + x418^2 - 2 x418 x444 + x443^2 + x444^2 <= 146.035526210992 e8036: 146.015866806048 b136 + x417^2 - 2 x417 x445 + x418^2 - 2 x418 x446 + x445^2 + x446^2 <= 146.035526210992 e8037: 146.015866806048 b137 + x417^2 - 2 x417 x447 + x418^2 - 2 x418 x448 + x447^2 + x448^2 <= 146.035526210992 e8038: 146.015866806048 b138 + x417^2 - 2 x417 x449 + x418^2 - 2 x418 x450 + x449^2 + x450^2 <= 146.035526210992 e8039: 124.074660797768 b139 + x417^2 - 2 x417 x451 + x418^2 - 2 x418 x452 + x451^2 + x452^2 <= 124.688044241112 e8040: 124.074660797768 b140 + x417^2 - 2 x417 x453 + x418^2 - 2 x418 x454 + x453^2 + x454^2 <= 124.688044241112 e8041: 124.074660797768 b141 + x417^2 - 2 x417 x455 + x418^2 - 2 x418 x456 + x455^2 + x456^2 <= 124.688044241112 e8042: 124.074660797768 b142 + x417^2 - 2 x417 x457 + x418^2 - 2 x418 x458 + x457^2 + x458^2 <= 124.688044241112 e8043: 111.557223492128 b143 + x417^2 - 2 x417 x459 + x418^2 - 2 x418 x460 + x459^2 + x460^2 <= 112.885590384432 e8044: 111.557223492128 b144 + x417^2 - 2 x417 x461 + x418^2 - 2 x418 x462 + x461^2 + x462^2 <= 112.885590384432 e8045: 111.557223492128 b145 + x417^2 - 2 x417 x463 + x418^2 - 2 x418 x464 + x463^2 + x464^2 <= 112.885590384432 e8046: 146.015866806048 b146 + x419^2 - 2 x419 x441 + x420^2 - 2 x420 x442 + x441^2 + x442^2 <= 146.035526210992 e8047: 146.015866806048 b147 + x419^2 - 2 x419 x443 + x420^2 - 2 x420 x444 + x443^2 + x444^2 <= 146.035526210992 e8048: 146.015866806048 b148 + x419^2 - 2 x419 x445 + x420^2 - 2 x420 x446 + x445^2 + x446^2 <= 146.035526210992 e8049: 146.015866806048 b149 + x419^2 - 2 x419 x447 + x420^2 - 2 x420 x448 + x447^2 + x448^2 <= 146.035526210992 e8050: 146.015866806048 b150 + x419^2 - 2 x419 x449 + x420^2 - 2 x420 x450 + x449^2 + x450^2 <= 146.035526210992 e8051: 124.074660797768 b151 + x419^2 - 2 x419 x451 + x420^2 - 2 x420 x452 + x451^2 + x452^2 <= 124.688044241112 e8052: 124.074660797768 b152 + x419^2 - 2 x419 x453 + x420^2 - 2 x420 x454 + x453^2 + x454^2 <= 124.688044241112 e8053: 124.074660797768 b153 + x419^2 - 2 x419 x455 + x420^2 - 2 x420 x456 + x455^2 + x456^2 <= 124.688044241112 e8054: 124.074660797768 b154 + x419^2 - 2 x419 x457 + x420^2 - 2 x420 x458 + x457^2 + x458^2 <= 124.688044241112 e8055: 111.557223492128 b155 + x419^2 - 2 x419 x459 + x420^2 - 2 x420 x460 + x459^2 + x460^2 <= 112.885590384432 e8056: 111.557223492128 b156 + x419^2 - 2 x419 x461 + x420^2 - 2 x420 x462 + x461^2 + x462^2 <= 112.885590384432 e8057: 111.557223492128 b157 + x419^2 - 2 x419 x463 + x420^2 - 2 x420 x464 + x463^2 + x464^2 <= 112.885590384432 e8058: 146.015866806048 b158 + x421^2 - 2 x421 x441 + x422^2 - 2 x422 x442 + x441^2 + x442^2 <= 146.035526210992 e8059: 146.015866806048 b159 + x421^2 - 2 x421 x443 + x422^2 - 2 x422 x444 + x443^2 + x444^2 <= 146.035526210992 e8060: 146.015866806048 b160 + x421^2 - 2 x421 x445 + x422^2 - 2 x422 x446 + x445^2 + x446^2 <= 146.035526210992 e8061: 146.015866806048 b161 + x421^2 - 2 x421 x447 + x422^2 - 2 x422 x448 + x447^2 + x448^2 <= 146.035526210992 e8062: 146.015866806048 b162 + x421^2 - 2 x421 x449 + x422^2 - 2 x422 x450 + x449^2 + x450^2 <= 146.035526210992 e8063: 124.074660797768 b163 + x421^2 - 2 x421 x451 + x422^2 - 2 x422 x452 + x451^2 + x452^2 <= 124.688044241112 e8064: 124.074660797768 b164 + x421^2 - 2 x421 x453 + x422^2 - 2 x422 x454 + x453^2 + x454^2 <= 124.688044241112 e8065: 124.074660797768 b165 + x421^2 - 2 x421 x455 + x422^2 - 2 x422 x456 + x455^2 + x456^2 <= 124.688044241112 e8066: 124.074660797768 b166 + x421^2 - 2 x421 x457 + x422^2 - 2 x422 x458 + x457^2 + x458^2 <= 124.688044241112 e8067: 111.557223492128 b167 + x421^2 - 2 x421 x459 + x422^2 - 2 x422 x460 + x459^2 + x460^2 <= 112.885590384432 e8068: 111.557223492128 b168 + x421^2 - 2 x421 x461 + x422^2 - 2 x422 x462 + x461^2 + x462^2 <= 112.885590384432 e8069: 111.557223492128 b169 + x421^2 - 2 x421 x463 + x422^2 - 2 x422 x464 + x463^2 + x464^2 <= 112.885590384432 e8070: 146.015866806048 b170 + x423^2 - 2 x423 x441 + x424^2 - 2 x424 x442 + x441^2 + x442^2 <= 146.035526210992 e8071: 146.015866806048 b171 + x423^2 - 2 x423 x443 + x424^2 - 2 x424 x444 + x443^2 + x444^2 <= 146.035526210992 e8072: 146.015866806048 b172 + x423^2 - 2 x423 x445 + x424^2 - 2 x424 x446 + x445^2 + x446^2 <= 146.035526210992 e8073: 146.015866806048 b173 + x423^2 - 2 x423 x447 + x424^2 - 2 x424 x448 + x447^2 + x448^2 <= 146.035526210992 e8074: 146.015866806048 b174 + x423^2 - 2 x423 x449 + x424^2 - 2 x424 x450 + x449^2 + x450^2 <= 146.035526210992 e8075: 124.074660797768 b175 + x423^2 - 2 x423 x451 + x424^2 - 2 x424 x452 + x451^2 + x452^2 <= 124.688044241112 e8076: 124.074660797768 b176 + x423^2 - 2 x423 x453 + x424^2 - 2 x424 x454 + x453^2 + x454^2 <= 124.688044241112 e8077: 124.074660797768 b177 + x423^2 - 2 x423 x455 + x424^2 - 2 x424 x456 + x455^2 + x456^2 <= 124.688044241112 e8078: 124.074660797768 b178 + x423^2 - 2 x423 x457 + x424^2 - 2 x424 x458 + x457^2 + x458^2 <= 124.688044241112 e8079: 111.557223492128 b179 + x423^2 - 2 x423 x459 + x424^2 - 2 x424 x460 + x459^2 + x460^2 <= 112.885590384432 e8080: 111.557223492128 b180 + x423^2 - 2 x423 x461 + x424^2 - 2 x424 x462 + x461^2 + x462^2 <= 112.885590384432 e8081: 111.557223492128 b181 + x423^2 - 2 x423 x463 + x424^2 - 2 x424 x464 + x463^2 + x464^2 <= 112.885590384432 e8082: 164.09780773445 b182 + x405^2 - 2 x405 x425 + x406^2 - 2 x406 x426 + x425^2 + x426^2 <= 164.128395645686 e8083: 164.09780773445 b183 + x407^2 - 2 x407 x425 + x408^2 - 2 x408 x426 + x425^2 + x426^2 <= 164.128395645686 e8084: 164.09780773445 b184 + x409^2 - 2 x409 x425 + x410^2 - 2 x410 x426 + x425^2 + x426^2 <= 164.128395645686 e8085: 164.09780773445 b185 + x411^2 - 2 x411 x425 + x412^2 - 2 x412 x426 + x425^2 + x426^2 <= 164.128395645686 e8086: 164.09780773445 b186 + x413^2 - 2 x413 x425 + x414^2 - 2 x414 x426 + x425^2 + x426^2 <= 164.128395645686 e8087: 164.09780773445 b187 + x415^2 - 2 x415 x425 + x416^2 - 2 x416 x426 + x425^2 + x426^2 <= 164.128395645686 e8088: 164.09780773445 b188 + x417^2 - 2 x417 x425 + x418^2 - 2 x418 x426 + x425^2 + x426^2 <= 164.128395645686 e8089: 164.09780773445 b189 + x419^2 - 2 x419 x425 + x420^2 - 2 x420 x426 + x425^2 + x426^2 <= 164.128395645686 e8090: 164.09780773445 b190 + x421^2 - 2 x421 x425 + x422^2 - 2 x422 x426 + x425^2 + x426^2 <= 164.128395645686 e8091: 164.09780773445 b191 + x423^2 - 2 x423 x425 + x424^2 - 2 x424 x426 + x425^2 + x426^2 <= 164.128395645686 e8092: 154.924953661458 b192 + x425^2 - 2 x425 x441 + x426^2 - 2 x426 x442 + x441^2 + x442^2 <= 155.082579335899 e8093: 154.924953661458 b193 + x425^2 - 2 x425 x443 + x426^2 - 2 x426 x444 + x443^2 + x444^2 <= 155.082579335899 e8094: 154.924953661458 b194 + x425^2 - 2 x425 x445 + x426^2 - 2 x426 x446 + x445^2 + x446^2 <= 155.082579335899 e8095: 154.924953661458 b195 + x425^2 - 2 x425 x447 + x426^2 - 2 x426 x448 + x447^2 + x448^2 <= 155.082579335899 e8096: 154.924953661458 b196 + x425^2 - 2 x425 x449 + x426^2 - 2 x426 x450 + x449^2 + x450^2 <= 155.082579335899 e8097: 132.297461553938 b197 + x425^2 - 2 x425 x451 + x426^2 - 2 x426 x452 + x451^2 + x452^2 <= 133.379055313947 e8098: 132.297461553938 b198 + x425^2 - 2 x425 x453 + x426^2 - 2 x426 x454 + x453^2 + x454^2 <= 133.379055313947 e8099: 132.297461553938 b199 + x425^2 - 2 x425 x455 + x426^2 - 2 x426 x456 + x455^2 + x456^2 <= 133.379055313947 e8100: 132.297461553938 b200 + x425^2 - 2 x425 x457 + x426^2 - 2 x426 x458 + x457^2 + x458^2 <= 133.379055313947 e8101: 119.361045500978 b201 + x425^2 - 2 x425 x459 + x426^2 - 2 x426 x460 + x459^2 + x460^2 <= 121.347332654427 e8102: 119.361045500978 b202 + x425^2 - 2 x425 x461 + x426^2 - 2 x426 x462 + x461^2 + x462^2 <= 121.347332654427 e8103: 119.361045500978 b203 + x425^2 - 2 x425 x463 + x426^2 - 2 x426 x464 + x463^2 + x464^2 <= 121.347332654427 e8104: 164.09780773445 b204 + x405^2 - 2 x405 x427 + x406^2 - 2 x406 x428 + x427^2 + x428^2 <= 164.128395645686 e8105: 164.09780773445 b205 + x407^2 - 2 x407 x427 + x408^2 - 2 x408 x428 + x427^2 + x428^2 <= 164.128395645686 e8106: 164.09780773445 b206 + x409^2 - 2 x409 x427 + x410^2 - 2 x410 x428 + x427^2 + x428^2 <= 164.128395645686 e8107: 164.09780773445 b207 + x411^2 - 2 x411 x427 + x412^2 - 2 x412 x428 + x427^2 + x428^2 <= 164.128395645686 e8108: 164.09780773445 b208 + x413^2 - 2 x413 x427 + x414^2 - 2 x414 x428 + x427^2 + x428^2 <= 164.128395645686 e8109: 164.09780773445 b209 + x415^2 - 2 x415 x427 + x416^2 - 2 x416 x428 + x427^2 + x428^2 <= 164.128395645686 e8110: 164.09780773445 b210 + x417^2 - 2 x417 x427 + x418^2 - 2 x418 x428 + x427^2 + x428^2 <= 164.128395645686 e8111: 164.09780773445 b211 + x419^2 - 2 x419 x427 + x420^2 - 2 x420 x428 + x427^2 + x428^2 <= 164.128395645686 e8112: 164.09780773445 b212 + x421^2 - 2 x421 x427 + x422^2 - 2 x422 x428 + x427^2 + x428^2 <= 164.128395645686 e8113: 164.09780773445 b213 + x423^2 - 2 x423 x427 + x424^2 - 2 x424 x428 + x427^2 + x428^2 <= 164.128395645686 e8114: 154.924953661458 b214 + x427^2 - 2 x427 x441 + x428^2 - 2 x428 x442 + x441^2 + x442^2 <= 155.082579335899 e8115: 154.924953661458 b215 + x427^2 - 2 x427 x443 + x428^2 - 2 x428 x444 + x443^2 + x444^2 <= 155.082579335899 e8116: 154.924953661458 b216 + x427^2 - 2 x427 x445 + x428^2 - 2 x428 x446 + x445^2 + x446^2 <= 155.082579335899 e8117: 154.924953661458 b217 + x427^2 - 2 x427 x447 + x428^2 - 2 x428 x448 + x447^2 + x448^2 <= 155.082579335899 e8118: 154.924953661458 b218 + x427^2 - 2 x427 x449 + x428^2 - 2 x428 x450 + x449^2 + x450^2 <= 155.082579335899 e8119: 132.297461553938 b219 + x427^2 - 2 x427 x451 + x428^2 - 2 x428 x452 + x451^2 + x452^2 <= 133.379055313947 e8120: 132.297461553938 b220 + x427^2 - 2 x427 x453 + x428^2 - 2 x428 x454 + x453^2 + x454^2 <= 133.379055313947 e8121: 132.297461553938 b221 + x427^2 - 2 x427 x455 + x428^2 - 2 x428 x456 + x455^2 + x456^2 <= 133.379055313947 e8122: 132.297461553938 b222 + x427^2 - 2 x427 x457 + x428^2 - 2 x428 x458 + x457^2 + x458^2 <= 133.379055313947 e8123: 119.361045500978 b223 + x427^2 - 2 x427 x459 + x428^2 - 2 x428 x460 + x459^2 + x460^2 <= 121.347332654427 e8124: 119.361045500978 b224 + x427^2 - 2 x427 x461 + x428^2 - 2 x428 x462 + x461^2 + x462^2 <= 121.347332654427 e8125: 119.361045500978 b225 + x427^2 - 2 x427 x463 + x428^2 - 2 x428 x464 + x463^2 + x464^2 <= 121.347332654427 e8126: 164.09780773445 b226 + x405^2 - 2 x405 x429 + x406^2 - 2 x406 x430 + x429^2 + x430^2 <= 164.128395645686 e8127: 164.09780773445 b227 + x407^2 - 2 x407 x429 + x408^2 - 2 x408 x430 + x429^2 + x430^2 <= 164.128395645686 e8128: 164.09780773445 b228 + x409^2 - 2 x409 x429 + x410^2 - 2 x410 x430 + x429^2 + x430^2 <= 164.128395645686 e8129: 164.09780773445 b229 + x411^2 - 2 x411 x429 + x412^2 - 2 x412 x430 + x429^2 + x430^2 <= 164.128395645686 e8130: 164.09780773445 b230 + x413^2 - 2 x413 x429 + x414^2 - 2 x414 x430 + x429^2 + x430^2 <= 164.128395645686 e8131: 164.09780773445 b231 + x415^2 - 2 x415 x429 + x416^2 - 2 x416 x430 + x429^2 + x430^2 <= 164.128395645686 e8132: 164.09780773445 b232 + x417^2 - 2 x417 x429 + x418^2 - 2 x418 x430 + x429^2 + x430^2 <= 164.128395645686 e8133: 164.09780773445 b233 + x419^2 - 2 x419 x429 + x420^2 - 2 x420 x430 + x429^2 + x430^2 <= 164.128395645686 e8134: 164.09780773445 b234 + x421^2 - 2 x421 x429 + x422^2 - 2 x422 x430 + x429^2 + x430^2 <= 164.128395645686 e8135: 164.09780773445 b235 + x423^2 - 2 x423 x429 + x424^2 - 2 x424 x430 + x429^2 + x430^2 <= 164.128395645686 e8136: 154.924953661458 b236 + x429^2 - 2 x429 x441 + x430^2 - 2 x430 x442 + x441^2 + x442^2 <= 155.082579335899 e8137: 154.924953661458 b237 + x429^2 - 2 x429 x443 + x430^2 - 2 x430 x444 + x443^2 + x444^2 <= 155.082579335899 e8138: 154.924953661458 b238 + x429^2 - 2 x429 x445 + x430^2 - 2 x430 x446 + x445^2 + x446^2 <= 155.082579335899 e8139: 154.924953661458 b239 + x429^2 - 2 x429 x447 + x430^2 - 2 x430 x448 + x447^2 + x448^2 <= 155.082579335899 e8140: 154.924953661458 b240 + x429^2 - 2 x429 x449 + x430^2 - 2 x430 x450 + x449^2 + x450^2 <= 155.082579335899 e8141: 132.297461553938 b241 + x429^2 - 2 x429 x451 + x430^2 - 2 x430 x452 + x451^2 + x452^2 <= 133.379055313947 e8142: 132.297461553938 b242 + x429^2 - 2 x429 x453 + x430^2 - 2 x430 x454 + x453^2 + x454^2 <= 133.379055313947 e8143: 132.297461553938 b243 + x429^2 - 2 x429 x455 + x430^2 - 2 x430 x456 + x455^2 + x456^2 <= 133.379055313947 e8144: 132.297461553938 b244 + x429^2 - 2 x429 x457 + x430^2 - 2 x430 x458 + x457^2 + x458^2 <= 133.379055313947 e8145: 119.361045500978 b245 + x429^2 - 2 x429 x459 + x430^2 - 2 x430 x460 + x459^2 + x460^2 <= 121.347332654427 e8146: 119.361045500978 b246 + x429^2 - 2 x429 x461 + x430^2 - 2 x430 x462 + x461^2 + x462^2 <= 121.347332654427 e8147: 119.361045500978 b247 + x429^2 - 2 x429 x463 + x430^2 - 2 x430 x464 + x463^2 + x464^2 <= 121.347332654427 e8148: 164.09780773445 b248 + x405^2 - 2 x405 x431 + x406^2 - 2 x406 x432 + x431^2 + x432^2 <= 164.128395645686 e8149: 164.09780773445 b249 + x407^2 - 2 x407 x431 + x408^2 - 2 x408 x432 + x431^2 + x432^2 <= 164.128395645686 e8150: 164.09780773445 b250 + x409^2 - 2 x409 x431 + x410^2 - 2 x410 x432 + x431^2 + x432^2 <= 164.128395645686 e8151: 164.09780773445 b251 + x411^2 - 2 x411 x431 + x412^2 - 2 x412 x432 + x431^2 + x432^2 <= 164.128395645686 e8152: 164.09780773445 b252 + x413^2 - 2 x413 x431 + x414^2 - 2 x414 x432 + x431^2 + x432^2 <= 164.128395645686 e8153: 164.09780773445 b253 + x415^2 - 2 x415 x431 + x416^2 - 2 x416 x432 + x431^2 + x432^2 <= 164.128395645686 e8154: 164.09780773445 b254 + x417^2 - 2 x417 x431 + x418^2 - 2 x418 x432 + x431^2 + x432^2 <= 164.128395645686 e8155: 164.09780773445 b255 + x419^2 - 2 x419 x431 + x420^2 - 2 x420 x432 + x431^2 + x432^2 <= 164.128395645686 e8156: 164.09780773445 b256 + x421^2 - 2 x421 x431 + x422^2 - 2 x422 x432 + x431^2 + x432^2 <= 164.128395645686 e8157: 164.09780773445 b257 + x423^2 - 2 x423 x431 + x424^2 - 2 x424 x432 + x431^2 + x432^2 <= 164.128395645686 e8158: 154.924953661458 b258 + x431^2 - 2 x431 x441 + x432^2 - 2 x432 x442 + x441^2 + x442^2 <= 155.082579335899 e8159: 154.924953661458 b259 + x431^2 - 2 x431 x443 + x432^2 - 2 x432 x444 + x443^2 + x444^2 <= 155.082579335899 e8160: 154.924953661458 b260 + x431^2 - 2 x431 x445 + x432^2 - 2 x432 x446 + x445^2 + x446^2 <= 155.082579335899 e8161: 154.924953661458 b261 + x431^2 - 2 x431 x447 + x432^2 - 2 x432 x448 + x447^2 + x448^2 <= 155.082579335899 e8162: 154.924953661458 b262 + x431^2 - 2 x431 x449 + x432^2 - 2 x432 x450 + x449^2 + x450^2 <= 155.082579335899 e8163: 132.297461553938 b263 + x431^2 - 2 x431 x451 + x432^2 - 2 x432 x452 + x451^2 + x452^2 <= 133.379055313947 e8164: 132.297461553938 b264 + x431^2 - 2 x431 x453 + x432^2 - 2 x432 x454 + x453^2 + x454^2 <= 133.379055313947 e8165: 132.297461553938 b265 + x431^2 - 2 x431 x455 + x432^2 - 2 x432 x456 + x455^2 + x456^2 <= 133.379055313947 e8166: 132.297461553938 b266 + x431^2 - 2 x431 x457 + x432^2 - 2 x432 x458 + x457^2 + x458^2 <= 133.379055313947 e8167: 119.361045500978 b267 + x431^2 - 2 x431 x459 + x432^2 - 2 x432 x460 + x459^2 + x460^2 <= 121.347332654427 e8168: 119.361045500978 b268 + x431^2 - 2 x431 x461 + x432^2 - 2 x432 x462 + x461^2 + x462^2 <= 121.347332654427 e8169: 119.361045500978 b269 + x431^2 - 2 x431 x463 + x432^2 - 2 x432 x464 + x463^2 + x464^2 <= 121.347332654427 e8170: 164.09780773445 b270 + x405^2 - 2 x405 x433 + x406^2 - 2 x406 x434 + x433^2 + x434^2 <= 164.128395645686 e8171: 164.09780773445 b271 + x407^2 - 2 x407 x433 + x408^2 - 2 x408 x434 + x433^2 + x434^2 <= 164.128395645686 e8172: 164.09780773445 b272 + x409^2 - 2 x409 x433 + x410^2 - 2 x410 x434 + x433^2 + x434^2 <= 164.128395645686 e8173: 164.09780773445 b273 + x411^2 - 2 x411 x433 + x412^2 - 2 x412 x434 + x433^2 + x434^2 <= 164.128395645686 e8174: 164.09780773445 b274 + x413^2 - 2 x413 x433 + x414^2 - 2 x414 x434 + x433^2 + x434^2 <= 164.128395645686 e8175: 164.09780773445 b275 + x415^2 - 2 x415 x433 + x416^2 - 2 x416 x434 + x433^2 + x434^2 <= 164.128395645686 e8176: 164.09780773445 b276 + x417^2 - 2 x417 x433 + x418^2 - 2 x418 x434 + x433^2 + x434^2 <= 164.128395645686 e8177: 164.09780773445 b277 + x419^2 - 2 x419 x433 + x420^2 - 2 x420 x434 + x433^2 + x434^2 <= 164.128395645686 e8178: 164.09780773445 b278 + x421^2 - 2 x421 x433 + x422^2 - 2 x422 x434 + x433^2 + x434^2 <= 164.128395645686 e8179: 164.09780773445 b279 + x423^2 - 2 x423 x433 + x424^2 - 2 x424 x434 + x433^2 + x434^2 <= 164.128395645686 e8180: 154.924953661458 b280 + x433^2 - 2 x433 x441 + x434^2 - 2 x434 x442 + x441^2 + x442^2 <= 155.082579335899 e8181: 154.924953661458 b281 + x433^2 - 2 x433 x443 + x434^2 - 2 x434 x444 + x443^2 + x444^2 <= 155.082579335899 e8182: 154.924953661458 b282 + x433^2 - 2 x433 x445 + x434^2 - 2 x434 x446 + x445^2 + x446^2 <= 155.082579335899 e8183: 154.924953661458 b283 + x433^2 - 2 x433 x447 + x434^2 - 2 x434 x448 + x447^2 + x448^2 <= 155.082579335899 e8184: 154.924953661458 b284 + x433^2 - 2 x433 x449 + x434^2 - 2 x434 x450 + x449^2 + x450^2 <= 155.082579335899 e8185: 132.297461553938 b285 + x433^2 - 2 x433 x451 + x434^2 - 2 x434 x452 + x451^2 + x452^2 <= 133.379055313947 e8186: 132.297461553938 b286 + x433^2 - 2 x433 x453 + x434^2 - 2 x434 x454 + x453^2 + x454^2 <= 133.379055313947 e8187: 132.297461553938 b287 + x433^2 - 2 x433 x455 + x434^2 - 2 x434 x456 + x455^2 + x456^2 <= 133.379055313947 e8188: 132.297461553938 b288 + x433^2 - 2 x433 x457 + x434^2 - 2 x434 x458 + x457^2 + x458^2 <= 133.379055313947 e8189: 119.361045500978 b289 + x433^2 - 2 x433 x459 + x434^2 - 2 x434 x460 + x459^2 + x460^2 <= 121.347332654427 e8190: 119.361045500978 b290 + x433^2 - 2 x433 x461 + x434^2 - 2 x434 x462 + x461^2 + x462^2 <= 121.347332654427 e8191: 119.361045500978 b291 + x433^2 - 2 x433 x463 + x434^2 - 2 x434 x464 + x463^2 + x464^2 <= 121.347332654427 e8192: 164.09780773445 b292 + x405^2 - 2 x405 x435 + x406^2 - 2 x406 x436 + x435^2 + x436^2 <= 164.128395645686 e8193: 164.09780773445 b293 + x407^2 - 2 x407 x435 + x408^2 - 2 x408 x436 + x435^2 + x436^2 <= 164.128395645686 e8194: 164.09780773445 b294 + x409^2 - 2 x409 x435 + x410^2 - 2 x410 x436 + x435^2 + x436^2 <= 164.128395645686 e8195: 164.09780773445 b295 + x411^2 - 2 x411 x435 + x412^2 - 2 x412 x436 + x435^2 + x436^2 <= 164.128395645686 e8196: 164.09780773445 b296 + x413^2 - 2 x413 x435 + x414^2 - 2 x414 x436 + x435^2 + x436^2 <= 164.128395645686 e8197: 164.09780773445 b297 + x415^2 - 2 x415 x435 + x416^2 - 2 x416 x436 + x435^2 + x436^2 <= 164.128395645686 e8198: 164.09780773445 b298 + x417^2 - 2 x417 x435 + x418^2 - 2 x418 x436 + x435^2 + x436^2 <= 164.128395645686 e8199: 164.09780773445 b299 + x419^2 - 2 x419 x435 + x420^2 - 2 x420 x436 + x435^2 + x436^2 <= 164.128395645686 e8200: 164.09780773445 b300 + x421^2 - 2 x421 x435 + x422^2 - 2 x422 x436 + x435^2 + x436^2 <= 164.128395645686 e8201: 164.09780773445 b301 + x423^2 - 2 x423 x435 + x424^2 - 2 x424 x436 + x435^2 + x436^2 <= 164.128395645686 e8202: 154.924953661458 b302 + x435^2 - 2 x435 x441 + x436^2 - 2 x436 x442 + x441^2 + x442^2 <= 155.082579335899 e8203: 154.924953661458 b303 + x435^2 - 2 x435 x443 + x436^2 - 2 x436 x444 + x443^2 + x444^2 <= 155.082579335899 e8204: 154.924953661458 b304 + x435^2 - 2 x435 x445 + x436^2 - 2 x436 x446 + x445^2 + x446^2 <= 155.082579335899 e8205: 154.924953661458 b305 + x435^2 - 2 x435 x447 + x436^2 - 2 x436 x448 + x447^2 + x448^2 <= 155.082579335899 e8206: 154.924953661458 b306 + x435^2 - 2 x435 x449 + x436^2 - 2 x436 x450 + x449^2 + x450^2 <= 155.082579335899 e8207: 132.297461553938 b307 + x435^2 - 2 x435 x451 + x436^2 - 2 x436 x452 + x451^2 + x452^2 <= 133.379055313947 e8208: 132.297461553938 b308 + x435^2 - 2 x435 x453 + x436^2 - 2 x436 x454 + x453^2 + x454^2 <= 133.379055313947 e8209: 132.297461553938 b309 + x435^2 - 2 x435 x455 + x436^2 - 2 x436 x456 + x455^2 + x456^2 <= 133.379055313947 e8210: 132.297461553938 b310 + x435^2 - 2 x435 x457 + x436^2 - 2 x436 x458 + x457^2 + x458^2 <= 133.379055313947 e8211: 119.361045500978 b311 + x435^2 - 2 x435 x459 + x436^2 - 2 x436 x460 + x459^2 + x460^2 <= 121.347332654427 e8212: 119.361045500978 b312 + x435^2 - 2 x435 x461 + x436^2 - 2 x436 x462 + x461^2 + x462^2 <= 121.347332654427 e8213: 119.361045500978 b313 + x435^2 - 2 x435 x463 + x436^2 - 2 x436 x464 + x463^2 + x464^2 <= 121.347332654427 e8214: 164.09780773445 b314 + x405^2 - 2 x405 x437 + x406^2 - 2 x406 x438 + x437^2 + x438^2 <= 164.128395645686 e8215: 164.09780773445 b315 + x407^2 - 2 x407 x437 + x408^2 - 2 x408 x438 + x437^2 + x438^2 <= 164.128395645686 e8216: 164.09780773445 b316 + x409^2 - 2 x409 x437 + x410^2 - 2 x410 x438 + x437^2 + x438^2 <= 164.128395645686 e8217: 164.09780773445 b317 + x411^2 - 2 x411 x437 + x412^2 - 2 x412 x438 + x437^2 + x438^2 <= 164.128395645686 e8218: 164.09780773445 b318 + x413^2 - 2 x413 x437 + x414^2 - 2 x414 x438 + x437^2 + x438^2 <= 164.128395645686 e8219: 164.09780773445 b319 + x415^2 - 2 x415 x437 + x416^2 - 2 x416 x438 + x437^2 + x438^2 <= 164.128395645686 e8220: 164.09780773445 b320 + x417^2 - 2 x417 x437 + x418^2 - 2 x418 x438 + x437^2 + x438^2 <= 164.128395645686 e8221: 164.09780773445 b321 + x419^2 - 2 x419 x437 + x420^2 - 2 x420 x438 + x437^2 + x438^2 <= 164.128395645686 e8222: 164.09780773445 b322 + x421^2 - 2 x421 x437 + x422^2 - 2 x422 x438 + x437^2 + x438^2 <= 164.128395645686 e8223: 164.09780773445 b323 + x423^2 - 2 x423 x437 + x424^2 - 2 x424 x438 + x437^2 + x438^2 <= 164.128395645686 e8224: 154.924953661458 b324 + x437^2 - 2 x437 x441 + x438^2 - 2 x438 x442 + x441^2 + x442^2 <= 155.082579335899 e8225: 154.924953661458 b325 + x437^2 - 2 x437 x443 + x438^2 - 2 x438 x444 + x443^2 + x444^2 <= 155.082579335899 e8226: 154.924953661458 b326 + x437^2 - 2 x437 x445 + x438^2 - 2 x438 x446 + x445^2 + x446^2 <= 155.082579335899 e8227: 154.924953661458 b327 + x437^2 - 2 x437 x447 + x438^2 - 2 x438 x448 + x447^2 + x448^2 <= 155.082579335899 e8228: 154.924953661458 b328 + x437^2 - 2 x437 x449 + x438^2 - 2 x438 x450 + x449^2 + x450^2 <= 155.082579335899 e8229: 132.297461553938 b329 + x437^2 - 2 x437 x451 + x438^2 - 2 x438 x452 + x451^2 + x452^2 <= 133.379055313947 e8230: 132.297461553938 b330 + x437^2 - 2 x437 x453 + x438^2 - 2 x438 x454 + x453^2 + x454^2 <= 133.379055313947 e8231: 132.297461553938 b331 + x437^2 - 2 x437 x455 + x438^2 - 2 x438 x456 + x455^2 + x456^2 <= 133.379055313947 e8232: 132.297461553938 b332 + x437^2 - 2 x437 x457 + x438^2 - 2 x438 x458 + x457^2 + x458^2 <= 133.379055313947 e8233: 119.361045500978 b333 + x437^2 - 2 x437 x459 + x438^2 - 2 x438 x460 + x459^2 + x460^2 <= 121.347332654427 e8234: 119.361045500978 b334 + x437^2 - 2 x437 x461 + x438^2 - 2 x438 x462 + x461^2 + x462^2 <= 121.347332654427 e8235: 119.361045500978 b335 + x437^2 - 2 x437 x463 + x438^2 - 2 x438 x464 + x463^2 + x464^2 <= 121.347332654427 e8236: 164.09780773445 b336 + x405^2 - 2 x405 x439 + x406^2 - 2 x406 x440 + x439^2 + x440^2 <= 164.128395645686 e8237: 164.09780773445 b337 + x407^2 - 2 x407 x439 + x408^2 - 2 x408 x440 + x439^2 + x440^2 <= 164.128395645686 e8238: 164.09780773445 b338 + x409^2 - 2 x409 x439 + x410^2 - 2 x410 x440 + x439^2 + x440^2 <= 164.128395645686 e8239: 164.09780773445 b339 + x411^2 - 2 x411 x439 + x412^2 - 2 x412 x440 + x439^2 + x440^2 <= 164.128395645686 e8240: 164.09780773445 b340 + x413^2 - 2 x413 x439 + x414^2 - 2 x414 x440 + x439^2 + x440^2 <= 164.128395645686 e8241: 164.09780773445 b341 + x415^2 - 2 x415 x439 + x416^2 - 2 x416 x440 + x439^2 + x440^2 <= 164.128395645686 e8242: 164.09780773445 b342 + x417^2 - 2 x417 x439 + x418^2 - 2 x418 x440 + x439^2 + x440^2 <= 164.128395645686 e8243: 164.09780773445 b343 + x419^2 - 2 x419 x439 + x420^2 - 2 x420 x440 + x439^2 + x440^2 <= 164.128395645686 e8244: 164.09780773445 b344 + x421^2 - 2 x421 x439 + x422^2 - 2 x422 x440 + x439^2 + x440^2 <= 164.128395645686 e8245: 164.09780773445 b345 + x423^2 - 2 x423 x439 + x424^2 - 2 x424 x440 + x439^2 + x440^2 <= 164.128395645686 e8246: 154.924953661458 b346 + x439^2 - 2 x439 x441 + x440^2 - 2 x440 x442 + x441^2 + x442^2 <= 155.082579335899 e8247: 154.924953661458 b347 + x439^2 - 2 x439 x443 + x440^2 - 2 x440 x444 + x443^2 + x444^2 <= 155.082579335899 e8248: 154.924953661458 b348 + x439^2 - 2 x439 x445 + x440^2 - 2 x440 x446 + x445^2 + x446^2 <= 155.082579335899 e8249: 154.924953661458 b349 + x439^2 - 2 x439 x447 + x440^2 - 2 x440 x448 + x447^2 + x448^2 <= 155.082579335899 e8250: 154.924953661458 b350 + x439^2 - 2 x439 x449 + x440^2 - 2 x440 x450 + x449^2 + x450^2 <= 155.082579335899 e8251: 132.297461553938 b351 + x439^2 - 2 x439 x451 + x440^2 - 2 x440 x452 + x451^2 + x452^2 <= 133.379055313947 e8252: 132.297461553938 b352 + x439^2 - 2 x439 x453 + x440^2 - 2 x440 x454 + x453^2 + x454^2 <= 133.379055313947 e8253: 132.297461553938 b353 + x439^2 - 2 x439 x455 + x440^2 - 2 x440 x456 + x455^2 + x456^2 <= 133.379055313947 e8254: 132.297461553938 b354 + x439^2 - 2 x439 x457 + x440^2 - 2 x440 x458 + x457^2 + x458^2 <= 133.379055313947 e8255: 119.361045500978 b355 + x439^2 - 2 x439 x459 + x440^2 - 2 x440 x460 + x459^2 + x460^2 <= 121.347332654427 e8256: 119.361045500978 b356 + x439^2 - 2 x439 x461 + x440^2 - 2 x440 x462 + x461^2 + x462^2 <= 121.347332654427 e8257: 119.361045500978 b357 + x439^2 - 2 x439 x463 + x440^2 - 2 x440 x464 + x463^2 + x464^2 <= 121.347332654427 e8258: 116.1156939698 b358 + x441^2 - 2 x441 x451 + x442^2 - 2 x442 x452 + x451^2 + x452^2 <= 116.3927698742 e8259: 116.1156939698 b359 + x441^2 - 2 x441 x453 + x442^2 - 2 x442 x454 + x453^2 + x454^2 <= 116.3927698742 e8260: 116.1156939698 b360 + x441^2 - 2 x441 x455 + x442^2 - 2 x442 x456 + x455^2 + x456^2 <= 116.3927698742 e8261: 116.1156939698 b361 + x441^2 - 2 x441 x457 + x442^2 - 2 x442 x458 + x457^2 + x458^2 <= 116.3927698742 e8262: 104.01723378 b362 + x441^2 - 2 x441 x459 + x442^2 - 2 x442 x460 + x459^2 + x460^2 <= 104.8195839276 e8263: 104.01723378 b363 + x441^2 - 2 x441 x461 + x442^2 - 2 x442 x462 + x461^2 + x462^2 <= 104.8195839276 e8264: 104.01723378 b364 + x441^2 - 2 x441 x463 + x442^2 - 2 x442 x464 + x463^2 + x464^2 <= 104.8195839276 e8265: 116.1156939698 b365 + x443^2 - 2 x443 x451 + x444^2 - 2 x444 x452 + x451^2 + x452^2 <= 116.3927698742 e8266: 116.1156939698 b366 + x443^2 - 2 x443 x453 + x444^2 - 2 x444 x454 + x453^2 + x454^2 <= 116.3927698742 e8267: 116.1156939698 b367 + x443^2 - 2 x443 x455 + x444^2 - 2 x444 x456 + x455^2 + x456^2 <= 116.3927698742 e8268: 116.1156939698 b368 + x443^2 - 2 x443 x457 + x444^2 - 2 x444 x458 + x457^2 + x458^2 <= 116.3927698742 e8269: 104.01723378 b369 + x443^2 - 2 x443 x459 + x444^2 - 2 x444 x460 + x459^2 + x460^2 <= 104.8195839276 e8270: 104.01723378 b370 + x443^2 - 2 x443 x461 + x444^2 - 2 x444 x462 + x461^2 + x462^2 <= 104.8195839276 e8271: 104.01723378 b371 + x443^2 - 2 x443 x463 + x444^2 - 2 x444 x464 + x463^2 + x464^2 <= 104.8195839276 e8272: 116.1156939698 b372 + x445^2 - 2 x445 x451 + x446^2 - 2 x446 x452 + x451^2 + x452^2 <= 116.3927698742 e8273: 116.1156939698 b373 + x445^2 - 2 x445 x453 + x446^2 - 2 x446 x454 + x453^2 + x454^2 <= 116.3927698742 e8274: 116.1156939698 b374 + x445^2 - 2 x445 x455 + x446^2 - 2 x446 x456 + x455^2 + x456^2 <= 116.3927698742 e8275: 116.1156939698 b375 + x445^2 - 2 x445 x457 + x446^2 - 2 x446 x458 + x457^2 + x458^2 <= 116.3927698742 e8276: 104.01723378 b376 + x445^2 - 2 x445 x459 + x446^2 - 2 x446 x460 + x459^2 + x460^2 <= 104.8195839276 e8277: 104.01723378 b377 + x445^2 - 2 x445 x461 + x446^2 - 2 x446 x462 + x461^2 + x462^2 <= 104.8195839276 e8278: 104.01723378 b378 + x445^2 - 2 x445 x463 + x446^2 - 2 x446 x464 + x463^2 + x464^2 <= 104.8195839276 e8279: 116.1156939698 b379 + x447^2 - 2 x447 x451 + x448^2 - 2 x448 x452 + x451^2 + x452^2 <= 116.3927698742 e8280: 116.1156939698 b380 + x447^2 - 2 x447 x453 + x448^2 - 2 x448 x454 + x453^2 + x454^2 <= 116.3927698742 e8281: 116.1156939698 b381 + x447^2 - 2 x447 x455 + x448^2 - 2 x448 x456 + x455^2 + x456^2 <= 116.3927698742 e8282: 116.1156939698 b382 + x447^2 - 2 x447 x457 + x448^2 - 2 x448 x458 + x457^2 + x458^2 <= 116.3927698742 e8283: 104.01723378 b383 + x447^2 - 2 x447 x459 + x448^2 - 2 x448 x460 + x459^2 + x460^2 <= 104.8195839276 e8284: 104.01723378 b384 + x447^2 - 2 x447 x461 + x448^2 - 2 x448 x462 + x461^2 + x462^2 <= 104.8195839276 e8285: 104.01723378 b385 + x447^2 - 2 x447 x463 + x448^2 - 2 x448 x464 + x463^2 + x464^2 <= 104.8195839276 e8286: 116.1156939698 b386 + x449^2 - 2 x449 x451 + x450^2 - 2 x450 x452 + x451^2 + x452^2 <= 116.3927698742 e8287: 116.1156939698 b387 + x449^2 - 2 x449 x453 + x450^2 - 2 x450 x454 + x453^2 + x454^2 <= 116.3927698742 e8288: 116.1156939698 b388 + x449^2 - 2 x449 x455 + x450^2 - 2 x450 x456 + x455^2 + x456^2 <= 116.3927698742 e8289: 116.1156939698 b389 + x449^2 - 2 x449 x457 + x450^2 - 2 x450 x458 + x457^2 + x458^2 <= 116.3927698742 e8290: 104.01723378 b390 + x449^2 - 2 x449 x459 + x450^2 - 2 x450 x460 + x459^2 + x460^2 <= 104.8195839276 e8291: 104.01723378 b391 + x449^2 - 2 x449 x461 + x450^2 - 2 x450 x462 + x461^2 + x462^2 <= 104.8195839276 e8292: 104.01723378 b392 + x449^2 - 2 x449 x463 + x450^2 - 2 x450 x464 + x463^2 + x464^2 <= 104.8195839276 e8293: 85.6376636642 b393 + x451^2 - 2 x451 x459 + x452^2 - 2 x452 x460 + x459^2 + x460^2 <= 85.6894881867 e8294: 85.6376636642 b394 + x451^2 - 2 x451 x461 + x452^2 - 2 x452 x462 + x461^2 + x462^2 <= 85.6894881867 e8295: 85.6376636642 b395 + x451^2 - 2 x451 x463 + x452^2 - 2 x452 x464 + x463^2 + x464^2 <= 85.6894881867 e8296: 85.6376636642 b396 + x453^2 - 2 x453 x459 + x454^2 - 2 x454 x460 + x459^2 + x460^2 <= 85.6894881867 e8297: 85.6376636642 b397 + x453^2 - 2 x453 x461 + x454^2 - 2 x454 x462 + x461^2 + x462^2 <= 85.6894881867 e8298: 85.6376636642 b398 + x453^2 - 2 x453 x463 + x454^2 - 2 x454 x464 + x463^2 + x464^2 <= 85.6894881867 e8299: 85.6376636642 b399 + x455^2 - 2 x455 x459 + x456^2 - 2 x456 x460 + x459^2 + x460^2 <= 85.6894881867 e8300: 85.6376636642 b400 + x455^2 - 2 x455 x461 + x456^2 - 2 x456 x462 + x461^2 + x462^2 <= 85.6894881867 e8301: 85.6376636642 b401 + x455^2 - 2 x455 x463 + x456^2 - 2 x456 x464 + x463^2 + x464^2 <= 85.6894881867 e8302: 85.6376636642 b402 + x457^2 - 2 x457 x459 + x458^2 - 2 x458 x460 + x459^2 + x460^2 <= 85.6894881867 e8303: 85.6376636642 b403 + x457^2 - 2 x457 x461 + x458^2 - 2 x458 x462 + x461^2 + x462^2 <= 85.6894881867 e8304: 85.6376636642 b404 + x457^2 - 2 x457 x463 + x458^2 - 2 x458 x464 + x463^2 + x464^2 <= 85.6894881867 e8305: b2 + b3 + b62 + b63 + b64 + b65 + b66 + b67 + b68 + b69 + b70 + b71 + b72 + b73 <= 1 e8306: b4 + b5 + b74 + b75 + b76 + b77 + b78 + b79 + b80 + b81 + b82 + b83 + b84 + b85 <= 1 e8307: b6 + b7 + b86 + b87 + b88 + b89 + b90 + b91 + b92 + b93 + b94 + b95 + b96 + b97 <= 1 e8308: b8 + b9 + b98 + b99 + b100 + b101 + b102 + b103 + b104 + b105 + b106 + b107 + b108 + b109 <= 1 e8309: b10 + b11 + b110 + b111 + b112 + b113 + b114 + b115 + b116 + b117 + b118 + b119 + b120 + b121 <= 1 e8310: b12 + b13 + b122 + b123 + b124 + b125 + b126 + b127 + b128 + b129 + b130 + b131 + b132 + b133 <= 1 e8311: b14 + b15 + b134 + b135 + b136 + b137 + b138 + b139 + b140 + b141 + b142 + b143 + b144 + b145 <= 1 e8312: b16 + b17 + b146 + b147 + b148 + b149 + b150 + b151 + b152 + b153 + b154 + b155 + b156 + b157 <= 1 e8313: b18 + b19 + b158 + b159 + b160 + b161 + b162 + b163 + b164 + b165 + b166 + b167 + b168 + b169 <= 1 e8314: b20 + b21 + b170 + b171 + b172 + b173 + b174 + b175 + b176 + b177 + b178 + b179 + b180 + b181 <= 1 e8315: b22 + b23 + b182 + b183 + b184 + b185 + b186 + b187 + b188 + b189 + b190 + b191 + b192 + b193 + b194 + b195 + b196 + b197 + b198 + b199 + b200 + b201 + b202 + b203 <= 1 e8316: b24 + b25 + b204 + b205 + b206 + b207 + b208 + b209 + b210 + b211 + b212 + b213 + b214 + b215 + b216 + b217 + b218 + b219 + b220 + b221 + b222 + b223 + b224 + b225 <= 1 e8317: b26 + b27 + b226 + b227 + b228 + b229 + b230 + b231 + b232 + b233 + b234 + b235 + b236 + b237 + b238 + b239 + b240 + b241 + b242 + b243 + b244 + b245 + b246 + b247 <= 1 e8318: b28 + b29 + b248 + b249 + b250 + b251 + b252 + b253 + b254 + b255 + b256 + b257 + b258 + b259 + b260 + b261 + b262 + b263 + b264 + b265 + b266 + b267 + b268 + b269 <= 1 e8319: b30 + b31 + b270 + b271 + b272 + b273 + b274 + b275 + b276 + b277 + b278 + b279 + b280 + b281 + b282 + b283 + b284 + b285 + b286 + b287 + b288 + b289 + b290 + b291 <= 1 e8320: b32 + b33 + b292 + b293 + b294 + b295 + b296 + b297 + b298 + b299 + b300 + b301 + b302 + b303 + b304 + b305 + b306 + b307 + b308 + b309 + b310 + b311 + b312 + b313 <= 1 e8321: b34 + b35 + b314 + b315 + b316 + b317 + b318 + b319 + b320 + b321 + b322 + b323 + b324 + b325 + b326 + b327 + b328 + b329 + b330 + b331 + b332 + b333 + b334 + b335 <= 1 e8322: b36 + b37 + b336 + b337 + b338 + b339 + b340 + b341 + b342 + b343 + b344 + b345 + b346 + b347 + b348 + b349 + b350 + b351 + b352 + b353 + b354 + b355 + b356 + b357 <= 1 e8323: b38 + b39 + b358 + b359 + b360 + b361 + b362 + b363 + b364 <= 1 e8324: b40 + b41 + b365 + b366 + b367 + b368 + b369 + b370 + b371 <= 1 e8325: b42 + b43 + b372 + b373 + b374 + b375 + b376 + b377 + b378 <= 1 e8326: b44 + b45 + b379 + b380 + b381 + b382 + b383 + b384 + b385 <= 1 e8327: b46 + b47 + b386 + b387 + b388 + b389 + b390 + b391 + b392 <= 1 e8328: b48 + b49 + b393 + b394 + b395 <= 1 e8329: b50 + b51 + b396 + b397 + b398 <= 1 e8330: b52 + b53 + b399 + b400 + b401 <= 1 e8331: b54 + b55 + b402 + b403 + b404 <= 1 e8332: b56 + b57 <= 1 e8333: b58 + b59 <= 1 e8334: b60 + b61 <= 1 e8335: - b38 - b39 + b62 <= 0 e8336: - b40 - b41 + b63 <= 0 e8337: - b42 - b43 + b64 <= 0 e8338: - b44 - b45 + b65 <= 0 e8339: - b46 - b47 + b66 <= 0 e8340: - b48 - b49 + b67 <= 0 e8341: - b50 - b51 + b68 <= 0 e8342: - b52 - b53 + b69 <= 0 e8343: - b54 - b55 + b70 <= 0 e8344: - b56 - b57 + b71 <= 0 e8345: - b58 - b59 + b72 <= 0 e8346: - b60 - b61 + b73 <= 0 e8347: - b38 - b39 + b74 <= 0 e8348: - b40 - b41 + b75 <= 0 e8349: - b42 - b43 + b76 <= 0 e8350: - b44 - b45 + b77 <= 0 e8351: - b46 - b47 + b78 <= 0 e8352: - b48 - b49 + b79 <= 0 e8353: - b50 - b51 + b80 <= 0 e8354: - b52 - b53 + b81 <= 0 e8355: - b54 - b55 + b82 <= 0 e8356: - b56 - b57 + b83 <= 0 e8357: - b58 - b59 + b84 <= 0 e8358: - b60 - b61 + b85 <= 0 e8359: - b38 - b39 + b86 <= 0 e8360: - b40 - b41 + b87 <= 0 e8361: - b42 - b43 + b88 <= 0 e8362: - b44 - b45 + b89 <= 0 e8363: - b46 - b47 + b90 <= 0 e8364: - b48 - b49 + b91 <= 0 e8365: - b50 - b51 + b92 <= 0 e8366: - b52 - b53 + b93 <= 0 e8367: - b54 - b55 + b94 <= 0 e8368: - b56 - b57 + b95 <= 0 e8369: - b58 - b59 + b96 <= 0 e8370: - b60 - b61 + b97 <= 0 e8371: - b38 - b39 + b98 <= 0 e8372: - b40 - b41 + b99 <= 0 e8373: - b42 - b43 + b100 <= 0 e8374: - b44 - b45 + b101 <= 0 e8375: - b46 - b47 + b102 <= 0 e8376: - b48 - b49 + b103 <= 0 e8377: - b50 - b51 + b104 <= 0 e8378: - b52 - b53 + b105 <= 0 e8379: - b54 - b55 + b106 <= 0 e8380: - b56 - b57 + b107 <= 0 e8381: - b58 - b59 + b108 <= 0 e8382: - b60 - b61 + b109 <= 0 e8383: - b38 - b39 + b110 <= 0 e8384: - b40 - b41 + b111 <= 0 e8385: - b42 - b43 + b112 <= 0 e8386: - b44 - b45 + b113 <= 0 e8387: - b46 - b47 + b114 <= 0 e8388: - b48 - b49 + b115 <= 0 e8389: - b50 - b51 + b116 <= 0 e8390: - b52 - b53 + b117 <= 0 e8391: - b54 - b55 + b118 <= 0 e8392: - b56 - b57 + b119 <= 0 e8393: - b58 - b59 + b120 <= 0 e8394: - b60 - b61 + b121 <= 0 e8395: - b38 - b39 + b122 <= 0 e8396: - b40 - b41 + b123 <= 0 e8397: - b42 - b43 + b124 <= 0 e8398: - b44 - b45 + b125 <= 0 e8399: - b46 - b47 + b126 <= 0 e8400: - b48 - b49 + b127 <= 0 e8401: - b50 - b51 + b128 <= 0 e8402: - b52 - b53 + b129 <= 0 e8403: - b54 - b55 + b130 <= 0 e8404: - b56 - b57 + b131 <= 0 e8405: - b58 - b59 + b132 <= 0 e8406: - b60 - b61 + b133 <= 0 e8407: - b38 - b39 + b134 <= 0 e8408: - b40 - b41 + b135 <= 0 e8409: - b42 - b43 + b136 <= 0 e8410: - b44 - b45 + b137 <= 0 e8411: - b46 - b47 + b138 <= 0 e8412: - b48 - b49 + b139 <= 0 e8413: - b50 - b51 + b140 <= 0 e8414: - b52 - b53 + b141 <= 0 e8415: - b54 - b55 + b142 <= 0 e8416: - b56 - b57 + b143 <= 0 e8417: - b58 - b59 + b144 <= 0 e8418: - b60 - b61 + b145 <= 0 e8419: - b38 - b39 + b146 <= 0 e8420: - b40 - b41 + b147 <= 0 e8421: - b42 - b43 + b148 <= 0 e8422: - b44 - b45 + b149 <= 0 e8423: - b46 - b47 + b150 <= 0 e8424: - b48 - b49 + b151 <= 0 e8425: - b50 - b51 + b152 <= 0 e8426: - b52 - b53 + b153 <= 0 e8427: - b54 - b55 + b154 <= 0 e8428: - b56 - b57 + b155 <= 0 e8429: - b58 - b59 + b156 <= 0 e8430: - b60 - b61 + b157 <= 0 e8431: - b38 - b39 + b158 <= 0 e8432: - b40 - b41 + b159 <= 0 e8433: - b42 - b43 + b160 <= 0 e8434: - b44 - b45 + b161 <= 0 e8435: - b46 - b47 + b162 <= 0 e8436: - b48 - b49 + b163 <= 0 e8437: - b50 - b51 + b164 <= 0 e8438: - b52 - b53 + b165 <= 0 e8439: - b54 - b55 + b166 <= 0 e8440: - b56 - b57 + b167 <= 0 e8441: - b58 - b59 + b168 <= 0 e8442: - b60 - b61 + b169 <= 0 e8443: - b38 - b39 + b170 <= 0 e8444: - b40 - b41 + b171 <= 0 e8445: - b42 - b43 + b172 <= 0 e8446: - b44 - b45 + b173 <= 0 e8447: - b46 - b47 + b174 <= 0 e8448: - b48 - b49 + b175 <= 0 e8449: - b50 - b51 + b176 <= 0 e8450: - b52 - b53 + b177 <= 0 e8451: - b54 - b55 + b178 <= 0 e8452: - b56 - b57 + b179 <= 0 e8453: - b58 - b59 + b180 <= 0 e8454: - b60 - b61 + b181 <= 0 e8455: - b2 - b3 + b182 <= 0 e8456: - b4 - b5 + b183 <= 0 e8457: - b6 - b7 + b184 <= 0 e8458: - b8 - b9 + b185 <= 0 e8459: - b10 - b11 + b186 <= 0 e8460: - b12 - b13 + b187 <= 0 e8461: - b14 - b15 + b188 <= 0 e8462: - b16 - b17 + b189 <= 0 e8463: - b18 - b19 + b190 <= 0 e8464: - b20 - b21 + b191 <= 0 e8465: - b38 - b39 + b192 <= 0 e8466: - b40 - b41 + b193 <= 0 e8467: - b42 - b43 + b194 <= 0 e8468: - b44 - b45 + b195 <= 0 e8469: - b46 - b47 + b196 <= 0 e8470: - b48 - b49 + b197 <= 0 e8471: - b50 - b51 + b198 <= 0 e8472: - b52 - b53 + b199 <= 0 e8473: - b54 - b55 + b200 <= 0 e8474: - b56 - b57 + b201 <= 0 e8475: - b58 - b59 + b202 <= 0 e8476: - b60 - b61 + b203 <= 0 e8477: - b2 - b3 + b204 <= 0 e8478: - b4 - b5 + b205 <= 0 e8479: - b6 - b7 + b206 <= 0 e8480: - b8 - b9 + b207 <= 0 e8481: - b10 - b11 + b208 <= 0 e8482: - b12 - b13 + b209 <= 0 e8483: - b14 - b15 + b210 <= 0 e8484: - b16 - b17 + b211 <= 0 e8485: - b18 - b19 + b212 <= 0 e8486: - b20 - b21 + b213 <= 0 e8487: - b38 - b39 + b214 <= 0 e8488: - b40 - b41 + b215 <= 0 e8489: - b42 - b43 + b216 <= 0 e8490: - b44 - b45 + b217 <= 0 e8491: - b46 - b47 + b218 <= 0 e8492: - b48 - b49 + b219 <= 0 e8493: - b50 - b51 + b220 <= 0 e8494: - b52 - b53 + b221 <= 0 e8495: - b54 - b55 + b222 <= 0 e8496: - b56 - b57 + b223 <= 0 e8497: - b58 - b59 + b224 <= 0 e8498: - b60 - b61 + b225 <= 0 e8499: - b2 - b3 + b226 <= 0 e8500: - b4 - b5 + b227 <= 0 e8501: - b6 - b7 + b228 <= 0 e8502: - b8 - b9 + b229 <= 0 e8503: - b10 - b11 + b230 <= 0 e8504: - b12 - b13 + b231 <= 0 e8505: - b14 - b15 + b232 <= 0 e8506: - b16 - b17 + b233 <= 0 e8507: - b18 - b19 + b234 <= 0 e8508: - b20 - b21 + b235 <= 0 e8509: - b38 - b39 + b236 <= 0 e8510: - b40 - b41 + b237 <= 0 e8511: - b42 - b43 + b238 <= 0 e8512: - b44 - b45 + b239 <= 0 e8513: - b46 - b47 + b240 <= 0 e8514: - b48 - b49 + b241 <= 0 e8515: - b50 - b51 + b242 <= 0 e8516: - b52 - b53 + b243 <= 0 e8517: - b54 - b55 + b244 <= 0 e8518: - b56 - b57 + b245 <= 0 e8519: - b58 - b59 + b246 <= 0 e8520: - b60 - b61 + b247 <= 0 e8521: - b2 - b3 + b248 <= 0 e8522: - b4 - b5 + b249 <= 0 e8523: - b6 - b7 + b250 <= 0 e8524: - b8 - b9 + b251 <= 0 e8525: - b10 - b11 + b252 <= 0 e8526: - b12 - b13 + b253 <= 0 e8527: - b14 - b15 + b254 <= 0 e8528: - b16 - b17 + b255 <= 0 e8529: - b18 - b19 + b256 <= 0 e8530: - b20 - b21 + b257 <= 0 e8531: - b38 - b39 + b258 <= 0 e8532: - b40 - b41 + b259 <= 0 e8533: - b42 - b43 + b260 <= 0 e8534: - b44 - b45 + b261 <= 0 e8535: - b46 - b47 + b262 <= 0 e8536: - b48 - b49 + b263 <= 0 e8537: - b50 - b51 + b264 <= 0 e8538: - b52 - b53 + b265 <= 0 e8539: - b54 - b55 + b266 <= 0 e8540: - b56 - b57 + b267 <= 0 e8541: - b58 - b59 + b268 <= 0 e8542: - b60 - b61 + b269 <= 0 e8543: - b2 - b3 + b270 <= 0 e8544: - b4 - b5 + b271 <= 0 e8545: - b6 - b7 + b272 <= 0 e8546: - b8 - b9 + b273 <= 0 e8547: - b10 - b11 + b274 <= 0 e8548: - b12 - b13 + b275 <= 0 e8549: - b14 - b15 + b276 <= 0 e8550: - b16 - b17 + b277 <= 0 e8551: - b18 - b19 + b278 <= 0 e8552: - b20 - b21 + b279 <= 0 e8553: - b38 - b39 + b280 <= 0 e8554: - b40 - b41 + b281 <= 0 e8555: - b42 - b43 + b282 <= 0 e8556: - b44 - b45 + b283 <= 0 e8557: - b46 - b47 + b284 <= 0 e8558: - b48 - b49 + b285 <= 0 e8559: - b50 - b51 + b286 <= 0 e8560: - b52 - b53 + b287 <= 0 e8561: - b54 - b55 + b288 <= 0 e8562: - b56 - b57 + b289 <= 0 e8563: - b58 - b59 + b290 <= 0 e8564: - b60 - b61 + b291 <= 0 e8565: - b2 - b3 + b292 <= 0 e8566: - b4 - b5 + b293 <= 0 e8567: - b6 - b7 + b294 <= 0 e8568: - b8 - b9 + b295 <= 0 e8569: - b10 - b11 + b296 <= 0 e8570: - b12 - b13 + b297 <= 0 e8571: - b14 - b15 + b298 <= 0 e8572: - b16 - b17 + b299 <= 0 e8573: - b18 - b19 + b300 <= 0 e8574: - b20 - b21 + b301 <= 0 e8575: - b38 - b39 + b302 <= 0 e8576: - b40 - b41 + b303 <= 0 e8577: - b42 - b43 + b304 <= 0 e8578: - b44 - b45 + b305 <= 0 e8579: - b46 - b47 + b306 <= 0 e8580: - b48 - b49 + b307 <= 0 e8581: - b50 - b51 + b308 <= 0 e8582: - b52 - b53 + b309 <= 0 e8583: - b54 - b55 + b310 <= 0 e8584: - b56 - b57 + b311 <= 0 e8585: - b58 - b59 + b312 <= 0 e8586: - b60 - b61 + b313 <= 0 e8587: - b2 - b3 + b314 <= 0 e8588: - b4 - b5 + b315 <= 0 e8589: - b6 - b7 + b316 <= 0 e8590: - b8 - b9 + b317 <= 0 e8591: - b10 - b11 + b318 <= 0 e8592: - b12 - b13 + b319 <= 0 e8593: - b14 - b15 + b320 <= 0 e8594: - b16 - b17 + b321 <= 0 e8595: - b18 - b19 + b322 <= 0 e8596: - b20 - b21 + b323 <= 0 e8597: - b38 - b39 + b324 <= 0 e8598: - b40 - b41 + b325 <= 0 e8599: - b42 - b43 + b326 <= 0 e8600: - b44 - b45 + b327 <= 0 e8601: - b46 - b47 + b328 <= 0 e8602: - b48 - b49 + b329 <= 0 e8603: - b50 - b51 + b330 <= 0 e8604: - b52 - b53 + b331 <= 0 e8605: - b54 - b55 + b332 <= 0 e8606: - b56 - b57 + b333 <= 0 e8607: - b58 - b59 + b334 <= 0 e8608: - b60 - b61 + b335 <= 0 e8609: - b2 - b3 + b336 <= 0 e8610: - b4 - b5 + b337 <= 0 e8611: - b6 - b7 + b338 <= 0 e8612: - b8 - b9 + b339 <= 0 e8613: - b10 - b11 + b340 <= 0 e8614: - b12 - b13 + b341 <= 0 e8615: - b14 - b15 + b342 <= 0 e8616: - b16 - b17 + b343 <= 0 e8617: - b18 - b19 + b344 <= 0 e8618: - b20 - b21 + b345 <= 0 e8619: - b38 - b39 + b346 <= 0 e8620: - b40 - b41 + b347 <= 0 e8621: - b42 - b43 + b348 <= 0 e8622: - b44 - b45 + b349 <= 0 e8623: - b46 - b47 + b350 <= 0 e8624: - b48 - b49 + b351 <= 0 e8625: - b50 - b51 + b352 <= 0 e8626: - b52 - b53 + b353 <= 0 e8627: - b54 - b55 + b354 <= 0 e8628: - b56 - b57 + b355 <= 0 e8629: - b58 - b59 + b356 <= 0 e8630: - b60 - b61 + b357 <= 0 e8631: - b48 - b49 + b358 <= 0 e8632: - b50 - b51 + b359 <= 0 e8633: - b52 - b53 + b360 <= 0 e8634: - b54 - b55 + b361 <= 0 e8635: - b56 - b57 + b362 <= 0 e8636: - b58 - b59 + b363 <= 0 e8637: - b60 - b61 + b364 <= 0 e8638: - b48 - b49 + b365 <= 0 e8639: - b50 - b51 + b366 <= 0 e8640: - b52 - b53 + b367 <= 0 e8641: - b54 - b55 + b368 <= 0 e8642: - b56 - b57 + b369 <= 0 e8643: - b58 - b59 + b370 <= 0 e8644: - b60 - b61 + b371 <= 0 e8645: - b48 - b49 + b372 <= 0 e8646: - b50 - b51 + b373 <= 0 e8647: - b52 - b53 + b374 <= 0 e8648: - b54 - b55 + b375 <= 0 e8649: - b56 - b57 + b376 <= 0 e8650: - b58 - b59 + b377 <= 0 e8651: - b60 - b61 + b378 <= 0 e8652: - b48 - b49 + b379 <= 0 e8653: - b50 - b51 + b380 <= 0 e8654: - b52 - b53 + b381 <= 0 e8655: - b54 - b55 + b382 <= 0 e8656: - b56 - b57 + b383 <= 0 e8657: - b58 - b59 + b384 <= 0 e8658: - b60 - b61 + b385 <= 0 e8659: - b48 - b49 + b386 <= 0 e8660: - b50 - b51 + b387 <= 0 e8661: - b52 - b53 + b388 <= 0 e8662: - b54 - b55 + b389 <= 0 e8663: - b56 - b57 + b390 <= 0 e8664: - b58 - b59 + b391 <= 0 e8665: - b60 - b61 + b392 <= 0 e8666: - b56 - b57 + b393 <= 0 e8667: - b58 - b59 + b394 <= 0 e8668: - b60 - b61 + b395 <= 0 e8669: - b56 - b57 + b396 <= 0 e8670: - b58 - b59 + b397 <= 0 e8671: - b60 - b61 + b398 <= 0 e8672: - b56 - b57 + b399 <= 0 e8673: - b58 - b59 + b400 <= 0 e8674: - b60 - b61 + b401 <= 0 e8675: - b56 - b57 + b402 <= 0 e8676: - b58 - b59 + b403 <= 0 e8677: - b60 - b61 + b404 <= 0 e8678: x405 - x407 <= 0 e8679: x405 - x409 <= 0 e8680: x405 - x411 <= 0 e8681: x405 - x413 <= 0 e8682: x405 - x415 <= 0 e8683: x405 - x417 <= 0 e8684: x405 - x419 <= 0 e8685: x405 - x421 <= 0 e8686: x405 - x423 <= 0 e8687: x407 - x409 <= 0 e8688: x407 - x411 <= 0 e8689: x407 - x413 <= 0 e8690: x407 - x415 <= 0 e8691: x407 - x417 <= 0 e8692: x407 - x419 <= 0 e8693: x407 - x421 <= 0 e8694: x407 - x423 <= 0 e8695: x409 - x411 <= 0 e8696: x409 - x413 <= 0 e8697: x409 - x415 <= 0 e8698: x409 - x417 <= 0 e8699: x409 - x419 <= 0 e8700: x409 - x421 <= 0 e8701: x409 - x423 <= 0 e8702: x411 - x413 <= 0 e8703: x411 - x415 <= 0 e8704: x411 - x417 <= 0 e8705: x411 - x419 <= 0 e8706: x411 - x421 <= 0 e8707: x411 - x423 <= 0 e8708: x413 - x415 <= 0 e8709: x413 - x417 <= 0 e8710: x413 - x419 <= 0 e8711: x413 - x421 <= 0 e8712: x413 - x423 <= 0 e8713: x415 - x417 <= 0 e8714: x415 - x419 <= 0 e8715: x415 - x421 <= 0 e8716: x415 - x423 <= 0 e8717: x417 - x419 <= 0 e8718: x417 - x421 <= 0 e8719: x417 - x423 <= 0 e8720: x419 - x421 <= 0 e8721: x419 - x423 <= 0 e8722: x421 - x423 <= 0 e8723: x425 - x427 <= 0 e8724: x425 - x429 <= 0 e8725: x425 - x431 <= 0 e8726: x425 - x433 <= 0 e8727: x425 - x435 <= 0 e8728: x425 - x437 <= 0 e8729: x425 - x439 <= 0 e8730: x427 - x429 <= 0 e8731: x427 - x431 <= 0 e8732: x427 - x433 <= 0 e8733: x427 - x435 <= 0 e8734: x427 - x437 <= 0 e8735: x427 - x439 <= 0 e8736: x429 - x431 <= 0 e8737: x429 - x433 <= 0 e8738: x429 - x435 <= 0 e8739: x429 - x437 <= 0 e8740: x429 - x439 <= 0 e8741: x431 - x433 <= 0 e8742: x431 - x435 <= 0 e8743: x431 - x437 <= 0 e8744: x431 - x439 <= 0 e8745: x433 - x435 <= 0 e8746: x433 - x437 <= 0 e8747: x433 - x439 <= 0 e8748: x435 - x437 <= 0 e8749: x435 - x439 <= 0 e8750: x437 - x439 <= 0 e8751: x441 - x443 <= 0 e8752: x441 - x445 <= 0 e8753: x441 - x447 <= 0 e8754: x441 - x449 <= 0 e8755: x443 - x445 <= 0 e8756: x443 - x447 <= 0 e8757: x443 - x449 <= 0 e8758: x445 - x447 <= 0 e8759: x445 - x449 <= 0 e8760: x447 - x449 <= 0 e8761: x451 - x453 <= 0 e8762: x451 - x455 <= 0 e8763: x451 - x457 <= 0 e8764: x453 - x455 <= 0 e8765: x453 - x457 <= 0 e8766: x455 - x457 <= 0 e8767: x459 - x461 <= 0 e8768: x459 - x463 <= 0 e8769: x461 - x463 <= 0 Bounds .599362 <= x405 <= 9.400638 .599362 <= x406 <= 9.400638 .599362 <= x407 <= 9.400638 .599362 <= x408 <= 9.400638 .599362 <= x409 <= 9.400638 .599362 <= x410 <= 9.400638 .599362 <= x411 <= 9.400638 .599362 <= x412 <= 9.400638 .599362 <= x413 <= 9.400638 .599362 <= x414 <= 9.400638 .599362 <= x415 <= 9.400638 .599362 <= x416 <= 9.400638 .599362 <= x417 <= 9.400638 .599362 <= x418 <= 9.400638 .599362 <= x419 <= 9.400638 .599362 <= x420 <= 9.400638 .599362 <= x421 <= 9.400638 .599362 <= x422 <= 9.400638 .599362 <= x423 <= 9.400638 .599362 <= x424 <= 9.400638 .342553 <= x425 <= 9.657447 .342553 <= x426 <= 9.657447 .342553 <= x427 <= 9.657447 .342553 <= x428 <= 9.657447 .342553 <= x429 <= 9.657447 .342553 <= x430 <= 9.657447 .342553 <= x431 <= 9.657447 .342553 <= x432 <= 9.657447 .342553 <= x433 <= 9.657447 .342553 <= x434 <= 9.657447 .342553 <= x435 <= 9.657447 .342553 <= x436 <= 9.657447 .342553 <= x437 <= 9.657447 .342553 <= x438 <= 9.657447 .342553 <= x439 <= 9.657447 .342553 <= x440 <= 9.657447 .85617 <= x441 <= 9.14383 .85617 <= x442 <= 9.14383 .85617 <= x443 <= 9.14383 .85617 <= x444 <= 9.14383 .85617 <= x445 <= 9.14383 .85617 <= x446 <= 9.14383 .85617 <= x447 <= 9.14383 .85617 <= x448 <= 9.14383 .85617 <= x449 <= 9.14383 .85617 <= x450 <= 9.14383 1.52426 <= x451 <= 8.47574 1.52426 <= x452 <= 8.47574 1.52426 <= x453 <= 8.47574 1.52426 <= x454 <= 8.47574 1.52426 <= x455 <= 8.47574 1.52426 <= x456 <= 8.47574 1.52426 <= x457 <= 8.47574 1.52426 <= x458 <= 8.47574 1.93213 <= x459 <= 8.06787 1.93213 <= x460 <= 8.06787 1.93213 <= x461 <= 8.06787 1.93213 <= x462 <= 8.06787 1.93213 <= x463 <= 8.06787 1.93213 <= x464 <= 8.06787 Binary b2 b3 b4 b5 b6 b7 b8 b9 b10 b11 b12 b13 b14 b15 b16 b17 b18 b19 b20 b21 b22 b23 b24 b25 b26 b27 b28 b29 b30 b31 b32 b33 b34 b35 b36 b37 b38 b39 b40 b41 b42 b43 b44 b45 b46 b47 b48 b49 b50 b51 b52 b53 b54 b55 b56 b57 b58 b59 b60 b61 b62 b63 b64 b65 b66 b67 b68 b69 b70 b71 b72 b73 b74 b75 b76 b77 b78 b79 b80 b81 b82 b83 b84 b85 b86 b87 b88 b89 b90 b91 b92 b93 b94 b95 b96 b97 b98 b99 b100 b101 b102 b103 b104 b105 b106 b107 b108 b109 b110 b111 b112 b113 b114 b115 b116 b117 b118 b119 b120 b121 b122 b123 b124 b125 b126 b127 b128 b129 b130 b131 b132 b133 b134 b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 b229 b230 b231 b232 b233 b234 b235 b236 b237 b238 b239 b240 b241 b242 b243 b244 b245 b246 b247 b248 b249 b250 b251 b252 b253 b254 b255 b256 b257 b258 b259 b260 b261 b262 b263 b264 b265 b266 b267 b268 b269 b270 b271 b272 b273 b274 b275 b276 b277 b278 b279 b280 b281 b282 b283 b284 b285 b286 b287 b288 b289 b290 b291 b292 b293 b294 b295 b296 b297 b298 b299 b300 b301 b302 b303 b304 b305 b306 b307 b308 b309 b310 b311 b312 b313 b314 b315 b316 b317 b318 b319 b320 b321 b322 b323 b324 b325 b326 b327 b328 b329 b330 b331 b332 b333 b334 b335 b336 b337 b338 b339 b340 b341 b342 b343 b344 b345 b346 b347 b348 b349 b350 b351 b352 b353 b354 b355 b356 b357 b358 b359 b360 b361 b362 b363 b364 b365 b366 b367 b368 b369 b370 b371 b372 b373 b374 b375 b376 b377 b378 b379 b380 b381 b382 b383 b384 b385 b386 b387 b388 b389 b390 b391 b392 b393 b394 b395 b396 b397 b398 b399 b400 b401 b402 b403 b404 End