\ Equation counts \ Total E G L N X C B \ 2927 0 2562 365 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 235 40 195 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 17072 6204 10868 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 - 9.46538180425961e-2 b14 - 9.46538180425961e-2 b15 - 9.46538180425961e-2 b16 - 9.46538180425961e-2 b17 - 9.46538180425961e-2 b18 - 9.46538180425961e-2 b19 - 9.46538180425961e-2 b20 - 9.46538180425961e-2 b21 - 9.46538180425961e-2 b22 - 9.46538180425961e-2 b23 - .584516458645496 b24 - .584516458645496 b25 - .584516458645496 b26 - .584516458645496 b27 - .584516458645496 b28 - .584516458645496 b29 - .584516458645496 b30 - .584516458645496 b31 - 1.29409755392315 b32 - 1.29409755392315 b33 - 1.29409755392315 b34 - 1.29409755392315 b35 - 1.29409755392315 b36 - 1.29409755392315 b37 - 2.08582176557546 b38 - 2.08582176557546 b39 - 2.08582176557546 b40 - 2.08582176557546 b41 - 2.08582176557546 b42 - 2.08582176557546 b43 - 2.08582176557546 b44 - 2.08582176557546 b45 - 2.08582176557546 b46 - 2.08582176557546 b47 - 2.08582176557546 b48 - 2.08582176557546 b49 - 2.08582176557546 b50 - 2.08582176557546 b51 - 2.08582176557546 b52 - 2.08582176557546 b53 - 2.08582176557546 b54 - 2.08582176557546 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 + 0 x197 + 0 x198 + 0 x199 + 0 x200 + 0 x201 + 0 x202 + 0 x203 + 0 x204 + 0 x205 + 0 x206 + 0 x207 + 0 x208 + 0 x209 + 0 x210 + 0 x211 + 0 x212 + 0 x213 + 0 x214 + 0 x215 + 0 x216 + 0 x217 + 0 x218 + 0 x219 + 0 x220 + 0 x221 + 0 x222 + 0 x223 + 0 x224 + 0 x225 + 0 x226 + 0 x227 + 0 x228 + 0 x229 + 0 x230 + 0 x231 + 0 x232 + 0 x233 + 0 x234 + 0 x235 + 0 x236 Subject To e2: - 1.436939228176 b2 - 1.436939228176 b4 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e3: - 1.436939228176 b3 - 1.436939228176 b5 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e4: - 1.436939228176 b2 - 1.436939228176 b6 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e5: - 1.436939228176 b3 - 1.436939228176 b7 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e6: - 1.436939228176 b2 - 1.436939228176 b8 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e7: - 1.436939228176 b3 - 1.436939228176 b9 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e8: - 1.436939228176 b2 - 1.436939228176 b10 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e9: - 1.436939228176 b3 - 1.436939228176 b11 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e10: - 1.436939228176 b2 - 1.436939228176 b12 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e11: - 1.436939228176 b3 - 1.436939228176 b13 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e12: - .887203867225 b2 - .887203867225 b14 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e13: - .887203867225 b3 - .887203867225 b15 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e14: - .887203867225 b2 - .887203867225 b16 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e15: - .887203867225 b3 - .887203867225 b17 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e16: - .887203867225 b2 - .887203867225 b18 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e17: - .887203867225 b3 - .887203867225 b19 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e18: - .887203867225 b2 - .887203867225 b20 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e19: - .887203867225 b3 - .887203867225 b21 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e20: - .887203867225 b2 - .887203867225 b22 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e21: - .887203867225 b3 - .887203867225 b23 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e22: - 2.118573403024 b2 - 2.118573403024 b24 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e23: - 2.118573403024 b3 - 2.118573403024 b25 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e24: - 2.118573403024 b2 - 2.118573403024 b26 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e25: - 2.118573403024 b3 - 2.118573403024 b27 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e26: - 2.118573403024 b2 - 2.118573403024 b28 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e27: - 2.118573403024 b3 - 2.118573403024 b29 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e28: - 2.118573403024 b2 - 2.118573403024 b30 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e29: - 2.118573403024 b3 - 2.118573403024 b31 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e30: - 4.509770398884 b2 - 4.509770398884 b32 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e31: - 4.509770398884 b3 - 4.509770398884 b33 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e32: - 4.509770398884 b2 - 4.509770398884 b34 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e33: - 4.509770398884 b3 - 4.509770398884 b35 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e34: - 4.509770398884 b2 - 4.509770398884 b36 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e35: - 4.509770398884 b3 - 4.509770398884 b37 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e36: - 6.408451746064 b2 - 6.408451746064 b38 + x197^2 - 2 x197 x233 + x198^2 - 2 x198 x234 + x233^2 + x234^2 >= -6.408451746064 e37: - 6.408451746064 b3 - 6.408451746064 b39 + x197^2 - 2 x197 x233 + x198^2 - 2 x198 x234 + x233^2 + x234^2 >= -6.408451746064 e38: - 6.408451746064 b2 - 6.408451746064 b40 + x197^2 - 2 x197 x235 + x198^2 - 2 x198 x236 + x235^2 + x236^2 >= -6.408451746064 e39: - 6.408451746064 b3 - 6.408451746064 b41 + x197^2 - 2 x197 x235 + x198^2 - 2 x198 x236 + x235^2 + x236^2 >= -6.408451746064 e40: - 1.436939228176 b2 - 1.436939228176 b4 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e41: - 1.436939228176 b3 - 1.436939228176 b5 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e42: - 1.436939228176 b4 - 1.436939228176 b6 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e43: - 1.436939228176 b5 - 1.436939228176 b7 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e44: - 1.436939228176 b4 - 1.436939228176 b8 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e45: - 1.436939228176 b5 - 1.436939228176 b9 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e46: - 1.436939228176 b4 - 1.436939228176 b10 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e47: - 1.436939228176 b5 - 1.436939228176 b11 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e48: - 1.436939228176 b4 - 1.436939228176 b12 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e49: - 1.436939228176 b5 - 1.436939228176 b13 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e50: - .887203867225 b4 - .887203867225 b14 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e51: - .887203867225 b5 - .887203867225 b15 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e52: - .887203867225 b4 - .887203867225 b16 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e53: - .887203867225 b5 - .887203867225 b17 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e54: - .887203867225 b4 - .887203867225 b18 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e55: - .887203867225 b5 - .887203867225 b19 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e56: - .887203867225 b4 - .887203867225 b20 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e57: - .887203867225 b5 - .887203867225 b21 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e58: - .887203867225 b4 - .887203867225 b22 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e59: - .887203867225 b5 - .887203867225 b23 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e60: - 2.118573403024 b4 - 2.118573403024 b24 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e61: - 2.118573403024 b5 - 2.118573403024 b25 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e62: - 2.118573403024 b4 - 2.118573403024 b26 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e63: - 2.118573403024 b5 - 2.118573403024 b27 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e64: - 2.118573403024 b4 - 2.118573403024 b28 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e65: - 2.118573403024 b5 - 2.118573403024 b29 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e66: - 2.118573403024 b4 - 2.118573403024 b30 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e67: - 2.118573403024 b5 - 2.118573403024 b31 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e68: - 4.509770398884 b4 - 4.509770398884 b32 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e69: - 4.509770398884 b5 - 4.509770398884 b33 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e70: - 4.509770398884 b4 - 4.509770398884 b34 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e71: - 4.509770398884 b5 - 4.509770398884 b35 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e72: - 4.509770398884 b4 - 4.509770398884 b36 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e73: - 4.509770398884 b5 - 4.509770398884 b37 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e74: - 6.408451746064 b4 - 6.408451746064 b38 + x199^2 - 2 x199 x233 + x200^2 - 2 x200 x234 + x233^2 + x234^2 >= -6.408451746064 e75: - 6.408451746064 b5 - 6.408451746064 b39 + x199^2 - 2 x199 x233 + x200^2 - 2 x200 x234 + x233^2 + x234^2 >= -6.408451746064 e76: - 6.408451746064 b4 - 6.408451746064 b40 + x199^2 - 2 x199 x235 + x200^2 - 2 x200 x236 + x235^2 + x236^2 >= -6.408451746064 e77: - 6.408451746064 b5 - 6.408451746064 b41 + x199^2 - 2 x199 x235 + x200^2 - 2 x200 x236 + x235^2 + x236^2 >= -6.408451746064 e78: - 1.436939228176 b2 - 1.436939228176 b6 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e79: - 1.436939228176 b3 - 1.436939228176 b7 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e80: - 1.436939228176 b4 - 1.436939228176 b6 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e81: - 1.436939228176 b5 - 1.436939228176 b7 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e82: - 1.436939228176 b6 - 1.436939228176 b8 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e83: - 1.436939228176 b7 - 1.436939228176 b9 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e84: - 1.436939228176 b6 - 1.436939228176 b10 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e85: - 1.436939228176 b7 - 1.436939228176 b11 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e86: - 1.436939228176 b6 - 1.436939228176 b12 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e87: - 1.436939228176 b7 - 1.436939228176 b13 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e88: - .887203867225 b6 - .887203867225 b14 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e89: - .887203867225 b7 - .887203867225 b15 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e90: - .887203867225 b6 - .887203867225 b16 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e91: - .887203867225 b7 - .887203867225 b17 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e92: - .887203867225 b6 - .887203867225 b18 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e93: - .887203867225 b7 - .887203867225 b19 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e94: - .887203867225 b6 - .887203867225 b20 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e95: - .887203867225 b7 - .887203867225 b21 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e96: - .887203867225 b6 - .887203867225 b22 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e97: - .887203867225 b7 - .887203867225 b23 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e98: - 2.118573403024 b6 - 2.118573403024 b24 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e99: - 2.118573403024 b7 - 2.118573403024 b25 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e100: - 2.118573403024 b6 - 2.118573403024 b26 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e101: - 2.118573403024 b7 - 2.118573403024 b27 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e102: - 2.118573403024 b6 - 2.118573403024 b28 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e103: - 2.118573403024 b7 - 2.118573403024 b29 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e104: - 2.118573403024 b6 - 2.118573403024 b30 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e105: - 2.118573403024 b7 - 2.118573403024 b31 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e106: - 4.509770398884 b6 - 4.509770398884 b32 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e107: - 4.509770398884 b7 - 4.509770398884 b33 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e108: - 4.509770398884 b6 - 4.509770398884 b34 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e109: - 4.509770398884 b7 - 4.509770398884 b35 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e110: - 4.509770398884 b6 - 4.509770398884 b36 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e111: - 4.509770398884 b7 - 4.509770398884 b37 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e112: - 6.408451746064 b6 - 6.408451746064 b38 + x201^2 - 2 x201 x233 + x202^2 - 2 x202 x234 + x233^2 + x234^2 >= -6.408451746064 e113: - 6.408451746064 b7 - 6.408451746064 b39 + x201^2 - 2 x201 x233 + x202^2 - 2 x202 x234 + x233^2 + x234^2 >= -6.408451746064 e114: - 6.408451746064 b6 - 6.408451746064 b40 + x201^2 - 2 x201 x235 + x202^2 - 2 x202 x236 + x235^2 + x236^2 >= -6.408451746064 e115: - 6.408451746064 b7 - 6.408451746064 b41 + x201^2 - 2 x201 x235 + x202^2 - 2 x202 x236 + x235^2 + x236^2 >= -6.408451746064 e116: - 1.436939228176 b2 - 1.436939228176 b8 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e117: - 1.436939228176 b3 - 1.436939228176 b9 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e118: - 1.436939228176 b4 - 1.436939228176 b8 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e119: - 1.436939228176 b5 - 1.436939228176 b9 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e120: - 1.436939228176 b6 - 1.436939228176 b8 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e121: - 1.436939228176 b7 - 1.436939228176 b9 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e122: - 1.436939228176 b8 - 1.436939228176 b10 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e123: - 1.436939228176 b9 - 1.436939228176 b11 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e124: - 1.436939228176 b8 - 1.436939228176 b12 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e125: - 1.436939228176 b9 - 1.436939228176 b13 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e126: - .887203867225 b8 - .887203867225 b14 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e127: - .887203867225 b9 - .887203867225 b15 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e128: - .887203867225 b8 - .887203867225 b16 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e129: - .887203867225 b9 - .887203867225 b17 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e130: - .887203867225 b8 - .887203867225 b18 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e131: - .887203867225 b9 - .887203867225 b19 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e132: - .887203867225 b8 - .887203867225 b20 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e133: - .887203867225 b9 - .887203867225 b21 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e134: - .887203867225 b8 - .887203867225 b22 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e135: - .887203867225 b9 - .887203867225 b23 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e136: - 2.118573403024 b8 - 2.118573403024 b24 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e137: - 2.118573403024 b9 - 2.118573403024 b25 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e138: - 2.118573403024 b8 - 2.118573403024 b26 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e139: - 2.118573403024 b9 - 2.118573403024 b27 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e140: - 2.118573403024 b8 - 2.118573403024 b28 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e141: - 2.118573403024 b9 - 2.118573403024 b29 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e142: - 2.118573403024 b8 - 2.118573403024 b30 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e143: - 2.118573403024 b9 - 2.118573403024 b31 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e144: - 4.509770398884 b8 - 4.509770398884 b32 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e145: - 4.509770398884 b9 - 4.509770398884 b33 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e146: - 4.509770398884 b8 - 4.509770398884 b34 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e147: - 4.509770398884 b9 - 4.509770398884 b35 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e148: - 4.509770398884 b8 - 4.509770398884 b36 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e149: - 4.509770398884 b9 - 4.509770398884 b37 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e150: - 6.408451746064 b8 - 6.408451746064 b38 + x203^2 - 2 x203 x233 + x204^2 - 2 x204 x234 + x233^2 + x234^2 >= -6.408451746064 e151: - 6.408451746064 b9 - 6.408451746064 b39 + x203^2 - 2 x203 x233 + x204^2 - 2 x204 x234 + x233^2 + x234^2 >= -6.408451746064 e152: - 6.408451746064 b8 - 6.408451746064 b40 + x203^2 - 2 x203 x235 + x204^2 - 2 x204 x236 + x235^2 + x236^2 >= -6.408451746064 e153: - 6.408451746064 b9 - 6.408451746064 b41 + x203^2 - 2 x203 x235 + x204^2 - 2 x204 x236 + x235^2 + x236^2 >= -6.408451746064 e154: - 1.436939228176 b2 - 1.436939228176 b10 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e155: - 1.436939228176 b3 - 1.436939228176 b11 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e156: - 1.436939228176 b4 - 1.436939228176 b10 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e157: - 1.436939228176 b5 - 1.436939228176 b11 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e158: - 1.436939228176 b6 - 1.436939228176 b10 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e159: - 1.436939228176 b7 - 1.436939228176 b11 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e160: - 1.436939228176 b8 - 1.436939228176 b10 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e161: - 1.436939228176 b9 - 1.436939228176 b11 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e162: - 1.436939228176 b10 - 1.436939228176 b12 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e163: - 1.436939228176 b11 - 1.436939228176 b13 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e164: - .887203867225 b10 - .887203867225 b14 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e165: - .887203867225 b11 - .887203867225 b15 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e166: - .887203867225 b10 - .887203867225 b16 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e167: - .887203867225 b11 - .887203867225 b17 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e168: - .887203867225 b10 - .887203867225 b18 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e169: - .887203867225 b11 - .887203867225 b19 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e170: - .887203867225 b10 - .887203867225 b20 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e171: - .887203867225 b11 - .887203867225 b21 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e172: - .887203867225 b10 - .887203867225 b22 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e173: - .887203867225 b11 - .887203867225 b23 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e174: - 2.118573403024 b10 - 2.118573403024 b24 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e175: - 2.118573403024 b11 - 2.118573403024 b25 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e176: - 2.118573403024 b10 - 2.118573403024 b26 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e177: - 2.118573403024 b11 - 2.118573403024 b27 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e178: - 2.118573403024 b10 - 2.118573403024 b28 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e179: - 2.118573403024 b11 - 2.118573403024 b29 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e180: - 2.118573403024 b10 - 2.118573403024 b30 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e181: - 2.118573403024 b11 - 2.118573403024 b31 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e182: - 4.509770398884 b10 - 4.509770398884 b32 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e183: - 4.509770398884 b11 - 4.509770398884 b33 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e184: - 4.509770398884 b10 - 4.509770398884 b34 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e185: - 4.509770398884 b11 - 4.509770398884 b35 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e186: - 4.509770398884 b10 - 4.509770398884 b36 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e187: - 4.509770398884 b11 - 4.509770398884 b37 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e188: - 6.408451746064 b10 - 6.408451746064 b38 + x205^2 - 2 x205 x233 + x206^2 - 2 x206 x234 + x233^2 + x234^2 >= -6.408451746064 e189: - 6.408451746064 b11 - 6.408451746064 b39 + x205^2 - 2 x205 x233 + x206^2 - 2 x206 x234 + x233^2 + x234^2 >= -6.408451746064 e190: - 6.408451746064 b10 - 6.408451746064 b40 + x205^2 - 2 x205 x235 + x206^2 - 2 x206 x236 + x235^2 + x236^2 >= -6.408451746064 e191: - 6.408451746064 b11 - 6.408451746064 b41 + x205^2 - 2 x205 x235 + x206^2 - 2 x206 x236 + x235^2 + x236^2 >= -6.408451746064 e192: - 1.436939228176 b2 - 1.436939228176 b12 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e193: - 1.436939228176 b3 - 1.436939228176 b13 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e194: - 1.436939228176 b4 - 1.436939228176 b12 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e195: - 1.436939228176 b5 - 1.436939228176 b13 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e196: - 1.436939228176 b6 - 1.436939228176 b12 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e197: - 1.436939228176 b7 - 1.436939228176 b13 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e198: - 1.436939228176 b8 - 1.436939228176 b12 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e199: - 1.436939228176 b9 - 1.436939228176 b13 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e200: - 1.436939228176 b10 - 1.436939228176 b12 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e201: - 1.436939228176 b11 - 1.436939228176 b13 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e202: - .887203867225 b12 - .887203867225 b14 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e203: - .887203867225 b13 - .887203867225 b15 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e204: - .887203867225 b12 - .887203867225 b16 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e205: - .887203867225 b13 - .887203867225 b17 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e206: - .887203867225 b12 - .887203867225 b18 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e207: - .887203867225 b13 - .887203867225 b19 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e208: - .887203867225 b12 - .887203867225 b20 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e209: - .887203867225 b13 - .887203867225 b21 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e210: - .887203867225 b12 - .887203867225 b22 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e211: - .887203867225 b13 - .887203867225 b23 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e212: - 2.118573403024 b12 - 2.118573403024 b24 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e213: - 2.118573403024 b13 - 2.118573403024 b25 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e214: - 2.118573403024 b12 - 2.118573403024 b26 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e215: - 2.118573403024 b13 - 2.118573403024 b27 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e216: - 2.118573403024 b12 - 2.118573403024 b28 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e217: - 2.118573403024 b13 - 2.118573403024 b29 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e218: - 2.118573403024 b12 - 2.118573403024 b30 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e219: - 2.118573403024 b13 - 2.118573403024 b31 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e220: - 4.509770398884 b12 - 4.509770398884 b32 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e221: - 4.509770398884 b13 - 4.509770398884 b33 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e222: - 4.509770398884 b12 - 4.509770398884 b34 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e223: - 4.509770398884 b13 - 4.509770398884 b35 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e224: - 4.509770398884 b12 - 4.509770398884 b36 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e225: - 4.509770398884 b13 - 4.509770398884 b37 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e226: - 6.408451746064 b12 - 6.408451746064 b38 + x207^2 - 2 x207 x233 + x208^2 - 2 x208 x234 + x233^2 + x234^2 >= -6.408451746064 e227: - 6.408451746064 b13 - 6.408451746064 b39 + x207^2 - 2 x207 x233 + x208^2 - 2 x208 x234 + x233^2 + x234^2 >= -6.408451746064 e228: - 6.408451746064 b12 - 6.408451746064 b40 + x207^2 - 2 x207 x235 + x208^2 - 2 x208 x236 + x235^2 + x236^2 >= -6.408451746064 e229: - 6.408451746064 b13 - 6.408451746064 b41 + x207^2 - 2 x207 x235 + x208^2 - 2 x208 x236 + x235^2 + x236^2 >= -6.408451746064 e230: - .887203867225 b2 - .887203867225 b14 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e231: - .887203867225 b3 - .887203867225 b15 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e232: - .887203867225 b4 - .887203867225 b14 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e233: - .887203867225 b5 - .887203867225 b15 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e234: - .887203867225 b6 - .887203867225 b14 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e235: - .887203867225 b7 - .887203867225 b15 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e236: - .887203867225 b8 - .887203867225 b14 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e237: - .887203867225 b9 - .887203867225 b15 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e238: - .887203867225 b10 - .887203867225 b14 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e239: - .887203867225 b11 - .887203867225 b15 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e240: - .887203867225 b12 - .887203867225 b14 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e241: - .887203867225 b13 - .887203867225 b15 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e242: - .469370231236 b14 - .469370231236 b16 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e243: - .469370231236 b15 - .469370231236 b17 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e244: - .469370231236 b14 - .469370231236 b18 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e245: - .469370231236 b15 - .469370231236 b19 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e246: - .469370231236 b14 - .469370231236 b20 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e247: - .469370231236 b15 - .469370231236 b21 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e248: - .469370231236 b14 - .469370231236 b22 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e249: - .469370231236 b15 - .469370231236 b23 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e250: - 1.436936830729 b14 - 1.436936830729 b24 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e251: - 1.436936830729 b15 - 1.436936830729 b25 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e252: - 1.436936830729 b14 - 1.436936830729 b26 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e253: - 1.436936830729 b15 - 1.436936830729 b27 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e254: - 1.436936830729 b14 - 1.436936830729 b28 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e255: - 1.436936830729 b15 - 1.436936830729 b29 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e256: - 1.436936830729 b14 - 1.436936830729 b30 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e257: - 1.436936830729 b15 - 1.436936830729 b31 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e258: - 3.484990776969 b14 - 3.484990776969 b32 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e259: - 3.484990776969 b15 - 3.484990776969 b33 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e260: - 3.484990776969 b14 - 3.484990776969 b34 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e261: - 3.484990776969 b15 - 3.484990776969 b35 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e262: - 3.484990776969 b14 - 3.484990776969 b36 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e263: - 3.484990776969 b15 - 3.484990776969 b37 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e264: - 5.174182750489 b14 - 5.174182750489 b38 + x209^2 - 2 x209 x233 + x210^2 - 2 x210 x234 + x233^2 + x234^2 >= -5.174182750489 e265: - 5.174182750489 b15 - 5.174182750489 b39 + x209^2 - 2 x209 x233 + x210^2 - 2 x210 x234 + x233^2 + x234^2 >= -5.174182750489 e266: - 5.174182750489 b14 - 5.174182750489 b40 + x209^2 - 2 x209 x235 + x210^2 - 2 x210 x236 + x235^2 + x236^2 >= -5.174182750489 e267: - 5.174182750489 b15 - 5.174182750489 b41 + x209^2 - 2 x209 x235 + x210^2 - 2 x210 x236 + x235^2 + x236^2 >= -5.174182750489 e268: - .887203867225 b2 - .887203867225 b16 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e269: - .887203867225 b3 - .887203867225 b17 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e270: - .887203867225 b4 - .887203867225 b16 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e271: - .887203867225 b5 - .887203867225 b17 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e272: - .887203867225 b6 - .887203867225 b16 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e273: - .887203867225 b7 - .887203867225 b17 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e274: - .887203867225 b8 - .887203867225 b16 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e275: - .887203867225 b9 - .887203867225 b17 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e276: - .887203867225 b10 - .887203867225 b16 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e277: - .887203867225 b11 - .887203867225 b17 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e278: - .887203867225 b12 - .887203867225 b16 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e279: - .887203867225 b13 - .887203867225 b17 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e280: - .469370231236 b14 - .469370231236 b16 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e281: - .469370231236 b15 - .469370231236 b17 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e282: - .469370231236 b16 - .469370231236 b18 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e283: - .469370231236 b17 - .469370231236 b19 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e284: - .469370231236 b16 - .469370231236 b20 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e285: - .469370231236 b17 - .469370231236 b21 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e286: - .469370231236 b16 - .469370231236 b22 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e287: - .469370231236 b17 - .469370231236 b23 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e288: - 1.436936830729 b16 - 1.436936830729 b24 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e289: - 1.436936830729 b17 - 1.436936830729 b25 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e290: - 1.436936830729 b16 - 1.436936830729 b26 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e291: - 1.436936830729 b17 - 1.436936830729 b27 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e292: - 1.436936830729 b16 - 1.436936830729 b28 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e293: - 1.436936830729 b17 - 1.436936830729 b29 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e294: - 1.436936830729 b16 - 1.436936830729 b30 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e295: - 1.436936830729 b17 - 1.436936830729 b31 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e296: - 3.484990776969 b16 - 3.484990776969 b32 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e297: - 3.484990776969 b17 - 3.484990776969 b33 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e298: - 3.484990776969 b16 - 3.484990776969 b34 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e299: - 3.484990776969 b17 - 3.484990776969 b35 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e300: - 3.484990776969 b16 - 3.484990776969 b36 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e301: - 3.484990776969 b17 - 3.484990776969 b37 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e302: - 5.174182750489 b16 - 5.174182750489 b38 + x211^2 - 2 x211 x233 + x212^2 - 2 x212 x234 + x233^2 + x234^2 >= -5.174182750489 e303: - 5.174182750489 b17 - 5.174182750489 b39 + x211^2 - 2 x211 x233 + x212^2 - 2 x212 x234 + x233^2 + x234^2 >= -5.174182750489 e304: - 5.174182750489 b16 - 5.174182750489 b40 + x211^2 - 2 x211 x235 + x212^2 - 2 x212 x236 + x235^2 + x236^2 >= -5.174182750489 e305: - 5.174182750489 b17 - 5.174182750489 b41 + x211^2 - 2 x211 x235 + x212^2 - 2 x212 x236 + x235^2 + x236^2 >= -5.174182750489 e306: - .887203867225 b2 - .887203867225 b18 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e307: - .887203867225 b3 - .887203867225 b19 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e308: - .887203867225 b4 - .887203867225 b18 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e309: - .887203867225 b5 - .887203867225 b19 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e310: - .887203867225 b6 - .887203867225 b18 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e311: - .887203867225 b7 - .887203867225 b19 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e312: - .887203867225 b8 - .887203867225 b18 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e313: - .887203867225 b9 - .887203867225 b19 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e314: - .887203867225 b10 - .887203867225 b18 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e315: - .887203867225 b11 - .887203867225 b19 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e316: - .887203867225 b12 - .887203867225 b18 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e317: - .887203867225 b13 - .887203867225 b19 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e318: - .469370231236 b14 - .469370231236 b18 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e319: - .469370231236 b15 - .469370231236 b19 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e320: - .469370231236 b16 - .469370231236 b18 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e321: - .469370231236 b17 - .469370231236 b19 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e322: - .469370231236 b18 - .469370231236 b20 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e323: - .469370231236 b19 - .469370231236 b21 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e324: - .469370231236 b18 - .469370231236 b22 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e325: - .469370231236 b19 - .469370231236 b23 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e326: - 1.436936830729 b18 - 1.436936830729 b24 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e327: - 1.436936830729 b19 - 1.436936830729 b25 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e328: - 1.436936830729 b18 - 1.436936830729 b26 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e329: - 1.436936830729 b19 - 1.436936830729 b27 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e330: - 1.436936830729 b18 - 1.436936830729 b28 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e331: - 1.436936830729 b19 - 1.436936830729 b29 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e332: - 1.436936830729 b18 - 1.436936830729 b30 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e333: - 1.436936830729 b19 - 1.436936830729 b31 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e334: - 3.484990776969 b18 - 3.484990776969 b32 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e335: - 3.484990776969 b19 - 3.484990776969 b33 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e336: - 3.484990776969 b18 - 3.484990776969 b34 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e337: - 3.484990776969 b19 - 3.484990776969 b35 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e338: - 3.484990776969 b18 - 3.484990776969 b36 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e339: - 3.484990776969 b19 - 3.484990776969 b37 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e340: - 5.174182750489 b18 - 5.174182750489 b38 + x213^2 - 2 x213 x233 + x214^2 - 2 x214 x234 + x233^2 + x234^2 >= -5.174182750489 e341: - 5.174182750489 b19 - 5.174182750489 b39 + x213^2 - 2 x213 x233 + x214^2 - 2 x214 x234 + x233^2 + x234^2 >= -5.174182750489 e342: - 5.174182750489 b18 - 5.174182750489 b40 + x213^2 - 2 x213 x235 + x214^2 - 2 x214 x236 + x235^2 + x236^2 >= -5.174182750489 e343: - 5.174182750489 b19 - 5.174182750489 b41 + x213^2 - 2 x213 x235 + x214^2 - 2 x214 x236 + x235^2 + x236^2 >= -5.174182750489 e344: - .887203867225 b2 - .887203867225 b20 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e345: - .887203867225 b3 - .887203867225 b21 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e346: - .887203867225 b4 - .887203867225 b20 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e347: - .887203867225 b5 - .887203867225 b21 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e348: - .887203867225 b6 - .887203867225 b20 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e349: - .887203867225 b7 - .887203867225 b21 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e350: - .887203867225 b8 - .887203867225 b20 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e351: - .887203867225 b9 - .887203867225 b21 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e352: - .887203867225 b10 - .887203867225 b20 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e353: - .887203867225 b11 - .887203867225 b21 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e354: - .887203867225 b12 - .887203867225 b20 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e355: - .887203867225 b13 - .887203867225 b21 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e356: - .469370231236 b14 - .469370231236 b20 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e357: - .469370231236 b15 - .469370231236 b21 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e358: - .469370231236 b16 - .469370231236 b20 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e359: - .469370231236 b17 - .469370231236 b21 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e360: - .469370231236 b18 - .469370231236 b20 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e361: - .469370231236 b19 - .469370231236 b21 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e362: - .469370231236 b20 - .469370231236 b22 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e363: - .469370231236 b21 - .469370231236 b23 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e364: - 1.436936830729 b20 - 1.436936830729 b24 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e365: - 1.436936830729 b21 - 1.436936830729 b25 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e366: - 1.436936830729 b20 - 1.436936830729 b26 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e367: - 1.436936830729 b21 - 1.436936830729 b27 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e368: - 1.436936830729 b20 - 1.436936830729 b28 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e369: - 1.436936830729 b21 - 1.436936830729 b29 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e370: - 1.436936830729 b20 - 1.436936830729 b30 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e371: - 1.436936830729 b21 - 1.436936830729 b31 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e372: - 3.484990776969 b20 - 3.484990776969 b32 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e373: - 3.484990776969 b21 - 3.484990776969 b33 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e374: - 3.484990776969 b20 - 3.484990776969 b34 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e375: - 3.484990776969 b21 - 3.484990776969 b35 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e376: - 3.484990776969 b20 - 3.484990776969 b36 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e377: - 3.484990776969 b21 - 3.484990776969 b37 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e378: - 5.174182750489 b20 - 5.174182750489 b38 + x215^2 - 2 x215 x233 + x216^2 - 2 x216 x234 + x233^2 + x234^2 >= -5.174182750489 e379: - 5.174182750489 b21 - 5.174182750489 b39 + x215^2 - 2 x215 x233 + x216^2 - 2 x216 x234 + x233^2 + x234^2 >= -5.174182750489 e380: - 5.174182750489 b20 - 5.174182750489 b40 + x215^2 - 2 x215 x235 + x216^2 - 2 x216 x236 + x235^2 + x236^2 >= -5.174182750489 e381: - 5.174182750489 b21 - 5.174182750489 b41 + x215^2 - 2 x215 x235 + x216^2 - 2 x216 x236 + x235^2 + x236^2 >= -5.174182750489 e382: - .887203867225 b2 - .887203867225 b22 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e383: - .887203867225 b3 - .887203867225 b23 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e384: - .887203867225 b4 - .887203867225 b22 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e385: - .887203867225 b5 - .887203867225 b23 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e386: - .887203867225 b6 - .887203867225 b22 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e387: - .887203867225 b7 - .887203867225 b23 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e388: - .887203867225 b8 - .887203867225 b22 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e389: - .887203867225 b9 - .887203867225 b23 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e390: - .887203867225 b10 - .887203867225 b22 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e391: - .887203867225 b11 - .887203867225 b23 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e392: - .887203867225 b12 - .887203867225 b22 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e393: - .887203867225 b13 - .887203867225 b23 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e394: - .469370231236 b14 - .469370231236 b22 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e395: - .469370231236 b15 - .469370231236 b23 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e396: - .469370231236 b16 - .469370231236 b22 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e397: - .469370231236 b17 - .469370231236 b23 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e398: - .469370231236 b18 - .469370231236 b22 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e399: - .469370231236 b19 - .469370231236 b23 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e400: - .469370231236 b20 - .469370231236 b22 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e401: - .469370231236 b21 - .469370231236 b23 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e402: - 1.436936830729 b22 - 1.436936830729 b24 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e403: - 1.436936830729 b23 - 1.436936830729 b25 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e404: - 1.436936830729 b22 - 1.436936830729 b26 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e405: - 1.436936830729 b23 - 1.436936830729 b27 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e406: - 1.436936830729 b22 - 1.436936830729 b28 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e407: - 1.436936830729 b23 - 1.436936830729 b29 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e408: - 1.436936830729 b22 - 1.436936830729 b30 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e409: - 1.436936830729 b23 - 1.436936830729 b31 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e410: - 3.484990776969 b22 - 3.484990776969 b32 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e411: - 3.484990776969 b23 - 3.484990776969 b33 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e412: - 3.484990776969 b22 - 3.484990776969 b34 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e413: - 3.484990776969 b23 - 3.484990776969 b35 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e414: - 3.484990776969 b22 - 3.484990776969 b36 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e415: - 3.484990776969 b23 - 3.484990776969 b37 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e416: - 5.174182750489 b22 - 5.174182750489 b38 + x217^2 - 2 x217 x233 + x218^2 - 2 x218 x234 + x233^2 + x234^2 >= -5.174182750489 e417: - 5.174182750489 b23 - 5.174182750489 b39 + x217^2 - 2 x217 x233 + x218^2 - 2 x218 x234 + x233^2 + x234^2 >= -5.174182750489 e418: - 5.174182750489 b22 - 5.174182750489 b40 + x217^2 - 2 x217 x235 + x218^2 - 2 x218 x236 + x235^2 + x236^2 >= -5.174182750489 e419: - 5.174182750489 b23 - 5.174182750489 b41 + x217^2 - 2 x217 x235 + x218^2 - 2 x218 x236 + x235^2 + x236^2 >= -5.174182750489 e420: - 2.118573403024 b2 - 2.118573403024 b24 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e421: - 2.118573403024 b3 - 2.118573403024 b25 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e422: - 2.118573403024 b4 - 2.118573403024 b24 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e423: - 2.118573403024 b5 - 2.118573403024 b25 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e424: - 2.118573403024 b6 - 2.118573403024 b24 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e425: - 2.118573403024 b7 - 2.118573403024 b25 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e426: - 2.118573403024 b8 - 2.118573403024 b24 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e427: - 2.118573403024 b9 - 2.118573403024 b25 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e428: - 2.118573403024 b10 - 2.118573403024 b24 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e429: - 2.118573403024 b11 - 2.118573403024 b25 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e430: - 2.118573403024 b12 - 2.118573403024 b24 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e431: - 2.118573403024 b13 - 2.118573403024 b25 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e432: - 1.436936830729 b14 - 1.436936830729 b24 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e433: - 1.436936830729 b15 - 1.436936830729 b25 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e434: - 1.436936830729 b16 - 1.436936830729 b24 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e435: - 1.436936830729 b17 - 1.436936830729 b25 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e436: - 1.436936830729 b18 - 1.436936830729 b24 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e437: - 1.436936830729 b19 - 1.436936830729 b25 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e438: - 1.436936830729 b20 - 1.436936830729 b24 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e439: - 1.436936830729 b21 - 1.436936830729 b25 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e440: - 1.436936830729 b22 - 1.436936830729 b24 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e441: - 1.436936830729 b23 - 1.436936830729 b25 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e442: - 2.9321082756 b24 - 2.9321082756 b26 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e443: - 2.9321082756 b25 - 2.9321082756 b27 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e444: - 2.9321082756 b24 - 2.9321082756 b28 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e445: - 2.9321082756 b25 - 2.9321082756 b29 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e446: - 2.9321082756 b24 - 2.9321082756 b30 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e447: - 2.9321082756 b25 - 2.9321082756 b31 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e448: - 5.6664469849 b24 - 5.6664469849 b32 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e449: - 5.6664469849 b25 - 5.6664469849 b33 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e450: - 5.6664469849 b24 - 5.6664469849 b34 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e451: - 5.6664469849 b25 - 5.6664469849 b35 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e452: - 5.6664469849 b24 - 5.6664469849 b36 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e453: - 5.6664469849 b25 - 5.6664469849 b37 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e454: - 7.77461689 b24 - 7.77461689 b38 + x219^2 - 2 x219 x233 + x220^2 - 2 x220 x234 + x233^2 + x234^2 >= -7.77461689 e455: - 7.77461689 b25 - 7.77461689 b39 + x219^2 - 2 x219 x233 + x220^2 - 2 x220 x234 + x233^2 + x234^2 >= -7.77461689 e456: - 7.77461689 b24 - 7.77461689 b40 + x219^2 - 2 x219 x235 + x220^2 - 2 x220 x236 + x235^2 + x236^2 >= -7.77461689 e457: - 7.77461689 b25 - 7.77461689 b41 + x219^2 - 2 x219 x235 + x220^2 - 2 x220 x236 + x235^2 + x236^2 >= -7.77461689 e458: - 2.118573403024 b2 - 2.118573403024 b26 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e459: - 2.118573403024 b3 - 2.118573403024 b27 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e460: - 2.118573403024 b4 - 2.118573403024 b26 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e461: - 2.118573403024 b5 - 2.118573403024 b27 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e462: - 2.118573403024 b6 - 2.118573403024 b26 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e463: - 2.118573403024 b7 - 2.118573403024 b27 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e464: - 2.118573403024 b8 - 2.118573403024 b26 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e465: - 2.118573403024 b9 - 2.118573403024 b27 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e466: - 2.118573403024 b10 - 2.118573403024 b26 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e467: - 2.118573403024 b11 - 2.118573403024 b27 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e468: - 2.118573403024 b12 - 2.118573403024 b26 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e469: - 2.118573403024 b13 - 2.118573403024 b27 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e470: - 1.436936830729 b14 - 1.436936830729 b26 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e471: - 1.436936830729 b15 - 1.436936830729 b27 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e472: - 1.436936830729 b16 - 1.436936830729 b26 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e473: - 1.436936830729 b17 - 1.436936830729 b27 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e474: - 1.436936830729 b18 - 1.436936830729 b26 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e475: - 1.436936830729 b19 - 1.436936830729 b27 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e476: - 1.436936830729 b20 - 1.436936830729 b26 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e477: - 1.436936830729 b21 - 1.436936830729 b27 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e478: - 1.436936830729 b22 - 1.436936830729 b26 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e479: - 1.436936830729 b23 - 1.436936830729 b27 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e480: - 2.9321082756 b24 - 2.9321082756 b26 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e481: - 2.9321082756 b25 - 2.9321082756 b27 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e482: - 2.9321082756 b26 - 2.9321082756 b28 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e483: - 2.9321082756 b27 - 2.9321082756 b29 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e484: - 2.9321082756 b26 - 2.9321082756 b30 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e485: - 2.9321082756 b27 - 2.9321082756 b31 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e486: - 5.6664469849 b26 - 5.6664469849 b32 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e487: - 5.6664469849 b27 - 5.6664469849 b33 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e488: - 5.6664469849 b26 - 5.6664469849 b34 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e489: - 5.6664469849 b27 - 5.6664469849 b35 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e490: - 5.6664469849 b26 - 5.6664469849 b36 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e491: - 5.6664469849 b27 - 5.6664469849 b37 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e492: - 7.77461689 b26 - 7.77461689 b38 + x221^2 - 2 x221 x233 + x222^2 - 2 x222 x234 + x233^2 + x234^2 >= -7.77461689 e493: - 7.77461689 b27 - 7.77461689 b39 + x221^2 - 2 x221 x233 + x222^2 - 2 x222 x234 + x233^2 + x234^2 >= -7.77461689 e494: - 7.77461689 b26 - 7.77461689 b40 + x221^2 - 2 x221 x235 + x222^2 - 2 x222 x236 + x235^2 + x236^2 >= -7.77461689 e495: - 7.77461689 b27 - 7.77461689 b41 + x221^2 - 2 x221 x235 + x222^2 - 2 x222 x236 + x235^2 + x236^2 >= -7.77461689 e496: - 2.118573403024 b2 - 2.118573403024 b28 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e497: - 2.118573403024 b3 - 2.118573403024 b29 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e498: - 2.118573403024 b4 - 2.118573403024 b28 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e499: - 2.118573403024 b5 - 2.118573403024 b29 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e500: - 2.118573403024 b6 - 2.118573403024 b28 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e501: - 2.118573403024 b7 - 2.118573403024 b29 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e502: - 2.118573403024 b8 - 2.118573403024 b28 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e503: - 2.118573403024 b9 - 2.118573403024 b29 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e504: - 2.118573403024 b10 - 2.118573403024 b28 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e505: - 2.118573403024 b11 - 2.118573403024 b29 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e506: - 2.118573403024 b12 - 2.118573403024 b28 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e507: - 2.118573403024 b13 - 2.118573403024 b29 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e508: - 1.436936830729 b14 - 1.436936830729 b28 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e509: - 1.436936830729 b15 - 1.436936830729 b29 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e510: - 1.436936830729 b16 - 1.436936830729 b28 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e511: - 1.436936830729 b17 - 1.436936830729 b29 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e512: - 1.436936830729 b18 - 1.436936830729 b28 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e513: - 1.436936830729 b19 - 1.436936830729 b29 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e514: - 1.436936830729 b20 - 1.436936830729 b28 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e515: - 1.436936830729 b21 - 1.436936830729 b29 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e516: - 1.436936830729 b22 - 1.436936830729 b28 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e517: - 1.436936830729 b23 - 1.436936830729 b29 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e518: - 2.9321082756 b24 - 2.9321082756 b28 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e519: - 2.9321082756 b25 - 2.9321082756 b29 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e520: - 2.9321082756 b26 - 2.9321082756 b28 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e521: - 2.9321082756 b27 - 2.9321082756 b29 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e522: - 2.9321082756 b28 - 2.9321082756 b30 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e523: - 2.9321082756 b29 - 2.9321082756 b31 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e524: - 5.6664469849 b28 - 5.6664469849 b32 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e525: - 5.6664469849 b29 - 5.6664469849 b33 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e526: - 5.6664469849 b28 - 5.6664469849 b34 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e527: - 5.6664469849 b29 - 5.6664469849 b35 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e528: - 5.6664469849 b28 - 5.6664469849 b36 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e529: - 5.6664469849 b29 - 5.6664469849 b37 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e530: - 7.77461689 b28 - 7.77461689 b38 + x223^2 - 2 x223 x233 + x224^2 - 2 x224 x234 + x233^2 + x234^2 >= -7.77461689 e531: - 7.77461689 b29 - 7.77461689 b39 + x223^2 - 2 x223 x233 + x224^2 - 2 x224 x234 + x233^2 + x234^2 >= -7.77461689 e532: - 7.77461689 b28 - 7.77461689 b40 + x223^2 - 2 x223 x235 + x224^2 - 2 x224 x236 + x235^2 + x236^2 >= -7.77461689 e533: - 7.77461689 b29 - 7.77461689 b41 + x223^2 - 2 x223 x235 + x224^2 - 2 x224 x236 + x235^2 + x236^2 >= -7.77461689 e534: - 2.118573403024 b2 - 2.118573403024 b30 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e535: - 2.118573403024 b3 - 2.118573403024 b31 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e536: - 2.118573403024 b4 - 2.118573403024 b30 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e537: - 2.118573403024 b5 - 2.118573403024 b31 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e538: - 2.118573403024 b6 - 2.118573403024 b30 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e539: - 2.118573403024 b7 - 2.118573403024 b31 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e540: - 2.118573403024 b8 - 2.118573403024 b30 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e541: - 2.118573403024 b9 - 2.118573403024 b31 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e542: - 2.118573403024 b10 - 2.118573403024 b30 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e543: - 2.118573403024 b11 - 2.118573403024 b31 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e544: - 2.118573403024 b12 - 2.118573403024 b30 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e545: - 2.118573403024 b13 - 2.118573403024 b31 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e546: - 1.436936830729 b14 - 1.436936830729 b30 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e547: - 1.436936830729 b15 - 1.436936830729 b31 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e548: - 1.436936830729 b16 - 1.436936830729 b30 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e549: - 1.436936830729 b17 - 1.436936830729 b31 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e550: - 1.436936830729 b18 - 1.436936830729 b30 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e551: - 1.436936830729 b19 - 1.436936830729 b31 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e552: - 1.436936830729 b20 - 1.436936830729 b30 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e553: - 1.436936830729 b21 - 1.436936830729 b31 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e554: - 1.436936830729 b22 - 1.436936830729 b30 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e555: - 1.436936830729 b23 - 1.436936830729 b31 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e556: - 2.9321082756 b24 - 2.9321082756 b30 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e557: - 2.9321082756 b25 - 2.9321082756 b31 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e558: - 2.9321082756 b26 - 2.9321082756 b30 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e559: - 2.9321082756 b27 - 2.9321082756 b31 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e560: - 2.9321082756 b28 - 2.9321082756 b30 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e561: - 2.9321082756 b29 - 2.9321082756 b31 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e562: - 5.6664469849 b30 - 5.6664469849 b32 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e563: - 5.6664469849 b31 - 5.6664469849 b33 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e564: - 5.6664469849 b30 - 5.6664469849 b34 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e565: - 5.6664469849 b31 - 5.6664469849 b35 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e566: - 5.6664469849 b30 - 5.6664469849 b36 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e567: - 5.6664469849 b31 - 5.6664469849 b37 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e568: - 7.77461689 b30 - 7.77461689 b38 + x225^2 - 2 x225 x233 + x226^2 - 2 x226 x234 + x233^2 + x234^2 >= -7.77461689 e569: - 7.77461689 b31 - 7.77461689 b39 + x225^2 - 2 x225 x233 + x226^2 - 2 x226 x234 + x233^2 + x234^2 >= -7.77461689 e570: - 7.77461689 b30 - 7.77461689 b40 + x225^2 - 2 x225 x235 + x226^2 - 2 x226 x236 + x235^2 + x236^2 >= -7.77461689 e571: - 7.77461689 b31 - 7.77461689 b41 + x225^2 - 2 x225 x235 + x226^2 - 2 x226 x236 + x235^2 + x236^2 >= -7.77461689 e572: - 4.509770398884 b2 - 4.509770398884 b32 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e573: - 4.509770398884 b3 - 4.509770398884 b33 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e574: - 4.509770398884 b4 - 4.509770398884 b32 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e575: - 4.509770398884 b5 - 4.509770398884 b33 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e576: - 4.509770398884 b6 - 4.509770398884 b32 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e577: - 4.509770398884 b7 - 4.509770398884 b33 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e578: - 4.509770398884 b8 - 4.509770398884 b32 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e579: - 4.509770398884 b9 - 4.509770398884 b33 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e580: - 4.509770398884 b10 - 4.509770398884 b32 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e581: - 4.509770398884 b11 - 4.509770398884 b33 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e582: - 4.509770398884 b12 - 4.509770398884 b32 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e583: - 4.509770398884 b13 - 4.509770398884 b33 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e584: - 3.484990776969 b14 - 3.484990776969 b32 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e585: - 3.484990776969 b15 - 3.484990776969 b33 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e586: - 3.484990776969 b16 - 3.484990776969 b32 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e587: - 3.484990776969 b17 - 3.484990776969 b33 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e588: - 3.484990776969 b18 - 3.484990776969 b32 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e589: - 3.484990776969 b19 - 3.484990776969 b33 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e590: - 3.484990776969 b20 - 3.484990776969 b32 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e591: - 3.484990776969 b21 - 3.484990776969 b33 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e592: - 3.484990776969 b22 - 3.484990776969 b32 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e593: - 3.484990776969 b23 - 3.484990776969 b33 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e594: - 5.6664469849 b24 - 5.6664469849 b32 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e595: - 5.6664469849 b25 - 5.6664469849 b33 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e596: - 5.6664469849 b26 - 5.6664469849 b32 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e597: - 5.6664469849 b27 - 5.6664469849 b33 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e598: - 5.6664469849 b28 - 5.6664469849 b32 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e599: - 5.6664469849 b29 - 5.6664469849 b33 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e600: - 5.6664469849 b30 - 5.6664469849 b32 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e601: - 5.6664469849 b31 - 5.6664469849 b33 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e602: - 9.2934741904 b32 - 9.2934741904 b34 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e603: - 9.2934741904 b33 - 9.2934741904 b35 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e604: - 9.2934741904 b32 - 9.2934741904 b36 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e605: - 9.2934741904 b33 - 9.2934741904 b37 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e606: - 11.9466318321 b32 - 11.9466318321 b38 + x227^2 - 2 x227 x233 + x228^2 - 2 x228 x234 + x233^2 + x234^2 >= -11.9466318321 e607: - 11.9466318321 b33 - 11.9466318321 b39 + x227^2 - 2 x227 x233 + x228^2 - 2 x228 x234 + x233^2 + x234^2 >= -11.9466318321 e608: - 11.9466318321 b32 - 11.9466318321 b40 + x227^2 - 2 x227 x235 + x228^2 - 2 x228 x236 + x235^2 + x236^2 >= -11.9466318321 e609: - 11.9466318321 b33 - 11.9466318321 b41 + x227^2 - 2 x227 x235 + x228^2 - 2 x228 x236 + x235^2 + x236^2 >= -11.9466318321 e610: - 4.509770398884 b2 - 4.509770398884 b34 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e611: - 4.509770398884 b3 - 4.509770398884 b35 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e612: - 4.509770398884 b4 - 4.509770398884 b34 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e613: - 4.509770398884 b5 - 4.509770398884 b35 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e614: - 4.509770398884 b6 - 4.509770398884 b34 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e615: - 4.509770398884 b7 - 4.509770398884 b35 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e616: - 4.509770398884 b8 - 4.509770398884 b34 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e617: - 4.509770398884 b9 - 4.509770398884 b35 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e618: - 4.509770398884 b10 - 4.509770398884 b34 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e619: - 4.509770398884 b11 - 4.509770398884 b35 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e620: - 4.509770398884 b12 - 4.509770398884 b34 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e621: - 4.509770398884 b13 - 4.509770398884 b35 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e622: - 3.484990776969 b14 - 3.484990776969 b34 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e623: - 3.484990776969 b15 - 3.484990776969 b35 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e624: - 3.484990776969 b16 - 3.484990776969 b34 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e625: - 3.484990776969 b17 - 3.484990776969 b35 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e626: - 3.484990776969 b18 - 3.484990776969 b34 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e627: - 3.484990776969 b19 - 3.484990776969 b35 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e628: - 3.484990776969 b20 - 3.484990776969 b34 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e629: - 3.484990776969 b21 - 3.484990776969 b35 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e630: - 3.484990776969 b22 - 3.484990776969 b34 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e631: - 3.484990776969 b23 - 3.484990776969 b35 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e632: - 5.6664469849 b24 - 5.6664469849 b34 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e633: - 5.6664469849 b25 - 5.6664469849 b35 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e634: - 5.6664469849 b26 - 5.6664469849 b34 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e635: - 5.6664469849 b27 - 5.6664469849 b35 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e636: - 5.6664469849 b28 - 5.6664469849 b34 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e637: - 5.6664469849 b29 - 5.6664469849 b35 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e638: - 5.6664469849 b30 - 5.6664469849 b34 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e639: - 5.6664469849 b31 - 5.6664469849 b35 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e640: - 9.2934741904 b32 - 9.2934741904 b34 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e641: - 9.2934741904 b33 - 9.2934741904 b35 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e642: - 9.2934741904 b34 - 9.2934741904 b36 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e643: - 9.2934741904 b35 - 9.2934741904 b37 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e644: - 11.9466318321 b34 - 11.9466318321 b38 + x229^2 - 2 x229 x233 + x230^2 - 2 x230 x234 + x233^2 + x234^2 >= -11.9466318321 e645: - 11.9466318321 b35 - 11.9466318321 b39 + x229^2 - 2 x229 x233 + x230^2 - 2 x230 x234 + x233^2 + x234^2 >= -11.9466318321 e646: - 11.9466318321 b34 - 11.9466318321 b40 + x229^2 - 2 x229 x235 + x230^2 - 2 x230 x236 + x235^2 + x236^2 >= -11.9466318321 e647: - 11.9466318321 b35 - 11.9466318321 b41 + x229^2 - 2 x229 x235 + x230^2 - 2 x230 x236 + x235^2 + x236^2 >= -11.9466318321 e648: - 4.509770398884 b2 - 4.509770398884 b36 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e649: - 4.509770398884 b3 - 4.509770398884 b37 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e650: - 4.509770398884 b4 - 4.509770398884 b36 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e651: - 4.509770398884 b5 - 4.509770398884 b37 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e652: - 4.509770398884 b6 - 4.509770398884 b36 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e653: - 4.509770398884 b7 - 4.509770398884 b37 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e654: - 4.509770398884 b8 - 4.509770398884 b36 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e655: - 4.509770398884 b9 - 4.509770398884 b37 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e656: - 4.509770398884 b10 - 4.509770398884 b36 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e657: - 4.509770398884 b11 - 4.509770398884 b37 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e658: - 4.509770398884 b12 - 4.509770398884 b36 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e659: - 4.509770398884 b13 - 4.509770398884 b37 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e660: - 3.484990776969 b14 - 3.484990776969 b36 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e661: - 3.484990776969 b15 - 3.484990776969 b37 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e662: - 3.484990776969 b16 - 3.484990776969 b36 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e663: - 3.484990776969 b17 - 3.484990776969 b37 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e664: - 3.484990776969 b18 - 3.484990776969 b36 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e665: - 3.484990776969 b19 - 3.484990776969 b37 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e666: - 3.484990776969 b20 - 3.484990776969 b36 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e667: - 3.484990776969 b21 - 3.484990776969 b37 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e668: - 3.484990776969 b22 - 3.484990776969 b36 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e669: - 3.484990776969 b23 - 3.484990776969 b37 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e670: - 5.6664469849 b24 - 5.6664469849 b36 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e671: - 5.6664469849 b25 - 5.6664469849 b37 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e672: - 5.6664469849 b26 - 5.6664469849 b36 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e673: - 5.6664469849 b27 - 5.6664469849 b37 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e674: - 5.6664469849 b28 - 5.6664469849 b36 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e675: - 5.6664469849 b29 - 5.6664469849 b37 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e676: - 5.6664469849 b30 - 5.6664469849 b36 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e677: - 5.6664469849 b31 - 5.6664469849 b37 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e678: - 9.2934741904 b32 - 9.2934741904 b36 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e679: - 9.2934741904 b33 - 9.2934741904 b37 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e680: - 9.2934741904 b34 - 9.2934741904 b36 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e681: - 9.2934741904 b35 - 9.2934741904 b37 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e682: - 11.9466318321 b36 - 11.9466318321 b38 + x231^2 - 2 x231 x233 + x232^2 - 2 x232 x234 + x233^2 + x234^2 >= -11.9466318321 e683: - 11.9466318321 b37 - 11.9466318321 b39 + x231^2 - 2 x231 x233 + x232^2 - 2 x232 x234 + x233^2 + x234^2 >= -11.9466318321 e684: - 11.9466318321 b36 - 11.9466318321 b40 + x231^2 - 2 x231 x235 + x232^2 - 2 x232 x236 + x235^2 + x236^2 >= -11.9466318321 e685: - 11.9466318321 b37 - 11.9466318321 b41 + x231^2 - 2 x231 x235 + x232^2 - 2 x232 x236 + x235^2 + x236^2 >= -11.9466318321 e686: - 6.408451746064 b2 - 6.408451746064 b38 + x197^2 - 2 x197 x233 + x198^2 - 2 x198 x234 + x233^2 + x234^2 >= -6.408451746064 e687: - 6.408451746064 b3 - 6.408451746064 b39 + x197^2 - 2 x197 x233 + x198^2 - 2 x198 x234 + x233^2 + x234^2 >= -6.408451746064 e688: - 6.408451746064 b4 - 6.408451746064 b38 + x199^2 - 2 x199 x233 + x200^2 - 2 x200 x234 + x233^2 + x234^2 >= -6.408451746064 e689: - 6.408451746064 b5 - 6.408451746064 b39 + x199^2 - 2 x199 x233 + x200^2 - 2 x200 x234 + x233^2 + x234^2 >= -6.408451746064 e690: - 6.408451746064 b6 - 6.408451746064 b38 + x201^2 - 2 x201 x233 + x202^2 - 2 x202 x234 + x233^2 + x234^2 >= -6.408451746064 e691: - 6.408451746064 b7 - 6.408451746064 b39 + x201^2 - 2 x201 x233 + x202^2 - 2 x202 x234 + x233^2 + x234^2 >= -6.408451746064 e692: - 6.408451746064 b8 - 6.408451746064 b38 + x203^2 - 2 x203 x233 + x204^2 - 2 x204 x234 + x233^2 + x234^2 >= -6.408451746064 e693: - 6.408451746064 b9 - 6.408451746064 b39 + x203^2 - 2 x203 x233 + x204^2 - 2 x204 x234 + x233^2 + x234^2 >= -6.408451746064 e694: - 6.408451746064 b10 - 6.408451746064 b38 + x205^2 - 2 x205 x233 + x206^2 - 2 x206 x234 + x233^2 + x234^2 >= -6.408451746064 e695: - 6.408451746064 b11 - 6.408451746064 b39 + x205^2 - 2 x205 x233 + x206^2 - 2 x206 x234 + x233^2 + x234^2 >= -6.408451746064 e696: - 6.408451746064 b12 - 6.408451746064 b38 + x207^2 - 2 x207 x233 + x208^2 - 2 x208 x234 + x233^2 + x234^2 >= -6.408451746064 e697: - 6.408451746064 b13 - 6.408451746064 b39 + x207^2 - 2 x207 x233 + x208^2 - 2 x208 x234 + x233^2 + x234^2 >= -6.408451746064 e698: - 5.174182750489 b14 - 5.174182750489 b38 + x209^2 - 2 x209 x233 + x210^2 - 2 x210 x234 + x233^2 + x234^2 >= -5.174182750489 e699: - 5.174182750489 b15 - 5.174182750489 b39 + x209^2 - 2 x209 x233 + x210^2 - 2 x210 x234 + x233^2 + x234^2 >= -5.174182750489 e700: - 5.174182750489 b16 - 5.174182750489 b38 + x211^2 - 2 x211 x233 + x212^2 - 2 x212 x234 + x233^2 + x234^2 >= -5.174182750489 e701: - 5.174182750489 b17 - 5.174182750489 b39 + x211^2 - 2 x211 x233 + x212^2 - 2 x212 x234 + x233^2 + x234^2 >= -5.174182750489 e702: - 5.174182750489 b18 - 5.174182750489 b38 + x213^2 - 2 x213 x233 + x214^2 - 2 x214 x234 + x233^2 + x234^2 >= -5.174182750489 e703: - 5.174182750489 b19 - 5.174182750489 b39 + x213^2 - 2 x213 x233 + x214^2 - 2 x214 x234 + x233^2 + x234^2 >= -5.174182750489 e704: - 5.174182750489 b20 - 5.174182750489 b38 + x215^2 - 2 x215 x233 + x216^2 - 2 x216 x234 + x233^2 + x234^2 >= -5.174182750489 e705: - 5.174182750489 b21 - 5.174182750489 b39 + x215^2 - 2 x215 x233 + x216^2 - 2 x216 x234 + x233^2 + x234^2 >= -5.174182750489 e706: - 5.174182750489 b22 - 5.174182750489 b38 + x217^2 - 2 x217 x233 + x218^2 - 2 x218 x234 + x233^2 + x234^2 >= -5.174182750489 e707: - 5.174182750489 b23 - 5.174182750489 b39 + x217^2 - 2 x217 x233 + x218^2 - 2 x218 x234 + x233^2 + x234^2 >= -5.174182750489 e708: - 7.77461689 b24 - 7.77461689 b38 + x219^2 - 2 x219 x233 + x220^2 - 2 x220 x234 + x233^2 + x234^2 >= -7.77461689 e709: - 7.77461689 b25 - 7.77461689 b39 + x219^2 - 2 x219 x233 + x220^2 - 2 x220 x234 + x233^2 + x234^2 >= -7.77461689 e710: - 7.77461689 b26 - 7.77461689 b38 + x221^2 - 2 x221 x233 + x222^2 - 2 x222 x234 + x233^2 + x234^2 >= -7.77461689 e711: - 7.77461689 b27 - 7.77461689 b39 + x221^2 - 2 x221 x233 + x222^2 - 2 x222 x234 + x233^2 + x234^2 >= -7.77461689 e712: - 7.77461689 b28 - 7.77461689 b38 + x223^2 - 2 x223 x233 + x224^2 - 2 x224 x234 + x233^2 + x234^2 >= -7.77461689 e713: - 7.77461689 b29 - 7.77461689 b39 + x223^2 - 2 x223 x233 + x224^2 - 2 x224 x234 + x233^2 + x234^2 >= -7.77461689 e714: - 7.77461689 b30 - 7.77461689 b38 + x225^2 - 2 x225 x233 + x226^2 - 2 x226 x234 + x233^2 + x234^2 >= -7.77461689 e715: - 7.77461689 b31 - 7.77461689 b39 + x225^2 - 2 x225 x233 + x226^2 - 2 x226 x234 + x233^2 + x234^2 >= -7.77461689 e716: - 11.9466318321 b32 - 11.9466318321 b38 + x227^2 - 2 x227 x233 + x228^2 - 2 x228 x234 + x233^2 + x234^2 >= -11.9466318321 e717: - 11.9466318321 b33 - 11.9466318321 b39 + x227^2 - 2 x227 x233 + x228^2 - 2 x228 x234 + x233^2 + x234^2 >= -11.9466318321 e718: - 11.9466318321 b34 - 11.9466318321 b38 + x229^2 - 2 x229 x233 + x230^2 - 2 x230 x234 + x233^2 + x234^2 >= -11.9466318321 e719: - 11.9466318321 b35 - 11.9466318321 b39 + x229^2 - 2 x229 x233 + x230^2 - 2 x230 x234 + x233^2 + x234^2 >= -11.9466318321 e720: - 11.9466318321 b36 - 11.9466318321 b38 + x231^2 - 2 x231 x233 + x232^2 - 2 x232 x234 + x233^2 + x234^2 >= -11.9466318321 e721: - 11.9466318321 b37 - 11.9466318321 b39 + x231^2 - 2 x231 x233 + x232^2 - 2 x232 x234 + x233^2 + x234^2 >= -11.9466318321 e722: - 14.9325053476 b38 - 14.9325053476 b40 + x233^2 - 2 x233 x235 + x234^2 - 2 x234 x236 + x235^2 + x236^2 >= -14.9325053476 e723: - 14.9325053476 b39 - 14.9325053476 b41 + x233^2 - 2 x233 x235 + x234^2 - 2 x234 x236 + x235^2 + x236^2 >= -14.9325053476 e724: - 6.408451746064 b2 - 6.408451746064 b40 + x197^2 - 2 x197 x235 + x198^2 - 2 x198 x236 + x235^2 + x236^2 >= -6.408451746064 e725: - 6.408451746064 b3 - 6.408451746064 b41 + x197^2 - 2 x197 x235 + x198^2 - 2 x198 x236 + x235^2 + x236^2 >= -6.408451746064 e726: - 6.408451746064 b4 - 6.408451746064 b40 + x199^2 - 2 x199 x235 + x200^2 - 2 x200 x236 + x235^2 + x236^2 >= -6.408451746064 e727: - 6.408451746064 b5 - 6.408451746064 b41 + x199^2 - 2 x199 x235 + x200^2 - 2 x200 x236 + x235^2 + x236^2 >= -6.408451746064 e728: - 6.408451746064 b6 - 6.408451746064 b40 + x201^2 - 2 x201 x235 + x202^2 - 2 x202 x236 + x235^2 + x236^2 >= -6.408451746064 e729: - 6.408451746064 b7 - 6.408451746064 b41 + x201^2 - 2 x201 x235 + x202^2 - 2 x202 x236 + x235^2 + x236^2 >= -6.408451746064 e730: - 6.408451746064 b8 - 6.408451746064 b40 + x203^2 - 2 x203 x235 + x204^2 - 2 x204 x236 + x235^2 + x236^2 >= -6.408451746064 e731: - 6.408451746064 b9 - 6.408451746064 b41 + x203^2 - 2 x203 x235 + x204^2 - 2 x204 x236 + x235^2 + x236^2 >= -6.408451746064 e732: - 6.408451746064 b10 - 6.408451746064 b40 + x205^2 - 2 x205 x235 + x206^2 - 2 x206 x236 + x235^2 + x236^2 >= -6.408451746064 e733: - 6.408451746064 b11 - 6.408451746064 b41 + x205^2 - 2 x205 x235 + x206^2 - 2 x206 x236 + x235^2 + x236^2 >= -6.408451746064 e734: - 6.408451746064 b12 - 6.408451746064 b40 + x207^2 - 2 x207 x235 + x208^2 - 2 x208 x236 + x235^2 + x236^2 >= -6.408451746064 e735: - 6.408451746064 b13 - 6.408451746064 b41 + x207^2 - 2 x207 x235 + x208^2 - 2 x208 x236 + x235^2 + x236^2 >= -6.408451746064 e736: - 5.174182750489 b14 - 5.174182750489 b40 + x209^2 - 2 x209 x235 + x210^2 - 2 x210 x236 + x235^2 + x236^2 >= -5.174182750489 e737: - 5.174182750489 b15 - 5.174182750489 b41 + x209^2 - 2 x209 x235 + x210^2 - 2 x210 x236 + x235^2 + x236^2 >= -5.174182750489 e738: - 5.174182750489 b16 - 5.174182750489 b40 + x211^2 - 2 x211 x235 + x212^2 - 2 x212 x236 + x235^2 + x236^2 >= -5.174182750489 e739: - 5.174182750489 b17 - 5.174182750489 b41 + x211^2 - 2 x211 x235 + x212^2 - 2 x212 x236 + x235^2 + x236^2 >= -5.174182750489 e740: - 5.174182750489 b18 - 5.174182750489 b40 + x213^2 - 2 x213 x235 + x214^2 - 2 x214 x236 + x235^2 + x236^2 >= -5.174182750489 e741: - 5.174182750489 b19 - 5.174182750489 b41 + x213^2 - 2 x213 x235 + x214^2 - 2 x214 x236 + x235^2 + x236^2 >= -5.174182750489 e742: - 5.174182750489 b20 - 5.174182750489 b40 + x215^2 - 2 x215 x235 + x216^2 - 2 x216 x236 + x235^2 + x236^2 >= -5.174182750489 e743: - 5.174182750489 b21 - 5.174182750489 b41 + x215^2 - 2 x215 x235 + x216^2 - 2 x216 x236 + x235^2 + x236^2 >= -5.174182750489 e744: - 5.174182750489 b22 - 5.174182750489 b40 + x217^2 - 2 x217 x235 + x218^2 - 2 x218 x236 + x235^2 + x236^2 >= -5.174182750489 e745: - 5.174182750489 b23 - 5.174182750489 b41 + x217^2 - 2 x217 x235 + x218^2 - 2 x218 x236 + x235^2 + x236^2 >= -5.174182750489 e746: - 7.77461689 b24 - 7.77461689 b40 + x219^2 - 2 x219 x235 + x220^2 - 2 x220 x236 + x235^2 + x236^2 >= -7.77461689 e747: - 7.77461689 b25 - 7.77461689 b41 + x219^2 - 2 x219 x235 + x220^2 - 2 x220 x236 + x235^2 + x236^2 >= -7.77461689 e748: - 7.77461689 b26 - 7.77461689 b40 + x221^2 - 2 x221 x235 + x222^2 - 2 x222 x236 + x235^2 + x236^2 >= -7.77461689 e749: - 7.77461689 b27 - 7.77461689 b41 + x221^2 - 2 x221 x235 + x222^2 - 2 x222 x236 + x235^2 + x236^2 >= -7.77461689 e750: - 7.77461689 b28 - 7.77461689 b40 + x223^2 - 2 x223 x235 + x224^2 - 2 x224 x236 + x235^2 + x236^2 >= -7.77461689 e751: - 7.77461689 b29 - 7.77461689 b41 + x223^2 - 2 x223 x235 + x224^2 - 2 x224 x236 + x235^2 + x236^2 >= -7.77461689 e752: - 7.77461689 b30 - 7.77461689 b40 + x225^2 - 2 x225 x235 + x226^2 - 2 x226 x236 + x235^2 + x236^2 >= -7.77461689 e753: - 7.77461689 b31 - 7.77461689 b41 + x225^2 - 2 x225 x235 + x226^2 - 2 x226 x236 + x235^2 + x236^2 >= -7.77461689 e754: - 11.9466318321 b32 - 11.9466318321 b40 + x227^2 - 2 x227 x235 + x228^2 - 2 x228 x236 + x235^2 + x236^2 >= -11.9466318321 e755: - 11.9466318321 b33 - 11.9466318321 b41 + x227^2 - 2 x227 x235 + x228^2 - 2 x228 x236 + x235^2 + x236^2 >= -11.9466318321 e756: - 11.9466318321 b34 - 11.9466318321 b40 + x229^2 - 2 x229 x235 + x230^2 - 2 x230 x236 + x235^2 + x236^2 >= -11.9466318321 e757: - 11.9466318321 b35 - 11.9466318321 b41 + x229^2 - 2 x229 x235 + x230^2 - 2 x230 x236 + x235^2 + x236^2 >= -11.9466318321 e758: - 11.9466318321 b36 - 11.9466318321 b40 + x231^2 - 2 x231 x235 + x232^2 - 2 x232 x236 + x235^2 + x236^2 >= -11.9466318321 e759: - 11.9466318321 b37 - 11.9466318321 b41 + x231^2 - 2 x231 x235 + x232^2 - 2 x232 x236 + x235^2 + x236^2 >= -11.9466318321 e760: - 14.9325053476 b38 - 14.9325053476 b40 + x233^2 - 2 x233 x235 + x234^2 - 2 x234 x236 + x235^2 + x236^2 >= -14.9325053476 e761: - 14.9325053476 b39 - 14.9325053476 b41 + x233^2 - 2 x233 x235 + x234^2 - 2 x234 x236 + x235^2 + x236^2 >= -14.9325053476 e762: - .469370231236 b96 - .469370231236 b111 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e763: - .469370231236 b96 - .469370231236 b126 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e764: - .469370231236 b96 - .469370231236 b141 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e765: - .469370231236 b96 - .469370231236 b156 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e766: - .469370231236 b96 - .469370231236 b111 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e767: - .469370231236 b111 - .469370231236 b126 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e768: - .469370231236 b111 - .469370231236 b141 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e769: - .469370231236 b111 - .469370231236 b156 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e770: - .469370231236 b96 - .469370231236 b126 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e771: - .469370231236 b111 - .469370231236 b126 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e772: - .469370231236 b126 - .469370231236 b141 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e773: - .469370231236 b126 - .469370231236 b156 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e774: - .469370231236 b96 - .469370231236 b141 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e775: - .469370231236 b111 - .469370231236 b141 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e776: - .469370231236 b126 - .469370231236 b141 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e777: - .469370231236 b141 - .469370231236 b156 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e778: - .469370231236 b96 - .469370231236 b156 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e779: - .469370231236 b111 - .469370231236 b156 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e780: - .469370231236 b126 - .469370231236 b156 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e781: - .469370231236 b141 - .469370231236 b156 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e782: - .469370231236 b97 - .469370231236 b112 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e783: - .469370231236 b97 - .469370231236 b127 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e784: - .469370231236 b97 - .469370231236 b142 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e785: - .469370231236 b97 - .469370231236 b157 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e786: - .469370231236 b97 - .469370231236 b112 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e787: - .469370231236 b112 - .469370231236 b127 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e788: - .469370231236 b112 - .469370231236 b142 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e789: - .469370231236 b112 - .469370231236 b157 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e790: - .469370231236 b97 - .469370231236 b127 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e791: - .469370231236 b112 - .469370231236 b127 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e792: - .469370231236 b127 - .469370231236 b142 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e793: - .469370231236 b127 - .469370231236 b157 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e794: - .469370231236 b97 - .469370231236 b142 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e795: - .469370231236 b112 - .469370231236 b142 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e796: - .469370231236 b127 - .469370231236 b142 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e797: - .469370231236 b142 - .469370231236 b157 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e798: - .469370231236 b97 - .469370231236 b157 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e799: - .469370231236 b112 - .469370231236 b157 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e800: - .469370231236 b127 - .469370231236 b157 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e801: - .469370231236 b142 - .469370231236 b157 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e802: - .469370231236 b98 - .469370231236 b113 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e803: - .469370231236 b98 - .469370231236 b128 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e804: - .469370231236 b98 - .469370231236 b143 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e805: - .469370231236 b98 - .469370231236 b158 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e806: - .469370231236 b98 - .469370231236 b113 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e807: - .469370231236 b113 - .469370231236 b128 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e808: - .469370231236 b113 - .469370231236 b143 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e809: - .469370231236 b113 - .469370231236 b158 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e810: - .469370231236 b98 - .469370231236 b128 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e811: - .469370231236 b113 - .469370231236 b128 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e812: - .469370231236 b128 - .469370231236 b143 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e813: - .469370231236 b128 - .469370231236 b158 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e814: - .469370231236 b98 - .469370231236 b143 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e815: - .469370231236 b113 - .469370231236 b143 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e816: - .469370231236 b128 - .469370231236 b143 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e817: - .469370231236 b143 - .469370231236 b158 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e818: - .469370231236 b98 - .469370231236 b158 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e819: - .469370231236 b113 - .469370231236 b158 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e820: - .469370231236 b128 - .469370231236 b158 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e821: - .469370231236 b143 - .469370231236 b158 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e822: - .469370231236 b99 - .469370231236 b114 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e823: - .469370231236 b99 - .469370231236 b129 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e824: - .469370231236 b99 - .469370231236 b144 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e825: - .469370231236 b99 - .469370231236 b159 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e826: - .469370231236 b99 - .469370231236 b114 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e827: - .469370231236 b114 - .469370231236 b129 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e828: - .469370231236 b114 - .469370231236 b144 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e829: - .469370231236 b114 - .469370231236 b159 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e830: - .469370231236 b99 - .469370231236 b129 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e831: - .469370231236 b114 - .469370231236 b129 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e832: - .469370231236 b129 - .469370231236 b144 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e833: - .469370231236 b129 - .469370231236 b159 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e834: - .469370231236 b99 - .469370231236 b144 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e835: - .469370231236 b114 - .469370231236 b144 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e836: - .469370231236 b129 - .469370231236 b144 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e837: - .469370231236 b144 - .469370231236 b159 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e838: - .469370231236 b99 - .469370231236 b159 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e839: - .469370231236 b114 - .469370231236 b159 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e840: - .469370231236 b129 - .469370231236 b159 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e841: - .469370231236 b144 - .469370231236 b159 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e842: - .469370231236 b100 - .469370231236 b115 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e843: - .469370231236 b100 - .469370231236 b130 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e844: - .469370231236 b100 - .469370231236 b145 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e845: - .469370231236 b100 - .469370231236 b160 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e846: - .469370231236 b100 - .469370231236 b115 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e847: - .469370231236 b115 - .469370231236 b130 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e848: - .469370231236 b115 - .469370231236 b145 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e849: - .469370231236 b115 - .469370231236 b160 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e850: - .469370231236 b100 - .469370231236 b130 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e851: - .469370231236 b115 - .469370231236 b130 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e852: - .469370231236 b130 - .469370231236 b145 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e853: - .469370231236 b130 - .469370231236 b160 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e854: - .469370231236 b100 - .469370231236 b145 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e855: - .469370231236 b115 - .469370231236 b145 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e856: - .469370231236 b130 - .469370231236 b145 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e857: - .469370231236 b145 - .469370231236 b160 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e858: - .469370231236 b100 - .469370231236 b160 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e859: - .469370231236 b115 - .469370231236 b160 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e860: - .469370231236 b130 - .469370231236 b160 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e861: - .469370231236 b145 - .469370231236 b160 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e862: - .469370231236 b101 - .469370231236 b116 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e863: - .469370231236 b101 - .469370231236 b131 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e864: - .469370231236 b101 - .469370231236 b146 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e865: - .469370231236 b101 - .469370231236 b161 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e866: - .469370231236 b101 - .469370231236 b116 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e867: - .469370231236 b116 - .469370231236 b131 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e868: - .469370231236 b116 - .469370231236 b146 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e869: - .469370231236 b116 - .469370231236 b161 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e870: - .469370231236 b101 - .469370231236 b131 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e871: - .469370231236 b116 - .469370231236 b131 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e872: - .469370231236 b131 - .469370231236 b146 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e873: - .469370231236 b131 - .469370231236 b161 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e874: - .469370231236 b101 - .469370231236 b146 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e875: - .469370231236 b116 - .469370231236 b146 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e876: - .469370231236 b131 - .469370231236 b146 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e877: - .469370231236 b146 - .469370231236 b161 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e878: - .469370231236 b101 - .469370231236 b161 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e879: - .469370231236 b116 - .469370231236 b161 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e880: - .469370231236 b131 - .469370231236 b161 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e881: - .469370231236 b146 - .469370231236 b161 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e882: - 1.436939228176 b42 - 1.436939228176 b51 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e883: - 1.436939228176 b42 - 1.436939228176 b60 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e884: - 1.436939228176 b42 - 1.436939228176 b69 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e885: - 1.436939228176 b42 - 1.436939228176 b78 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e886: - 1.436939228176 b42 - 1.436939228176 b87 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e887: - .887203867225 b42 - .887203867225 b102 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e888: - .887203867225 b42 - .887203867225 b117 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e889: - .887203867225 b42 - .887203867225 b132 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e890: - .887203867225 b42 - .887203867225 b147 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e891: - .887203867225 b42 - .887203867225 b162 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e892: - 1.436939228176 b42 - 1.436939228176 b51 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e893: - 1.436939228176 b51 - 1.436939228176 b60 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e894: - 1.436939228176 b51 - 1.436939228176 b69 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e895: - 1.436939228176 b51 - 1.436939228176 b78 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e896: - 1.436939228176 b51 - 1.436939228176 b87 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e897: - .887203867225 b51 - .887203867225 b102 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e898: - .887203867225 b51 - .887203867225 b117 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e899: - .887203867225 b51 - .887203867225 b132 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e900: - .887203867225 b51 - .887203867225 b147 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e901: - .887203867225 b51 - .887203867225 b162 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e902: - 1.436939228176 b42 - 1.436939228176 b60 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e903: - 1.436939228176 b51 - 1.436939228176 b60 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e904: - 1.436939228176 b60 - 1.436939228176 b69 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e905: - 1.436939228176 b60 - 1.436939228176 b78 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e906: - 1.436939228176 b60 - 1.436939228176 b87 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e907: - .887203867225 b60 - .887203867225 b102 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e908: - .887203867225 b60 - .887203867225 b117 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e909: - .887203867225 b60 - .887203867225 b132 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e910: - .887203867225 b60 - .887203867225 b147 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e911: - .887203867225 b60 - .887203867225 b162 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e912: - 1.436939228176 b42 - 1.436939228176 b69 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e913: - 1.436939228176 b51 - 1.436939228176 b69 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e914: - 1.436939228176 b60 - 1.436939228176 b69 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e915: - 1.436939228176 b69 - 1.436939228176 b78 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e916: - 1.436939228176 b69 - 1.436939228176 b87 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e917: - .887203867225 b69 - .887203867225 b102 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e918: - .887203867225 b69 - .887203867225 b117 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e919: - .887203867225 b69 - .887203867225 b132 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e920: - .887203867225 b69 - .887203867225 b147 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e921: - .887203867225 b69 - .887203867225 b162 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e922: - 1.436939228176 b42 - 1.436939228176 b78 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e923: - 1.436939228176 b51 - 1.436939228176 b78 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e924: - 1.436939228176 b60 - 1.436939228176 b78 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e925: - 1.436939228176 b69 - 1.436939228176 b78 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e926: - 1.436939228176 b78 - 1.436939228176 b87 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e927: - .887203867225 b78 - .887203867225 b102 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e928: - .887203867225 b78 - .887203867225 b117 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e929: - .887203867225 b78 - .887203867225 b132 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e930: - .887203867225 b78 - .887203867225 b147 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e931: - .887203867225 b78 - .887203867225 b162 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e932: - 1.436939228176 b42 - 1.436939228176 b87 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e933: - 1.436939228176 b51 - 1.436939228176 b87 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e934: - 1.436939228176 b60 - 1.436939228176 b87 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e935: - 1.436939228176 b69 - 1.436939228176 b87 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e936: - 1.436939228176 b78 - 1.436939228176 b87 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e937: - .887203867225 b87 - .887203867225 b102 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e938: - .887203867225 b87 - .887203867225 b117 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e939: - .887203867225 b87 - .887203867225 b132 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e940: - .887203867225 b87 - .887203867225 b147 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e941: - .887203867225 b87 - .887203867225 b162 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e942: - .887203867225 b42 - .887203867225 b102 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e943: - .887203867225 b51 - .887203867225 b102 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e944: - .887203867225 b60 - .887203867225 b102 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e945: - .887203867225 b69 - .887203867225 b102 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e946: - .887203867225 b78 - .887203867225 b102 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e947: - .887203867225 b87 - .887203867225 b102 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e948: - .469370231236 b102 - .469370231236 b117 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e949: - .469370231236 b102 - .469370231236 b132 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e950: - .469370231236 b102 - .469370231236 b147 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e951: - .469370231236 b102 - .469370231236 b162 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e952: - .887203867225 b42 - .887203867225 b117 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e953: - .887203867225 b51 - .887203867225 b117 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e954: - .887203867225 b60 - .887203867225 b117 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e955: - .887203867225 b69 - .887203867225 b117 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e956: - .887203867225 b78 - .887203867225 b117 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e957: - .887203867225 b87 - .887203867225 b117 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e958: - .469370231236 b102 - .469370231236 b117 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e959: - .469370231236 b117 - .469370231236 b132 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e960: - .469370231236 b117 - .469370231236 b147 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e961: - .469370231236 b117 - .469370231236 b162 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e962: - .887203867225 b42 - .887203867225 b132 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e963: - .887203867225 b51 - .887203867225 b132 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e964: - .887203867225 b60 - .887203867225 b132 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e965: - .887203867225 b69 - .887203867225 b132 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e966: - .887203867225 b78 - .887203867225 b132 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e967: - .887203867225 b87 - .887203867225 b132 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e968: - .469370231236 b102 - .469370231236 b132 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e969: - .469370231236 b117 - .469370231236 b132 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e970: - .469370231236 b132 - .469370231236 b147 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e971: - .469370231236 b132 - .469370231236 b162 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e972: - .887203867225 b42 - .887203867225 b147 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e973: - .887203867225 b51 - .887203867225 b147 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e974: - .887203867225 b60 - .887203867225 b147 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e975: - .887203867225 b69 - .887203867225 b147 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e976: - .887203867225 b78 - .887203867225 b147 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e977: - .887203867225 b87 - .887203867225 b147 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e978: - .469370231236 b102 - .469370231236 b147 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e979: - .469370231236 b117 - .469370231236 b147 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e980: - .469370231236 b132 - .469370231236 b147 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e981: - .469370231236 b147 - .469370231236 b162 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e982: - .887203867225 b42 - .887203867225 b162 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e983: - .887203867225 b51 - .887203867225 b162 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e984: - .887203867225 b60 - .887203867225 b162 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e985: - .887203867225 b69 - .887203867225 b162 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e986: - .887203867225 b78 - .887203867225 b162 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e987: - .887203867225 b87 - .887203867225 b162 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e988: - .469370231236 b102 - .469370231236 b162 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e989: - .469370231236 b117 - .469370231236 b162 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e990: - .469370231236 b132 - .469370231236 b162 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e991: - .469370231236 b147 - .469370231236 b162 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e992: - 1.436939228176 b43 - 1.436939228176 b52 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e993: - 1.436939228176 b43 - 1.436939228176 b61 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e994: - 1.436939228176 b43 - 1.436939228176 b70 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e995: - 1.436939228176 b43 - 1.436939228176 b79 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e996: - 1.436939228176 b43 - 1.436939228176 b88 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e997: - .887203867225 b43 - .887203867225 b103 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e998: - .887203867225 b43 - .887203867225 b118 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e999: - .887203867225 b43 - .887203867225 b133 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1000: - .887203867225 b43 - .887203867225 b148 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1001: - .887203867225 b43 - .887203867225 b163 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1002: - 1.436939228176 b43 - 1.436939228176 b52 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1003: - 1.436939228176 b52 - 1.436939228176 b61 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1004: - 1.436939228176 b52 - 1.436939228176 b70 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1005: - 1.436939228176 b52 - 1.436939228176 b79 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1006: - 1.436939228176 b52 - 1.436939228176 b88 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1007: - .887203867225 b52 - .887203867225 b103 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1008: - .887203867225 b52 - .887203867225 b118 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1009: - .887203867225 b52 - .887203867225 b133 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1010: - .887203867225 b52 - .887203867225 b148 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1011: - .887203867225 b52 - .887203867225 b163 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1012: - 1.436939228176 b43 - 1.436939228176 b61 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1013: - 1.436939228176 b52 - 1.436939228176 b61 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1014: - 1.436939228176 b61 - 1.436939228176 b70 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1015: - 1.436939228176 b61 - 1.436939228176 b79 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1016: - 1.436939228176 b61 - 1.436939228176 b88 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1017: - .887203867225 b61 - .887203867225 b103 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1018: - .887203867225 b61 - .887203867225 b118 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1019: - .887203867225 b61 - .887203867225 b133 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1020: - .887203867225 b61 - .887203867225 b148 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1021: - .887203867225 b61 - .887203867225 b163 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1022: - 1.436939228176 b43 - 1.436939228176 b70 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1023: - 1.436939228176 b52 - 1.436939228176 b70 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1024: - 1.436939228176 b61 - 1.436939228176 b70 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1025: - 1.436939228176 b70 - 1.436939228176 b79 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1026: - 1.436939228176 b70 - 1.436939228176 b88 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1027: - .887203867225 b70 - .887203867225 b103 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1028: - .887203867225 b70 - .887203867225 b118 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1029: - .887203867225 b70 - .887203867225 b133 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1030: - .887203867225 b70 - .887203867225 b148 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1031: - .887203867225 b70 - .887203867225 b163 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1032: - 1.436939228176 b43 - 1.436939228176 b79 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1033: - 1.436939228176 b52 - 1.436939228176 b79 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1034: - 1.436939228176 b61 - 1.436939228176 b79 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1035: - 1.436939228176 b70 - 1.436939228176 b79 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1036: - 1.436939228176 b79 - 1.436939228176 b88 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1037: - .887203867225 b79 - .887203867225 b103 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1038: - .887203867225 b79 - .887203867225 b118 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1039: - .887203867225 b79 - .887203867225 b133 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1040: - .887203867225 b79 - .887203867225 b148 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1041: - .887203867225 b79 - .887203867225 b163 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1042: - 1.436939228176 b43 - 1.436939228176 b88 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1043: - 1.436939228176 b52 - 1.436939228176 b88 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1044: - 1.436939228176 b61 - 1.436939228176 b88 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1045: - 1.436939228176 b70 - 1.436939228176 b88 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1046: - 1.436939228176 b79 - 1.436939228176 b88 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1047: - .887203867225 b88 - .887203867225 b103 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1048: - .887203867225 b88 - .887203867225 b118 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1049: - .887203867225 b88 - .887203867225 b133 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1050: - .887203867225 b88 - .887203867225 b148 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1051: - .887203867225 b88 - .887203867225 b163 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1052: - .887203867225 b43 - .887203867225 b103 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1053: - .887203867225 b52 - .887203867225 b103 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1054: - .887203867225 b61 - .887203867225 b103 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1055: - .887203867225 b70 - .887203867225 b103 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1056: - .887203867225 b79 - .887203867225 b103 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1057: - .887203867225 b88 - .887203867225 b103 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1058: - .469370231236 b103 - .469370231236 b118 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1059: - .469370231236 b103 - .469370231236 b133 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1060: - .469370231236 b103 - .469370231236 b148 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1061: - .469370231236 b103 - .469370231236 b163 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1062: - .887203867225 b43 - .887203867225 b118 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1063: - .887203867225 b52 - .887203867225 b118 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1064: - .887203867225 b61 - .887203867225 b118 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1065: - .887203867225 b70 - .887203867225 b118 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1066: - .887203867225 b79 - .887203867225 b118 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1067: - .887203867225 b88 - .887203867225 b118 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1068: - .469370231236 b103 - .469370231236 b118 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1069: - .469370231236 b118 - .469370231236 b133 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1070: - .469370231236 b118 - .469370231236 b148 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1071: - .469370231236 b118 - .469370231236 b163 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1072: - .887203867225 b43 - .887203867225 b133 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1073: - .887203867225 b52 - .887203867225 b133 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1074: - .887203867225 b61 - .887203867225 b133 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1075: - .887203867225 b70 - .887203867225 b133 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1076: - .887203867225 b79 - .887203867225 b133 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1077: - .887203867225 b88 - .887203867225 b133 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1078: - .469370231236 b103 - .469370231236 b133 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1079: - .469370231236 b118 - .469370231236 b133 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1080: - .469370231236 b133 - .469370231236 b148 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1081: - .469370231236 b133 - .469370231236 b163 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1082: - .887203867225 b43 - .887203867225 b148 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1083: - .887203867225 b52 - .887203867225 b148 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1084: - .887203867225 b61 - .887203867225 b148 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1085: - .887203867225 b70 - .887203867225 b148 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1086: - .887203867225 b79 - .887203867225 b148 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1087: - .887203867225 b88 - .887203867225 b148 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1088: - .469370231236 b103 - .469370231236 b148 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1089: - .469370231236 b118 - .469370231236 b148 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1090: - .469370231236 b133 - .469370231236 b148 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1091: - .469370231236 b148 - .469370231236 b163 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1092: - .887203867225 b43 - .887203867225 b163 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1093: - .887203867225 b52 - .887203867225 b163 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1094: - .887203867225 b61 - .887203867225 b163 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1095: - .887203867225 b70 - .887203867225 b163 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1096: - .887203867225 b79 - .887203867225 b163 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1097: - .887203867225 b88 - .887203867225 b163 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1098: - .469370231236 b103 - .469370231236 b163 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1099: - .469370231236 b118 - .469370231236 b163 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1100: - .469370231236 b133 - .469370231236 b163 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1101: - .469370231236 b148 - .469370231236 b163 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1102: - 1.436939228176 b44 - 1.436939228176 b53 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1103: - 1.436939228176 b44 - 1.436939228176 b62 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1104: - 1.436939228176 b44 - 1.436939228176 b71 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1105: - 1.436939228176 b44 - 1.436939228176 b80 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1106: - 1.436939228176 b44 - 1.436939228176 b89 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1107: - .887203867225 b44 - .887203867225 b104 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1108: - .887203867225 b44 - .887203867225 b119 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1109: - .887203867225 b44 - .887203867225 b134 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1110: - .887203867225 b44 - .887203867225 b149 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1111: - .887203867225 b44 - .887203867225 b164 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1112: - 1.436939228176 b44 - 1.436939228176 b53 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1113: - 1.436939228176 b53 - 1.436939228176 b62 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1114: - 1.436939228176 b53 - 1.436939228176 b71 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1115: - 1.436939228176 b53 - 1.436939228176 b80 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1116: - 1.436939228176 b53 - 1.436939228176 b89 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1117: - .887203867225 b53 - .887203867225 b104 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1118: - .887203867225 b53 - .887203867225 b119 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1119: - .887203867225 b53 - .887203867225 b134 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1120: - .887203867225 b53 - .887203867225 b149 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1121: - .887203867225 b53 - .887203867225 b164 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1122: - 1.436939228176 b44 - 1.436939228176 b62 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1123: - 1.436939228176 b53 - 1.436939228176 b62 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1124: - 1.436939228176 b62 - 1.436939228176 b71 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1125: - 1.436939228176 b62 - 1.436939228176 b80 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1126: - 1.436939228176 b62 - 1.436939228176 b89 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1127: - .887203867225 b62 - .887203867225 b104 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1128: - .887203867225 b62 - .887203867225 b119 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1129: - .887203867225 b62 - .887203867225 b134 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1130: - .887203867225 b62 - .887203867225 b149 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1131: - .887203867225 b62 - .887203867225 b164 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1132: - 1.436939228176 b44 - 1.436939228176 b71 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1133: - 1.436939228176 b53 - 1.436939228176 b71 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1134: - 1.436939228176 b62 - 1.436939228176 b71 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1135: - 1.436939228176 b71 - 1.436939228176 b80 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1136: - 1.436939228176 b71 - 1.436939228176 b89 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1137: - .887203867225 b71 - .887203867225 b104 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1138: - .887203867225 b71 - .887203867225 b119 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1139: - .887203867225 b71 - .887203867225 b134 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1140: - .887203867225 b71 - .887203867225 b149 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1141: - .887203867225 b71 - .887203867225 b164 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1142: - 1.436939228176 b44 - 1.436939228176 b80 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1143: - 1.436939228176 b53 - 1.436939228176 b80 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1144: - 1.436939228176 b62 - 1.436939228176 b80 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1145: - 1.436939228176 b71 - 1.436939228176 b80 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1146: - 1.436939228176 b80 - 1.436939228176 b89 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1147: - .887203867225 b80 - .887203867225 b104 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1148: - .887203867225 b80 - .887203867225 b119 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1149: - .887203867225 b80 - .887203867225 b134 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1150: - .887203867225 b80 - .887203867225 b149 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1151: - .887203867225 b80 - .887203867225 b164 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1152: - 1.436939228176 b44 - 1.436939228176 b89 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1153: - 1.436939228176 b53 - 1.436939228176 b89 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1154: - 1.436939228176 b62 - 1.436939228176 b89 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1155: - 1.436939228176 b71 - 1.436939228176 b89 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1156: - 1.436939228176 b80 - 1.436939228176 b89 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1157: - .887203867225 b89 - .887203867225 b104 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1158: - .887203867225 b89 - .887203867225 b119 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1159: - .887203867225 b89 - .887203867225 b134 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1160: - .887203867225 b89 - .887203867225 b149 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1161: - .887203867225 b89 - .887203867225 b164 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1162: - .887203867225 b44 - .887203867225 b104 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1163: - .887203867225 b53 - .887203867225 b104 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1164: - .887203867225 b62 - .887203867225 b104 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1165: - .887203867225 b71 - .887203867225 b104 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1166: - .887203867225 b80 - .887203867225 b104 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1167: - .887203867225 b89 - .887203867225 b104 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1168: - .469370231236 b104 - .469370231236 b119 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1169: - .469370231236 b104 - .469370231236 b134 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1170: - .469370231236 b104 - .469370231236 b149 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1171: - .469370231236 b104 - .469370231236 b164 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1172: - .887203867225 b44 - .887203867225 b119 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1173: - .887203867225 b53 - .887203867225 b119 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1174: - .887203867225 b62 - .887203867225 b119 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1175: - .887203867225 b71 - .887203867225 b119 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1176: - .887203867225 b80 - .887203867225 b119 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1177: - .887203867225 b89 - .887203867225 b119 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1178: - .469370231236 b104 - .469370231236 b119 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1179: - .469370231236 b119 - .469370231236 b134 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1180: - .469370231236 b119 - .469370231236 b149 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1181: - .469370231236 b119 - .469370231236 b164 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1182: - .887203867225 b44 - .887203867225 b134 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1183: - .887203867225 b53 - .887203867225 b134 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1184: - .887203867225 b62 - .887203867225 b134 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1185: - .887203867225 b71 - .887203867225 b134 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1186: - .887203867225 b80 - .887203867225 b134 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1187: - .887203867225 b89 - .887203867225 b134 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1188: - .469370231236 b104 - .469370231236 b134 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1189: - .469370231236 b119 - .469370231236 b134 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1190: - .469370231236 b134 - .469370231236 b149 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1191: - .469370231236 b134 - .469370231236 b164 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1192: - .887203867225 b44 - .887203867225 b149 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1193: - .887203867225 b53 - .887203867225 b149 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1194: - .887203867225 b62 - .887203867225 b149 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1195: - .887203867225 b71 - .887203867225 b149 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1196: - .887203867225 b80 - .887203867225 b149 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1197: - .887203867225 b89 - .887203867225 b149 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1198: - .469370231236 b104 - .469370231236 b149 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1199: - .469370231236 b119 - .469370231236 b149 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1200: - .469370231236 b134 - .469370231236 b149 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1201: - .469370231236 b149 - .469370231236 b164 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1202: - .887203867225 b44 - .887203867225 b164 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1203: - .887203867225 b53 - .887203867225 b164 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1204: - .887203867225 b62 - .887203867225 b164 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1205: - .887203867225 b71 - .887203867225 b164 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1206: - .887203867225 b80 - .887203867225 b164 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1207: - .887203867225 b89 - .887203867225 b164 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1208: - .469370231236 b104 - .469370231236 b164 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1209: - .469370231236 b119 - .469370231236 b164 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1210: - .469370231236 b134 - .469370231236 b164 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1211: - .469370231236 b149 - .469370231236 b164 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1212: - 1.436939228176 b45 - 1.436939228176 b54 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1213: - 1.436939228176 b45 - 1.436939228176 b63 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1214: - 1.436939228176 b45 - 1.436939228176 b72 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1215: - 1.436939228176 b45 - 1.436939228176 b81 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1216: - 1.436939228176 b45 - 1.436939228176 b90 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1217: - .887203867225 b45 - .887203867225 b105 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1218: - .887203867225 b45 - .887203867225 b120 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1219: - .887203867225 b45 - .887203867225 b135 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1220: - .887203867225 b45 - .887203867225 b150 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1221: - .887203867225 b45 - .887203867225 b165 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1222: - 1.436939228176 b45 - 1.436939228176 b54 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1223: - 1.436939228176 b54 - 1.436939228176 b63 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1224: - 1.436939228176 b54 - 1.436939228176 b72 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1225: - 1.436939228176 b54 - 1.436939228176 b81 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1226: - 1.436939228176 b54 - 1.436939228176 b90 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1227: - .887203867225 b54 - .887203867225 b105 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1228: - .887203867225 b54 - .887203867225 b120 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1229: - .887203867225 b54 - .887203867225 b135 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1230: - .887203867225 b54 - .887203867225 b150 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1231: - .887203867225 b54 - .887203867225 b165 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1232: - 1.436939228176 b45 - 1.436939228176 b63 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1233: - 1.436939228176 b54 - 1.436939228176 b63 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1234: - 1.436939228176 b63 - 1.436939228176 b72 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1235: - 1.436939228176 b63 - 1.436939228176 b81 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1236: - 1.436939228176 b63 - 1.436939228176 b90 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1237: - .887203867225 b63 - .887203867225 b105 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1238: - .887203867225 b63 - .887203867225 b120 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1239: - .887203867225 b63 - .887203867225 b135 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1240: - .887203867225 b63 - .887203867225 b150 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1241: - .887203867225 b63 - .887203867225 b165 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1242: - 1.436939228176 b45 - 1.436939228176 b72 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1243: - 1.436939228176 b54 - 1.436939228176 b72 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1244: - 1.436939228176 b63 - 1.436939228176 b72 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1245: - 1.436939228176 b72 - 1.436939228176 b81 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1246: - 1.436939228176 b72 - 1.436939228176 b90 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1247: - .887203867225 b72 - .887203867225 b105 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1248: - .887203867225 b72 - .887203867225 b120 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1249: - .887203867225 b72 - .887203867225 b135 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1250: - .887203867225 b72 - .887203867225 b150 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1251: - .887203867225 b72 - .887203867225 b165 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1252: - 1.436939228176 b45 - 1.436939228176 b81 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1253: - 1.436939228176 b54 - 1.436939228176 b81 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1254: - 1.436939228176 b63 - 1.436939228176 b81 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1255: - 1.436939228176 b72 - 1.436939228176 b81 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1256: - 1.436939228176 b81 - 1.436939228176 b90 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1257: - .887203867225 b81 - .887203867225 b105 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1258: - .887203867225 b81 - .887203867225 b120 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1259: - .887203867225 b81 - .887203867225 b135 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1260: - .887203867225 b81 - .887203867225 b150 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1261: - .887203867225 b81 - .887203867225 b165 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1262: - 1.436939228176 b45 - 1.436939228176 b90 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1263: - 1.436939228176 b54 - 1.436939228176 b90 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1264: - 1.436939228176 b63 - 1.436939228176 b90 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1265: - 1.436939228176 b72 - 1.436939228176 b90 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1266: - 1.436939228176 b81 - 1.436939228176 b90 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1267: - .887203867225 b90 - .887203867225 b105 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1268: - .887203867225 b90 - .887203867225 b120 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1269: - .887203867225 b90 - .887203867225 b135 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1270: - .887203867225 b90 - .887203867225 b150 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1271: - .887203867225 b90 - .887203867225 b165 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1272: - .887203867225 b45 - .887203867225 b105 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1273: - .887203867225 b54 - .887203867225 b105 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1274: - .887203867225 b63 - .887203867225 b105 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1275: - .887203867225 b72 - .887203867225 b105 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1276: - .887203867225 b81 - .887203867225 b105 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1277: - .887203867225 b90 - .887203867225 b105 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1278: - .469370231236 b105 - .469370231236 b120 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1279: - .469370231236 b105 - .469370231236 b135 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1280: - .469370231236 b105 - .469370231236 b150 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1281: - .469370231236 b105 - .469370231236 b165 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1282: - .887203867225 b45 - .887203867225 b120 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1283: - .887203867225 b54 - .887203867225 b120 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1284: - .887203867225 b63 - .887203867225 b120 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1285: - .887203867225 b72 - .887203867225 b120 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1286: - .887203867225 b81 - .887203867225 b120 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1287: - .887203867225 b90 - .887203867225 b120 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1288: - .469370231236 b105 - .469370231236 b120 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1289: - .469370231236 b120 - .469370231236 b135 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1290: - .469370231236 b120 - .469370231236 b150 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1291: - .469370231236 b120 - .469370231236 b165 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1292: - .887203867225 b45 - .887203867225 b135 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1293: - .887203867225 b54 - .887203867225 b135 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1294: - .887203867225 b63 - .887203867225 b135 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1295: - .887203867225 b72 - .887203867225 b135 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1296: - .887203867225 b81 - .887203867225 b135 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1297: - .887203867225 b90 - .887203867225 b135 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1298: - .469370231236 b105 - .469370231236 b135 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1299: - .469370231236 b120 - .469370231236 b135 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1300: - .469370231236 b135 - .469370231236 b150 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1301: - .469370231236 b135 - .469370231236 b165 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1302: - .887203867225 b45 - .887203867225 b150 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1303: - .887203867225 b54 - .887203867225 b150 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1304: - .887203867225 b63 - .887203867225 b150 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1305: - .887203867225 b72 - .887203867225 b150 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1306: - .887203867225 b81 - .887203867225 b150 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1307: - .887203867225 b90 - .887203867225 b150 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1308: - .469370231236 b105 - .469370231236 b150 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1309: - .469370231236 b120 - .469370231236 b150 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1310: - .469370231236 b135 - .469370231236 b150 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1311: - .469370231236 b150 - .469370231236 b165 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1312: - .887203867225 b45 - .887203867225 b165 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1313: - .887203867225 b54 - .887203867225 b165 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1314: - .887203867225 b63 - .887203867225 b165 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1315: - .887203867225 b72 - .887203867225 b165 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1316: - .887203867225 b81 - .887203867225 b165 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1317: - .887203867225 b90 - .887203867225 b165 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1318: - .469370231236 b105 - .469370231236 b165 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1319: - .469370231236 b120 - .469370231236 b165 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1320: - .469370231236 b135 - .469370231236 b165 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1321: - .469370231236 b150 - .469370231236 b165 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1322: - 1.436939228176 b46 - 1.436939228176 b55 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1323: - 1.436939228176 b46 - 1.436939228176 b64 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1324: - 1.436939228176 b46 - 1.436939228176 b73 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1325: - 1.436939228176 b46 - 1.436939228176 b82 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1326: - 1.436939228176 b46 - 1.436939228176 b91 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1327: - .887203867225 b46 - .887203867225 b106 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1328: - .887203867225 b46 - .887203867225 b121 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1329: - .887203867225 b46 - .887203867225 b136 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1330: - .887203867225 b46 - .887203867225 b151 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1331: - .887203867225 b46 - .887203867225 b166 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1332: - 2.118573403024 b46 - 2.118573403024 b171 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1333: - 2.118573403024 b46 - 2.118573403024 b176 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1334: - 2.118573403024 b46 - 2.118573403024 b181 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1335: - 2.118573403024 b46 - 2.118573403024 b186 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1336: - 1.436939228176 b46 - 1.436939228176 b55 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1337: - 1.436939228176 b55 - 1.436939228176 b64 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1338: - 1.436939228176 b55 - 1.436939228176 b73 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1339: - 1.436939228176 b55 - 1.436939228176 b82 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1340: - 1.436939228176 b55 - 1.436939228176 b91 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1341: - .887203867225 b55 - .887203867225 b106 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1342: - .887203867225 b55 - .887203867225 b121 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1343: - .887203867225 b55 - .887203867225 b136 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1344: - .887203867225 b55 - .887203867225 b151 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1345: - .887203867225 b55 - .887203867225 b166 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1346: - 2.118573403024 b55 - 2.118573403024 b171 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1347: - 2.118573403024 b55 - 2.118573403024 b176 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1348: - 2.118573403024 b55 - 2.118573403024 b181 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1349: - 2.118573403024 b55 - 2.118573403024 b186 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1350: - 1.436939228176 b46 - 1.436939228176 b64 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1351: - 1.436939228176 b55 - 1.436939228176 b64 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1352: - 1.436939228176 b64 - 1.436939228176 b73 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1353: - 1.436939228176 b64 - 1.436939228176 b82 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1354: - 1.436939228176 b64 - 1.436939228176 b91 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1355: - .887203867225 b64 - .887203867225 b106 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1356: - .887203867225 b64 - .887203867225 b121 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1357: - .887203867225 b64 - .887203867225 b136 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1358: - .887203867225 b64 - .887203867225 b151 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1359: - .887203867225 b64 - .887203867225 b166 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1360: - 2.118573403024 b64 - 2.118573403024 b171 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1361: - 2.118573403024 b64 - 2.118573403024 b176 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1362: - 2.118573403024 b64 - 2.118573403024 b181 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1363: - 2.118573403024 b64 - 2.118573403024 b186 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1364: - 1.436939228176 b46 - 1.436939228176 b73 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1365: - 1.436939228176 b55 - 1.436939228176 b73 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1366: - 1.436939228176 b64 - 1.436939228176 b73 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1367: - 1.436939228176 b73 - 1.436939228176 b82 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1368: - 1.436939228176 b73 - 1.436939228176 b91 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1369: - .887203867225 b73 - .887203867225 b106 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1370: - .887203867225 b73 - .887203867225 b121 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1371: - .887203867225 b73 - .887203867225 b136 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1372: - .887203867225 b73 - .887203867225 b151 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1373: - .887203867225 b73 - .887203867225 b166 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1374: - 2.118573403024 b73 - 2.118573403024 b171 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1375: - 2.118573403024 b73 - 2.118573403024 b176 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1376: - 2.118573403024 b73 - 2.118573403024 b181 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1377: - 2.118573403024 b73 - 2.118573403024 b186 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1378: - 1.436939228176 b46 - 1.436939228176 b82 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1379: - 1.436939228176 b55 - 1.436939228176 b82 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1380: - 1.436939228176 b64 - 1.436939228176 b82 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1381: - 1.436939228176 b73 - 1.436939228176 b82 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1382: - 1.436939228176 b82 - 1.436939228176 b91 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1383: - .887203867225 b82 - .887203867225 b106 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1384: - .887203867225 b82 - .887203867225 b121 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1385: - .887203867225 b82 - .887203867225 b136 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1386: - .887203867225 b82 - .887203867225 b151 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1387: - .887203867225 b82 - .887203867225 b166 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1388: - 2.118573403024 b82 - 2.118573403024 b171 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1389: - 2.118573403024 b82 - 2.118573403024 b176 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1390: - 2.118573403024 b82 - 2.118573403024 b181 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1391: - 2.118573403024 b82 - 2.118573403024 b186 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1392: - 1.436939228176 b46 - 1.436939228176 b91 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1393: - 1.436939228176 b55 - 1.436939228176 b91 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1394: - 1.436939228176 b64 - 1.436939228176 b91 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1395: - 1.436939228176 b73 - 1.436939228176 b91 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1396: - 1.436939228176 b82 - 1.436939228176 b91 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1397: - .887203867225 b91 - .887203867225 b106 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1398: - .887203867225 b91 - .887203867225 b121 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1399: - .887203867225 b91 - .887203867225 b136 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1400: - .887203867225 b91 - .887203867225 b151 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1401: - .887203867225 b91 - .887203867225 b166 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1402: - 2.118573403024 b91 - 2.118573403024 b171 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1403: - 2.118573403024 b91 - 2.118573403024 b176 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1404: - 2.118573403024 b91 - 2.118573403024 b181 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1405: - 2.118573403024 b91 - 2.118573403024 b186 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1406: - .887203867225 b46 - .887203867225 b106 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1407: - .887203867225 b55 - .887203867225 b106 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1408: - .887203867225 b64 - .887203867225 b106 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1409: - .887203867225 b73 - .887203867225 b106 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1410: - .887203867225 b82 - .887203867225 b106 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1411: - .887203867225 b91 - .887203867225 b106 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1412: - .469370231236 b106 - .469370231236 b121 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1413: - .469370231236 b106 - .469370231236 b136 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1414: - .469370231236 b106 - .469370231236 b151 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1415: - .469370231236 b106 - .469370231236 b166 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1416: - 1.436936830729 b106 - 1.436936830729 b171 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1417: - 1.436936830729 b106 - 1.436936830729 b176 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1418: - 1.436936830729 b106 - 1.436936830729 b181 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1419: - 1.436936830729 b106 - 1.436936830729 b186 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1420: - .887203867225 b46 - .887203867225 b121 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1421: - .887203867225 b55 - .887203867225 b121 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1422: - .887203867225 b64 - .887203867225 b121 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1423: - .887203867225 b73 - .887203867225 b121 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1424: - .887203867225 b82 - .887203867225 b121 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1425: - .887203867225 b91 - .887203867225 b121 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1426: - .469370231236 b106 - .469370231236 b121 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1427: - .469370231236 b121 - .469370231236 b136 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1428: - .469370231236 b121 - .469370231236 b151 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1429: - .469370231236 b121 - .469370231236 b166 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1430: - 1.436936830729 b121 - 1.436936830729 b171 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1431: - 1.436936830729 b121 - 1.436936830729 b176 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1432: - 1.436936830729 b121 - 1.436936830729 b181 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1433: - 1.436936830729 b121 - 1.436936830729 b186 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1434: - .887203867225 b46 - .887203867225 b136 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1435: - .887203867225 b55 - .887203867225 b136 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1436: - .887203867225 b64 - .887203867225 b136 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1437: - .887203867225 b73 - .887203867225 b136 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1438: - .887203867225 b82 - .887203867225 b136 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1439: - .887203867225 b91 - .887203867225 b136 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1440: - .469370231236 b106 - .469370231236 b136 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1441: - .469370231236 b121 - .469370231236 b136 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1442: - .469370231236 b136 - .469370231236 b151 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1443: - .469370231236 b136 - .469370231236 b166 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1444: - 1.436936830729 b136 - 1.436936830729 b171 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1445: - 1.436936830729 b136 - 1.436936830729 b176 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1446: - 1.436936830729 b136 - 1.436936830729 b181 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1447: - 1.436936830729 b136 - 1.436936830729 b186 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1448: - .887203867225 b46 - .887203867225 b151 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1449: - .887203867225 b55 - .887203867225 b151 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1450: - .887203867225 b64 - .887203867225 b151 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1451: - .887203867225 b73 - .887203867225 b151 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1452: - .887203867225 b82 - .887203867225 b151 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1453: - .887203867225 b91 - .887203867225 b151 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1454: - .469370231236 b106 - .469370231236 b151 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1455: - .469370231236 b121 - .469370231236 b151 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1456: - .469370231236 b136 - .469370231236 b151 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1457: - .469370231236 b151 - .469370231236 b166 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1458: - 1.436936830729 b151 - 1.436936830729 b171 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1459: - 1.436936830729 b151 - 1.436936830729 b176 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1460: - 1.436936830729 b151 - 1.436936830729 b181 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1461: - 1.436936830729 b151 - 1.436936830729 b186 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1462: - .887203867225 b46 - .887203867225 b166 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1463: - .887203867225 b55 - .887203867225 b166 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1464: - .887203867225 b64 - .887203867225 b166 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1465: - .887203867225 b73 - .887203867225 b166 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1466: - .887203867225 b82 - .887203867225 b166 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1467: - .887203867225 b91 - .887203867225 b166 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1468: - .469370231236 b106 - .469370231236 b166 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1469: - .469370231236 b121 - .469370231236 b166 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1470: - .469370231236 b136 - .469370231236 b166 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1471: - .469370231236 b151 - .469370231236 b166 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1472: - 1.436936830729 b166 - 1.436936830729 b171 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1473: - 1.436936830729 b166 - 1.436936830729 b176 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1474: - 1.436936830729 b166 - 1.436936830729 b181 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1475: - 1.436936830729 b166 - 1.436936830729 b186 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1476: - 2.118573403024 b46 - 2.118573403024 b171 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1477: - 2.118573403024 b55 - 2.118573403024 b171 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1478: - 2.118573403024 b64 - 2.118573403024 b171 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1479: - 2.118573403024 b73 - 2.118573403024 b171 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1480: - 2.118573403024 b82 - 2.118573403024 b171 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1481: - 2.118573403024 b91 - 2.118573403024 b171 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1482: - 1.436936830729 b106 - 1.436936830729 b171 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1483: - 1.436936830729 b121 - 1.436936830729 b171 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1484: - 1.436936830729 b136 - 1.436936830729 b171 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1485: - 1.436936830729 b151 - 1.436936830729 b171 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1486: - 1.436936830729 b166 - 1.436936830729 b171 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1487: - 2.9321082756 b171 - 2.9321082756 b176 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1488: - 2.9321082756 b171 - 2.9321082756 b181 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1489: - 2.9321082756 b171 - 2.9321082756 b186 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1490: - 2.118573403024 b46 - 2.118573403024 b176 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1491: - 2.118573403024 b55 - 2.118573403024 b176 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1492: - 2.118573403024 b64 - 2.118573403024 b176 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1493: - 2.118573403024 b73 - 2.118573403024 b176 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1494: - 2.118573403024 b82 - 2.118573403024 b176 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1495: - 2.118573403024 b91 - 2.118573403024 b176 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1496: - 1.436936830729 b106 - 1.436936830729 b176 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1497: - 1.436936830729 b121 - 1.436936830729 b176 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1498: - 1.436936830729 b136 - 1.436936830729 b176 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1499: - 1.436936830729 b151 - 1.436936830729 b176 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1500: - 1.436936830729 b166 - 1.436936830729 b176 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1501: - 2.9321082756 b171 - 2.9321082756 b176 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1502: - 2.9321082756 b176 - 2.9321082756 b181 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1503: - 2.9321082756 b176 - 2.9321082756 b186 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1504: - 2.118573403024 b46 - 2.118573403024 b181 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1505: - 2.118573403024 b55 - 2.118573403024 b181 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1506: - 2.118573403024 b64 - 2.118573403024 b181 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1507: - 2.118573403024 b73 - 2.118573403024 b181 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1508: - 2.118573403024 b82 - 2.118573403024 b181 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1509: - 2.118573403024 b91 - 2.118573403024 b181 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1510: - 1.436936830729 b106 - 1.436936830729 b181 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1511: - 1.436936830729 b121 - 1.436936830729 b181 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1512: - 1.436936830729 b136 - 1.436936830729 b181 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1513: - 1.436936830729 b151 - 1.436936830729 b181 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1514: - 1.436936830729 b166 - 1.436936830729 b181 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1515: - 2.9321082756 b171 - 2.9321082756 b181 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1516: - 2.9321082756 b176 - 2.9321082756 b181 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1517: - 2.9321082756 b181 - 2.9321082756 b186 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1518: - 2.118573403024 b46 - 2.118573403024 b186 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1519: - 2.118573403024 b55 - 2.118573403024 b186 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1520: - 2.118573403024 b64 - 2.118573403024 b186 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1521: - 2.118573403024 b73 - 2.118573403024 b186 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1522: - 2.118573403024 b82 - 2.118573403024 b186 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1523: - 2.118573403024 b91 - 2.118573403024 b186 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1524: - 1.436936830729 b106 - 1.436936830729 b186 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1525: - 1.436936830729 b121 - 1.436936830729 b186 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1526: - 1.436936830729 b136 - 1.436936830729 b186 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1527: - 1.436936830729 b151 - 1.436936830729 b186 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1528: - 1.436936830729 b166 - 1.436936830729 b186 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1529: - 2.9321082756 b171 - 2.9321082756 b186 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1530: - 2.9321082756 b176 - 2.9321082756 b186 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1531: - 2.9321082756 b181 - 2.9321082756 b186 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1532: - 1.436939228176 b47 - 1.436939228176 b56 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1533: - 1.436939228176 b47 - 1.436939228176 b65 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1534: - 1.436939228176 b47 - 1.436939228176 b74 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1535: - 1.436939228176 b47 - 1.436939228176 b83 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1536: - 1.436939228176 b47 - 1.436939228176 b92 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1537: - .887203867225 b47 - .887203867225 b107 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1538: - .887203867225 b47 - .887203867225 b122 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1539: - .887203867225 b47 - .887203867225 b137 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1540: - .887203867225 b47 - .887203867225 b152 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1541: - .887203867225 b47 - .887203867225 b167 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1542: - 2.118573403024 b47 - 2.118573403024 b172 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1543: - 2.118573403024 b47 - 2.118573403024 b177 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1544: - 2.118573403024 b47 - 2.118573403024 b182 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1545: - 2.118573403024 b47 - 2.118573403024 b187 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1546: - 1.436939228176 b47 - 1.436939228176 b56 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1547: - 1.436939228176 b56 - 1.436939228176 b65 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1548: - 1.436939228176 b56 - 1.436939228176 b74 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1549: - 1.436939228176 b56 - 1.436939228176 b83 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1550: - 1.436939228176 b56 - 1.436939228176 b92 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1551: - .887203867225 b56 - .887203867225 b107 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1552: - .887203867225 b56 - .887203867225 b122 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1553: - .887203867225 b56 - .887203867225 b137 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1554: - .887203867225 b56 - .887203867225 b152 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1555: - .887203867225 b56 - .887203867225 b167 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1556: - 2.118573403024 b56 - 2.118573403024 b172 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1557: - 2.118573403024 b56 - 2.118573403024 b177 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1558: - 2.118573403024 b56 - 2.118573403024 b182 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1559: - 2.118573403024 b56 - 2.118573403024 b187 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1560: - 1.436939228176 b47 - 1.436939228176 b65 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1561: - 1.436939228176 b56 - 1.436939228176 b65 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1562: - 1.436939228176 b65 - 1.436939228176 b74 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1563: - 1.436939228176 b65 - 1.436939228176 b83 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1564: - 1.436939228176 b65 - 1.436939228176 b92 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1565: - .887203867225 b65 - .887203867225 b107 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1566: - .887203867225 b65 - .887203867225 b122 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1567: - .887203867225 b65 - .887203867225 b137 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1568: - .887203867225 b65 - .887203867225 b152 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1569: - .887203867225 b65 - .887203867225 b167 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1570: - 2.118573403024 b65 - 2.118573403024 b172 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1571: - 2.118573403024 b65 - 2.118573403024 b177 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1572: - 2.118573403024 b65 - 2.118573403024 b182 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1573: - 2.118573403024 b65 - 2.118573403024 b187 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1574: - 1.436939228176 b47 - 1.436939228176 b74 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1575: - 1.436939228176 b56 - 1.436939228176 b74 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1576: - 1.436939228176 b65 - 1.436939228176 b74 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1577: - 1.436939228176 b74 - 1.436939228176 b83 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1578: - 1.436939228176 b74 - 1.436939228176 b92 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1579: - .887203867225 b74 - .887203867225 b107 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1580: - .887203867225 b74 - .887203867225 b122 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1581: - .887203867225 b74 - .887203867225 b137 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1582: - .887203867225 b74 - .887203867225 b152 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1583: - .887203867225 b74 - .887203867225 b167 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1584: - 2.118573403024 b74 - 2.118573403024 b172 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1585: - 2.118573403024 b74 - 2.118573403024 b177 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1586: - 2.118573403024 b74 - 2.118573403024 b182 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1587: - 2.118573403024 b74 - 2.118573403024 b187 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1588: - 1.436939228176 b47 - 1.436939228176 b83 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1589: - 1.436939228176 b56 - 1.436939228176 b83 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1590: - 1.436939228176 b65 - 1.436939228176 b83 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1591: - 1.436939228176 b74 - 1.436939228176 b83 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1592: - 1.436939228176 b83 - 1.436939228176 b92 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1593: - .887203867225 b83 - .887203867225 b107 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1594: - .887203867225 b83 - .887203867225 b122 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1595: - .887203867225 b83 - .887203867225 b137 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1596: - .887203867225 b83 - .887203867225 b152 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1597: - .887203867225 b83 - .887203867225 b167 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1598: - 2.118573403024 b83 - 2.118573403024 b172 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1599: - 2.118573403024 b83 - 2.118573403024 b177 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1600: - 2.118573403024 b83 - 2.118573403024 b182 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1601: - 2.118573403024 b83 - 2.118573403024 b187 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1602: - 1.436939228176 b47 - 1.436939228176 b92 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1603: - 1.436939228176 b56 - 1.436939228176 b92 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1604: - 1.436939228176 b65 - 1.436939228176 b92 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1605: - 1.436939228176 b74 - 1.436939228176 b92 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1606: - 1.436939228176 b83 - 1.436939228176 b92 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1607: - .887203867225 b92 - .887203867225 b107 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1608: - .887203867225 b92 - .887203867225 b122 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1609: - .887203867225 b92 - .887203867225 b137 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1610: - .887203867225 b92 - .887203867225 b152 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1611: - .887203867225 b92 - .887203867225 b167 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1612: - 2.118573403024 b92 - 2.118573403024 b172 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1613: - 2.118573403024 b92 - 2.118573403024 b177 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1614: - 2.118573403024 b92 - 2.118573403024 b182 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1615: - 2.118573403024 b92 - 2.118573403024 b187 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1616: - .887203867225 b47 - .887203867225 b107 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1617: - .887203867225 b56 - .887203867225 b107 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1618: - .887203867225 b65 - .887203867225 b107 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1619: - .887203867225 b74 - .887203867225 b107 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1620: - .887203867225 b83 - .887203867225 b107 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1621: - .887203867225 b92 - .887203867225 b107 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1622: - .469370231236 b107 - .469370231236 b122 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1623: - .469370231236 b107 - .469370231236 b137 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1624: - .469370231236 b107 - .469370231236 b152 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1625: - .469370231236 b107 - .469370231236 b167 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1626: - 1.436936830729 b107 - 1.436936830729 b172 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1627: - 1.436936830729 b107 - 1.436936830729 b177 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1628: - 1.436936830729 b107 - 1.436936830729 b182 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1629: - 1.436936830729 b107 - 1.436936830729 b187 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1630: - .887203867225 b47 - .887203867225 b122 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1631: - .887203867225 b56 - .887203867225 b122 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1632: - .887203867225 b65 - .887203867225 b122 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1633: - .887203867225 b74 - .887203867225 b122 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1634: - .887203867225 b83 - .887203867225 b122 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1635: - .887203867225 b92 - .887203867225 b122 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1636: - .469370231236 b107 - .469370231236 b122 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1637: - .469370231236 b122 - .469370231236 b137 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1638: - .469370231236 b122 - .469370231236 b152 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1639: - .469370231236 b122 - .469370231236 b167 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1640: - 1.436936830729 b122 - 1.436936830729 b172 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1641: - 1.436936830729 b122 - 1.436936830729 b177 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1642: - 1.436936830729 b122 - 1.436936830729 b182 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1643: - 1.436936830729 b122 - 1.436936830729 b187 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1644: - .887203867225 b47 - .887203867225 b137 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1645: - .887203867225 b56 - .887203867225 b137 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1646: - .887203867225 b65 - .887203867225 b137 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1647: - .887203867225 b74 - .887203867225 b137 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1648: - .887203867225 b83 - .887203867225 b137 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1649: - .887203867225 b92 - .887203867225 b137 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1650: - .469370231236 b107 - .469370231236 b137 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1651: - .469370231236 b122 - .469370231236 b137 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1652: - .469370231236 b137 - .469370231236 b152 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1653: - .469370231236 b137 - .469370231236 b167 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1654: - 1.436936830729 b137 - 1.436936830729 b172 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1655: - 1.436936830729 b137 - 1.436936830729 b177 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1656: - 1.436936830729 b137 - 1.436936830729 b182 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1657: - 1.436936830729 b137 - 1.436936830729 b187 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1658: - .887203867225 b47 - .887203867225 b152 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1659: - .887203867225 b56 - .887203867225 b152 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1660: - .887203867225 b65 - .887203867225 b152 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1661: - .887203867225 b74 - .887203867225 b152 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1662: - .887203867225 b83 - .887203867225 b152 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1663: - .887203867225 b92 - .887203867225 b152 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1664: - .469370231236 b107 - .469370231236 b152 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1665: - .469370231236 b122 - .469370231236 b152 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1666: - .469370231236 b137 - .469370231236 b152 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1667: - .469370231236 b152 - .469370231236 b167 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1668: - 1.436936830729 b152 - 1.436936830729 b172 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1669: - 1.436936830729 b152 - 1.436936830729 b177 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1670: - 1.436936830729 b152 - 1.436936830729 b182 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1671: - 1.436936830729 b152 - 1.436936830729 b187 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1672: - .887203867225 b47 - .887203867225 b167 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1673: - .887203867225 b56 - .887203867225 b167 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1674: - .887203867225 b65 - .887203867225 b167 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1675: - .887203867225 b74 - .887203867225 b167 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1676: - .887203867225 b83 - .887203867225 b167 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1677: - .887203867225 b92 - .887203867225 b167 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1678: - .469370231236 b107 - .469370231236 b167 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1679: - .469370231236 b122 - .469370231236 b167 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1680: - .469370231236 b137 - .469370231236 b167 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1681: - .469370231236 b152 - .469370231236 b167 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1682: - 1.436936830729 b167 - 1.436936830729 b172 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1683: - 1.436936830729 b167 - 1.436936830729 b177 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1684: - 1.436936830729 b167 - 1.436936830729 b182 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1685: - 1.436936830729 b167 - 1.436936830729 b187 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1686: - 2.118573403024 b47 - 2.118573403024 b172 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1687: - 2.118573403024 b56 - 2.118573403024 b172 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1688: - 2.118573403024 b65 - 2.118573403024 b172 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1689: - 2.118573403024 b74 - 2.118573403024 b172 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1690: - 2.118573403024 b83 - 2.118573403024 b172 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1691: - 2.118573403024 b92 - 2.118573403024 b172 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1692: - 1.436936830729 b107 - 1.436936830729 b172 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1693: - 1.436936830729 b122 - 1.436936830729 b172 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1694: - 1.436936830729 b137 - 1.436936830729 b172 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1695: - 1.436936830729 b152 - 1.436936830729 b172 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1696: - 1.436936830729 b167 - 1.436936830729 b172 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1697: - 2.9321082756 b172 - 2.9321082756 b177 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1698: - 2.9321082756 b172 - 2.9321082756 b182 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1699: - 2.9321082756 b172 - 2.9321082756 b187 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1700: - 2.118573403024 b47 - 2.118573403024 b177 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1701: - 2.118573403024 b56 - 2.118573403024 b177 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1702: - 2.118573403024 b65 - 2.118573403024 b177 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1703: - 2.118573403024 b74 - 2.118573403024 b177 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1704: - 2.118573403024 b83 - 2.118573403024 b177 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1705: - 2.118573403024 b92 - 2.118573403024 b177 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1706: - 1.436936830729 b107 - 1.436936830729 b177 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1707: - 1.436936830729 b122 - 1.436936830729 b177 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1708: - 1.436936830729 b137 - 1.436936830729 b177 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1709: - 1.436936830729 b152 - 1.436936830729 b177 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1710: - 1.436936830729 b167 - 1.436936830729 b177 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1711: - 2.9321082756 b172 - 2.9321082756 b177 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1712: - 2.9321082756 b177 - 2.9321082756 b182 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1713: - 2.9321082756 b177 - 2.9321082756 b187 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1714: - 2.118573403024 b47 - 2.118573403024 b182 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1715: - 2.118573403024 b56 - 2.118573403024 b182 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1716: - 2.118573403024 b65 - 2.118573403024 b182 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1717: - 2.118573403024 b74 - 2.118573403024 b182 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1718: - 2.118573403024 b83 - 2.118573403024 b182 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1719: - 2.118573403024 b92 - 2.118573403024 b182 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1720: - 1.436936830729 b107 - 1.436936830729 b182 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1721: - 1.436936830729 b122 - 1.436936830729 b182 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1722: - 1.436936830729 b137 - 1.436936830729 b182 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1723: - 1.436936830729 b152 - 1.436936830729 b182 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1724: - 1.436936830729 b167 - 1.436936830729 b182 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1725: - 2.9321082756 b172 - 2.9321082756 b182 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1726: - 2.9321082756 b177 - 2.9321082756 b182 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1727: - 2.9321082756 b182 - 2.9321082756 b187 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1728: - 2.118573403024 b47 - 2.118573403024 b187 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1729: - 2.118573403024 b56 - 2.118573403024 b187 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1730: - 2.118573403024 b65 - 2.118573403024 b187 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1731: - 2.118573403024 b74 - 2.118573403024 b187 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1732: - 2.118573403024 b83 - 2.118573403024 b187 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1733: - 2.118573403024 b92 - 2.118573403024 b187 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1734: - 1.436936830729 b107 - 1.436936830729 b187 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1735: - 1.436936830729 b122 - 1.436936830729 b187 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1736: - 1.436936830729 b137 - 1.436936830729 b187 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1737: - 1.436936830729 b152 - 1.436936830729 b187 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1738: - 1.436936830729 b167 - 1.436936830729 b187 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1739: - 2.9321082756 b172 - 2.9321082756 b187 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1740: - 2.9321082756 b177 - 2.9321082756 b187 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1741: - 2.9321082756 b182 - 2.9321082756 b187 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1742: - 1.436939228176 b48 - 1.436939228176 b57 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1743: - 1.436939228176 b48 - 1.436939228176 b66 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1744: - 1.436939228176 b48 - 1.436939228176 b75 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1745: - 1.436939228176 b48 - 1.436939228176 b84 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1746: - 1.436939228176 b48 - 1.436939228176 b93 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1747: - .887203867225 b48 - .887203867225 b108 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1748: - .887203867225 b48 - .887203867225 b123 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1749: - .887203867225 b48 - .887203867225 b138 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1750: - .887203867225 b48 - .887203867225 b153 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1751: - .887203867225 b48 - .887203867225 b168 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1752: - 2.118573403024 b48 - 2.118573403024 b173 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1753: - 2.118573403024 b48 - 2.118573403024 b178 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1754: - 2.118573403024 b48 - 2.118573403024 b183 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1755: - 2.118573403024 b48 - 2.118573403024 b188 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1756: - 1.436939228176 b48 - 1.436939228176 b57 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1757: - 1.436939228176 b57 - 1.436939228176 b66 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1758: - 1.436939228176 b57 - 1.436939228176 b75 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1759: - 1.436939228176 b57 - 1.436939228176 b84 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1760: - 1.436939228176 b57 - 1.436939228176 b93 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1761: - .887203867225 b57 - .887203867225 b108 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1762: - .887203867225 b57 - .887203867225 b123 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1763: - .887203867225 b57 - .887203867225 b138 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1764: - .887203867225 b57 - .887203867225 b153 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1765: - .887203867225 b57 - .887203867225 b168 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1766: - 2.118573403024 b57 - 2.118573403024 b173 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1767: - 2.118573403024 b57 - 2.118573403024 b178 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1768: - 2.118573403024 b57 - 2.118573403024 b183 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1769: - 2.118573403024 b57 - 2.118573403024 b188 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1770: - 1.436939228176 b48 - 1.436939228176 b66 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1771: - 1.436939228176 b57 - 1.436939228176 b66 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1772: - 1.436939228176 b66 - 1.436939228176 b75 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1773: - 1.436939228176 b66 - 1.436939228176 b84 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1774: - 1.436939228176 b66 - 1.436939228176 b93 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1775: - .887203867225 b66 - .887203867225 b108 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1776: - .887203867225 b66 - .887203867225 b123 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1777: - .887203867225 b66 - .887203867225 b138 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1778: - .887203867225 b66 - .887203867225 b153 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1779: - .887203867225 b66 - .887203867225 b168 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1780: - 2.118573403024 b66 - 2.118573403024 b173 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1781: - 2.118573403024 b66 - 2.118573403024 b178 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1782: - 2.118573403024 b66 - 2.118573403024 b183 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1783: - 2.118573403024 b66 - 2.118573403024 b188 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1784: - 1.436939228176 b48 - 1.436939228176 b75 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1785: - 1.436939228176 b57 - 1.436939228176 b75 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1786: - 1.436939228176 b66 - 1.436939228176 b75 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1787: - 1.436939228176 b75 - 1.436939228176 b84 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1788: - 1.436939228176 b75 - 1.436939228176 b93 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1789: - .887203867225 b75 - .887203867225 b108 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1790: - .887203867225 b75 - .887203867225 b123 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1791: - .887203867225 b75 - .887203867225 b138 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1792: - .887203867225 b75 - .887203867225 b153 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1793: - .887203867225 b75 - .887203867225 b168 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1794: - 2.118573403024 b75 - 2.118573403024 b173 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1795: - 2.118573403024 b75 - 2.118573403024 b178 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1796: - 2.118573403024 b75 - 2.118573403024 b183 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1797: - 2.118573403024 b75 - 2.118573403024 b188 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1798: - 1.436939228176 b48 - 1.436939228176 b84 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1799: - 1.436939228176 b57 - 1.436939228176 b84 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1800: - 1.436939228176 b66 - 1.436939228176 b84 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1801: - 1.436939228176 b75 - 1.436939228176 b84 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e1802: - 1.436939228176 b84 - 1.436939228176 b93 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1803: - .887203867225 b84 - .887203867225 b108 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1804: - .887203867225 b84 - .887203867225 b123 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1805: - .887203867225 b84 - .887203867225 b138 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1806: - .887203867225 b84 - .887203867225 b153 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1807: - .887203867225 b84 - .887203867225 b168 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1808: - 2.118573403024 b84 - 2.118573403024 b173 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1809: - 2.118573403024 b84 - 2.118573403024 b178 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1810: - 2.118573403024 b84 - 2.118573403024 b183 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1811: - 2.118573403024 b84 - 2.118573403024 b188 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1812: - 1.436939228176 b48 - 1.436939228176 b93 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1813: - 1.436939228176 b57 - 1.436939228176 b93 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1814: - 1.436939228176 b66 - 1.436939228176 b93 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1815: - 1.436939228176 b75 - 1.436939228176 b93 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e1816: - 1.436939228176 b84 - 1.436939228176 b93 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e1817: - .887203867225 b93 - .887203867225 b108 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1818: - .887203867225 b93 - .887203867225 b123 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1819: - .887203867225 b93 - .887203867225 b138 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1820: - .887203867225 b93 - .887203867225 b153 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1821: - .887203867225 b93 - .887203867225 b168 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1822: - 2.118573403024 b93 - 2.118573403024 b173 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1823: - 2.118573403024 b93 - 2.118573403024 b178 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1824: - 2.118573403024 b93 - 2.118573403024 b183 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1825: - 2.118573403024 b93 - 2.118573403024 b188 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1826: - .887203867225 b48 - .887203867225 b108 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1827: - .887203867225 b57 - .887203867225 b108 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1828: - .887203867225 b66 - .887203867225 b108 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1829: - .887203867225 b75 - .887203867225 b108 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e1830: - .887203867225 b84 - .887203867225 b108 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e1831: - .887203867225 b93 - .887203867225 b108 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e1832: - .469370231236 b108 - .469370231236 b123 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1833: - .469370231236 b108 - .469370231236 b138 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1834: - .469370231236 b108 - .469370231236 b153 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1835: - .469370231236 b108 - .469370231236 b168 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1836: - 1.436936830729 b108 - 1.436936830729 b173 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1837: - 1.436936830729 b108 - 1.436936830729 b178 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1838: - 1.436936830729 b108 - 1.436936830729 b183 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1839: - 1.436936830729 b108 - 1.436936830729 b188 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1840: - .887203867225 b48 - .887203867225 b123 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1841: - .887203867225 b57 - .887203867225 b123 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1842: - .887203867225 b66 - .887203867225 b123 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1843: - .887203867225 b75 - .887203867225 b123 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e1844: - .887203867225 b84 - .887203867225 b123 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e1845: - .887203867225 b93 - .887203867225 b123 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e1846: - .469370231236 b108 - .469370231236 b123 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e1847: - .469370231236 b123 - .469370231236 b138 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1848: - .469370231236 b123 - .469370231236 b153 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1849: - .469370231236 b123 - .469370231236 b168 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1850: - 1.436936830729 b123 - 1.436936830729 b173 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1851: - 1.436936830729 b123 - 1.436936830729 b178 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1852: - 1.436936830729 b123 - 1.436936830729 b183 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1853: - 1.436936830729 b123 - 1.436936830729 b188 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1854: - .887203867225 b48 - .887203867225 b138 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1855: - .887203867225 b57 - .887203867225 b138 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1856: - .887203867225 b66 - .887203867225 b138 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1857: - .887203867225 b75 - .887203867225 b138 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e1858: - .887203867225 b84 - .887203867225 b138 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e1859: - .887203867225 b93 - .887203867225 b138 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e1860: - .469370231236 b108 - .469370231236 b138 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e1861: - .469370231236 b123 - .469370231236 b138 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e1862: - .469370231236 b138 - .469370231236 b153 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1863: - .469370231236 b138 - .469370231236 b168 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1864: - 1.436936830729 b138 - 1.436936830729 b173 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1865: - 1.436936830729 b138 - 1.436936830729 b178 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1866: - 1.436936830729 b138 - 1.436936830729 b183 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1867: - 1.436936830729 b138 - 1.436936830729 b188 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1868: - .887203867225 b48 - .887203867225 b153 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1869: - .887203867225 b57 - .887203867225 b153 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1870: - .887203867225 b66 - .887203867225 b153 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1871: - .887203867225 b75 - .887203867225 b153 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e1872: - .887203867225 b84 - .887203867225 b153 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e1873: - .887203867225 b93 - .887203867225 b153 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e1874: - .469370231236 b108 - .469370231236 b153 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e1875: - .469370231236 b123 - .469370231236 b153 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e1876: - .469370231236 b138 - .469370231236 b153 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e1877: - .469370231236 b153 - .469370231236 b168 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1878: - 1.436936830729 b153 - 1.436936830729 b173 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1879: - 1.436936830729 b153 - 1.436936830729 b178 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1880: - 1.436936830729 b153 - 1.436936830729 b183 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1881: - 1.436936830729 b153 - 1.436936830729 b188 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1882: - .887203867225 b48 - .887203867225 b168 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1883: - .887203867225 b57 - .887203867225 b168 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1884: - .887203867225 b66 - .887203867225 b168 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1885: - .887203867225 b75 - .887203867225 b168 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e1886: - .887203867225 b84 - .887203867225 b168 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e1887: - .887203867225 b93 - .887203867225 b168 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e1888: - .469370231236 b108 - .469370231236 b168 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e1889: - .469370231236 b123 - .469370231236 b168 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e1890: - .469370231236 b138 - .469370231236 b168 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e1891: - .469370231236 b153 - .469370231236 b168 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e1892: - 1.436936830729 b168 - 1.436936830729 b173 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1893: - 1.436936830729 b168 - 1.436936830729 b178 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1894: - 1.436936830729 b168 - 1.436936830729 b183 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1895: - 1.436936830729 b168 - 1.436936830729 b188 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1896: - 2.118573403024 b48 - 2.118573403024 b173 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1897: - 2.118573403024 b57 - 2.118573403024 b173 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1898: - 2.118573403024 b66 - 2.118573403024 b173 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1899: - 2.118573403024 b75 - 2.118573403024 b173 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e1900: - 2.118573403024 b84 - 2.118573403024 b173 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e1901: - 2.118573403024 b93 - 2.118573403024 b173 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e1902: - 1.436936830729 b108 - 1.436936830729 b173 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e1903: - 1.436936830729 b123 - 1.436936830729 b173 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e1904: - 1.436936830729 b138 - 1.436936830729 b173 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e1905: - 1.436936830729 b153 - 1.436936830729 b173 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e1906: - 1.436936830729 b168 - 1.436936830729 b173 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e1907: - 2.9321082756 b173 - 2.9321082756 b178 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1908: - 2.9321082756 b173 - 2.9321082756 b183 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1909: - 2.9321082756 b173 - 2.9321082756 b188 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1910: - 2.118573403024 b48 - 2.118573403024 b178 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1911: - 2.118573403024 b57 - 2.118573403024 b178 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1912: - 2.118573403024 b66 - 2.118573403024 b178 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1913: - 2.118573403024 b75 - 2.118573403024 b178 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e1914: - 2.118573403024 b84 - 2.118573403024 b178 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e1915: - 2.118573403024 b93 - 2.118573403024 b178 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e1916: - 1.436936830729 b108 - 1.436936830729 b178 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e1917: - 1.436936830729 b123 - 1.436936830729 b178 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e1918: - 1.436936830729 b138 - 1.436936830729 b178 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e1919: - 1.436936830729 b153 - 1.436936830729 b178 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e1920: - 1.436936830729 b168 - 1.436936830729 b178 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e1921: - 2.9321082756 b173 - 2.9321082756 b178 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e1922: - 2.9321082756 b178 - 2.9321082756 b183 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1923: - 2.9321082756 b178 - 2.9321082756 b188 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1924: - 2.118573403024 b48 - 2.118573403024 b183 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1925: - 2.118573403024 b57 - 2.118573403024 b183 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1926: - 2.118573403024 b66 - 2.118573403024 b183 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1927: - 2.118573403024 b75 - 2.118573403024 b183 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e1928: - 2.118573403024 b84 - 2.118573403024 b183 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e1929: - 2.118573403024 b93 - 2.118573403024 b183 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e1930: - 1.436936830729 b108 - 1.436936830729 b183 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e1931: - 1.436936830729 b123 - 1.436936830729 b183 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e1932: - 1.436936830729 b138 - 1.436936830729 b183 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e1933: - 1.436936830729 b153 - 1.436936830729 b183 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e1934: - 1.436936830729 b168 - 1.436936830729 b183 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e1935: - 2.9321082756 b173 - 2.9321082756 b183 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e1936: - 2.9321082756 b178 - 2.9321082756 b183 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e1937: - 2.9321082756 b183 - 2.9321082756 b188 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1938: - 2.118573403024 b48 - 2.118573403024 b188 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1939: - 2.118573403024 b57 - 2.118573403024 b188 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1940: - 2.118573403024 b66 - 2.118573403024 b188 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e1941: - 2.118573403024 b75 - 2.118573403024 b188 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e1942: - 2.118573403024 b84 - 2.118573403024 b188 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e1943: - 2.118573403024 b93 - 2.118573403024 b188 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e1944: - 1.436936830729 b108 - 1.436936830729 b188 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e1945: - 1.436936830729 b123 - 1.436936830729 b188 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e1946: - 1.436936830729 b138 - 1.436936830729 b188 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e1947: - 1.436936830729 b153 - 1.436936830729 b188 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e1948: - 1.436936830729 b168 - 1.436936830729 b188 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e1949: - 2.9321082756 b173 - 2.9321082756 b188 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e1950: - 2.9321082756 b178 - 2.9321082756 b188 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e1951: - 2.9321082756 b183 - 2.9321082756 b188 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e1952: - 1.436939228176 b49 - 1.436939228176 b58 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1953: - 1.436939228176 b49 - 1.436939228176 b67 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1954: - 1.436939228176 b49 - 1.436939228176 b76 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e1955: - 1.436939228176 b49 - 1.436939228176 b85 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e1956: - 1.436939228176 b49 - 1.436939228176 b94 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e1957: - .887203867225 b49 - .887203867225 b109 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e1958: - .887203867225 b49 - .887203867225 b124 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e1959: - .887203867225 b49 - .887203867225 b139 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e1960: - .887203867225 b49 - .887203867225 b154 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e1961: - .887203867225 b49 - .887203867225 b169 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e1962: - 2.118573403024 b49 - 2.118573403024 b174 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e1963: - 2.118573403024 b49 - 2.118573403024 b179 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e1964: - 2.118573403024 b49 - 2.118573403024 b184 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e1965: - 2.118573403024 b49 - 2.118573403024 b189 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e1966: - 4.509770398884 b49 - 4.509770398884 b191 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e1967: - 4.509770398884 b49 - 4.509770398884 b193 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e1968: - 4.509770398884 b49 - 4.509770398884 b195 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e1969: - 1.436939228176 b49 - 1.436939228176 b58 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e1970: - 1.436939228176 b58 - 1.436939228176 b67 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1971: - 1.436939228176 b58 - 1.436939228176 b76 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e1972: - 1.436939228176 b58 - 1.436939228176 b85 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e1973: - 1.436939228176 b58 - 1.436939228176 b94 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e1974: - .887203867225 b58 - .887203867225 b109 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e1975: - .887203867225 b58 - .887203867225 b124 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e1976: - .887203867225 b58 - .887203867225 b139 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e1977: - .887203867225 b58 - .887203867225 b154 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e1978: - .887203867225 b58 - .887203867225 b169 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e1979: - 2.118573403024 b58 - 2.118573403024 b174 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e1980: - 2.118573403024 b58 - 2.118573403024 b179 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e1981: - 2.118573403024 b58 - 2.118573403024 b184 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e1982: - 2.118573403024 b58 - 2.118573403024 b189 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e1983: - 4.509770398884 b58 - 4.509770398884 b191 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e1984: - 4.509770398884 b58 - 4.509770398884 b193 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e1985: - 4.509770398884 b58 - 4.509770398884 b195 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e1986: - 1.436939228176 b49 - 1.436939228176 b67 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e1987: - 1.436939228176 b58 - 1.436939228176 b67 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e1988: - 1.436939228176 b67 - 1.436939228176 b76 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e1989: - 1.436939228176 b67 - 1.436939228176 b85 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e1990: - 1.436939228176 b67 - 1.436939228176 b94 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e1991: - .887203867225 b67 - .887203867225 b109 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e1992: - .887203867225 b67 - .887203867225 b124 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e1993: - .887203867225 b67 - .887203867225 b139 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e1994: - .887203867225 b67 - .887203867225 b154 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e1995: - .887203867225 b67 - .887203867225 b169 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e1996: - 2.118573403024 b67 - 2.118573403024 b174 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e1997: - 2.118573403024 b67 - 2.118573403024 b179 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e1998: - 2.118573403024 b67 - 2.118573403024 b184 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e1999: - 2.118573403024 b67 - 2.118573403024 b189 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e2000: - 4.509770398884 b67 - 4.509770398884 b191 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e2001: - 4.509770398884 b67 - 4.509770398884 b193 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e2002: - 4.509770398884 b67 - 4.509770398884 b195 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e2003: - 1.436939228176 b49 - 1.436939228176 b76 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e2004: - 1.436939228176 b58 - 1.436939228176 b76 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e2005: - 1.436939228176 b67 - 1.436939228176 b76 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e2006: - 1.436939228176 b76 - 1.436939228176 b85 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e2007: - 1.436939228176 b76 - 1.436939228176 b94 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e2008: - .887203867225 b76 - .887203867225 b109 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e2009: - .887203867225 b76 - .887203867225 b124 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e2010: - .887203867225 b76 - .887203867225 b139 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e2011: - .887203867225 b76 - .887203867225 b154 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e2012: - .887203867225 b76 - .887203867225 b169 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e2013: - 2.118573403024 b76 - 2.118573403024 b174 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e2014: - 2.118573403024 b76 - 2.118573403024 b179 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e2015: - 2.118573403024 b76 - 2.118573403024 b184 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e2016: - 2.118573403024 b76 - 2.118573403024 b189 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e2017: - 4.509770398884 b76 - 4.509770398884 b191 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e2018: - 4.509770398884 b76 - 4.509770398884 b193 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e2019: - 4.509770398884 b76 - 4.509770398884 b195 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e2020: - 1.436939228176 b49 - 1.436939228176 b85 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e2021: - 1.436939228176 b58 - 1.436939228176 b85 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e2022: - 1.436939228176 b67 - 1.436939228176 b85 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e2023: - 1.436939228176 b76 - 1.436939228176 b85 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e2024: - 1.436939228176 b85 - 1.436939228176 b94 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e2025: - .887203867225 b85 - .887203867225 b109 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e2026: - .887203867225 b85 - .887203867225 b124 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e2027: - .887203867225 b85 - .887203867225 b139 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e2028: - .887203867225 b85 - .887203867225 b154 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e2029: - .887203867225 b85 - .887203867225 b169 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e2030: - 2.118573403024 b85 - 2.118573403024 b174 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e2031: - 2.118573403024 b85 - 2.118573403024 b179 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e2032: - 2.118573403024 b85 - 2.118573403024 b184 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e2033: - 2.118573403024 b85 - 2.118573403024 b189 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e2034: - 4.509770398884 b85 - 4.509770398884 b191 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e2035: - 4.509770398884 b85 - 4.509770398884 b193 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e2036: - 4.509770398884 b85 - 4.509770398884 b195 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e2037: - 1.436939228176 b49 - 1.436939228176 b94 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e2038: - 1.436939228176 b58 - 1.436939228176 b94 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e2039: - 1.436939228176 b67 - 1.436939228176 b94 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e2040: - 1.436939228176 b76 - 1.436939228176 b94 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e2041: - 1.436939228176 b85 - 1.436939228176 b94 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e2042: - .887203867225 b94 - .887203867225 b109 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e2043: - .887203867225 b94 - .887203867225 b124 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e2044: - .887203867225 b94 - .887203867225 b139 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e2045: - .887203867225 b94 - .887203867225 b154 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e2046: - .887203867225 b94 - .887203867225 b169 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e2047: - 2.118573403024 b94 - 2.118573403024 b174 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e2048: - 2.118573403024 b94 - 2.118573403024 b179 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e2049: - 2.118573403024 b94 - 2.118573403024 b184 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e2050: - 2.118573403024 b94 - 2.118573403024 b189 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e2051: - 4.509770398884 b94 - 4.509770398884 b191 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e2052: - 4.509770398884 b94 - 4.509770398884 b193 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e2053: - 4.509770398884 b94 - 4.509770398884 b195 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e2054: - .887203867225 b49 - .887203867225 b109 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e2055: - .887203867225 b58 - .887203867225 b109 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e2056: - .887203867225 b67 - .887203867225 b109 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e2057: - .887203867225 b76 - .887203867225 b109 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e2058: - .887203867225 b85 - .887203867225 b109 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e2059: - .887203867225 b94 - .887203867225 b109 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e2060: - .469370231236 b109 - .469370231236 b124 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e2061: - .469370231236 b109 - .469370231236 b139 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e2062: - .469370231236 b109 - .469370231236 b154 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e2063: - .469370231236 b109 - .469370231236 b169 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e2064: - 1.436936830729 b109 - 1.436936830729 b174 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e2065: - 1.436936830729 b109 - 1.436936830729 b179 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e2066: - 1.436936830729 b109 - 1.436936830729 b184 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e2067: - 1.436936830729 b109 - 1.436936830729 b189 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e2068: - 3.484990776969 b109 - 3.484990776969 b191 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e2069: - 3.484990776969 b109 - 3.484990776969 b193 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e2070: - 3.484990776969 b109 - 3.484990776969 b195 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e2071: - .887203867225 b49 - .887203867225 b124 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e2072: - .887203867225 b58 - .887203867225 b124 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e2073: - .887203867225 b67 - .887203867225 b124 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e2074: - .887203867225 b76 - .887203867225 b124 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e2075: - .887203867225 b85 - .887203867225 b124 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e2076: - .887203867225 b94 - .887203867225 b124 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e2077: - .469370231236 b109 - .469370231236 b124 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e2078: - .469370231236 b124 - .469370231236 b139 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e2079: - .469370231236 b124 - .469370231236 b154 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e2080: - .469370231236 b124 - .469370231236 b169 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e2081: - 1.436936830729 b124 - 1.436936830729 b174 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e2082: - 1.436936830729 b124 - 1.436936830729 b179 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e2083: - 1.436936830729 b124 - 1.436936830729 b184 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e2084: - 1.436936830729 b124 - 1.436936830729 b189 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e2085: - 3.484990776969 b124 - 3.484990776969 b191 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e2086: - 3.484990776969 b124 - 3.484990776969 b193 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e2087: - 3.484990776969 b124 - 3.484990776969 b195 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e2088: - .887203867225 b49 - .887203867225 b139 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e2089: - .887203867225 b58 - .887203867225 b139 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e2090: - .887203867225 b67 - .887203867225 b139 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e2091: - .887203867225 b76 - .887203867225 b139 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e2092: - .887203867225 b85 - .887203867225 b139 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e2093: - .887203867225 b94 - .887203867225 b139 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e2094: - .469370231236 b109 - .469370231236 b139 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e2095: - .469370231236 b124 - .469370231236 b139 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e2096: - .469370231236 b139 - .469370231236 b154 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e2097: - .469370231236 b139 - .469370231236 b169 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e2098: - 1.436936830729 b139 - 1.436936830729 b174 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e2099: - 1.436936830729 b139 - 1.436936830729 b179 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e2100: - 1.436936830729 b139 - 1.436936830729 b184 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e2101: - 1.436936830729 b139 - 1.436936830729 b189 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e2102: - 3.484990776969 b139 - 3.484990776969 b191 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e2103: - 3.484990776969 b139 - 3.484990776969 b193 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e2104: - 3.484990776969 b139 - 3.484990776969 b195 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e2105: - .887203867225 b49 - .887203867225 b154 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e2106: - .887203867225 b58 - .887203867225 b154 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e2107: - .887203867225 b67 - .887203867225 b154 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e2108: - .887203867225 b76 - .887203867225 b154 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e2109: - .887203867225 b85 - .887203867225 b154 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e2110: - .887203867225 b94 - .887203867225 b154 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e2111: - .469370231236 b109 - .469370231236 b154 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e2112: - .469370231236 b124 - .469370231236 b154 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e2113: - .469370231236 b139 - .469370231236 b154 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e2114: - .469370231236 b154 - .469370231236 b169 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e2115: - 1.436936830729 b154 - 1.436936830729 b174 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e2116: - 1.436936830729 b154 - 1.436936830729 b179 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e2117: - 1.436936830729 b154 - 1.436936830729 b184 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e2118: - 1.436936830729 b154 - 1.436936830729 b189 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e2119: - 3.484990776969 b154 - 3.484990776969 b191 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e2120: - 3.484990776969 b154 - 3.484990776969 b193 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e2121: - 3.484990776969 b154 - 3.484990776969 b195 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e2122: - .887203867225 b49 - .887203867225 b169 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e2123: - .887203867225 b58 - .887203867225 b169 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e2124: - .887203867225 b67 - .887203867225 b169 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e2125: - .887203867225 b76 - .887203867225 b169 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e2126: - .887203867225 b85 - .887203867225 b169 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e2127: - .887203867225 b94 - .887203867225 b169 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e2128: - .469370231236 b109 - .469370231236 b169 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e2129: - .469370231236 b124 - .469370231236 b169 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e2130: - .469370231236 b139 - .469370231236 b169 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e2131: - .469370231236 b154 - .469370231236 b169 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e2132: - 1.436936830729 b169 - 1.436936830729 b174 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e2133: - 1.436936830729 b169 - 1.436936830729 b179 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e2134: - 1.436936830729 b169 - 1.436936830729 b184 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e2135: - 1.436936830729 b169 - 1.436936830729 b189 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e2136: - 3.484990776969 b169 - 3.484990776969 b191 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e2137: - 3.484990776969 b169 - 3.484990776969 b193 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e2138: - 3.484990776969 b169 - 3.484990776969 b195 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e2139: - 2.118573403024 b49 - 2.118573403024 b174 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e2140: - 2.118573403024 b58 - 2.118573403024 b174 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e2141: - 2.118573403024 b67 - 2.118573403024 b174 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e2142: - 2.118573403024 b76 - 2.118573403024 b174 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e2143: - 2.118573403024 b85 - 2.118573403024 b174 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e2144: - 2.118573403024 b94 - 2.118573403024 b174 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e2145: - 1.436936830729 b109 - 1.436936830729 b174 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e2146: - 1.436936830729 b124 - 1.436936830729 b174 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e2147: - 1.436936830729 b139 - 1.436936830729 b174 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e2148: - 1.436936830729 b154 - 1.436936830729 b174 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e2149: - 1.436936830729 b169 - 1.436936830729 b174 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e2150: - 2.9321082756 b174 - 2.9321082756 b179 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e2151: - 2.9321082756 b174 - 2.9321082756 b184 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e2152: - 2.9321082756 b174 - 2.9321082756 b189 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e2153: - 5.6664469849 b174 - 5.6664469849 b191 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e2154: - 5.6664469849 b174 - 5.6664469849 b193 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e2155: - 5.6664469849 b174 - 5.6664469849 b195 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e2156: - 2.118573403024 b49 - 2.118573403024 b179 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e2157: - 2.118573403024 b58 - 2.118573403024 b179 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e2158: - 2.118573403024 b67 - 2.118573403024 b179 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e2159: - 2.118573403024 b76 - 2.118573403024 b179 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e2160: - 2.118573403024 b85 - 2.118573403024 b179 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e2161: - 2.118573403024 b94 - 2.118573403024 b179 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e2162: - 1.436936830729 b109 - 1.436936830729 b179 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e2163: - 1.436936830729 b124 - 1.436936830729 b179 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e2164: - 1.436936830729 b139 - 1.436936830729 b179 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e2165: - 1.436936830729 b154 - 1.436936830729 b179 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e2166: - 1.436936830729 b169 - 1.436936830729 b179 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e2167: - 2.9321082756 b174 - 2.9321082756 b179 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e2168: - 2.9321082756 b179 - 2.9321082756 b184 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e2169: - 2.9321082756 b179 - 2.9321082756 b189 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e2170: - 5.6664469849 b179 - 5.6664469849 b191 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e2171: - 5.6664469849 b179 - 5.6664469849 b193 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e2172: - 5.6664469849 b179 - 5.6664469849 b195 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e2173: - 2.118573403024 b49 - 2.118573403024 b184 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e2174: - 2.118573403024 b58 - 2.118573403024 b184 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e2175: - 2.118573403024 b67 - 2.118573403024 b184 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e2176: - 2.118573403024 b76 - 2.118573403024 b184 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e2177: - 2.118573403024 b85 - 2.118573403024 b184 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e2178: - 2.118573403024 b94 - 2.118573403024 b184 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e2179: - 1.436936830729 b109 - 1.436936830729 b184 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e2180: - 1.436936830729 b124 - 1.436936830729 b184 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e2181: - 1.436936830729 b139 - 1.436936830729 b184 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e2182: - 1.436936830729 b154 - 1.436936830729 b184 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e2183: - 1.436936830729 b169 - 1.436936830729 b184 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e2184: - 2.9321082756 b174 - 2.9321082756 b184 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e2185: - 2.9321082756 b179 - 2.9321082756 b184 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e2186: - 2.9321082756 b184 - 2.9321082756 b189 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e2187: - 5.6664469849 b184 - 5.6664469849 b191 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e2188: - 5.6664469849 b184 - 5.6664469849 b193 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e2189: - 5.6664469849 b184 - 5.6664469849 b195 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e2190: - 2.118573403024 b49 - 2.118573403024 b189 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e2191: - 2.118573403024 b58 - 2.118573403024 b189 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e2192: - 2.118573403024 b67 - 2.118573403024 b189 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e2193: - 2.118573403024 b76 - 2.118573403024 b189 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e2194: - 2.118573403024 b85 - 2.118573403024 b189 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e2195: - 2.118573403024 b94 - 2.118573403024 b189 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e2196: - 1.436936830729 b109 - 1.436936830729 b189 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e2197: - 1.436936830729 b124 - 1.436936830729 b189 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e2198: - 1.436936830729 b139 - 1.436936830729 b189 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e2199: - 1.436936830729 b154 - 1.436936830729 b189 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e2200: - 1.436936830729 b169 - 1.436936830729 b189 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e2201: - 2.9321082756 b174 - 2.9321082756 b189 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e2202: - 2.9321082756 b179 - 2.9321082756 b189 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e2203: - 2.9321082756 b184 - 2.9321082756 b189 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e2204: - 5.6664469849 b189 - 5.6664469849 b191 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e2205: - 5.6664469849 b189 - 5.6664469849 b193 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e2206: - 5.6664469849 b189 - 5.6664469849 b195 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e2207: - 4.509770398884 b49 - 4.509770398884 b191 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e2208: - 4.509770398884 b58 - 4.509770398884 b191 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e2209: - 4.509770398884 b67 - 4.509770398884 b191 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e2210: - 4.509770398884 b76 - 4.509770398884 b191 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e2211: - 4.509770398884 b85 - 4.509770398884 b191 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e2212: - 4.509770398884 b94 - 4.509770398884 b191 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e2213: - 3.484990776969 b109 - 3.484990776969 b191 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e2214: - 3.484990776969 b124 - 3.484990776969 b191 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e2215: - 3.484990776969 b139 - 3.484990776969 b191 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e2216: - 3.484990776969 b154 - 3.484990776969 b191 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e2217: - 3.484990776969 b169 - 3.484990776969 b191 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e2218: - 5.6664469849 b174 - 5.6664469849 b191 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e2219: - 5.6664469849 b179 - 5.6664469849 b191 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e2220: - 5.6664469849 b184 - 5.6664469849 b191 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e2221: - 5.6664469849 b189 - 5.6664469849 b191 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e2222: - 9.2934741904 b191 - 9.2934741904 b193 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e2223: - 9.2934741904 b191 - 9.2934741904 b195 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e2224: - 4.509770398884 b49 - 4.509770398884 b193 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e2225: - 4.509770398884 b58 - 4.509770398884 b193 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e2226: - 4.509770398884 b67 - 4.509770398884 b193 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e2227: - 4.509770398884 b76 - 4.509770398884 b193 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e2228: - 4.509770398884 b85 - 4.509770398884 b193 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e2229: - 4.509770398884 b94 - 4.509770398884 b193 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e2230: - 3.484990776969 b109 - 3.484990776969 b193 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e2231: - 3.484990776969 b124 - 3.484990776969 b193 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e2232: - 3.484990776969 b139 - 3.484990776969 b193 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e2233: - 3.484990776969 b154 - 3.484990776969 b193 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e2234: - 3.484990776969 b169 - 3.484990776969 b193 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e2235: - 5.6664469849 b174 - 5.6664469849 b193 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e2236: - 5.6664469849 b179 - 5.6664469849 b193 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e2237: - 5.6664469849 b184 - 5.6664469849 b193 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e2238: - 5.6664469849 b189 - 5.6664469849 b193 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e2239: - 9.2934741904 b191 - 9.2934741904 b193 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e2240: - 9.2934741904 b193 - 9.2934741904 b195 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e2241: - 4.509770398884 b49 - 4.509770398884 b195 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e2242: - 4.509770398884 b58 - 4.509770398884 b195 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e2243: - 4.509770398884 b67 - 4.509770398884 b195 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e2244: - 4.509770398884 b76 - 4.509770398884 b195 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e2245: - 4.509770398884 b85 - 4.509770398884 b195 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e2246: - 4.509770398884 b94 - 4.509770398884 b195 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e2247: - 3.484990776969 b109 - 3.484990776969 b195 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e2248: - 3.484990776969 b124 - 3.484990776969 b195 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e2249: - 3.484990776969 b139 - 3.484990776969 b195 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e2250: - 3.484990776969 b154 - 3.484990776969 b195 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e2251: - 3.484990776969 b169 - 3.484990776969 b195 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e2252: - 5.6664469849 b174 - 5.6664469849 b195 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e2253: - 5.6664469849 b179 - 5.6664469849 b195 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e2254: - 5.6664469849 b184 - 5.6664469849 b195 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e2255: - 5.6664469849 b189 - 5.6664469849 b195 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e2256: - 9.2934741904 b191 - 9.2934741904 b195 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e2257: - 9.2934741904 b193 - 9.2934741904 b195 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e2258: - 1.436939228176 b50 - 1.436939228176 b59 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e2259: - 1.436939228176 b50 - 1.436939228176 b68 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e2260: - 1.436939228176 b50 - 1.436939228176 b77 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e2261: - 1.436939228176 b50 - 1.436939228176 b86 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e2262: - 1.436939228176 b50 - 1.436939228176 b95 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e2263: - .887203867225 b50 - .887203867225 b110 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e2264: - .887203867225 b50 - .887203867225 b125 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e2265: - .887203867225 b50 - .887203867225 b140 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e2266: - .887203867225 b50 - .887203867225 b155 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e2267: - .887203867225 b50 - .887203867225 b170 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e2268: - 2.118573403024 b50 - 2.118573403024 b175 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e2269: - 2.118573403024 b50 - 2.118573403024 b180 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e2270: - 2.118573403024 b50 - 2.118573403024 b185 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e2271: - 2.118573403024 b50 - 2.118573403024 b190 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e2272: - 4.509770398884 b50 - 4.509770398884 b192 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e2273: - 4.509770398884 b50 - 4.509770398884 b194 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e2274: - 4.509770398884 b50 - 4.509770398884 b196 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e2275: - 1.436939228176 b50 - 1.436939228176 b59 + x197^2 - 2 x197 x199 + x198^2 - 2 x198 x200 + x199^2 + x200^2 >= -1.436939228176 e2276: - 1.436939228176 b59 - 1.436939228176 b68 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e2277: - 1.436939228176 b59 - 1.436939228176 b77 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e2278: - 1.436939228176 b59 - 1.436939228176 b86 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e2279: - 1.436939228176 b59 - 1.436939228176 b95 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e2280: - .887203867225 b59 - .887203867225 b110 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e2281: - .887203867225 b59 - .887203867225 b125 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e2282: - .887203867225 b59 - .887203867225 b140 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e2283: - .887203867225 b59 - .887203867225 b155 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e2284: - .887203867225 b59 - .887203867225 b170 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e2285: - 2.118573403024 b59 - 2.118573403024 b175 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e2286: - 2.118573403024 b59 - 2.118573403024 b180 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e2287: - 2.118573403024 b59 - 2.118573403024 b185 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e2288: - 2.118573403024 b59 - 2.118573403024 b190 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e2289: - 4.509770398884 b59 - 4.509770398884 b192 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e2290: - 4.509770398884 b59 - 4.509770398884 b194 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e2291: - 4.509770398884 b59 - 4.509770398884 b196 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e2292: - 1.436939228176 b50 - 1.436939228176 b68 + x197^2 - 2 x197 x201 + x198^2 - 2 x198 x202 + x201^2 + x202^2 >= -1.436939228176 e2293: - 1.436939228176 b59 - 1.436939228176 b68 + x199^2 - 2 x199 x201 + x200^2 - 2 x200 x202 + x201^2 + x202^2 >= -1.436939228176 e2294: - 1.436939228176 b68 - 1.436939228176 b77 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e2295: - 1.436939228176 b68 - 1.436939228176 b86 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e2296: - 1.436939228176 b68 - 1.436939228176 b95 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e2297: - .887203867225 b68 - .887203867225 b110 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e2298: - .887203867225 b68 - .887203867225 b125 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e2299: - .887203867225 b68 - .887203867225 b140 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e2300: - .887203867225 b68 - .887203867225 b155 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e2301: - .887203867225 b68 - .887203867225 b170 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e2302: - 2.118573403024 b68 - 2.118573403024 b175 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e2303: - 2.118573403024 b68 - 2.118573403024 b180 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e2304: - 2.118573403024 b68 - 2.118573403024 b185 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e2305: - 2.118573403024 b68 - 2.118573403024 b190 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e2306: - 4.509770398884 b68 - 4.509770398884 b192 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e2307: - 4.509770398884 b68 - 4.509770398884 b194 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e2308: - 4.509770398884 b68 - 4.509770398884 b196 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e2309: - 1.436939228176 b50 - 1.436939228176 b77 + x197^2 - 2 x197 x203 + x198^2 - 2 x198 x204 + x203^2 + x204^2 >= -1.436939228176 e2310: - 1.436939228176 b59 - 1.436939228176 b77 + x199^2 - 2 x199 x203 + x200^2 - 2 x200 x204 + x203^2 + x204^2 >= -1.436939228176 e2311: - 1.436939228176 b68 - 1.436939228176 b77 + x201^2 - 2 x201 x203 + x202^2 - 2 x202 x204 + x203^2 + x204^2 >= -1.436939228176 e2312: - 1.436939228176 b77 - 1.436939228176 b86 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e2313: - 1.436939228176 b77 - 1.436939228176 b95 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e2314: - .887203867225 b77 - .887203867225 b110 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e2315: - .887203867225 b77 - .887203867225 b125 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e2316: - .887203867225 b77 - .887203867225 b140 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e2317: - .887203867225 b77 - .887203867225 b155 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e2318: - .887203867225 b77 - .887203867225 b170 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e2319: - 2.118573403024 b77 - 2.118573403024 b175 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e2320: - 2.118573403024 b77 - 2.118573403024 b180 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e2321: - 2.118573403024 b77 - 2.118573403024 b185 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e2322: - 2.118573403024 b77 - 2.118573403024 b190 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e2323: - 4.509770398884 b77 - 4.509770398884 b192 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e2324: - 4.509770398884 b77 - 4.509770398884 b194 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e2325: - 4.509770398884 b77 - 4.509770398884 b196 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e2326: - 1.436939228176 b50 - 1.436939228176 b86 + x197^2 - 2 x197 x205 + x198^2 - 2 x198 x206 + x205^2 + x206^2 >= -1.436939228176 e2327: - 1.436939228176 b59 - 1.436939228176 b86 + x199^2 - 2 x199 x205 + x200^2 - 2 x200 x206 + x205^2 + x206^2 >= -1.436939228176 e2328: - 1.436939228176 b68 - 1.436939228176 b86 + x201^2 - 2 x201 x205 + x202^2 - 2 x202 x206 + x205^2 + x206^2 >= -1.436939228176 e2329: - 1.436939228176 b77 - 1.436939228176 b86 + x203^2 - 2 x203 x205 + x204^2 - 2 x204 x206 + x205^2 + x206^2 >= -1.436939228176 e2330: - 1.436939228176 b86 - 1.436939228176 b95 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e2331: - .887203867225 b86 - .887203867225 b110 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e2332: - .887203867225 b86 - .887203867225 b125 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e2333: - .887203867225 b86 - .887203867225 b140 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e2334: - .887203867225 b86 - .887203867225 b155 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e2335: - .887203867225 b86 - .887203867225 b170 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e2336: - 2.118573403024 b86 - 2.118573403024 b175 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e2337: - 2.118573403024 b86 - 2.118573403024 b180 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e2338: - 2.118573403024 b86 - 2.118573403024 b185 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e2339: - 2.118573403024 b86 - 2.118573403024 b190 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e2340: - 4.509770398884 b86 - 4.509770398884 b192 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e2341: - 4.509770398884 b86 - 4.509770398884 b194 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e2342: - 4.509770398884 b86 - 4.509770398884 b196 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e2343: - 1.436939228176 b50 - 1.436939228176 b95 + x197^2 - 2 x197 x207 + x198^2 - 2 x198 x208 + x207^2 + x208^2 >= -1.436939228176 e2344: - 1.436939228176 b59 - 1.436939228176 b95 + x199^2 - 2 x199 x207 + x200^2 - 2 x200 x208 + x207^2 + x208^2 >= -1.436939228176 e2345: - 1.436939228176 b68 - 1.436939228176 b95 + x201^2 - 2 x201 x207 + x202^2 - 2 x202 x208 + x207^2 + x208^2 >= -1.436939228176 e2346: - 1.436939228176 b77 - 1.436939228176 b95 + x203^2 - 2 x203 x207 + x204^2 - 2 x204 x208 + x207^2 + x208^2 >= -1.436939228176 e2347: - 1.436939228176 b86 - 1.436939228176 b95 + x205^2 - 2 x205 x207 + x206^2 - 2 x206 x208 + x207^2 + x208^2 >= -1.436939228176 e2348: - .887203867225 b95 - .887203867225 b110 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e2349: - .887203867225 b95 - .887203867225 b125 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e2350: - .887203867225 b95 - .887203867225 b140 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e2351: - .887203867225 b95 - .887203867225 b155 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e2352: - .887203867225 b95 - .887203867225 b170 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e2353: - 2.118573403024 b95 - 2.118573403024 b175 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e2354: - 2.118573403024 b95 - 2.118573403024 b180 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e2355: - 2.118573403024 b95 - 2.118573403024 b185 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e2356: - 2.118573403024 b95 - 2.118573403024 b190 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e2357: - 4.509770398884 b95 - 4.509770398884 b192 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e2358: - 4.509770398884 b95 - 4.509770398884 b194 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e2359: - 4.509770398884 b95 - 4.509770398884 b196 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e2360: - .887203867225 b50 - .887203867225 b110 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 >= -.887203867225 e2361: - .887203867225 b59 - .887203867225 b110 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 >= -.887203867225 e2362: - .887203867225 b68 - .887203867225 b110 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 >= -.887203867225 e2363: - .887203867225 b77 - .887203867225 b110 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 >= -.887203867225 e2364: - .887203867225 b86 - .887203867225 b110 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 >= -.887203867225 e2365: - .887203867225 b95 - .887203867225 b110 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 >= -.887203867225 e2366: - .469370231236 b110 - .469370231236 b125 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e2367: - .469370231236 b110 - .469370231236 b140 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e2368: - .469370231236 b110 - .469370231236 b155 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e2369: - .469370231236 b110 - .469370231236 b170 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e2370: - 1.436936830729 b110 - 1.436936830729 b175 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e2371: - 1.436936830729 b110 - 1.436936830729 b180 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e2372: - 1.436936830729 b110 - 1.436936830729 b185 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e2373: - 1.436936830729 b110 - 1.436936830729 b190 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e2374: - 3.484990776969 b110 - 3.484990776969 b192 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e2375: - 3.484990776969 b110 - 3.484990776969 b194 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e2376: - 3.484990776969 b110 - 3.484990776969 b196 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e2377: - .887203867225 b50 - .887203867225 b125 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 >= -.887203867225 e2378: - .887203867225 b59 - .887203867225 b125 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 >= -.887203867225 e2379: - .887203867225 b68 - .887203867225 b125 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 >= -.887203867225 e2380: - .887203867225 b77 - .887203867225 b125 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 >= -.887203867225 e2381: - .887203867225 b86 - .887203867225 b125 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 >= -.887203867225 e2382: - .887203867225 b95 - .887203867225 b125 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 >= -.887203867225 e2383: - .469370231236 b110 - .469370231236 b125 + x209^2 - 2 x209 x211 + x210^2 - 2 x210 x212 + x211^2 + x212^2 >= -.469370231236 e2384: - .469370231236 b125 - .469370231236 b140 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e2385: - .469370231236 b125 - .469370231236 b155 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e2386: - .469370231236 b125 - .469370231236 b170 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e2387: - 1.436936830729 b125 - 1.436936830729 b175 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e2388: - 1.436936830729 b125 - 1.436936830729 b180 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e2389: - 1.436936830729 b125 - 1.436936830729 b185 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e2390: - 1.436936830729 b125 - 1.436936830729 b190 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e2391: - 3.484990776969 b125 - 3.484990776969 b192 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e2392: - 3.484990776969 b125 - 3.484990776969 b194 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e2393: - 3.484990776969 b125 - 3.484990776969 b196 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e2394: - .887203867225 b50 - .887203867225 b140 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 >= -.887203867225 e2395: - .887203867225 b59 - .887203867225 b140 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 >= -.887203867225 e2396: - .887203867225 b68 - .887203867225 b140 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 >= -.887203867225 e2397: - .887203867225 b77 - .887203867225 b140 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 >= -.887203867225 e2398: - .887203867225 b86 - .887203867225 b140 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 >= -.887203867225 e2399: - .887203867225 b95 - .887203867225 b140 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 >= -.887203867225 e2400: - .469370231236 b110 - .469370231236 b140 + x209^2 - 2 x209 x213 + x210^2 - 2 x210 x214 + x213^2 + x214^2 >= -.469370231236 e2401: - .469370231236 b125 - .469370231236 b140 + x211^2 - 2 x211 x213 + x212^2 - 2 x212 x214 + x213^2 + x214^2 >= -.469370231236 e2402: - .469370231236 b140 - .469370231236 b155 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e2403: - .469370231236 b140 - .469370231236 b170 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e2404: - 1.436936830729 b140 - 1.436936830729 b175 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e2405: - 1.436936830729 b140 - 1.436936830729 b180 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e2406: - 1.436936830729 b140 - 1.436936830729 b185 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e2407: - 1.436936830729 b140 - 1.436936830729 b190 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e2408: - 3.484990776969 b140 - 3.484990776969 b192 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e2409: - 3.484990776969 b140 - 3.484990776969 b194 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e2410: - 3.484990776969 b140 - 3.484990776969 b196 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e2411: - .887203867225 b50 - .887203867225 b155 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 >= -.887203867225 e2412: - .887203867225 b59 - .887203867225 b155 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 >= -.887203867225 e2413: - .887203867225 b68 - .887203867225 b155 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 >= -.887203867225 e2414: - .887203867225 b77 - .887203867225 b155 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 >= -.887203867225 e2415: - .887203867225 b86 - .887203867225 b155 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 >= -.887203867225 e2416: - .887203867225 b95 - .887203867225 b155 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 >= -.887203867225 e2417: - .469370231236 b110 - .469370231236 b155 + x209^2 - 2 x209 x215 + x210^2 - 2 x210 x216 + x215^2 + x216^2 >= -.469370231236 e2418: - .469370231236 b125 - .469370231236 b155 + x211^2 - 2 x211 x215 + x212^2 - 2 x212 x216 + x215^2 + x216^2 >= -.469370231236 e2419: - .469370231236 b140 - .469370231236 b155 + x213^2 - 2 x213 x215 + x214^2 - 2 x214 x216 + x215^2 + x216^2 >= -.469370231236 e2420: - .469370231236 b155 - .469370231236 b170 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e2421: - 1.436936830729 b155 - 1.436936830729 b175 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e2422: - 1.436936830729 b155 - 1.436936830729 b180 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e2423: - 1.436936830729 b155 - 1.436936830729 b185 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e2424: - 1.436936830729 b155 - 1.436936830729 b190 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e2425: - 3.484990776969 b155 - 3.484990776969 b192 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e2426: - 3.484990776969 b155 - 3.484990776969 b194 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e2427: - 3.484990776969 b155 - 3.484990776969 b196 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e2428: - .887203867225 b50 - .887203867225 b170 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 >= -.887203867225 e2429: - .887203867225 b59 - .887203867225 b170 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 >= -.887203867225 e2430: - .887203867225 b68 - .887203867225 b170 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 >= -.887203867225 e2431: - .887203867225 b77 - .887203867225 b170 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 >= -.887203867225 e2432: - .887203867225 b86 - .887203867225 b170 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 >= -.887203867225 e2433: - .887203867225 b95 - .887203867225 b170 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 >= -.887203867225 e2434: - .469370231236 b110 - .469370231236 b170 + x209^2 - 2 x209 x217 + x210^2 - 2 x210 x218 + x217^2 + x218^2 >= -.469370231236 e2435: - .469370231236 b125 - .469370231236 b170 + x211^2 - 2 x211 x217 + x212^2 - 2 x212 x218 + x217^2 + x218^2 >= -.469370231236 e2436: - .469370231236 b140 - .469370231236 b170 + x213^2 - 2 x213 x217 + x214^2 - 2 x214 x218 + x217^2 + x218^2 >= -.469370231236 e2437: - .469370231236 b155 - .469370231236 b170 + x215^2 - 2 x215 x217 + x216^2 - 2 x216 x218 + x217^2 + x218^2 >= -.469370231236 e2438: - 1.436936830729 b170 - 1.436936830729 b175 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e2439: - 1.436936830729 b170 - 1.436936830729 b180 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e2440: - 1.436936830729 b170 - 1.436936830729 b185 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e2441: - 1.436936830729 b170 - 1.436936830729 b190 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e2442: - 3.484990776969 b170 - 3.484990776969 b192 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e2443: - 3.484990776969 b170 - 3.484990776969 b194 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e2444: - 3.484990776969 b170 - 3.484990776969 b196 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e2445: - 2.118573403024 b50 - 2.118573403024 b175 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 >= -2.118573403024 e2446: - 2.118573403024 b59 - 2.118573403024 b175 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 >= -2.118573403024 e2447: - 2.118573403024 b68 - 2.118573403024 b175 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 >= -2.118573403024 e2448: - 2.118573403024 b77 - 2.118573403024 b175 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 >= -2.118573403024 e2449: - 2.118573403024 b86 - 2.118573403024 b175 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 >= -2.118573403024 e2450: - 2.118573403024 b95 - 2.118573403024 b175 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 >= -2.118573403024 e2451: - 1.436936830729 b110 - 1.436936830729 b175 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 >= -1.436936830729 e2452: - 1.436936830729 b125 - 1.436936830729 b175 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 >= -1.436936830729 e2453: - 1.436936830729 b140 - 1.436936830729 b175 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 >= -1.436936830729 e2454: - 1.436936830729 b155 - 1.436936830729 b175 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 >= -1.436936830729 e2455: - 1.436936830729 b170 - 1.436936830729 b175 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 >= -1.436936830729 e2456: - 2.9321082756 b175 - 2.9321082756 b180 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e2457: - 2.9321082756 b175 - 2.9321082756 b185 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e2458: - 2.9321082756 b175 - 2.9321082756 b190 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e2459: - 5.6664469849 b175 - 5.6664469849 b192 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e2460: - 5.6664469849 b175 - 5.6664469849 b194 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e2461: - 5.6664469849 b175 - 5.6664469849 b196 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e2462: - 2.118573403024 b50 - 2.118573403024 b180 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 >= -2.118573403024 e2463: - 2.118573403024 b59 - 2.118573403024 b180 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 >= -2.118573403024 e2464: - 2.118573403024 b68 - 2.118573403024 b180 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 >= -2.118573403024 e2465: - 2.118573403024 b77 - 2.118573403024 b180 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 >= -2.118573403024 e2466: - 2.118573403024 b86 - 2.118573403024 b180 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 >= -2.118573403024 e2467: - 2.118573403024 b95 - 2.118573403024 b180 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 >= -2.118573403024 e2468: - 1.436936830729 b110 - 1.436936830729 b180 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 >= -1.436936830729 e2469: - 1.436936830729 b125 - 1.436936830729 b180 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 >= -1.436936830729 e2470: - 1.436936830729 b140 - 1.436936830729 b180 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 >= -1.436936830729 e2471: - 1.436936830729 b155 - 1.436936830729 b180 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 >= -1.436936830729 e2472: - 1.436936830729 b170 - 1.436936830729 b180 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 >= -1.436936830729 e2473: - 2.9321082756 b175 - 2.9321082756 b180 + x219^2 - 2 x219 x221 + x220^2 - 2 x220 x222 + x221^2 + x222^2 >= -2.9321082756 e2474: - 2.9321082756 b180 - 2.9321082756 b185 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e2475: - 2.9321082756 b180 - 2.9321082756 b190 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e2476: - 5.6664469849 b180 - 5.6664469849 b192 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e2477: - 5.6664469849 b180 - 5.6664469849 b194 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e2478: - 5.6664469849 b180 - 5.6664469849 b196 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e2479: - 2.118573403024 b50 - 2.118573403024 b185 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 >= -2.118573403024 e2480: - 2.118573403024 b59 - 2.118573403024 b185 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 >= -2.118573403024 e2481: - 2.118573403024 b68 - 2.118573403024 b185 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 >= -2.118573403024 e2482: - 2.118573403024 b77 - 2.118573403024 b185 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 >= -2.118573403024 e2483: - 2.118573403024 b86 - 2.118573403024 b185 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 >= -2.118573403024 e2484: - 2.118573403024 b95 - 2.118573403024 b185 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 >= -2.118573403024 e2485: - 1.436936830729 b110 - 1.436936830729 b185 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 >= -1.436936830729 e2486: - 1.436936830729 b125 - 1.436936830729 b185 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 >= -1.436936830729 e2487: - 1.436936830729 b140 - 1.436936830729 b185 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 >= -1.436936830729 e2488: - 1.436936830729 b155 - 1.436936830729 b185 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 >= -1.436936830729 e2489: - 1.436936830729 b170 - 1.436936830729 b185 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 >= -1.436936830729 e2490: - 2.9321082756 b175 - 2.9321082756 b185 + x219^2 - 2 x219 x223 + x220^2 - 2 x220 x224 + x223^2 + x224^2 >= -2.9321082756 e2491: - 2.9321082756 b180 - 2.9321082756 b185 + x221^2 - 2 x221 x223 + x222^2 - 2 x222 x224 + x223^2 + x224^2 >= -2.9321082756 e2492: - 2.9321082756 b185 - 2.9321082756 b190 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e2493: - 5.6664469849 b185 - 5.6664469849 b192 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e2494: - 5.6664469849 b185 - 5.6664469849 b194 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e2495: - 5.6664469849 b185 - 5.6664469849 b196 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e2496: - 2.118573403024 b50 - 2.118573403024 b190 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 >= -2.118573403024 e2497: - 2.118573403024 b59 - 2.118573403024 b190 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 >= -2.118573403024 e2498: - 2.118573403024 b68 - 2.118573403024 b190 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 >= -2.118573403024 e2499: - 2.118573403024 b77 - 2.118573403024 b190 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 >= -2.118573403024 e2500: - 2.118573403024 b86 - 2.118573403024 b190 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 >= -2.118573403024 e2501: - 2.118573403024 b95 - 2.118573403024 b190 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 >= -2.118573403024 e2502: - 1.436936830729 b110 - 1.436936830729 b190 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 >= -1.436936830729 e2503: - 1.436936830729 b125 - 1.436936830729 b190 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 >= -1.436936830729 e2504: - 1.436936830729 b140 - 1.436936830729 b190 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 >= -1.436936830729 e2505: - 1.436936830729 b155 - 1.436936830729 b190 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 >= -1.436936830729 e2506: - 1.436936830729 b170 - 1.436936830729 b190 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 >= -1.436936830729 e2507: - 2.9321082756 b175 - 2.9321082756 b190 + x219^2 - 2 x219 x225 + x220^2 - 2 x220 x226 + x225^2 + x226^2 >= -2.9321082756 e2508: - 2.9321082756 b180 - 2.9321082756 b190 + x221^2 - 2 x221 x225 + x222^2 - 2 x222 x226 + x225^2 + x226^2 >= -2.9321082756 e2509: - 2.9321082756 b185 - 2.9321082756 b190 + x223^2 - 2 x223 x225 + x224^2 - 2 x224 x226 + x225^2 + x226^2 >= -2.9321082756 e2510: - 5.6664469849 b190 - 5.6664469849 b192 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e2511: - 5.6664469849 b190 - 5.6664469849 b194 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e2512: - 5.6664469849 b190 - 5.6664469849 b196 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e2513: - 4.509770398884 b50 - 4.509770398884 b192 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 >= -4.509770398884 e2514: - 4.509770398884 b59 - 4.509770398884 b192 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 >= -4.509770398884 e2515: - 4.509770398884 b68 - 4.509770398884 b192 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 >= -4.509770398884 e2516: - 4.509770398884 b77 - 4.509770398884 b192 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 >= -4.509770398884 e2517: - 4.509770398884 b86 - 4.509770398884 b192 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 >= -4.509770398884 e2518: - 4.509770398884 b95 - 4.509770398884 b192 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 >= -4.509770398884 e2519: - 3.484990776969 b110 - 3.484990776969 b192 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 >= -3.484990776969 e2520: - 3.484990776969 b125 - 3.484990776969 b192 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 >= -3.484990776969 e2521: - 3.484990776969 b140 - 3.484990776969 b192 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 >= -3.484990776969 e2522: - 3.484990776969 b155 - 3.484990776969 b192 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 >= -3.484990776969 e2523: - 3.484990776969 b170 - 3.484990776969 b192 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 >= -3.484990776969 e2524: - 5.6664469849 b175 - 5.6664469849 b192 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 >= -5.6664469849 e2525: - 5.6664469849 b180 - 5.6664469849 b192 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 >= -5.6664469849 e2526: - 5.6664469849 b185 - 5.6664469849 b192 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 >= -5.6664469849 e2527: - 5.6664469849 b190 - 5.6664469849 b192 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 >= -5.6664469849 e2528: - 9.2934741904 b192 - 9.2934741904 b194 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e2529: - 9.2934741904 b192 - 9.2934741904 b196 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e2530: - 4.509770398884 b50 - 4.509770398884 b194 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 >= -4.509770398884 e2531: - 4.509770398884 b59 - 4.509770398884 b194 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 >= -4.509770398884 e2532: - 4.509770398884 b68 - 4.509770398884 b194 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 >= -4.509770398884 e2533: - 4.509770398884 b77 - 4.509770398884 b194 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 >= -4.509770398884 e2534: - 4.509770398884 b86 - 4.509770398884 b194 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 >= -4.509770398884 e2535: - 4.509770398884 b95 - 4.509770398884 b194 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 >= -4.509770398884 e2536: - 3.484990776969 b110 - 3.484990776969 b194 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 >= -3.484990776969 e2537: - 3.484990776969 b125 - 3.484990776969 b194 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 >= -3.484990776969 e2538: - 3.484990776969 b140 - 3.484990776969 b194 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 >= -3.484990776969 e2539: - 3.484990776969 b155 - 3.484990776969 b194 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 >= -3.484990776969 e2540: - 3.484990776969 b170 - 3.484990776969 b194 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 >= -3.484990776969 e2541: - 5.6664469849 b175 - 5.6664469849 b194 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 >= -5.6664469849 e2542: - 5.6664469849 b180 - 5.6664469849 b194 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 >= -5.6664469849 e2543: - 5.6664469849 b185 - 5.6664469849 b194 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 >= -5.6664469849 e2544: - 5.6664469849 b190 - 5.6664469849 b194 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 >= -5.6664469849 e2545: - 9.2934741904 b192 - 9.2934741904 b194 + x227^2 - 2 x227 x229 + x228^2 - 2 x228 x230 + x229^2 + x230^2 >= -9.2934741904 e2546: - 9.2934741904 b194 - 9.2934741904 b196 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e2547: - 4.509770398884 b50 - 4.509770398884 b196 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 >= -4.509770398884 e2548: - 4.509770398884 b59 - 4.509770398884 b196 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 >= -4.509770398884 e2549: - 4.509770398884 b68 - 4.509770398884 b196 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 >= -4.509770398884 e2550: - 4.509770398884 b77 - 4.509770398884 b196 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 >= -4.509770398884 e2551: - 4.509770398884 b86 - 4.509770398884 b196 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 >= -4.509770398884 e2552: - 4.509770398884 b95 - 4.509770398884 b196 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 >= -4.509770398884 e2553: - 3.484990776969 b110 - 3.484990776969 b196 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 >= -3.484990776969 e2554: - 3.484990776969 b125 - 3.484990776969 b196 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 >= -3.484990776969 e2555: - 3.484990776969 b140 - 3.484990776969 b196 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 >= -3.484990776969 e2556: - 3.484990776969 b155 - 3.484990776969 b196 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 >= -3.484990776969 e2557: - 3.484990776969 b170 - 3.484990776969 b196 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 >= -3.484990776969 e2558: - 5.6664469849 b175 - 5.6664469849 b196 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 >= -5.6664469849 e2559: - 5.6664469849 b180 - 5.6664469849 b196 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 >= -5.6664469849 e2560: - 5.6664469849 b185 - 5.6664469849 b196 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 >= -5.6664469849 e2561: - 5.6664469849 b190 - 5.6664469849 b196 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 >= -5.6664469849 e2562: - 9.2934741904 b192 - 9.2934741904 b196 + x227^2 - 2 x227 x231 + x228^2 - 2 x228 x232 + x231^2 + x232^2 >= -9.2934741904 e2563: - 9.2934741904 b194 - 9.2934741904 b196 + x229^2 - 2 x229 x231 + x230^2 - 2 x230 x232 + x231^2 + x232^2 >= -9.2934741904 e2564: 146.015866806048 b42 + x197^2 - 2 x197 x219 + x198^2 - 2 x198 x220 + x219^2 + x220^2 <= 146.035526210992 e2565: 146.015866806048 b43 + x197^2 - 2 x197 x221 + x198^2 - 2 x198 x222 + x221^2 + x222^2 <= 146.035526210992 e2566: 146.015866806048 b44 + x197^2 - 2 x197 x223 + x198^2 - 2 x198 x224 + x223^2 + x224^2 <= 146.035526210992 e2567: 146.015866806048 b45 + x197^2 - 2 x197 x225 + x198^2 - 2 x198 x226 + x225^2 + x226^2 <= 146.035526210992 e2568: 124.074660797768 b46 + x197^2 - 2 x197 x227 + x198^2 - 2 x198 x228 + x227^2 + x228^2 <= 124.688044241112 e2569: 124.074660797768 b47 + x197^2 - 2 x197 x229 + x198^2 - 2 x198 x230 + x229^2 + x230^2 <= 124.688044241112 e2570: 124.074660797768 b48 + x197^2 - 2 x197 x231 + x198^2 - 2 x198 x232 + x231^2 + x232^2 <= 124.688044241112 e2571: 111.557223492128 b49 + x197^2 - 2 x197 x233 + x198^2 - 2 x198 x234 + x233^2 + x234^2 <= 112.885590384432 e2572: 111.557223492128 b50 + x197^2 - 2 x197 x235 + x198^2 - 2 x198 x236 + x235^2 + x236^2 <= 112.885590384432 e2573: 146.015866806048 b51 + x199^2 - 2 x199 x219 + x200^2 - 2 x200 x220 + x219^2 + x220^2 <= 146.035526210992 e2574: 146.015866806048 b52 + x199^2 - 2 x199 x221 + x200^2 - 2 x200 x222 + x221^2 + x222^2 <= 146.035526210992 e2575: 146.015866806048 b53 + x199^2 - 2 x199 x223 + x200^2 - 2 x200 x224 + x223^2 + x224^2 <= 146.035526210992 e2576: 146.015866806048 b54 + x199^2 - 2 x199 x225 + x200^2 - 2 x200 x226 + x225^2 + x226^2 <= 146.035526210992 e2577: 124.074660797768 b55 + x199^2 - 2 x199 x227 + x200^2 - 2 x200 x228 + x227^2 + x228^2 <= 124.688044241112 e2578: 124.074660797768 b56 + x199^2 - 2 x199 x229 + x200^2 - 2 x200 x230 + x229^2 + x230^2 <= 124.688044241112 e2579: 124.074660797768 b57 + x199^2 - 2 x199 x231 + x200^2 - 2 x200 x232 + x231^2 + x232^2 <= 124.688044241112 e2580: 111.557223492128 b58 + x199^2 - 2 x199 x233 + x200^2 - 2 x200 x234 + x233^2 + x234^2 <= 112.885590384432 e2581: 111.557223492128 b59 + x199^2 - 2 x199 x235 + x200^2 - 2 x200 x236 + x235^2 + x236^2 <= 112.885590384432 e2582: 146.015866806048 b60 + x201^2 - 2 x201 x219 + x202^2 - 2 x202 x220 + x219^2 + x220^2 <= 146.035526210992 e2583: 146.015866806048 b61 + x201^2 - 2 x201 x221 + x202^2 - 2 x202 x222 + x221^2 + x222^2 <= 146.035526210992 e2584: 146.015866806048 b62 + x201^2 - 2 x201 x223 + x202^2 - 2 x202 x224 + x223^2 + x224^2 <= 146.035526210992 e2585: 146.015866806048 b63 + x201^2 - 2 x201 x225 + x202^2 - 2 x202 x226 + x225^2 + x226^2 <= 146.035526210992 e2586: 124.074660797768 b64 + x201^2 - 2 x201 x227 + x202^2 - 2 x202 x228 + x227^2 + x228^2 <= 124.688044241112 e2587: 124.074660797768 b65 + x201^2 - 2 x201 x229 + x202^2 - 2 x202 x230 + x229^2 + x230^2 <= 124.688044241112 e2588: 124.074660797768 b66 + x201^2 - 2 x201 x231 + x202^2 - 2 x202 x232 + x231^2 + x232^2 <= 124.688044241112 e2589: 111.557223492128 b67 + x201^2 - 2 x201 x233 + x202^2 - 2 x202 x234 + x233^2 + x234^2 <= 112.885590384432 e2590: 111.557223492128 b68 + x201^2 - 2 x201 x235 + x202^2 - 2 x202 x236 + x235^2 + x236^2 <= 112.885590384432 e2591: 146.015866806048 b69 + x203^2 - 2 x203 x219 + x204^2 - 2 x204 x220 + x219^2 + x220^2 <= 146.035526210992 e2592: 146.015866806048 b70 + x203^2 - 2 x203 x221 + x204^2 - 2 x204 x222 + x221^2 + x222^2 <= 146.035526210992 e2593: 146.015866806048 b71 + x203^2 - 2 x203 x223 + x204^2 - 2 x204 x224 + x223^2 + x224^2 <= 146.035526210992 e2594: 146.015866806048 b72 + x203^2 - 2 x203 x225 + x204^2 - 2 x204 x226 + x225^2 + x226^2 <= 146.035526210992 e2595: 124.074660797768 b73 + x203^2 - 2 x203 x227 + x204^2 - 2 x204 x228 + x227^2 + x228^2 <= 124.688044241112 e2596: 124.074660797768 b74 + x203^2 - 2 x203 x229 + x204^2 - 2 x204 x230 + x229^2 + x230^2 <= 124.688044241112 e2597: 124.074660797768 b75 + x203^2 - 2 x203 x231 + x204^2 - 2 x204 x232 + x231^2 + x232^2 <= 124.688044241112 e2598: 111.557223492128 b76 + x203^2 - 2 x203 x233 + x204^2 - 2 x204 x234 + x233^2 + x234^2 <= 112.885590384432 e2599: 111.557223492128 b77 + x203^2 - 2 x203 x235 + x204^2 - 2 x204 x236 + x235^2 + x236^2 <= 112.885590384432 e2600: 146.015866806048 b78 + x205^2 - 2 x205 x219 + x206^2 - 2 x206 x220 + x219^2 + x220^2 <= 146.035526210992 e2601: 146.015866806048 b79 + x205^2 - 2 x205 x221 + x206^2 - 2 x206 x222 + x221^2 + x222^2 <= 146.035526210992 e2602: 146.015866806048 b80 + x205^2 - 2 x205 x223 + x206^2 - 2 x206 x224 + x223^2 + x224^2 <= 146.035526210992 e2603: 146.015866806048 b81 + x205^2 - 2 x205 x225 + x206^2 - 2 x206 x226 + x225^2 + x226^2 <= 146.035526210992 e2604: 124.074660797768 b82 + x205^2 - 2 x205 x227 + x206^2 - 2 x206 x228 + x227^2 + x228^2 <= 124.688044241112 e2605: 124.074660797768 b83 + x205^2 - 2 x205 x229 + x206^2 - 2 x206 x230 + x229^2 + x230^2 <= 124.688044241112 e2606: 124.074660797768 b84 + x205^2 - 2 x205 x231 + x206^2 - 2 x206 x232 + x231^2 + x232^2 <= 124.688044241112 e2607: 111.557223492128 b85 + x205^2 - 2 x205 x233 + x206^2 - 2 x206 x234 + x233^2 + x234^2 <= 112.885590384432 e2608: 111.557223492128 b86 + x205^2 - 2 x205 x235 + x206^2 - 2 x206 x236 + x235^2 + x236^2 <= 112.885590384432 e2609: 146.015866806048 b87 + x207^2 - 2 x207 x219 + x208^2 - 2 x208 x220 + x219^2 + x220^2 <= 146.035526210992 e2610: 146.015866806048 b88 + x207^2 - 2 x207 x221 + x208^2 - 2 x208 x222 + x221^2 + x222^2 <= 146.035526210992 e2611: 146.015866806048 b89 + x207^2 - 2 x207 x223 + x208^2 - 2 x208 x224 + x223^2 + x224^2 <= 146.035526210992 e2612: 146.015866806048 b90 + x207^2 - 2 x207 x225 + x208^2 - 2 x208 x226 + x225^2 + x226^2 <= 146.035526210992 e2613: 124.074660797768 b91 + x207^2 - 2 x207 x227 + x208^2 - 2 x208 x228 + x227^2 + x228^2 <= 124.688044241112 e2614: 124.074660797768 b92 + x207^2 - 2 x207 x229 + x208^2 - 2 x208 x230 + x229^2 + x230^2 <= 124.688044241112 e2615: 124.074660797768 b93 + x207^2 - 2 x207 x231 + x208^2 - 2 x208 x232 + x231^2 + x232^2 <= 124.688044241112 e2616: 111.557223492128 b94 + x207^2 - 2 x207 x233 + x208^2 - 2 x208 x234 + x233^2 + x234^2 <= 112.885590384432 e2617: 111.557223492128 b95 + x207^2 - 2 x207 x235 + x208^2 - 2 x208 x236 + x235^2 + x236^2 <= 112.885590384432 e2618: 164.09780773445 b96 + x197^2 - 2 x197 x209 + x198^2 - 2 x198 x210 + x209^2 + x210^2 <= 164.128395645686 e2619: 164.09780773445 b97 + x199^2 - 2 x199 x209 + x200^2 - 2 x200 x210 + x209^2 + x210^2 <= 164.128395645686 e2620: 164.09780773445 b98 + x201^2 - 2 x201 x209 + x202^2 - 2 x202 x210 + x209^2 + x210^2 <= 164.128395645686 e2621: 164.09780773445 b99 + x203^2 - 2 x203 x209 + x204^2 - 2 x204 x210 + x209^2 + x210^2 <= 164.128395645686 e2622: 164.09780773445 b100 + x205^2 - 2 x205 x209 + x206^2 - 2 x206 x210 + x209^2 + x210^2 <= 164.128395645686 e2623: 164.09780773445 b101 + x207^2 - 2 x207 x209 + x208^2 - 2 x208 x210 + x209^2 + x210^2 <= 164.128395645686 e2624: 154.924953661458 b102 + x209^2 - 2 x209 x219 + x210^2 - 2 x210 x220 + x219^2 + x220^2 <= 155.082579335899 e2625: 154.924953661458 b103 + x209^2 - 2 x209 x221 + x210^2 - 2 x210 x222 + x221^2 + x222^2 <= 155.082579335899 e2626: 154.924953661458 b104 + x209^2 - 2 x209 x223 + x210^2 - 2 x210 x224 + x223^2 + x224^2 <= 155.082579335899 e2627: 154.924953661458 b105 + x209^2 - 2 x209 x225 + x210^2 - 2 x210 x226 + x225^2 + x226^2 <= 155.082579335899 e2628: 132.297461553938 b106 + x209^2 - 2 x209 x227 + x210^2 - 2 x210 x228 + x227^2 + x228^2 <= 133.379055313947 e2629: 132.297461553938 b107 + x209^2 - 2 x209 x229 + x210^2 - 2 x210 x230 + x229^2 + x230^2 <= 133.379055313947 e2630: 132.297461553938 b108 + x209^2 - 2 x209 x231 + x210^2 - 2 x210 x232 + x231^2 + x232^2 <= 133.379055313947 e2631: 119.361045500978 b109 + x209^2 - 2 x209 x233 + x210^2 - 2 x210 x234 + x233^2 + x234^2 <= 121.347332654427 e2632: 119.361045500978 b110 + x209^2 - 2 x209 x235 + x210^2 - 2 x210 x236 + x235^2 + x236^2 <= 121.347332654427 e2633: 164.09780773445 b111 + x197^2 - 2 x197 x211 + x198^2 - 2 x198 x212 + x211^2 + x212^2 <= 164.128395645686 e2634: 164.09780773445 b112 + x199^2 - 2 x199 x211 + x200^2 - 2 x200 x212 + x211^2 + x212^2 <= 164.128395645686 e2635: 164.09780773445 b113 + x201^2 - 2 x201 x211 + x202^2 - 2 x202 x212 + x211^2 + x212^2 <= 164.128395645686 e2636: 164.09780773445 b114 + x203^2 - 2 x203 x211 + x204^2 - 2 x204 x212 + x211^2 + x212^2 <= 164.128395645686 e2637: 164.09780773445 b115 + x205^2 - 2 x205 x211 + x206^2 - 2 x206 x212 + x211^2 + x212^2 <= 164.128395645686 e2638: 164.09780773445 b116 + x207^2 - 2 x207 x211 + x208^2 - 2 x208 x212 + x211^2 + x212^2 <= 164.128395645686 e2639: 154.924953661458 b117 + x211^2 - 2 x211 x219 + x212^2 - 2 x212 x220 + x219^2 + x220^2 <= 155.082579335899 e2640: 154.924953661458 b118 + x211^2 - 2 x211 x221 + x212^2 - 2 x212 x222 + x221^2 + x222^2 <= 155.082579335899 e2641: 154.924953661458 b119 + x211^2 - 2 x211 x223 + x212^2 - 2 x212 x224 + x223^2 + x224^2 <= 155.082579335899 e2642: 154.924953661458 b120 + x211^2 - 2 x211 x225 + x212^2 - 2 x212 x226 + x225^2 + x226^2 <= 155.082579335899 e2643: 132.297461553938 b121 + x211^2 - 2 x211 x227 + x212^2 - 2 x212 x228 + x227^2 + x228^2 <= 133.379055313947 e2644: 132.297461553938 b122 + x211^2 - 2 x211 x229 + x212^2 - 2 x212 x230 + x229^2 + x230^2 <= 133.379055313947 e2645: 132.297461553938 b123 + x211^2 - 2 x211 x231 + x212^2 - 2 x212 x232 + x231^2 + x232^2 <= 133.379055313947 e2646: 119.361045500978 b124 + x211^2 - 2 x211 x233 + x212^2 - 2 x212 x234 + x233^2 + x234^2 <= 121.347332654427 e2647: 119.361045500978 b125 + x211^2 - 2 x211 x235 + x212^2 - 2 x212 x236 + x235^2 + x236^2 <= 121.347332654427 e2648: 164.09780773445 b126 + x197^2 - 2 x197 x213 + x198^2 - 2 x198 x214 + x213^2 + x214^2 <= 164.128395645686 e2649: 164.09780773445 b127 + x199^2 - 2 x199 x213 + x200^2 - 2 x200 x214 + x213^2 + x214^2 <= 164.128395645686 e2650: 164.09780773445 b128 + x201^2 - 2 x201 x213 + x202^2 - 2 x202 x214 + x213^2 + x214^2 <= 164.128395645686 e2651: 164.09780773445 b129 + x203^2 - 2 x203 x213 + x204^2 - 2 x204 x214 + x213^2 + x214^2 <= 164.128395645686 e2652: 164.09780773445 b130 + x205^2 - 2 x205 x213 + x206^2 - 2 x206 x214 + x213^2 + x214^2 <= 164.128395645686 e2653: 164.09780773445 b131 + x207^2 - 2 x207 x213 + x208^2 - 2 x208 x214 + x213^2 + x214^2 <= 164.128395645686 e2654: 154.924953661458 b132 + x213^2 - 2 x213 x219 + x214^2 - 2 x214 x220 + x219^2 + x220^2 <= 155.082579335899 e2655: 154.924953661458 b133 + x213^2 - 2 x213 x221 + x214^2 - 2 x214 x222 + x221^2 + x222^2 <= 155.082579335899 e2656: 154.924953661458 b134 + x213^2 - 2 x213 x223 + x214^2 - 2 x214 x224 + x223^2 + x224^2 <= 155.082579335899 e2657: 154.924953661458 b135 + x213^2 - 2 x213 x225 + x214^2 - 2 x214 x226 + x225^2 + x226^2 <= 155.082579335899 e2658: 132.297461553938 b136 + x213^2 - 2 x213 x227 + x214^2 - 2 x214 x228 + x227^2 + x228^2 <= 133.379055313947 e2659: 132.297461553938 b137 + x213^2 - 2 x213 x229 + x214^2 - 2 x214 x230 + x229^2 + x230^2 <= 133.379055313947 e2660: 132.297461553938 b138 + x213^2 - 2 x213 x231 + x214^2 - 2 x214 x232 + x231^2 + x232^2 <= 133.379055313947 e2661: 119.361045500978 b139 + x213^2 - 2 x213 x233 + x214^2 - 2 x214 x234 + x233^2 + x234^2 <= 121.347332654427 e2662: 119.361045500978 b140 + x213^2 - 2 x213 x235 + x214^2 - 2 x214 x236 + x235^2 + x236^2 <= 121.347332654427 e2663: 164.09780773445 b141 + x197^2 - 2 x197 x215 + x198^2 - 2 x198 x216 + x215^2 + x216^2 <= 164.128395645686 e2664: 164.09780773445 b142 + x199^2 - 2 x199 x215 + x200^2 - 2 x200 x216 + x215^2 + x216^2 <= 164.128395645686 e2665: 164.09780773445 b143 + x201^2 - 2 x201 x215 + x202^2 - 2 x202 x216 + x215^2 + x216^2 <= 164.128395645686 e2666: 164.09780773445 b144 + x203^2 - 2 x203 x215 + x204^2 - 2 x204 x216 + x215^2 + x216^2 <= 164.128395645686 e2667: 164.09780773445 b145 + x205^2 - 2 x205 x215 + x206^2 - 2 x206 x216 + x215^2 + x216^2 <= 164.128395645686 e2668: 164.09780773445 b146 + x207^2 - 2 x207 x215 + x208^2 - 2 x208 x216 + x215^2 + x216^2 <= 164.128395645686 e2669: 154.924953661458 b147 + x215^2 - 2 x215 x219 + x216^2 - 2 x216 x220 + x219^2 + x220^2 <= 155.082579335899 e2670: 154.924953661458 b148 + x215^2 - 2 x215 x221 + x216^2 - 2 x216 x222 + x221^2 + x222^2 <= 155.082579335899 e2671: 154.924953661458 b149 + x215^2 - 2 x215 x223 + x216^2 - 2 x216 x224 + x223^2 + x224^2 <= 155.082579335899 e2672: 154.924953661458 b150 + x215^2 - 2 x215 x225 + x216^2 - 2 x216 x226 + x225^2 + x226^2 <= 155.082579335899 e2673: 132.297461553938 b151 + x215^2 - 2 x215 x227 + x216^2 - 2 x216 x228 + x227^2 + x228^2 <= 133.379055313947 e2674: 132.297461553938 b152 + x215^2 - 2 x215 x229 + x216^2 - 2 x216 x230 + x229^2 + x230^2 <= 133.379055313947 e2675: 132.297461553938 b153 + x215^2 - 2 x215 x231 + x216^2 - 2 x216 x232 + x231^2 + x232^2 <= 133.379055313947 e2676: 119.361045500978 b154 + x215^2 - 2 x215 x233 + x216^2 - 2 x216 x234 + x233^2 + x234^2 <= 121.347332654427 e2677: 119.361045500978 b155 + x215^2 - 2 x215 x235 + x216^2 - 2 x216 x236 + x235^2 + x236^2 <= 121.347332654427 e2678: 164.09780773445 b156 + x197^2 - 2 x197 x217 + x198^2 - 2 x198 x218 + x217^2 + x218^2 <= 164.128395645686 e2679: 164.09780773445 b157 + x199^2 - 2 x199 x217 + x200^2 - 2 x200 x218 + x217^2 + x218^2 <= 164.128395645686 e2680: 164.09780773445 b158 + x201^2 - 2 x201 x217 + x202^2 - 2 x202 x218 + x217^2 + x218^2 <= 164.128395645686 e2681: 164.09780773445 b159 + x203^2 - 2 x203 x217 + x204^2 - 2 x204 x218 + x217^2 + x218^2 <= 164.128395645686 e2682: 164.09780773445 b160 + x205^2 - 2 x205 x217 + x206^2 - 2 x206 x218 + x217^2 + x218^2 <= 164.128395645686 e2683: 164.09780773445 b161 + x207^2 - 2 x207 x217 + x208^2 - 2 x208 x218 + x217^2 + x218^2 <= 164.128395645686 e2684: 154.924953661458 b162 + x217^2 - 2 x217 x219 + x218^2 - 2 x218 x220 + x219^2 + x220^2 <= 155.082579335899 e2685: 154.924953661458 b163 + x217^2 - 2 x217 x221 + x218^2 - 2 x218 x222 + x221^2 + x222^2 <= 155.082579335899 e2686: 154.924953661458 b164 + x217^2 - 2 x217 x223 + x218^2 - 2 x218 x224 + x223^2 + x224^2 <= 155.082579335899 e2687: 154.924953661458 b165 + x217^2 - 2 x217 x225 + x218^2 - 2 x218 x226 + x225^2 + x226^2 <= 155.082579335899 e2688: 132.297461553938 b166 + x217^2 - 2 x217 x227 + x218^2 - 2 x218 x228 + x227^2 + x228^2 <= 133.379055313947 e2689: 132.297461553938 b167 + x217^2 - 2 x217 x229 + x218^2 - 2 x218 x230 + x229^2 + x230^2 <= 133.379055313947 e2690: 132.297461553938 b168 + x217^2 - 2 x217 x231 + x218^2 - 2 x218 x232 + x231^2 + x232^2 <= 133.379055313947 e2691: 119.361045500978 b169 + x217^2 - 2 x217 x233 + x218^2 - 2 x218 x234 + x233^2 + x234^2 <= 121.347332654427 e2692: 119.361045500978 b170 + x217^2 - 2 x217 x235 + x218^2 - 2 x218 x236 + x235^2 + x236^2 <= 121.347332654427 e2693: 116.1156939698 b171 + x219^2 - 2 x219 x227 + x220^2 - 2 x220 x228 + x227^2 + x228^2 <= 116.3927698742 e2694: 116.1156939698 b172 + x219^2 - 2 x219 x229 + x220^2 - 2 x220 x230 + x229^2 + x230^2 <= 116.3927698742 e2695: 116.1156939698 b173 + x219^2 - 2 x219 x231 + x220^2 - 2 x220 x232 + x231^2 + x232^2 <= 116.3927698742 e2696: 104.01723378 b174 + x219^2 - 2 x219 x233 + x220^2 - 2 x220 x234 + x233^2 + x234^2 <= 104.8195839276 e2697: 104.01723378 b175 + x219^2 - 2 x219 x235 + x220^2 - 2 x220 x236 + x235^2 + x236^2 <= 104.8195839276 e2698: 116.1156939698 b176 + x221^2 - 2 x221 x227 + x222^2 - 2 x222 x228 + x227^2 + x228^2 <= 116.3927698742 e2699: 116.1156939698 b177 + x221^2 - 2 x221 x229 + x222^2 - 2 x222 x230 + x229^2 + x230^2 <= 116.3927698742 e2700: 116.1156939698 b178 + x221^2 - 2 x221 x231 + x222^2 - 2 x222 x232 + x231^2 + x232^2 <= 116.3927698742 e2701: 104.01723378 b179 + x221^2 - 2 x221 x233 + x222^2 - 2 x222 x234 + x233^2 + x234^2 <= 104.8195839276 e2702: 104.01723378 b180 + x221^2 - 2 x221 x235 + x222^2 - 2 x222 x236 + x235^2 + x236^2 <= 104.8195839276 e2703: 116.1156939698 b181 + x223^2 - 2 x223 x227 + x224^2 - 2 x224 x228 + x227^2 + x228^2 <= 116.3927698742 e2704: 116.1156939698 b182 + x223^2 - 2 x223 x229 + x224^2 - 2 x224 x230 + x229^2 + x230^2 <= 116.3927698742 e2705: 116.1156939698 b183 + x223^2 - 2 x223 x231 + x224^2 - 2 x224 x232 + x231^2 + x232^2 <= 116.3927698742 e2706: 104.01723378 b184 + x223^2 - 2 x223 x233 + x224^2 - 2 x224 x234 + x233^2 + x234^2 <= 104.8195839276 e2707: 104.01723378 b185 + x223^2 - 2 x223 x235 + x224^2 - 2 x224 x236 + x235^2 + x236^2 <= 104.8195839276 e2708: 116.1156939698 b186 + x225^2 - 2 x225 x227 + x226^2 - 2 x226 x228 + x227^2 + x228^2 <= 116.3927698742 e2709: 116.1156939698 b187 + x225^2 - 2 x225 x229 + x226^2 - 2 x226 x230 + x229^2 + x230^2 <= 116.3927698742 e2710: 116.1156939698 b188 + x225^2 - 2 x225 x231 + x226^2 - 2 x226 x232 + x231^2 + x232^2 <= 116.3927698742 e2711: 104.01723378 b189 + x225^2 - 2 x225 x233 + x226^2 - 2 x226 x234 + x233^2 + x234^2 <= 104.8195839276 e2712: 104.01723378 b190 + x225^2 - 2 x225 x235 + x226^2 - 2 x226 x236 + x235^2 + x236^2 <= 104.8195839276 e2713: 85.6376636642 b191 + x227^2 - 2 x227 x233 + x228^2 - 2 x228 x234 + x233^2 + x234^2 <= 85.6894881867 e2714: 85.6376636642 b192 + x227^2 - 2 x227 x235 + x228^2 - 2 x228 x236 + x235^2 + x236^2 <= 85.6894881867 e2715: 85.6376636642 b193 + x229^2 - 2 x229 x233 + x230^2 - 2 x230 x234 + x233^2 + x234^2 <= 85.6894881867 e2716: 85.6376636642 b194 + x229^2 - 2 x229 x235 + x230^2 - 2 x230 x236 + x235^2 + x236^2 <= 85.6894881867 e2717: 85.6376636642 b195 + x231^2 - 2 x231 x233 + x232^2 - 2 x232 x234 + x233^2 + x234^2 <= 85.6894881867 e2718: 85.6376636642 b196 + x231^2 - 2 x231 x235 + x232^2 - 2 x232 x236 + x235^2 + x236^2 <= 85.6894881867 e2719: b2 + b3 + b42 + b43 + b44 + b45 + b46 + b47 + b48 + b49 + b50 <= 1 e2720: b4 + b5 + b51 + b52 + b53 + b54 + b55 + b56 + b57 + b58 + b59 <= 1 e2721: b6 + b7 + b60 + b61 + b62 + b63 + b64 + b65 + b66 + b67 + b68 <= 1 e2722: b8 + b9 + b69 + b70 + b71 + b72 + b73 + b74 + b75 + b76 + b77 <= 1 e2723: b10 + b11 + b78 + b79 + b80 + b81 + b82 + b83 + b84 + b85 + b86 <= 1 e2724: b12 + b13 + b87 + b88 + b89 + b90 + b91 + b92 + b93 + b94 + b95 <= 1 e2725: b14 + b15 + b96 + b97 + b98 + b99 + b100 + b101 + b102 + b103 + b104 + b105 + b106 + b107 + b108 + b109 + b110 <= 1 e2726: b16 + b17 + b111 + b112 + b113 + b114 + b115 + b116 + b117 + b118 + b119 + b120 + b121 + b122 + b123 + b124 + b125 <= 1 e2727: b18 + b19 + b126 + b127 + b128 + b129 + b130 + b131 + b132 + b133 + b134 + b135 + b136 + b137 + b138 + b139 + b140 <= 1 e2728: b20 + b21 + b141 + b142 + b143 + b144 + b145 + b146 + b147 + b148 + b149 + b150 + b151 + b152 + b153 + b154 + b155 <= 1 e2729: b22 + b23 + b156 + b157 + b158 + b159 + b160 + b161 + b162 + b163 + b164 + b165 + b166 + b167 + b168 + b169 + b170 <= 1 e2730: b24 + b25 + b171 + b172 + b173 + b174 + b175 <= 1 e2731: b26 + b27 + b176 + b177 + b178 + b179 + b180 <= 1 e2732: b28 + b29 + b181 + b182 + b183 + b184 + b185 <= 1 e2733: b30 + b31 + b186 + b187 + b188 + b189 + b190 <= 1 e2734: b32 + b33 + b191 + b192 <= 1 e2735: b34 + b35 + b193 + b194 <= 1 e2736: b36 + b37 + b195 + b196 <= 1 e2737: b38 + b39 <= 1 e2738: b40 + b41 <= 1 e2739: - b24 - b25 + b42 <= 0 e2740: - b26 - b27 + b43 <= 0 e2741: - b28 - b29 + b44 <= 0 e2742: - b30 - b31 + b45 <= 0 e2743: - b32 - b33 + b46 <= 0 e2744: - b34 - b35 + b47 <= 0 e2745: - b36 - b37 + b48 <= 0 e2746: - b38 - b39 + b49 <= 0 e2747: - b40 - b41 + b50 <= 0 e2748: - b24 - b25 + b51 <= 0 e2749: - b26 - b27 + b52 <= 0 e2750: - b28 - b29 + b53 <= 0 e2751: - b30 - b31 + b54 <= 0 e2752: - b32 - b33 + b55 <= 0 e2753: - b34 - b35 + b56 <= 0 e2754: - b36 - b37 + b57 <= 0 e2755: - b38 - b39 + b58 <= 0 e2756: - b40 - b41 + b59 <= 0 e2757: - b24 - b25 + b60 <= 0 e2758: - b26 - b27 + b61 <= 0 e2759: - b28 - b29 + b62 <= 0 e2760: - b30 - b31 + b63 <= 0 e2761: - b32 - b33 + b64 <= 0 e2762: - b34 - b35 + b65 <= 0 e2763: - b36 - b37 + b66 <= 0 e2764: - b38 - b39 + b67 <= 0 e2765: - b40 - b41 + b68 <= 0 e2766: - b24 - b25 + b69 <= 0 e2767: - b26 - b27 + b70 <= 0 e2768: - b28 - b29 + b71 <= 0 e2769: - b30 - b31 + b72 <= 0 e2770: - b32 - b33 + b73 <= 0 e2771: - b34 - b35 + b74 <= 0 e2772: - b36 - b37 + b75 <= 0 e2773: - b38 - b39 + b76 <= 0 e2774: - b40 - b41 + b77 <= 0 e2775: - b24 - b25 + b78 <= 0 e2776: - b26 - b27 + b79 <= 0 e2777: - b28 - b29 + b80 <= 0 e2778: - b30 - b31 + b81 <= 0 e2779: - b32 - b33 + b82 <= 0 e2780: - b34 - b35 + b83 <= 0 e2781: - b36 - b37 + b84 <= 0 e2782: - b38 - b39 + b85 <= 0 e2783: - b40 - b41 + b86 <= 0 e2784: - b24 - b25 + b87 <= 0 e2785: - b26 - b27 + b88 <= 0 e2786: - b28 - b29 + b89 <= 0 e2787: - b30 - b31 + b90 <= 0 e2788: - b32 - b33 + b91 <= 0 e2789: - b34 - b35 + b92 <= 0 e2790: - b36 - b37 + b93 <= 0 e2791: - b38 - b39 + b94 <= 0 e2792: - b40 - b41 + b95 <= 0 e2793: - b2 - b3 + b96 <= 0 e2794: - b4 - b5 + b97 <= 0 e2795: - b6 - b7 + b98 <= 0 e2796: - b8 - b9 + b99 <= 0 e2797: - b10 - b11 + b100 <= 0 e2798: - b12 - b13 + b101 <= 0 e2799: - b24 - b25 + b102 <= 0 e2800: - b26 - b27 + b103 <= 0 e2801: - b28 - b29 + b104 <= 0 e2802: - b30 - b31 + b105 <= 0 e2803: - b32 - b33 + b106 <= 0 e2804: - b34 - b35 + b107 <= 0 e2805: - b36 - b37 + b108 <= 0 e2806: - b38 - b39 + b109 <= 0 e2807: - b40 - b41 + b110 <= 0 e2808: - b2 - b3 + b111 <= 0 e2809: - b4 - b5 + b112 <= 0 e2810: - b6 - b7 + b113 <= 0 e2811: - b8 - b9 + b114 <= 0 e2812: - b10 - b11 + b115 <= 0 e2813: - b12 - b13 + b116 <= 0 e2814: - b24 - b25 + b117 <= 0 e2815: - b26 - b27 + b118 <= 0 e2816: - b28 - b29 + b119 <= 0 e2817: - b30 - b31 + b120 <= 0 e2818: - b32 - b33 + b121 <= 0 e2819: - b34 - b35 + b122 <= 0 e2820: - b36 - b37 + b123 <= 0 e2821: - b38 - b39 + b124 <= 0 e2822: - b40 - b41 + b125 <= 0 e2823: - b2 - b3 + b126 <= 0 e2824: - b4 - b5 + b127 <= 0 e2825: - b6 - b7 + b128 <= 0 e2826: - b8 - b9 + b129 <= 0 e2827: - b10 - b11 + b130 <= 0 e2828: - b12 - b13 + b131 <= 0 e2829: - b24 - b25 + b132 <= 0 e2830: - b26 - b27 + b133 <= 0 e2831: - b28 - b29 + b134 <= 0 e2832: - b30 - b31 + b135 <= 0 e2833: - b32 - b33 + b136 <= 0 e2834: - b34 - b35 + b137 <= 0 e2835: - b36 - b37 + b138 <= 0 e2836: - b38 - b39 + b139 <= 0 e2837: - b40 - b41 + b140 <= 0 e2838: - b2 - b3 + b141 <= 0 e2839: - b4 - b5 + b142 <= 0 e2840: - b6 - b7 + b143 <= 0 e2841: - b8 - b9 + b144 <= 0 e2842: - b10 - b11 + b145 <= 0 e2843: - b12 - b13 + b146 <= 0 e2844: - b24 - b25 + b147 <= 0 e2845: - b26 - b27 + b148 <= 0 e2846: - b28 - b29 + b149 <= 0 e2847: - b30 - b31 + b150 <= 0 e2848: - b32 - b33 + b151 <= 0 e2849: - b34 - b35 + b152 <= 0 e2850: - b36 - b37 + b153 <= 0 e2851: - b38 - b39 + b154 <= 0 e2852: - b40 - b41 + b155 <= 0 e2853: - b2 - b3 + b156 <= 0 e2854: - b4 - b5 + b157 <= 0 e2855: - b6 - b7 + b158 <= 0 e2856: - b8 - b9 + b159 <= 0 e2857: - b10 - b11 + b160 <= 0 e2858: - b12 - b13 + b161 <= 0 e2859: - b24 - b25 + b162 <= 0 e2860: - b26 - b27 + b163 <= 0 e2861: - b28 - b29 + b164 <= 0 e2862: - b30 - b31 + b165 <= 0 e2863: - b32 - b33 + b166 <= 0 e2864: - b34 - b35 + b167 <= 0 e2865: - b36 - b37 + b168 <= 0 e2866: - b38 - b39 + b169 <= 0 e2867: - b40 - b41 + b170 <= 0 e2868: - b32 - b33 + b171 <= 0 e2869: - b34 - b35 + b172 <= 0 e2870: - b36 - b37 + b173 <= 0 e2871: - b38 - b39 + b174 <= 0 e2872: - b40 - b41 + b175 <= 0 e2873: - b32 - b33 + b176 <= 0 e2874: - b34 - b35 + b177 <= 0 e2875: - b36 - b37 + b178 <= 0 e2876: - b38 - b39 + b179 <= 0 e2877: - b40 - b41 + b180 <= 0 e2878: - b32 - b33 + b181 <= 0 e2879: - b34 - b35 + b182 <= 0 e2880: - b36 - b37 + b183 <= 0 e2881: - b38 - b39 + b184 <= 0 e2882: - b40 - b41 + b185 <= 0 e2883: - b32 - b33 + b186 <= 0 e2884: - b34 - b35 + b187 <= 0 e2885: - b36 - b37 + b188 <= 0 e2886: - b38 - b39 + b189 <= 0 e2887: - b40 - b41 + b190 <= 0 e2888: - b38 - b39 + b191 <= 0 e2889: - b40 - b41 + b192 <= 0 e2890: - b38 - b39 + b193 <= 0 e2891: - b40 - b41 + b194 <= 0 e2892: - b38 - b39 + b195 <= 0 e2893: - b40 - b41 + b196 <= 0 e2894: x197 - x199 <= 0 e2895: x197 - x201 <= 0 e2896: x197 - x203 <= 0 e2897: x197 - x205 <= 0 e2898: x197 - x207 <= 0 e2899: x199 - x201 <= 0 e2900: x199 - x203 <= 0 e2901: x199 - x205 <= 0 e2902: x199 - x207 <= 0 e2903: x201 - x203 <= 0 e2904: x201 - x205 <= 0 e2905: x201 - x207 <= 0 e2906: x203 - x205 <= 0 e2907: x203 - x207 <= 0 e2908: x205 - x207 <= 0 e2909: x209 - x211 <= 0 e2910: x209 - x213 <= 0 e2911: x209 - x215 <= 0 e2912: x209 - x217 <= 0 e2913: x211 - x213 <= 0 e2914: x211 - x215 <= 0 e2915: x211 - x217 <= 0 e2916: x213 - x215 <= 0 e2917: x213 - x217 <= 0 e2918: x215 - x217 <= 0 e2919: x219 - x221 <= 0 e2920: x219 - x223 <= 0 e2921: x219 - x225 <= 0 e2922: x221 - x223 <= 0 e2923: x221 - x225 <= 0 e2924: x223 - x225 <= 0 e2925: x227 - x229 <= 0 e2926: x227 - x231 <= 0 e2927: x229 - x231 <= 0 e2928: x233 - x235 <= 0 Bounds .599362 <= x197 <= 9.400638 .599362 <= x198 <= 9.400638 .599362 <= x199 <= 9.400638 .599362 <= x200 <= 9.400638 .599362 <= x201 <= 9.400638 .599362 <= x202 <= 9.400638 .599362 <= x203 <= 9.400638 .599362 <= x204 <= 9.400638 .599362 <= x205 <= 9.400638 .599362 <= x206 <= 9.400638 .599362 <= x207 <= 9.400638 .599362 <= x208 <= 9.400638 .342553 <= x209 <= 9.657447 .342553 <= x210 <= 9.657447 .342553 <= x211 <= 9.657447 .342553 <= x212 <= 9.657447 .342553 <= x213 <= 9.657447 .342553 <= x214 <= 9.657447 .342553 <= x215 <= 9.657447 .342553 <= x216 <= 9.657447 .342553 <= x217 <= 9.657447 .342553 <= x218 <= 9.657447 .85617 <= x219 <= 9.14383 .85617 <= x220 <= 9.14383 .85617 <= x221 <= 9.14383 .85617 <= x222 <= 9.14383 .85617 <= x223 <= 9.14383 .85617 <= x224 <= 9.14383 .85617 <= x225 <= 9.14383 .85617 <= x226 <= 9.14383 1.52426 <= x227 <= 8.47574 1.52426 <= x228 <= 8.47574 1.52426 <= x229 <= 8.47574 1.52426 <= x230 <= 8.47574 1.52426 <= x231 <= 8.47574 1.52426 <= x232 <= 8.47574 1.93213 <= x233 <= 8.06787 1.93213 <= x234 <= 8.06787 1.93213 <= x235 <= 8.06787 1.93213 <= x236 <= 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 End