\ Equation counts \ Total E G L N X C B \ 943 159 144 640 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 361 260 101 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 3912 2408 1504 0 \ Maximize obj: - .43 x2 - .43 x3 - .43 x4 - .43 x5 - .9 x6 - .9 x7 - .9 x8 - .9 x9 - .44 x10 - .44 x11 - .44 x12 - .44 x13 - 1.5 x14 - 1.5 x15 - 1.5 x16 - 1.5 x17 - 1.12 x18 - 1.12 x19 - 1.12 x20 - 1.12 x21 - 1.2 x22 - 1.2 x23 - 1.2 x24 - 1.2 x25 - 1.32 x26 - 1.32 x27 - 1.32 x28 - 1.32 x29 - .93 x30 - .93 x31 - .93 x32 - .93 x33 - .49 x34 - .49 x35 - .49 x36 - .49 x37 - .24 x38 - .24 x39 - .24 x40 - .24 x41 + 1.44 x42 + 1.44 x43 + 1.44 x44 + 3.68 x45 + 3.68 x46 + 3.68 x47 - .49 x48 - .49 x49 - .49 x50 - .49 x51 - .68 x52 - .68 x53 - .68 x54 - .68 x55 - .37 x56 - .37 x57 - .37 x58 - .37 x59 + 2.36 x60 + 2.36 x61 + 2.36 x62 + 3.29 x63 + 3.29 x64 + 3.29 x65 - .1 x66 - .1 x67 - .1 x68 - .1 x69 - .34 x70 - .34 x71 - .34 x72 - .34 x73 - .14 x74 - .14 x75 - .14 x76 - .14 x77 + 2.29 x78 + 2.29 x79 + 2.29 x80 + 3.71 x81 + 3.71 x82 + 3.71 x83 - .72 x84 - .72 x85 - .72 x86 - .72 x87 - .89 x88 - .89 x89 - .89 x90 - .89 x91 - .7 x92 - .7 x93 - .7 x94 - .7 x95 + 2.37 x96 + 2.37 x97 + 2.37 x98 + 2.37 x99 + 3.7 x100 + 3.7 x101 + 3.7 x102 + 0 x103 + 0 x104 + 0 x105 + 0 x106 + 0 x107 + 0 x108 + 0 x109 + 0 x110 + 0 x111 + 0 x112 + 0 x113 + 0 x114 + 0 x115 + 0 x116 + 0 x117 + 0 x118 + 0 x119 + 0 x120 + 0 x121 + 0 x122 + 0 x123 + 0 x124 + 0 x125 + 0 x126 + 0 x127 + 0 x128 + 0 x129 + 0 x130 + 0 x131 + 0 x132 + 0 x133 + 0 x134 - .92 b135 - .92 b136 - .92 b137 - .92 b138 - .18 b139 - .18 b140 - .18 b141 - .18 b142 - .98 b143 - .98 b144 - .98 b145 - .98 b146 - .26 b147 - .26 b148 - .26 b149 - .26 b150 - .71 b151 - .71 b152 - .71 b153 - .71 b154 - .12 b155 - .12 b156 - .12 b157 - .12 b158 - .32 b159 - .32 b160 - .32 b161 - .32 b162 - 3e-2 b163 - 3e-2 b164 - 3e-2 b165 - 3e-2 b166 - .73 b167 - .73 b168 - .73 b169 - .73 b170 - .58 b171 - .58 b172 - .58 b173 - .58 b174 - .46 b175 - .46 b176 - .46 b177 - .55 b178 - .55 b179 - .55 b180 - .23 b181 - .23 b182 - .23 b183 - .23 b184 - .62 b185 - .62 b186 - .62 b187 - .62 b188 - .4 b189 - .4 b190 - .4 b191 - .4 b192 - .99 b193 - .99 b194 - .99 b195 - .89 b196 - .89 b197 - .89 b198 - .8 b199 - .8 b200 - .8 b201 - .8 b202 - .26 b203 - .26 b204 - .26 b205 - .26 b206 - .68 b207 - .68 b208 - .68 b209 - .68 b210 - .72 b211 - .72 b212 - .72 b213 - .65 b214 - .65 b215 - .65 b216 - .78 b217 - .78 b218 - .78 b219 - .78 b220 - .9 b221 - .9 b222 - .9 b223 - .9 b224 - .33 b225 - .33 b226 - .33 b227 - .33 b228 - .2 b229 - .2 b230 - .2 b231 - .2 b232 - .74 b233 - .74 b234 - .74 b235 + 0 x236 + 0 x237 + 0 x238 + 0 x239 + 0 x240 + 0 x241 + 0 x242 + 0 x243 + 0 x244 + 0 x245 + 0 x246 + 0 x247 + 0 x248 + 0 x249 + 0 x250 + 0 x251 + 0 x252 + 0 x253 + 0 x254 + 0 x255 + 0 x256 + 0 x257 + 0 x258 + 0 x259 + 0 x260 + 0 x261 + 0 x262 + 0 x263 + 0 x264 + 0 x265 + 0 x266 + 0 x267 + 0 x268 + 0 x269 + 0 x270 + 0 x271 + 0 x272 + 0 x273 + 0 x274 + 0 x275 + 0 x276 + 0 x277 + 0 x278 + 0 x279 + 0 x280 + 0 x281 + 0 x282 + 0 x283 + 0 x284 + 0 x285 + 0 x286 + 0 x287 + 0 x288 + 0 x289 + 0 x290 + 0 x291 + 0 x292 + 0 x293 + 0 x294 + 0 x295 + 0 x296 + 0 x297 + 0 x298 + 0 x299 + 0 x300 + 0 x301 + 0 x302 + 0 x303 + 0 x304 + 0 x305 + 0 x306 + 0 x307 + 0 x308 + 0 x309 + 0 x310 + 0 x311 + 0 x312 + 0 x313 + 0 x314 + 0 x315 + 0 x316 + 0 x317 + 0 x318 + 0 x319 + 0 x320 + 0 x321 + 0 x322 + 0 x323 + 0 x324 + 0 x325 + 0 x326 + 0 x327 + 0 x328 + 0 x329 + 0 x330 + 0 x331 + 0 x332 + 0 x333 + 0 x334 + 0 x335 + 0 x336 + 0 x337 + 0 x338 + 0 x339 + 0 x340 + 0 x341 + 0 x342 + 0 x343 + 0 x344 + 0 x345 + 0 x346 + 0 x347 + 0 x348 + 0 x349 + 0 x350 + 0 x351 + 0 x352 + 0 x353 + 0 x354 + 0 x355 + 0 x356 + 0 x357 + 0 x358 + 0 x359 + 0 x360 + 0 x361 + 0 x362 Subject To e2: x2 + x6 + x10 + x236 = 1.2 e3: x14 + x18 + x22 + x26 + x237 = .7 e4: - x14 + x30 + x34 + x38 - x48 - x66 - x84 + x238 = 1 e5: - x2 - x18 - x30 + x48 + x52 + x56 - x70 - x88 + x239 = .8 e6: - x6 - x22 - x34 - x52 + x66 + x70 + x74 - x92 + x240 = .2 e7: - x10 - x26 - x38 - x56 - x74 + x84 + x88 + x92 + x96 + x241 = .5 e8: - x96 + x242 = -.1 e9: x3 + x7 + x11 - x236 + x243 = .2 e10: x4 + x8 + x12 - x243 + x244 = .7 e11: x5 + x9 + x13 - x244 + x245 = .5 e12: x15 + x19 + x23 + x27 - x237 + x246 = .6 e13: x16 + x20 + x24 + x28 - x246 + x247 = .6 e14: x17 + x21 + x25 + x29 - x247 + x248 = .5 e15: - x15 + x31 + x35 + x39 + x42 + x45 - x49 - x67 - x85 - x238 + x249 = 0 e16: - x16 + x32 + x36 + x40 + x43 + x46 - x50 - x68 - x86 - x249 + x250 = 0 e17: - x17 + x33 + x37 + x41 + x44 + x47 - x51 - x69 - x87 - x250 + x251 = 0 e18: - x3 - x19 - x31 + x49 + x53 + x57 + x60 + x63 - x71 - x89 - x239 + x252 = 0 e19: - x4 - x20 - x32 + x50 + x54 + x58 + x61 + x64 - x72 - x90 - x252 + x253 = 0 e20: - x5 - x21 - x33 + x51 + x55 + x59 + x62 + x65 - x73 - x91 - x253 + x254 = 0 e21: - x7 - x23 - x35 - x53 + x67 + x71 + x75 + x78 + x81 - x93 - x240 + x255 = 0 e22: - x8 - x24 - x36 - x54 + x68 + x72 + x76 + x79 + x82 - x94 - x255 + x256 = 0 e23: - x9 - x25 - x37 - x55 + x69 + x73 + x77 + x80 + x83 - x95 - x256 + x257 = 0 e24: - x11 - x27 - x39 - x57 - x75 + x85 + x89 + x93 + x97 + x100 - x241 + x258 = 0 e25: - x12 - x28 - x40 - x58 - x76 + x86 + x90 + x94 + x98 + x101 - x258 + x259 = 0 e26: - x13 - x29 - x41 - x59 - x77 + x87 + x91 + x95 + x99 + x102 - x259 + x260 = 0 e27: - x42 - x60 - x78 - x97 - x242 + x261 = -.19 e28: - x43 - x61 - x79 - x98 - x261 + x262 = -.18 e29: - x44 - x62 - x80 - x99 - x262 + x263 = -.63 e30: - x45 - x63 - x81 - x100 + x264 = -.63 e31: - x46 - x64 - x82 - x101 - x264 + x265 = -.37 e32: - x47 - x65 - x83 - x102 - x265 + x266 = -.78 e33: x2 - b135 <= 0 e34: x3 - b136 <= 0 e35: x4 - b137 <= 0 e36: x5 - b138 <= 0 e37: x6 - b139 <= 0 e38: x7 - b140 <= 0 e39: x8 - b141 <= 0 e40: x9 - b142 <= 0 e41: x10 - b143 <= 0 e42: x11 - b144 <= 0 e43: x12 - b145 <= 0 e44: x13 - b146 <= 0 e45: x14 - b147 <= 0 e46: x15 - b148 <= 0 e47: x16 - b149 <= 0 e48: x17 - b150 <= 0 e49: x18 - b151 <= 0 e50: x19 - b152 <= 0 e51: x20 - b153 <= 0 e52: x21 - b154 <= 0 e53: x22 - b155 <= 0 e54: x23 - b156 <= 0 e55: x24 - b157 <= 0 e56: x25 - b158 <= 0 e57: x26 - b159 <= 0 e58: x27 - b160 <= 0 e59: x28 - b161 <= 0 e60: x29 - b162 <= 0 e61: x30 - b163 <= 0 e62: x31 - b164 <= 0 e63: x32 - b165 <= 0 e64: x33 - b166 <= 0 e65: x34 - b167 <= 0 e66: x35 - b168 <= 0 e67: x36 - b169 <= 0 e68: x37 - b170 <= 0 e69: x38 - b171 <= 0 e70: x39 - b172 <= 0 e71: x40 - b173 <= 0 e72: x41 - b174 <= 0 e73: x42 - b175 <= 0 e74: x43 - b176 <= 0 e75: x44 - b177 <= 0 e76: x45 - b178 <= 0 e77: x46 - b179 <= 0 e78: x47 - b180 <= 0 e79: x48 - b181 <= 0 e80: x49 - b182 <= 0 e81: x50 - b183 <= 0 e82: x51 - b184 <= 0 e83: x52 - b185 <= 0 e84: x53 - b186 <= 0 e85: x54 - b187 <= 0 e86: x55 - b188 <= 0 e87: x56 - b189 <= 0 e88: x57 - b190 <= 0 e89: x58 - b191 <= 0 e90: x59 - b192 <= 0 e91: x60 - b193 <= 0 e92: x61 - b194 <= 0 e93: x62 - b195 <= 0 e94: x63 - b196 <= 0 e95: x64 - b197 <= 0 e96: x65 - b198 <= 0 e97: x66 - b199 <= 0 e98: x67 - b200 <= 0 e99: x68 - b201 <= 0 e100: x69 - b202 <= 0 e101: x70 - b203 <= 0 e102: x71 - b204 <= 0 e103: x72 - b205 <= 0 e104: x73 - b206 <= 0 e105: x74 - b207 <= 0 e106: x75 - b208 <= 0 e107: x76 - b209 <= 0 e108: x77 - b210 <= 0 e109: x78 - b211 <= 0 e110: x79 - b212 <= 0 e111: x80 - b213 <= 0 e112: x81 - b214 <= 0 e113: x82 - b215 <= 0 e114: x83 - b216 <= 0 e115: x84 - b217 <= 0 e116: x85 - b218 <= 0 e117: x86 - b219 <= 0 e118: x87 - b220 <= 0 e119: x88 - b221 <= 0 e120: x89 - b222 <= 0 e121: x90 - b223 <= 0 e122: x91 - b224 <= 0 e123: x92 - b225 <= 0 e124: x93 - b226 <= 0 e125: x94 - b227 <= 0 e126: x95 - b228 <= 0 e127: x96 - b229 <= 0 e128: x97 - b230 <= 0 e129: x98 - b231 <= 0 e130: x99 - b232 <= 0 e131: x100 - b233 <= 0 e132: x101 - b234 <= 0 e133: x102 - b235 <= 0 e134: .6 b175 - x267 <= -.1 e135: .6 b176 - x268 <= -.1 e136: .6 b177 - x269 <= -.1 e137: .4 b178 - x267 <= -.1 e138: .4 b179 - x268 <= -.1 e139: .4 b180 - x269 <= -.1 e140: .6 b193 - x270 <= -.1 e141: .6 b194 - x271 <= -.1 e142: .6 b195 - x272 <= -.1 e143: .4 b196 - x270 <= -.1 e144: .4 b197 - x271 <= -.1 e145: .4 b198 - x272 <= -.1 e146: .6 b211 - x273 <= -.1 e147: .6 b212 - x274 <= -.1 e148: .6 b213 - x275 <= -.1 e149: .4 b214 - x273 <= -.1 e150: .4 b215 - x274 <= -.1 e151: .4 b216 - x275 <= -.1 e152: .6 b230 - x276 <= -.1 e153: .6 b231 - x277 <= -.1 e154: .6 b232 - x278 <= -.1 e155: .4 b233 - x276 <= -.1 e156: .4 b234 - x277 <= -.1 e157: .4 b235 - x278 <= -.1 e158: .2 b175 - x279 <= -.1 e159: .2 b176 - x280 <= -.1 e160: .2 b177 - x281 <= -.1 e161: .2 b178 - x279 <= -.1 e162: .2 b179 - x280 <= -.1 e163: .2 b180 - x281 <= -.1 e164: .2 b193 - x282 <= -.1 e165: .2 b194 - x283 <= -.1 e166: .2 b195 - x284 <= -.1 e167: .2 b196 - x282 <= -.1 e168: .2 b197 - x283 <= -.1 e169: .2 b198 - x284 <= -.1 e170: .2 b211 - x285 <= -.1 e171: .2 b212 - x286 <= -.1 e172: .2 b213 - x287 <= -.1 e173: .2 b214 - x285 <= -.1 e174: .2 b215 - x286 <= -.1 e175: .2 b216 - x287 <= -.1 e176: .2 b230 - x288 <= -.1 e177: .2 b231 - x289 <= -.1 e178: .2 b232 - x290 <= -.1 e179: .2 b233 - x288 <= -.1 e180: .2 b234 - x289 <= -.1 e181: .2 b235 - x290 <= -.1 e182: .6 b175 - x291 <= 0 e183: .6 b176 - x292 <= 0 e184: .6 b177 - x293 <= 0 e185: .4 b178 - x291 <= 0 e186: .4 b179 - x292 <= 0 e187: .4 b180 - x293 <= 0 e188: .6 b193 - x294 <= 0 e189: .6 b194 - x295 <= 0 e190: .6 b195 - x296 <= 0 e191: .4 b196 - x294 <= 0 e192: .4 b197 - x295 <= 0 e193: .4 b198 - x296 <= 0 e194: .6 b211 - x297 <= 0 e195: .6 b212 - x298 <= 0 e196: .6 b213 - x299 <= 0 e197: .4 b214 - x297 <= 0 e198: .4 b215 - x298 <= 0 e199: .4 b216 - x299 <= 0 e200: .6 b230 - x300 <= 0 e201: .6 b231 - x301 <= 0 e202: .6 b232 - x302 <= 0 e203: .4 b233 - x300 <= 0 e204: .4 b234 - x301 <= 0 e205: .4 b235 - x302 <= 0 e206: .2 b175 - x303 <= 0 e207: .2 b176 - x304 <= 0 e208: .2 b177 - x305 <= 0 e209: .2 b178 - x303 <= 0 e210: .2 b179 - x304 <= 0 e211: .2 b180 - x305 <= 0 e212: .2 b193 - x306 <= 0 e213: .2 b194 - x307 <= 0 e214: .2 b195 - x308 <= 0 e215: .2 b196 - x306 <= 0 e216: .2 b197 - x307 <= 0 e217: .2 b198 - x308 <= 0 e218: .2 b211 - x309 <= 0 e219: .2 b212 - x310 <= 0 e220: .2 b213 - x311 <= 0 e221: .2 b214 - x309 <= 0 e222: .2 b215 - x310 <= 0 e223: .2 b216 - x311 <= 0 e224: .2 b230 - x312 <= 0 e225: .2 b231 - x313 <= 0 e226: .2 b232 - x314 <= 0 e227: .2 b233 - x312 <= 0 e228: .2 b234 - x313 <= 0 e229: .2 b235 - x314 <= 0 e230: .6 b175 - x315 <= -.2 e231: .6 b176 - x316 <= -.2 e232: .6 b177 - x317 <= -.2 e233: .4 b178 - x315 <= -.2 e234: .4 b179 - x316 <= -.2 e235: .4 b180 - x317 <= -.2 e236: .6 b193 - x318 <= -.2 e237: .6 b194 - x319 <= -.2 e238: .6 b195 - x320 <= -.2 e239: .4 b196 - x318 <= -.2 e240: .4 b197 - x319 <= -.2 e241: .4 b198 - x320 <= -.2 e242: .6 b211 - x321 <= -.2 e243: .6 b212 - x322 <= -.2 e244: .6 b213 - x323 <= -.2 e245: .4 b214 - x321 <= -.2 e246: .4 b215 - x322 <= -.2 e247: .4 b216 - x323 <= -.2 e248: .6 b230 - x324 <= -.2 e249: .6 b231 - x325 <= -.2 e250: .6 b232 - x326 <= -.2 e251: .4 b233 - x324 <= -.2 e252: .4 b234 - x325 <= -.2 e253: .4 b235 - x326 <= -.2 e254: .2 b175 - x327 <= -.2 e255: .2 b176 - x328 <= -.2 e256: .2 b177 - x329 <= -.2 e257: .2 b178 - x327 <= -.2 e258: .2 b179 - x328 <= -.2 e259: .2 b180 - x329 <= -.2 e260: .2 b193 - x330 <= -.2 e261: .2 b194 - x331 <= -.2 e262: .2 b195 - x332 <= -.2 e263: .2 b196 - x330 <= -.2 e264: .2 b197 - x331 <= -.2 e265: .2 b198 - x332 <= -.2 e266: .2 b211 - x333 <= -.2 e267: .2 b212 - x334 <= -.2 e268: .2 b213 - x335 <= -.2 e269: .2 b214 - x333 <= -.2 e270: .2 b215 - x334 <= -.2 e271: .2 b216 - x335 <= -.2 e272: .2 b230 - x336 <= -.2 e273: .2 b231 - x337 <= -.2 e274: .2 b232 - x338 <= -.2 e275: .2 b233 - x336 <= -.2 e276: .2 b234 - x337 <= -.2 e277: .2 b235 - x338 <= -.2 e278: .6 b175 - x339 <= 0 e279: .6 b176 - x340 <= 0 e280: .6 b177 - x341 <= 0 e281: .4 b178 - x339 <= 0 e282: .4 b179 - x340 <= 0 e283: .4 b180 - x341 <= 0 e284: .6 b193 - x342 <= 0 e285: .6 b194 - x343 <= 0 e286: .6 b195 - x344 <= 0 e287: .4 b196 - x342 <= 0 e288: .4 b197 - x343 <= 0 e289: .4 b198 - x344 <= 0 e290: .6 b211 - x345 <= 0 e291: .6 b212 - x346 <= 0 e292: .6 b213 - x347 <= 0 e293: .4 b214 - x345 <= 0 e294: .4 b215 - x346 <= 0 e295: .4 b216 - x347 <= 0 e296: .6 b230 - x348 <= 0 e297: .6 b231 - x349 <= 0 e298: .6 b232 - x350 <= 0 e299: .4 b233 - x348 <= 0 e300: .4 b234 - x349 <= 0 e301: .4 b235 - x350 <= 0 e302: .2 b175 - x351 <= -.2 e303: .2 b176 - x352 <= -.2 e304: .2 b177 - x353 <= -.2 e305: .2 b178 - x351 <= -.2 e306: .2 b179 - x352 <= -.2 e307: .2 b180 - x353 <= -.2 e308: .2 b193 - x354 <= -.2 e309: .2 b194 - x355 <= -.2 e310: .2 b195 - x356 <= -.2 e311: .2 b196 - x354 <= -.2 e312: .2 b197 - x355 <= -.2 e313: .2 b198 - x356 <= -.2 e314: .2 b211 - x357 <= -.2 e315: .2 b212 - x358 <= -.2 e316: .2 b213 - x359 <= -.2 e317: .2 b214 - x357 <= -.2 e318: .2 b215 - x358 <= -.2 e319: .2 b216 - x359 <= -.2 e320: .2 b230 - x360 <= -.2 e321: .2 b231 - x361 <= -.2 e322: .2 b232 - x362 <= -.2 e323: .2 b233 - x360 <= -.2 e324: .2 b234 - x361 <= -.2 e325: .2 b235 - x362 <= -.2 e326: - .2 b178 - x267 >= -1 e327: - .2 b179 - x268 >= -1 e328: - .2 b180 - x269 >= -1 e329: - .2 b196 - x270 >= -1 e330: - .2 b197 - x271 >= -1 e331: - .2 b198 - x272 >= -1 e332: - .2 b214 - x273 >= -1 e333: - .2 b215 - x274 >= -1 e334: - .2 b216 - x275 >= -1 e335: - .2 b233 - x276 >= -1 e336: - .2 b234 - x277 >= -1 e337: - .2 b235 - x278 >= -1 e338: - .3 b175 - x279 >= -.9 e339: - .3 b176 - x280 >= -.9 e340: - .3 b177 - x281 >= -.9 e341: - .1 b178 - x279 >= -.9 e342: - .1 b179 - x280 >= -.9 e343: - .1 b180 - x281 >= -.9 e344: - .3 b193 - x282 >= -.9 e345: - .3 b194 - x283 >= -.9 e346: - .3 b195 - x284 >= -.9 e347: - .1 b196 - x282 >= -.9 e348: - .1 b197 - x283 >= -.9 e349: - .1 b198 - x284 >= -.9 e350: - .3 b211 - x285 >= -.9 e351: - .3 b212 - x286 >= -.9 e352: - .3 b213 - x287 >= -.9 e353: - .1 b214 - x285 >= -.9 e354: - .1 b215 - x286 >= -.9 e355: - .1 b216 - x287 >= -.9 e356: - .3 b230 - x288 >= -.9 e357: - .3 b231 - x289 >= -.9 e358: - .3 b232 - x290 >= -.9 e359: - .1 b233 - x288 >= -.9 e360: - .1 b234 - x289 >= -.9 e361: - .1 b235 - x290 >= -.9 e362: - .2 b178 - x291 >= -.9 e363: - .2 b179 - x292 >= -.9 e364: - .2 b180 - x293 >= -.9 e365: - .2 b196 - x294 >= -.9 e366: - .2 b197 - x295 >= -.9 e367: - .2 b198 - x296 >= -.9 e368: - .2 b214 - x297 >= -.9 e369: - .2 b215 - x298 >= -.9 e370: - .2 b216 - x299 >= -.9 e371: - .2 b233 - x300 >= -.9 e372: - .2 b234 - x301 >= -.9 e373: - .2 b235 - x302 >= -.9 e374: - .3 b175 - x303 >= -.8 e375: - .3 b176 - x304 >= -.8 e376: - .3 b177 - x305 >= -.8 e377: - .1 b178 - x303 >= -.8 e378: - .1 b179 - x304 >= -.8 e379: - .1 b180 - x305 >= -.8 e380: - .3 b193 - x306 >= -.8 e381: - .3 b194 - x307 >= -.8 e382: - .3 b195 - x308 >= -.8 e383: - .1 b196 - x306 >= -.8 e384: - .1 b197 - x307 >= -.8 e385: - .1 b198 - x308 >= -.8 e386: - .3 b211 - x309 >= -.8 e387: - .3 b212 - x310 >= -.8 e388: - .3 b213 - x311 >= -.8 e389: - .1 b214 - x309 >= -.8 e390: - .1 b215 - x310 >= -.8 e391: - .1 b216 - x311 >= -.8 e392: - .3 b230 - x312 >= -.8 e393: - .3 b231 - x313 >= -.8 e394: - .3 b232 - x314 >= -.8 e395: - .1 b233 - x312 >= -.8 e396: - .1 b234 - x313 >= -.8 e397: - .1 b235 - x314 >= -.8 e398: - .1 b178 - x315 >= -1 e399: - .1 b179 - x316 >= -1 e400: - .1 b180 - x317 >= -1 e401: - .1 b196 - x318 >= -1 e402: - .1 b197 - x319 >= -1 e403: - .1 b198 - x320 >= -1 e404: - .1 b214 - x321 >= -1 e405: - .1 b215 - x322 >= -1 e406: - .1 b216 - x323 >= -1 e407: - .1 b233 - x324 >= -1 e408: - .1 b234 - x325 >= -1 e409: - .1 b235 - x326 >= -1 e410: - .3 b175 - x327 >= -1 e411: - .3 b176 - x328 >= -1 e412: - .3 b177 - x329 >= -1 e413: - .1 b178 - x327 >= -1 e414: - .1 b179 - x328 >= -1 e415: - .1 b180 - x329 >= -1 e416: - .3 b193 - x330 >= -1 e417: - .3 b194 - x331 >= -1 e418: - .3 b195 - x332 >= -1 e419: - .1 b196 - x330 >= -1 e420: - .1 b197 - x331 >= -1 e421: - .1 b198 - x332 >= -1 e422: - .3 b211 - x333 >= -1 e423: - .3 b212 - x334 >= -1 e424: - .3 b213 - x335 >= -1 e425: - .1 b214 - x333 >= -1 e426: - .1 b215 - x334 >= -1 e427: - .1 b216 - x335 >= -1 e428: - .3 b230 - x336 >= -1 e429: - .3 b231 - x337 >= -1 e430: - .3 b232 - x338 >= -1 e431: - .1 b233 - x336 >= -1 e432: - .1 b234 - x337 >= -1 e433: - .1 b235 - x338 >= -1 e434: - .2 b178 - x339 >= -.9 e435: - .2 b179 - x340 >= -.9 e436: - .2 b180 - x341 >= -.9 e437: - .2 b196 - x342 >= -.9 e438: - .2 b197 - x343 >= -.9 e439: - .2 b198 - x344 >= -.9 e440: - .2 b214 - x345 >= -.9 e441: - .2 b215 - x346 >= -.9 e442: - .2 b216 - x347 >= -.9 e443: - .2 b233 - x348 >= -.9 e444: - .2 b234 - x349 >= -.9 e445: - .2 b235 - x350 >= -.9 e446: - .3 b175 - x351 >= -1 e447: - .3 b176 - x352 >= -1 e448: - .3 b177 - x353 >= -1 e449: - .1 b178 - x351 >= -1 e450: - .1 b179 - x352 >= -1 e451: - .1 b180 - x353 >= -1 e452: - .3 b193 - x354 >= -1 e453: - .3 b194 - x355 >= -1 e454: - .3 b195 - x356 >= -1 e455: - .1 b196 - x354 >= -1 e456: - .1 b197 - x355 >= -1 e457: - .1 b198 - x356 >= -1 e458: - .3 b211 - x357 >= -1 e459: - .3 b212 - x358 >= -1 e460: - .3 b213 - x359 >= -1 e461: - .1 b214 - x357 >= -1 e462: - .1 b215 - x358 >= -1 e463: - .1 b216 - x359 >= -1 e464: - .3 b230 - x360 >= -1 e465: - .3 b231 - x361 >= -1 e466: - .3 b232 - x362 >= -1 e467: - .1 b233 - x360 >= -1 e468: - .1 b234 - x361 >= -1 e469: - .1 b235 - x362 >= -1 e470: b147 + b163 <= 1 e471: b148 + b164 <= 1 e472: b149 + b165 <= 1 e473: b150 + b166 <= 1 e474: b147 + b167 <= 1 e475: b148 + b168 <= 1 e476: b149 + b169 <= 1 e477: b150 + b170 <= 1 e478: b147 + b171 <= 1 e479: b148 + b172 <= 1 e480: b149 + b173 <= 1 e481: b150 + b174 <= 1 e482: b148 + b175 <= 1 e483: b149 + b176 <= 1 e484: b150 + b177 <= 1 e485: b148 + b178 <= 1 e486: b149 + b179 <= 1 e487: b150 + b180 <= 1 e488: b163 + b181 <= 1 e489: b164 + b182 <= 1 e490: b165 + b183 <= 1 e491: b166 + b184 <= 1 e492: b167 + b181 <= 1 e493: b168 + b182 <= 1 e494: b169 + b183 <= 1 e495: b170 + b184 <= 1 e496: b171 + b181 <= 1 e497: b172 + b182 <= 1 e498: b173 + b183 <= 1 e499: b174 + b184 <= 1 e500: b175 + b182 <= 1 e501: b176 + b183 <= 1 e502: b177 + b184 <= 1 e503: b178 + b182 <= 1 e504: b179 + b183 <= 1 e505: b180 + b184 <= 1 e506: b163 + b199 <= 1 e507: b164 + b200 <= 1 e508: b165 + b201 <= 1 e509: b166 + b202 <= 1 e510: b167 + b199 <= 1 e511: b168 + b200 <= 1 e512: b169 + b201 <= 1 e513: b170 + b202 <= 1 e514: b171 + b199 <= 1 e515: b172 + b200 <= 1 e516: b173 + b201 <= 1 e517: b174 + b202 <= 1 e518: b175 + b200 <= 1 e519: b176 + b201 <= 1 e520: b177 + b202 <= 1 e521: b178 + b200 <= 1 e522: b179 + b201 <= 1 e523: b180 + b202 <= 1 e524: b163 + b217 <= 1 e525: b164 + b218 <= 1 e526: b165 + b219 <= 1 e527: b166 + b220 <= 1 e528: b167 + b217 <= 1 e529: b168 + b218 <= 1 e530: b169 + b219 <= 1 e531: b170 + b220 <= 1 e532: b171 + b217 <= 1 e533: b172 + b218 <= 1 e534: b173 + b219 <= 1 e535: b174 + b220 <= 1 e536: b175 + b218 <= 1 e537: b176 + b219 <= 1 e538: b177 + b220 <= 1 e539: b178 + b218 <= 1 e540: b179 + b219 <= 1 e541: b180 + b220 <= 1 e542: b135 + b181 <= 1 e543: b136 + b182 <= 1 e544: b137 + b183 <= 1 e545: b138 + b184 <= 1 e546: b135 + b185 <= 1 e547: b136 + b186 <= 1 e548: b137 + b187 <= 1 e549: b138 + b188 <= 1 e550: b135 + b189 <= 1 e551: b136 + b190 <= 1 e552: b137 + b191 <= 1 e553: b138 + b192 <= 1 e554: b136 + b193 <= 1 e555: b137 + b194 <= 1 e556: b138 + b195 <= 1 e557: b136 + b196 <= 1 e558: b137 + b197 <= 1 e559: b138 + b198 <= 1 e560: b151 + b181 <= 1 e561: b152 + b182 <= 1 e562: b153 + b183 <= 1 e563: b154 + b184 <= 1 e564: b151 + b185 <= 1 e565: b152 + b186 <= 1 e566: b153 + b187 <= 1 e567: b154 + b188 <= 1 e568: b151 + b189 <= 1 e569: b152 + b190 <= 1 e570: b153 + b191 <= 1 e571: b154 + b192 <= 1 e572: b152 + b193 <= 1 e573: b153 + b194 <= 1 e574: b154 + b195 <= 1 e575: b152 + b196 <= 1 e576: b153 + b197 <= 1 e577: b154 + b198 <= 1 e578: b163 + b181 <= 1 e579: b164 + b182 <= 1 e580: b165 + b183 <= 1 e581: b166 + b184 <= 1 e582: b163 + b185 <= 1 e583: b164 + b186 <= 1 e584: b165 + b187 <= 1 e585: b166 + b188 <= 1 e586: b163 + b189 <= 1 e587: b164 + b190 <= 1 e588: b165 + b191 <= 1 e589: b166 + b192 <= 1 e590: b164 + b193 <= 1 e591: b165 + b194 <= 1 e592: b166 + b195 <= 1 e593: b164 + b196 <= 1 e594: b165 + b197 <= 1 e595: b166 + b198 <= 1 e596: b181 + b203 <= 1 e597: b182 + b204 <= 1 e598: b183 + b205 <= 1 e599: b184 + b206 <= 1 e600: b185 + b203 <= 1 e601: b186 + b204 <= 1 e602: b187 + b205 <= 1 e603: b188 + b206 <= 1 e604: b189 + b203 <= 1 e605: b190 + b204 <= 1 e606: b191 + b205 <= 1 e607: b192 + b206 <= 1 e608: b193 + b204 <= 1 e609: b194 + b205 <= 1 e610: b195 + b206 <= 1 e611: b196 + b204 <= 1 e612: b197 + b205 <= 1 e613: b198 + b206 <= 1 e614: b181 + b221 <= 1 e615: b182 + b222 <= 1 e616: b183 + b223 <= 1 e617: b184 + b224 <= 1 e618: b185 + b221 <= 1 e619: b186 + b222 <= 1 e620: b187 + b223 <= 1 e621: b188 + b224 <= 1 e622: b189 + b221 <= 1 e623: b190 + b222 <= 1 e624: b191 + b223 <= 1 e625: b192 + b224 <= 1 e626: b193 + b222 <= 1 e627: b194 + b223 <= 1 e628: b195 + b224 <= 1 e629: b196 + b222 <= 1 e630: b197 + b223 <= 1 e631: b198 + b224 <= 1 e632: b139 + b199 <= 1 e633: b140 + b200 <= 1 e634: b141 + b201 <= 1 e635: b142 + b202 <= 1 e636: b139 + b203 <= 1 e637: b140 + b204 <= 1 e638: b141 + b205 <= 1 e639: b142 + b206 <= 1 e640: b139 + b207 <= 1 e641: b140 + b208 <= 1 e642: b141 + b209 <= 1 e643: b142 + b210 <= 1 e644: b140 + b211 <= 1 e645: b141 + b212 <= 1 e646: b142 + b213 <= 1 e647: b140 + b214 <= 1 e648: b141 + b215 <= 1 e649: b142 + b216 <= 1 e650: b155 + b199 <= 1 e651: b156 + b200 <= 1 e652: b157 + b201 <= 1 e653: b158 + b202 <= 1 e654: b155 + b203 <= 1 e655: b156 + b204 <= 1 e656: b157 + b205 <= 1 e657: b158 + b206 <= 1 e658: b155 + b207 <= 1 e659: b156 + b208 <= 1 e660: b157 + b209 <= 1 e661: b158 + b210 <= 1 e662: b156 + b211 <= 1 e663: b157 + b212 <= 1 e664: b158 + b213 <= 1 e665: b156 + b214 <= 1 e666: b157 + b215 <= 1 e667: b158 + b216 <= 1 e668: b167 + b199 <= 1 e669: b168 + b200 <= 1 e670: b169 + b201 <= 1 e671: b170 + b202 <= 1 e672: b167 + b203 <= 1 e673: b168 + b204 <= 1 e674: b169 + b205 <= 1 e675: b170 + b206 <= 1 e676: b167 + b207 <= 1 e677: b168 + b208 <= 1 e678: b169 + b209 <= 1 e679: b170 + b210 <= 1 e680: b168 + b211 <= 1 e681: b169 + b212 <= 1 e682: b170 + b213 <= 1 e683: b168 + b214 <= 1 e684: b169 + b215 <= 1 e685: b170 + b216 <= 1 e686: b185 + b199 <= 1 e687: b186 + b200 <= 1 e688: b187 + b201 <= 1 e689: b188 + b202 <= 1 e690: b185 + b203 <= 1 e691: b186 + b204 <= 1 e692: b187 + b205 <= 1 e693: b188 + b206 <= 1 e694: b185 + b207 <= 1 e695: b186 + b208 <= 1 e696: b187 + b209 <= 1 e697: b188 + b210 <= 1 e698: b186 + b211 <= 1 e699: b187 + b212 <= 1 e700: b188 + b213 <= 1 e701: b186 + b214 <= 1 e702: b187 + b215 <= 1 e703: b188 + b216 <= 1 e704: b199 + b225 <= 1 e705: b200 + b226 <= 1 e706: b201 + b227 <= 1 e707: b202 + b228 <= 1 e708: b203 + b225 <= 1 e709: b204 + b226 <= 1 e710: b205 + b227 <= 1 e711: b206 + b228 <= 1 e712: b207 + b225 <= 1 e713: b208 + b226 <= 1 e714: b209 + b227 <= 1 e715: b210 + b228 <= 1 e716: b211 + b226 <= 1 e717: b212 + b227 <= 1 e718: b213 + b228 <= 1 e719: b214 + b226 <= 1 e720: b215 + b227 <= 1 e721: b216 + b228 <= 1 e722: b143 + b217 <= 1 e723: b144 + b218 <= 1 e724: b145 + b219 <= 1 e725: b146 + b220 <= 1 e726: b143 + b221 <= 1 e727: b144 + b222 <= 1 e728: b145 + b223 <= 1 e729: b146 + b224 <= 1 e730: b143 + b225 <= 1 e731: b144 + b226 <= 1 e732: b145 + b227 <= 1 e733: b146 + b228 <= 1 e734: b143 + b229 <= 1 e735: b144 + b230 <= 1 e736: b145 + b231 <= 1 e737: b146 + b232 <= 1 e738: b144 + b233 <= 1 e739: b145 + b234 <= 1 e740: b146 + b235 <= 1 e741: b159 + b217 <= 1 e742: b160 + b218 <= 1 e743: b161 + b219 <= 1 e744: b162 + b220 <= 1 e745: b159 + b221 <= 1 e746: b160 + b222 <= 1 e747: b161 + b223 <= 1 e748: b162 + b224 <= 1 e749: b159 + b225 <= 1 e750: b160 + b226 <= 1 e751: b161 + b227 <= 1 e752: b162 + b228 <= 1 e753: b159 + b229 <= 1 e754: b160 + b230 <= 1 e755: b161 + b231 <= 1 e756: b162 + b232 <= 1 e757: b160 + b233 <= 1 e758: b161 + b234 <= 1 e759: b162 + b235 <= 1 e760: b171 + b217 <= 1 e761: b172 + b218 <= 1 e762: b173 + b219 <= 1 e763: b174 + b220 <= 1 e764: b171 + b221 <= 1 e765: b172 + b222 <= 1 e766: b173 + b223 <= 1 e767: b174 + b224 <= 1 e768: b171 + b225 <= 1 e769: b172 + b226 <= 1 e770: b173 + b227 <= 1 e771: b174 + b228 <= 1 e772: b171 + b229 <= 1 e773: b172 + b230 <= 1 e774: b173 + b231 <= 1 e775: b174 + b232 <= 1 e776: b172 + b233 <= 1 e777: b173 + b234 <= 1 e778: b174 + b235 <= 1 e779: b189 + b217 <= 1 e780: b190 + b218 <= 1 e781: b191 + b219 <= 1 e782: b192 + b220 <= 1 e783: b189 + b221 <= 1 e784: b190 + b222 <= 1 e785: b191 + b223 <= 1 e786: b192 + b224 <= 1 e787: b189 + b225 <= 1 e788: b190 + b226 <= 1 e789: b191 + b227 <= 1 e790: b192 + b228 <= 1 e791: b189 + b229 <= 1 e792: b190 + b230 <= 1 e793: b191 + b231 <= 1 e794: b192 + b232 <= 1 e795: b190 + b233 <= 1 e796: b191 + b234 <= 1 e797: b192 + b235 <= 1 e798: b207 + b217 <= 1 e799: b208 + b218 <= 1 e800: b209 + b219 <= 1 e801: b210 + b220 <= 1 e802: b207 + b221 <= 1 e803: b208 + b222 <= 1 e804: b209 + b223 <= 1 e805: b210 + b224 <= 1 e806: b207 + b225 <= 1 e807: b208 + b226 <= 1 e808: b209 + b227 <= 1 e809: b210 + b228 <= 1 e810: b207 + b229 <= 1 e811: b208 + b230 <= 1 e812: b209 + b231 <= 1 e813: b210 + b232 <= 1 e814: b208 + b233 <= 1 e815: b209 + b234 <= 1 e816: b210 + b235 <= 1 e817: - .9 x14 + .4 x30 + .4 x34 + .4 x38 - .4 x48 - .1 x66 - x84 + [ x238 * x267 ] = .4 e818: - .1 x2 - .9 x18 - .4 x30 + .4 x48 + .4 x52 + .4 x56 - .1 x70 - x88 + [ x239 * x270 ] = .32 e819: - .1 x6 - .9 x22 - .4 x34 - .4 x52 + .1 x66 + .1 x70 + .1 x74 - x92 + [ x240 * x273 ] = 2e-2 e820: - .1 x10 - .9 x26 - .4 x38 - .4 x56 - .1 x74 + x84 + x88 + x92 + x96 + [ x241 * x276 ] = .5 e821: - .8 x14 + .2 x30 + .2 x34 + .2 x38 - .1 x48 - .9 x66 - .6 x84 + [ x238 * x279 ] = .2 e822: - .2 x2 - .8 x18 - .2 x30 + .1 x48 + .1 x52 + .1 x56 - .9 x70 - .6 x88 + [ x239 * x282 ] = 8e-2 e823: - .2 x6 - .8 x22 - .2 x34 - .1 x52 + .9 x66 + .9 x70 + .9 x74 - .6 x92 + [ x240 * x285 ] = .18 e824: - .2 x10 - .8 x26 - .2 x38 - .1 x56 - .9 x74 + .6 x84 + .6 x88 + .6 x92 + .6 x96 + [ x241 * x288 ] = .3 e825: - .8 x14 + .3 x30 + .3 x34 + .3 x38 - .3 x48 - .9 x84 + [ x238 * x291 ] = .3 e826: - .8 x18 - .3 x30 + .3 x48 + .3 x52 + .3 x56 - .9 x88 + [ x239 * x294 ] = .24 e827: - .8 x22 - .3 x34 - .3 x52 - .9 x92 + [ x240 * x297 ] = 0 e828: - .8 x26 - .3 x38 - .3 x56 + .9 x84 + .9 x88 + .9 x92 + .9 x96 + [ x241 * x300 ] = .45 e829: - .7 x14 + .1 x30 + .1 x34 + .1 x38 - .8 x66 - .5 x84 + [ x238 * x303 ] = .1 e830: - .1 x2 - .7 x18 - .1 x30 - .8 x70 - .5 x88 + [ x239 * x306 ] = 0 e831: - .1 x6 - .7 x22 - .1 x34 + .8 x66 + .8 x70 + .8 x74 - .5 x92 + [ x240 * x309 ] = .16 e832: - .1 x10 - .7 x26 - .1 x38 - .8 x74 + .5 x84 + .5 x88 + .5 x92 + .5 x96 + [ x241 * x312 ] = .25 e833: - x14 + .5 x30 + .5 x34 + .5 x38 - .5 x48 - .2 x66 - x84 + [ x238 * x315 ] = .5 e834: - .2 x2 - x18 - .5 x30 + .5 x48 + .5 x52 + .5 x56 - .2 x70 - x88 + [ x239 * x318 ] = .4 e835: - .2 x6 - x22 - .5 x34 - .5 x52 + .2 x66 + .2 x70 + .2 x74 - x92 + [ x240 * x321 ] = 4e-2 e836: - .2 x10 - x26 - .5 x38 - .5 x56 - .2 x74 + x84 + x88 + x92 + x96 + [ x241 * x324 ] = .5 e837: - .9 x14 + .3 x30 + .3 x34 + .3 x38 - .2 x48 - x66 - .7 x84 + [ x238 * x327 ] = .3 e838: - .3 x2 - .9 x18 - .3 x30 + .2 x48 + .2 x52 + .2 x56 - x70 - .7 x88 + [ x239 * x330 ] = .16 e839: - .3 x6 - .9 x22 - .3 x34 - .2 x52 + x66 + x70 + x74 - .7 x92 + [ x240 * x333 ] = .2 e840: - .3 x10 - .9 x26 - .3 x38 - .2 x56 - x74 + .7 x84 + .7 x88 + .7 x92 + .7 x96 + [ x241 * x336 ] = .35 e841: - .8 x14 + .3 x30 + .3 x34 + .3 x38 - .3 x48 - .9 x84 + [ x238 * x339 ] = .3 e842: - .8 x18 - .3 x30 + .3 x48 + .3 x52 + .3 x56 - .9 x88 + [ x239 * x342 ] = .24 e843: - .8 x22 - .3 x34 - .3 x52 - .9 x92 + [ x240 * x345 ] = 0 e844: - .8 x26 - .3 x38 - .3 x56 + .9 x84 + .9 x88 + .9 x92 + .9 x96 + [ x241 * x348 ] = .45 e845: - .9 x14 + .3 x30 + .3 x34 + .3 x38 - .2 x48 - x66 - .7 x84 + [ x238 * x351 ] = .3 e846: - .3 x2 - .9 x18 - .3 x30 + .2 x48 + .2 x52 + .2 x56 - x70 - .7 x88 + [ x239 * x354 ] = .16 e847: - .3 x6 - .9 x22 - .3 x34 - .2 x52 + x66 + x70 + x74 - .7 x92 + [ x240 * x357 ] = .2 e848: - .3 x10 - .9 x26 - .3 x38 - .2 x56 - x74 + .7 x84 + .7 x88 + .7 x92 + .7 x96 + [ x241 * x360 ] = .35 e849: - .9 x15 + [ x31 * x267 + x35 * x267 + x39 * x267 + x42 * x267 + x45 * x267 - x49 * x270 - x67 * x273 - x85 * x276 - x238 * x267 + x249 * x268 ] = 0 e850: - .9 x16 + [ x32 * x268 + x36 * x268 + x40 * x268 + x43 * x268 + x46 * x268 - x50 * x271 - x68 * x274 - x86 * x277 - x249 * x268 + x250 * x269 ] = 0 e851: - .9 x17 + [ x33 * x269 + x37 * x269 + x41 * x269 + x44 * x269 + x47 * x269 - x51 * x272 - x69 * x275 - x87 * x278 + x103 * x251 - x250 * x269 ] = 0 e852: - .1 x3 - .9 x19 + [ - x31 * x267 + x49 * x270 + x53 * x270 + x57 * x270 + x60 * x270 + x63 * x270 - x71 * x273 - x89 * x276 - x239 * x270 + x252 * x271 ] = 0 e853: - .1 x4 - .9 x20 + [ - x32 * x268 + x50 * x271 + x54 * x271 + x58 * x271 + x61 * x271 + x64 * x271 - x72 * x274 - x90 * x277 - x252 * x271 + x253 * x272 ] = 0 e854: - .1 x5 - .9 x21 + [ - x33 * x269 + x51 * x272 + x55 * x272 + x59 * x272 + x62 * x272 + x65 * x272 - x73 * x275 - x91 * x278 + x104 * x254 - x253 * x272 ] = 0 e855: - .1 x7 - .9 x23 + [ - x35 * x267 - x53 * x270 + x67 * x273 + x71 * x273 + x75 * x273 + x78 * x273 + x81 * x273 - x93 * x276 - x240 * x273 + x255 * x274 ] = 0 e856: - .1 x8 - .9 x24 + [ - x36 * x268 - x54 * x271 + x68 * x274 + x72 * x274 + x76 * x274 + x79 * x274 + x82 * x274 - x94 * x277 - x255 * x274 + x256 * x275 ] = 0 e857: - .1 x9 - .9 x25 + [ - x37 * x269 - x55 * x272 + x69 * x275 + x73 * x275 + x77 * x275 + x80 * x275 + x83 * x275 - x95 * x278 + x105 * x257 - x256 * x275 ] = 0 e858: - .1 x11 - .9 x27 + [ - x39 * x267 - x57 * x270 - x75 * x273 + x85 * x276 + x89 * x276 + x93 * x276 + x97 * x276 + x100 * x276 - x241 * x276 + x258 * x277 ] = 0 e859: - .1 x12 - .9 x28 + [ - x40 * x268 - x58 * x271 - x76 * x274 + x86 * x277 + x90 * x277 + x94 * x277 + x98 * x277 + x101 * x277 - x258 * x277 + x259 * x278 ] = 0 e860: - .1 x13 - .9 x29 + [ - x41 * x269 - x59 * x272 - x77 * x275 + x87 * x278 + x91 * x278 + x95 * x278 + x99 * x278 + x102 * x278 + x106 * x260 - x259 * x278 ] = 0 e861: - .8 x15 + [ x31 * x279 + x35 * x279 + x39 * x279 + x42 * x279 + x45 * x279 - x49 * x282 - x67 * x285 - x85 * x288 - x238 * x279 + x249 * x280 ] = 0 e862: - .8 x16 + [ x32 * x280 + x36 * x280 + x40 * x280 + x43 * x280 + x46 * x280 - x50 * x283 - x68 * x286 - x86 * x289 - x249 * x280 + x250 * x281 ] = 0 e863: - .8 x17 + [ x33 * x281 + x37 * x281 + x41 * x281 + x44 * x281 + x47 * x281 - x51 * x284 - x69 * x287 - x87 * x290 + x107 * x251 - x250 * x281 ] = 0 e864: - .2 x3 - .8 x19 + [ - x31 * x279 + x49 * x282 + x53 * x282 + x57 * x282 + x60 * x282 + x63 * x282 - x71 * x285 - x89 * x288 - x239 * x282 + x252 * x283 ] = 0 e865: - .2 x4 - .8 x20 + [ - x32 * x280 + x50 * x283 + x54 * x283 + x58 * x283 + x61 * x283 + x64 * x283 - x72 * x286 - x90 * x289 - x252 * x283 + x253 * x284 ] = 0 e866: - .2 x5 - .8 x21 + [ - x33 * x281 + x51 * x284 + x55 * x284 + x59 * x284 + x62 * x284 + x65 * x284 - x73 * x287 - x91 * x290 + x108 * x254 - x253 * x284 ] = 0 e867: - .2 x7 - .8 x23 + [ - x35 * x279 - x53 * x282 + x67 * x285 + x71 * x285 + x75 * x285 + x78 * x285 + x81 * x285 - x93 * x288 - x240 * x285 + x255 * x286 ] = 0 e868: - .2 x8 - .8 x24 + [ - x36 * x280 - x54 * x283 + x68 * x286 + x72 * x286 + x76 * x286 + x79 * x286 + x82 * x286 - x94 * x289 - x255 * x286 + x256 * x287 ] = 0 e869: - .2 x9 - .8 x25 + [ - x37 * x281 - x55 * x284 + x69 * x287 + x73 * x287 + x77 * x287 + x80 * x287 + x83 * x287 - x95 * x290 + x109 * x257 - x256 * x287 ] = 0 e870: - .2 x11 - .8 x27 + [ - x39 * x279 - x57 * x282 - x75 * x285 + x85 * x288 + x89 * x288 + x93 * x288 + x97 * x288 + x100 * x288 - x241 * x288 + x258 * x289 ] = 0 e871: - .2 x12 - .8 x28 + [ - x40 * x280 - x58 * x283 - x76 * x286 + x86 * x289 + x90 * x289 + x94 * x289 + x98 * x289 + x101 * x289 - x258 * x289 + x259 * x290 ] = 0 e872: - .2 x13 - .8 x29 + [ - x41 * x281 - x59 * x284 - x77 * x287 + x87 * x290 + x91 * x290 + x95 * x290 + x99 * x290 + x102 * x290 + x110 * x260 - x259 * x290 ] = 0 e873: - .8 x15 + [ x31 * x291 + x35 * x291 + x39 * x291 + x42 * x291 + x45 * x291 - x49 * x294 - x67 * x297 - x85 * x300 - x238 * x291 + x249 * x292 ] = 0 e874: - .8 x16 + [ x32 * x292 + x36 * x292 + x40 * x292 + x43 * x292 + x46 * x292 - x50 * x295 - x68 * x298 - x86 * x301 - x249 * x292 + x250 * x293 ] = 0 e875: - .8 x17 + [ x33 * x293 + x37 * x293 + x41 * x293 + x44 * x293 + x47 * x293 - x51 * x296 - x69 * x299 - x87 * x302 + x111 * x251 - x250 * x293 ] = 0 e876: - .8 x19 + [ - x31 * x291 + x49 * x294 + x53 * x294 + x57 * x294 + x60 * x294 + x63 * x294 - x71 * x297 - x89 * x300 - x239 * x294 + x252 * x295 ] = 0 e877: - .8 x20 + [ - x32 * x292 + x50 * x295 + x54 * x295 + x58 * x295 + x61 * x295 + x64 * x295 - x72 * x298 - x90 * x301 - x252 * x295 + x253 * x296 ] = 0 e878: - .8 x21 + [ - x33 * x293 + x51 * x296 + x55 * x296 + x59 * x296 + x62 * x296 + x65 * x296 - x73 * x299 - x91 * x302 + x112 * x254 - x253 * x296 ] = 0 e879: - .8 x23 + [ - x35 * x291 - x53 * x294 + x67 * x297 + x71 * x297 + x75 * x297 + x78 * x297 + x81 * x297 - x93 * x300 - x240 * x297 + x255 * x298 ] = 0 e880: - .8 x24 + [ - x36 * x292 - x54 * x295 + x68 * x298 + x72 * x298 + x76 * x298 + x79 * x298 + x82 * x298 - x94 * x301 - x255 * x298 + x256 * x299 ] = 0 e881: - .8 x25 + [ - x37 * x293 - x55 * x296 + x69 * x299 + x73 * x299 + x77 * x299 + x80 * x299 + x83 * x299 - x95 * x302 + x113 * x257 - x256 * x299 ] = 0 e882: - .8 x27 + [ - x39 * x291 - x57 * x294 - x75 * x297 + x85 * x300 + x89 * x300 + x93 * x300 + x97 * x300 + x100 * x300 - x241 * x300 + x258 * x301 ] = 0 e883: - .8 x28 + [ - x40 * x292 - x58 * x295 - x76 * x298 + x86 * x301 + x90 * x301 + x94 * x301 + x98 * x301 + x101 * x301 - x258 * x301 + x259 * x302 ] = 0 e884: - .8 x29 + [ - x41 * x293 - x59 * x296 - x77 * x299 + x87 * x302 + x91 * x302 + x95 * x302 + x99 * x302 + x102 * x302 + x114 * x260 - x259 * x302 ] = 0 e885: - .7 x15 + [ x31 * x303 + x35 * x303 + x39 * x303 + x42 * x303 + x45 * x303 - x49 * x306 - x67 * x309 - x85 * x312 - x238 * x303 + x249 * x304 ] = 0 e886: - .7 x16 + [ x32 * x304 + x36 * x304 + x40 * x304 + x43 * x304 + x46 * x304 - x50 * x307 - x68 * x310 - x86 * x313 - x249 * x304 + x250 * x305 ] = 0 e887: - .7 x17 + [ x33 * x305 + x37 * x305 + x41 * x305 + x44 * x305 + x47 * x305 - x51 * x308 - x69 * x311 - x87 * x314 + x115 * x251 - x250 * x305 ] = 0 e888: - .1 x3 - .7 x19 + [ - x31 * x303 + x49 * x306 + x53 * x306 + x57 * x306 + x60 * x306 + x63 * x306 - x71 * x309 - x89 * x312 - x239 * x306 + x252 * x307 ] = 0 e889: - .1 x4 - .7 x20 + [ - x32 * x304 + x50 * x307 + x54 * x307 + x58 * x307 + x61 * x307 + x64 * x307 - x72 * x310 - x90 * x313 - x252 * x307 + x253 * x308 ] = 0 e890: - .1 x5 - .7 x21 + [ - x33 * x305 + x51 * x308 + x55 * x308 + x59 * x308 + x62 * x308 + x65 * x308 - x73 * x311 - x91 * x314 + x116 * x254 - x253 * x308 ] = 0 e891: - .1 x7 - .7 x23 + [ - x35 * x303 - x53 * x306 + x67 * x309 + x71 * x309 + x75 * x309 + x78 * x309 + x81 * x309 - x93 * x312 - x240 * x309 + x255 * x310 ] = 0 e892: - .1 x8 - .7 x24 + [ - x36 * x304 - x54 * x307 + x68 * x310 + x72 * x310 + x76 * x310 + x79 * x310 + x82 * x310 - x94 * x313 - x255 * x310 + x256 * x311 ] = 0 e893: - .1 x9 - .7 x25 + [ - x37 * x305 - x55 * x308 + x69 * x311 + x73 * x311 + x77 * x311 + x80 * x311 + x83 * x311 - x95 * x314 + x117 * x257 - x256 * x311 ] = 0 e894: - .1 x11 - .7 x27 + [ - x39 * x303 - x57 * x306 - x75 * x309 + x85 * x312 + x89 * x312 + x93 * x312 + x97 * x312 + x100 * x312 - x241 * x312 + x258 * x313 ] = 0 e895: - .1 x12 - .7 x28 + [ - x40 * x304 - x58 * x307 - x76 * x310 + x86 * x313 + x90 * x313 + x94 * x313 + x98 * x313 + x101 * x313 - x258 * x313 + x259 * x314 ] = 0 e896: - .1 x13 - .7 x29 + [ - x41 * x305 - x59 * x308 - x77 * x311 + x87 * x314 + x91 * x314 + x95 * x314 + x99 * x314 + x102 * x314 + x118 * x260 - x259 * x314 ] = 0 e897: - x15 + [ x31 * x315 + x35 * x315 + x39 * x315 + x42 * x315 + x45 * x315 - x49 * x318 - x67 * x321 - x85 * x324 - x238 * x315 + x249 * x316 ] = 0 e898: - x16 + [ x32 * x316 + x36 * x316 + x40 * x316 + x43 * x316 + x46 * x316 - x50 * x319 - x68 * x322 - x86 * x325 - x249 * x316 + x250 * x317 ] = 0 e899: - x17 + [ x33 * x317 + x37 * x317 + x41 * x317 + x44 * x317 + x47 * x317 - x51 * x320 - x69 * x323 - x87 * x326 + x119 * x251 - x250 * x317 ] = 0 e900: - .2 x3 - x19 + [ - x31 * x315 + x49 * x318 + x53 * x318 + x57 * x318 + x60 * x318 + x63 * x318 - x71 * x321 - x89 * x324 - x239 * x318 + x252 * x319 ] = 0 e901: - .2 x4 - x20 + [ - x32 * x316 + x50 * x319 + x54 * x319 + x58 * x319 + x61 * x319 + x64 * x319 - x72 * x322 - x90 * x325 - x252 * x319 + x253 * x320 ] = 0 e902: - .2 x5 - x21 + [ - x33 * x317 + x51 * x320 + x55 * x320 + x59 * x320 + x62 * x320 + x65 * x320 - x73 * x323 - x91 * x326 + x120 * x254 - x253 * x320 ] = 0 e903: - .2 x7 - x23 + [ - x35 * x315 - x53 * x318 + x67 * x321 + x71 * x321 + x75 * x321 + x78 * x321 + x81 * x321 - x93 * x324 - x240 * x321 + x255 * x322 ] = 0 e904: - .2 x8 - x24 + [ - x36 * x316 - x54 * x319 + x68 * x322 + x72 * x322 + x76 * x322 + x79 * x322 + x82 * x322 - x94 * x325 - x255 * x322 + x256 * x323 ] = 0 e905: - .2 x9 - x25 + [ - x37 * x317 - x55 * x320 + x69 * x323 + x73 * x323 + x77 * x323 + x80 * x323 + x83 * x323 - x95 * x326 + x121 * x257 - x256 * x323 ] = 0 e906: - .2 x11 - x27 + [ - x39 * x315 - x57 * x318 - x75 * x321 + x85 * x324 + x89 * x324 + x93 * x324 + x97 * x324 + x100 * x324 - x241 * x324 + x258 * x325 ] = 0 e907: - .2 x12 - x28 + [ - x40 * x316 - x58 * x319 - x76 * x322 + x86 * x325 + x90 * x325 + x94 * x325 + x98 * x325 + x101 * x325 - x258 * x325 + x259 * x326 ] = 0 e908: - .2 x13 - x29 + [ - x41 * x317 - x59 * x320 - x77 * x323 + x87 * x326 + x91 * x326 + x95 * x326 + x99 * x326 + x102 * x326 + x122 * x260 - x259 * x326 ] = 0 e909: - .9 x15 + [ x31 * x327 + x35 * x327 + x39 * x327 + x42 * x327 + x45 * x327 - x49 * x330 - x67 * x333 - x85 * x336 - x238 * x327 + x249 * x328 ] = 0 e910: - .9 x16 + [ x32 * x328 + x36 * x328 + x40 * x328 + x43 * x328 + x46 * x328 - x50 * x331 - x68 * x334 - x86 * x337 - x249 * x328 + x250 * x329 ] = 0 e911: - .9 x17 + [ x33 * x329 + x37 * x329 + x41 * x329 + x44 * x329 + x47 * x329 - x51 * x332 - x69 * x335 - x87 * x338 + x123 * x251 - x250 * x329 ] = 0 e912: - .3 x3 - .9 x19 + [ - x31 * x327 + x49 * x330 + x53 * x330 + x57 * x330 + x60 * x330 + x63 * x330 - x71 * x333 - x89 * x336 - x239 * x330 + x252 * x331 ] = 0 e913: - .3 x4 - .9 x20 + [ - x32 * x328 + x50 * x331 + x54 * x331 + x58 * x331 + x61 * x331 + x64 * x331 - x72 * x334 - x90 * x337 - x252 * x331 + x253 * x332 ] = 0 e914: - .3 x5 - .9 x21 + [ - x33 * x329 + x51 * x332 + x55 * x332 + x59 * x332 + x62 * x332 + x65 * x332 - x73 * x335 - x91 * x338 + x124 * x254 - x253 * x332 ] = 0 e915: - .3 x7 - .9 x23 + [ - x35 * x327 - x53 * x330 + x67 * x333 + x71 * x333 + x75 * x333 + x78 * x333 + x81 * x333 - x93 * x336 - x240 * x333 + x255 * x334 ] = 0 e916: - .3 x8 - .9 x24 + [ - x36 * x328 - x54 * x331 + x68 * x334 + x72 * x334 + x76 * x334 + x79 * x334 + x82 * x334 - x94 * x337 - x255 * x334 + x256 * x335 ] = 0 e917: - .3 x9 - .9 x25 + [ - x37 * x329 - x55 * x332 + x69 * x335 + x73 * x335 + x77 * x335 + x80 * x335 + x83 * x335 - x95 * x338 + x125 * x257 - x256 * x335 ] = 0 e918: - .3 x11 - .9 x27 + [ - x39 * x327 - x57 * x330 - x75 * x333 + x85 * x336 + x89 * x336 + x93 * x336 + x97 * x336 + x100 * x336 - x241 * x336 + x258 * x337 ] = 0 e919: - .3 x12 - .9 x28 + [ - x40 * x328 - x58 * x331 - x76 * x334 + x86 * x337 + x90 * x337 + x94 * x337 + x98 * x337 + x101 * x337 - x258 * x337 + x259 * x338 ] = 0 e920: - .3 x13 - .9 x29 + [ - x41 * x329 - x59 * x332 - x77 * x335 + x87 * x338 + x91 * x338 + x95 * x338 + x99 * x338 + x102 * x338 + x126 * x260 - x259 * x338 ] = 0 e921: - .8 x15 + [ x31 * x339 + x35 * x339 + x39 * x339 + x42 * x339 + x45 * x339 - x49 * x342 - x67 * x345 - x85 * x348 - x238 * x339 + x249 * x340 ] = 0 e922: - .8 x16 + [ x32 * x340 + x36 * x340 + x40 * x340 + x43 * x340 + x46 * x340 - x50 * x343 - x68 * x346 - x86 * x349 - x249 * x340 + x250 * x341 ] = 0 e923: - .8 x17 + [ x33 * x341 + x37 * x341 + x41 * x341 + x44 * x341 + x47 * x341 - x51 * x344 - x69 * x347 - x87 * x350 + x127 * x251 - x250 * x341 ] = 0 e924: - .8 x19 + [ - x31 * x339 + x49 * x342 + x53 * x342 + x57 * x342 + x60 * x342 + x63 * x342 - x71 * x345 - x89 * x348 - x239 * x342 + x252 * x343 ] = 0 e925: - .8 x20 + [ - x32 * x340 + x50 * x343 + x54 * x343 + x58 * x343 + x61 * x343 + x64 * x343 - x72 * x346 - x90 * x349 - x252 * x343 + x253 * x344 ] = 0 e926: - .8 x21 + [ - x33 * x341 + x51 * x344 + x55 * x344 + x59 * x344 + x62 * x344 + x65 * x344 - x73 * x347 - x91 * x350 + x128 * x254 - x253 * x344 ] = 0 e927: - .8 x23 + [ - x35 * x339 - x53 * x342 + x67 * x345 + x71 * x345 + x75 * x345 + x78 * x345 + x81 * x345 - x93 * x348 - x240 * x345 + x255 * x346 ] = 0 e928: - .8 x24 + [ - x36 * x340 - x54 * x343 + x68 * x346 + x72 * x346 + x76 * x346 + x79 * x346 + x82 * x346 - x94 * x349 - x255 * x346 + x256 * x347 ] = 0 e929: - .8 x25 + [ - x37 * x341 - x55 * x344 + x69 * x347 + x73 * x347 + x77 * x347 + x80 * x347 + x83 * x347 - x95 * x350 + x129 * x257 - x256 * x347 ] = 0 e930: - .8 x27 + [ - x39 * x339 - x57 * x342 - x75 * x345 + x85 * x348 + x89 * x348 + x93 * x348 + x97 * x348 + x100 * x348 - x241 * x348 + x258 * x349 ] = 0 e931: - .8 x28 + [ - x40 * x340 - x58 * x343 - x76 * x346 + x86 * x349 + x90 * x349 + x94 * x349 + x98 * x349 + x101 * x349 - x258 * x349 + x259 * x350 ] = 0 e932: - .8 x29 + [ - x41 * x341 - x59 * x344 - x77 * x347 + x87 * x350 + x91 * x350 + x95 * x350 + x99 * x350 + x102 * x350 + x130 * x260 - x259 * x350 ] = 0 e933: - .9 x15 + [ x31 * x351 + x35 * x351 + x39 * x351 + x42 * x351 + x45 * x351 - x49 * x354 - x67 * x357 - x85 * x360 - x238 * x351 + x249 * x352 ] = 0 e934: - .9 x16 + [ x32 * x352 + x36 * x352 + x40 * x352 + x43 * x352 + x46 * x352 - x50 * x355 - x68 * x358 - x86 * x361 - x249 * x352 + x250 * x353 ] = 0 e935: - .9 x17 + [ x33 * x353 + x37 * x353 + x41 * x353 + x44 * x353 + x47 * x353 - x51 * x356 - x69 * x359 - x87 * x362 + x131 * x251 - x250 * x353 ] = 0 e936: - .3 x3 - .9 x19 + [ - x31 * x351 + x49 * x354 + x53 * x354 + x57 * x354 + x60 * x354 + x63 * x354 - x71 * x357 - x89 * x360 - x239 * x354 + x252 * x355 ] = 0 e937: - .3 x4 - .9 x20 + [ - x32 * x352 + x50 * x355 + x54 * x355 + x58 * x355 + x61 * x355 + x64 * x355 - x72 * x358 - x90 * x361 - x252 * x355 + x253 * x356 ] = 0 e938: - .3 x5 - .9 x21 + [ - x33 * x353 + x51 * x356 + x55 * x356 + x59 * x356 + x62 * x356 + x65 * x356 - x73 * x359 - x91 * x362 + x132 * x254 - x253 * x356 ] = 0 e939: - .3 x7 - .9 x23 + [ - x35 * x351 - x53 * x354 + x67 * x357 + x71 * x357 + x75 * x357 + x78 * x357 + x81 * x357 - x93 * x360 - x240 * x357 + x255 * x358 ] = 0 e940: - .3 x8 - .9 x24 + [ - x36 * x352 - x54 * x355 + x68 * x358 + x72 * x358 + x76 * x358 + x79 * x358 + x82 * x358 - x94 * x361 - x255 * x358 + x256 * x359 ] = 0 e941: - .3 x9 - .9 x25 + [ - x37 * x353 - x55 * x356 + x69 * x359 + x73 * x359 + x77 * x359 + x80 * x359 + x83 * x359 - x95 * x362 + x133 * x257 - x256 * x359 ] = 0 e942: - .3 x11 - .9 x27 + [ - x39 * x351 - x57 * x354 - x75 * x357 + x85 * x360 + x89 * x360 + x93 * x360 + x97 * x360 + x100 * x360 - x241 * x360 + x258 * x361 ] = 0 e943: - .3 x12 - .9 x28 + [ - x40 * x352 - x58 * x355 - x76 * x358 + x86 * x361 + x90 * x361 + x94 * x361 + x98 * x361 + x101 * x361 - x258 * x361 + x259 * x362 ] = 0 e944: - .3 x13 - .9 x29 + [ - x41 * x353 - x59 * x356 - x77 * x359 + x87 * x362 + x91 * x362 + x95 * x362 + x99 * x362 + x102 * x362 + x134 * x260 - x259 * x362 ] = 0 Bounds x2 <= 1 x3 <= 1 x4 <= 1 x5 <= 1 x6 <= 1 x7 <= 1 x8 <= 1 x9 <= 1 x10 <= 1 x11 <= 1 x12 <= 1 x13 <= 1 x14 <= 1 x15 <= 1 x16 <= 1 x17 <= 1 x18 <= 1 x19 <= 1 x20 <= 1 x21 <= 1 x22 <= 1 x23 <= 1 x24 <= 1 x25 <= 1 x26 <= 1 x27 <= 1 x28 <= 1 x29 <= 1 x30 <= 1 x31 <= 1 x32 <= 1 x33 <= 1 x34 <= 1 x35 <= 1 x36 <= 1 x37 <= 1 x38 <= 1 x39 <= 1 x40 <= 1 x41 <= 1 x42 <= 1 x43 <= 1 x44 <= 1 x45 <= 1 x46 <= 1 x47 <= 1 x48 <= 1 x49 <= 1 x50 <= 1 x51 <= 1 x52 <= 1 x53 <= 1 x54 <= 1 x55 <= 1 x56 <= 1 x57 <= 1 x58 <= 1 x59 <= 1 x60 <= 1 x61 <= 1 x62 <= 1 x63 <= 1 x64 <= 1 x65 <= 1 x66 <= 1 x67 <= 1 x68 <= 1 x69 <= 1 x70 <= 1 x71 <= 1 x72 <= 1 x73 <= 1 x74 <= 1 x75 <= 1 x76 <= 1 x77 <= 1 x78 <= 1 x79 <= 1 x80 <= 1 x81 <= 1 x82 <= 1 x83 <= 1 x84 <= 1 x85 <= 1 x86 <= 1 x87 <= 1 x88 <= 1 x89 <= 1 x90 <= 1 x91 <= 1 x92 <= 1 x93 <= 1 x94 <= 1 x95 <= 1 x96 <= 1 x97 <= 1 x98 <= 1 x99 <= 1 x100 <= 1 x101 <= 1 x102 <= 1 .1 <= x103 <= 1 .1 <= x104 <= 1 .1 <= x105 <= 1 .1 <= x106 <= 1 .1 <= x107 <= .9 .1 <= x108 <= .9 .1 <= x109 <= .9 .1 <= x110 <= .9 x111 <= .9 x112 <= .9 x113 <= .9 x114 <= .9 x115 <= .8 x116 <= .8 x117 <= .8 x118 <= .8 .2 <= x119 <= 1 .2 <= x120 <= 1 .2 <= x121 <= 1 .2 <= x122 <= 1 .2 <= x123 <= 1 .2 <= x124 <= 1 .2 <= x125 <= 1 .2 <= x126 <= 1 x127 <= .9 x128 <= .9 x129 <= .9 x130 <= .9 .2 <= x131 <= 1 .2 <= x132 <= 1 .2 <= x133 <= 1 .2 <= x134 <= 1 x236 <= 2 x237 <= 2 x238 <= 2 x239 <= 2 x240 <= 2 x241 <= 2 x242 <= 2 x243 <= 2 x244 <= 2 x245 <= 2 x246 <= 2 x247 <= 2 x248 <= 2 x249 <= 2 x250 <= 2 x251 <= 2 x252 <= 2 x253 <= 2 x254 <= 2 x255 <= 2 x256 <= 2 x257 <= 2 x258 <= 2 x259 <= 2 x260 <= 2 x261 <= 2 x262 <= 2 x263 <= 2 x264 <= 2 x265 <= 2 x266 <= 2 .1 <= x267 <= 1 .1 <= x268 <= 1 .1 <= x269 <= 1 .1 <= x270 <= 1 .1 <= x271 <= 1 .1 <= x272 <= 1 .1 <= x273 <= 1 .1 <= x274 <= 1 .1 <= x275 <= 1 .1 <= x276 <= 1 .1 <= x277 <= 1 .1 <= x278 <= 1 .1 <= x279 <= .9 .1 <= x280 <= .9 .1 <= x281 <= .9 .1 <= x282 <= .9 .1 <= x283 <= .9 .1 <= x284 <= .9 .1 <= x285 <= .9 .1 <= x286 <= .9 .1 <= x287 <= .9 .1 <= x288 <= .9 .1 <= x289 <= .9 .1 <= x290 <= .9 x291 <= .9 x292 <= .9 x293 <= .9 x294 <= .9 x295 <= .9 x296 <= .9 x297 <= .9 x298 <= .9 x299 <= .9 x300 <= .9 x301 <= .9 x302 <= .9 x303 <= .8 x304 <= .8 x305 <= .8 x306 <= .8 x307 <= .8 x308 <= .8 x309 <= .8 x310 <= .8 x311 <= .8 x312 <= .8 x313 <= .8 x314 <= .8 .2 <= x315 <= 1 .2 <= x316 <= 1 .2 <= x317 <= 1 .2 <= x318 <= 1 .2 <= x319 <= 1 .2 <= x320 <= 1 .2 <= x321 <= 1 .2 <= x322 <= 1 .2 <= x323 <= 1 .2 <= x324 <= 1 .2 <= x325 <= 1 .2 <= x326 <= 1 .2 <= x327 <= 1 .2 <= x328 <= 1 .2 <= x329 <= 1 .2 <= x330 <= 1 .2 <= x331 <= 1 .2 <= x332 <= 1 .2 <= x333 <= 1 .2 <= x334 <= 1 .2 <= x335 <= 1 .2 <= x336 <= 1 .2 <= x337 <= 1 .2 <= x338 <= 1 x339 <= .9 x340 <= .9 x341 <= .9 x342 <= .9 x343 <= .9 x344 <= .9 x345 <= .9 x346 <= .9 x347 <= .9 x348 <= .9 x349 <= .9 x350 <= .9 .2 <= x351 <= 1 .2 <= x352 <= 1 .2 <= x353 <= 1 .2 <= x354 <= 1 .2 <= x355 <= 1 .2 <= x356 <= 1 .2 <= x357 <= 1 .2 <= x358 <= 1 .2 <= x359 <= 1 .2 <= x360 <= 1 .2 <= x361 <= 1 .2 <= x362 <= 1 Binary b135 b136 b137 b138 b139 b140 b141 b142 b143 b144 b145 b146 b147 b148 b149 b150 b151 b152 b153 b154 b155 b156 b157 b158 b159 b160 b161 b162 b163 b164 b165 b166 b167 b168 b169 b170 b171 b172 b173 b174 b175 b176 b177 b178 b179 b180 b181 b182 b183 b184 b185 b186 b187 b188 b189 b190 b191 b192 b193 b194 b195 b196 b197 b198 b199 b200 b201 b202 b203 b204 b205 b206 b207 b208 b209 b210 b211 b212 b213 b214 b215 b216 b217 b218 b219 b220 b221 b222 b223 b224 b225 b226 b227 b228 b229 b230 b231 b232 b233 b234 b235 End