\ Equation counts \ Total E G L N X C B \ 111 111 0 0 0 0 0 0 \ \ Variable counts \ x b i s1s s2s sc si \ Total cont binary integer sos1 sos2 scont sint \ 200 200 0 0 0 0 0 0 \ \ Nonzero counts \ Total const NL DLL \ 1402 814 588 0 \ Minimize obj: 0 x1 + 0 x2 + 0 x3 + 0 x4 + 0 x5 + 0 x6 + 0 x7 + 0 x8 + 0 x9 + 0 x10 + 0 x11 + 0 x12 + 0 x13 + 0 x14 + 0 x15 + 0 x16 + 0 x17 + 0 x18 + 0 x19 + 0 x20 + 0 x21 + 0 x22 + 0 x23 + 0 x24 + 0 x25 + 0 x26 + 0 x27 + 0 x28 + 0 x29 + 0 x30 + 0 x31 + 0 x32 + 0 x33 + 0 x34 + 0 x35 + 0 x36 + 0 x37 + 0 x38 + 0 x39 + 0 x40 + 0 x41 + 0 x42 + 0 x43 + 0 x44 + 0 x45 + 0 x46 + 0 x47 + 0 x48 + 0 x49 + 0 x50 + 0 x51 + 0 x52 + 0 x53 + 0 x54 + 0 x55 + 0 x56 + 0 x57 + 0 x58 + 0 x59 + 0 x60 + 0 x61 + 0 x62 + 0 x63 + 0 x64 + 0 x65 + 0 x66 + 0 x67 + 0 x68 + 0 x69 + 0 x70 + 0 x71 + 0 x72 + 0 x73 + 0 x74 + 0 x75 + 0 x76 + 0 x77 + 0 x78 + 0 x79 + 0 x80 + 0 x81 + 0 x82 + 0 x83 + 0 x84 + 0 x85 + 0 x86 + 0 x87 + 0 x88 + 0 x89 + 0 x90 + 0 x91 + 0 x92 + 0 x93 + 0 x94 + 0 x95 + 0 x96 + 0 x97 + 0 x98 + 0 x99 + 0 x100 + 0 x101 + 1.08828 x102 + 1.05718 x103 + .228192 x104 - 1.30634 x105 - .65168 x106 - 1.260084 x107 - .469946 x108 - .34633 x109 + 2.809918 x110 + 0 x111 + 3.586448 x112 + .972156 x113 - 1.285152 x114 + 3.645282 x115 + .38707 x116 + 1.048474 x117 + .627214 x118 + 3.746396 x119 - 4.027804 x120 + 0 x121 + 0 x122 + 3.29591 x123 + 4.485358 x124 - 1.217538 x125 + 9.5654e-2 x126 + .943638 x127 - .621584 x128 - 1.716882 x129 - 2.250502 x130 + 0 x131 + 0 x132 + 0 x133 + 1.323736 x134 + 2.264256 x135 + .875896 x136 + 1.144872 x137 - .163352 x138 + .966758 x139 + 3.761826 x140 + 0 x141 + 0 x142 + 0 x143 + 0 x144 + 1.477326 x145 + 1.132984 x146 - 1.461894 x147 + 5.21283 x148 - 3.950838 x149 + 1.46395 x150 + 0 x151 + 0 x152 + 0 x153 + 0 x154 + 0 x155 + 4.341016 x156 - 1.031632 x157 - 1.94693 x158 + 1.343486 x159 + 1.343322 x160 + 0 x161 + 0 x162 + 0 x163 + 0 x164 + 0 x165 + 0 x166 + 4.430323 x167 + .825328 x168 + .150462 x169 + .956186 x170 + 0 x171 + 0 x172 + 0 x173 + 0 x174 + 0 x175 + 0 x176 + 0 x177 + .964514 x178 - .61663 x179 + 4.296174 x180 + 0 x181 + 0 x182 + 0 x183 + 0 x184 + 0 x185 + 0 x186 + 0 x187 + 0 x188 + 2.642236 x189 + 3.406506 x190 + 0 x191 + 0 x192 + 0 x193 + 0 x194 + 0 x195 + 0 x196 + 0 x197 + 0 x198 + 0 x199 + .266262 x200 Subject To e1: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e2: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e3: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e4: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e5: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e6: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e7: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e8: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 e9: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 + .9 x200 = 0 e10: x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 + x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 + x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 + x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 + x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 + x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 + x167 + 2 x168 + 2 x169 + 2 x170 + x178 + 2 x179 + 2 x180 + x189 + 2 x190 + x200 = 1 e11: x1 - x101 = 0 e12: x2 - x111 = 0 e13: x3 - x112 + [ x2 * x56 ] = 0 e14: x4 - x121 = 0 e15: x5 - x122 + [ x4 * x56 ] = 0 e16: x6 - x123 + [ x4 * x57 + x5 * x65 ] = 0 e17: x7 - x131 = 0 e18: x8 - x132 + [ x7 * x56 ] = 0 e19: x9 - x133 + [ x7 * x57 + x8 * x65 ] = 0 e20: x10 - x134 + [ x7 * x58 + x8 * x66 + x9 * x73 ] = 0 e21: x11 - x141 = 0 e22: x12 - x142 + [ x11 * x56 ] = 0 e23: x13 - x143 + [ x11 * x57 + x12 * x65 ] = 0 e24: x14 - x144 + [ x11 * x58 + x12 * x66 + x13 * x73 ] = 0 e25: x15 - x145 + [ x11 * x59 + x12 * x67 + x13 * x74 + x14 * x80 ] = 0 e26: x16 - x151 = 0 e27: x17 - x152 + [ x16 * x56 ] = 0 e28: x18 - x153 + [ x16 * x57 + x17 * x65 ] = 0 e29: x19 - x154 + [ x16 * x58 + x17 * x66 + x18 * x73 ] = 0 e30: x20 - x155 + [ x16 * x59 + x17 * x67 + x18 * x74 + x19 * x80 ] = 0 e31: x21 - x156 + [ x16 * x60 + x17 * x68 + x18 * x75 + x19 * x81 + x20 * x86 ] = 0 e32: x22 - x161 = 0 e33: x23 - x162 + [ x22 * x56 ] = 0 e34: x24 - x163 + [ x22 * x57 + x23 * x65 ] = 0 e35: x25 - x164 + [ x22 * x58 + x23 * x66 + x24 * x73 ] = 0 e36: x26 - x165 + [ x22 * x59 + x23 * x67 + x24 * x74 + x25 * x80 ] = 0 e37: x27 - x166 + [ x22 * x60 + x23 * x68 + x24 * x75 + x25 * x81 + x26 * x86 ] = 0 e38: x28 - x167 + [ x22 * x61 + x23 * x69 + x24 * x76 + x25 * x82 + x26 * x87 + x27 * x91 ] = 0 e39: x29 - x171 = 0 e40: x30 - x172 + [ x29 * x56 ] = 0 e41: x31 - x173 + [ x29 * x57 + x30 * x65 ] = 0 e42: x32 - x174 + [ x29 * x58 + x30 * x66 + x31 * x73 ] = 0 e43: x33 - x175 + [ x29 * x59 + x30 * x67 + x31 * x74 + x32 * x80 ] = 0 e44: x34 - x176 + [ x29 * x60 + x30 * x68 + x31 * x75 + x32 * x81 + x33 * x86 ] = 0 e45: x35 - x177 + [ x29 * x61 + x30 * x69 + x31 * x76 + x32 * x82 + x33 * x87 + x34 * x91 ] = 0 e46: x36 - x178 + [ x29 * x62 + x30 * x70 + x31 * x77 + x32 * x83 + x33 * x88 + x34 * x92 + x35 * x95 ] = 0 e47: x37 - x181 = 0 e48: x38 - x182 + [ x37 * x56 ] = 0 e49: x39 - x183 + [ x37 * x57 + x38 * x65 ] = 0 e50: x40 - x184 + [ x37 * x58 + x38 * x66 + x39 * x73 ] = 0 e51: x41 - x185 + [ x37 * x59 + x38 * x67 + x39 * x74 + x40 * x80 ] = 0 e52: x42 - x186 + [ x37 * x60 + x38 * x68 + x39 * x75 + x40 * x81 + x41 * x86 ] = 0 e53: x43 - x187 + [ x37 * x61 + x38 * x69 + x39 * x76 + x40 * x82 + x41 * x87 + x42 * x91 ] = 0 e54: x44 - x188 + [ x37 * x62 + x38 * x70 + x39 * x77 + x40 * x83 + x41 * x88 + x42 * x92 + x43 * x95 ] = 0 e55: x45 - x189 + [ x37 * x63 + x38 * x71 + x39 * x78 + x40 * x84 + x41 * x89 + x42 * x93 + x43 * x96 + x44 * x98 ] = 0 e56: x46 - x191 = 0 e57: x47 - x192 + [ x46 * x56 ] = 0 e58: x48 - x193 + [ x46 * x57 + x47 * x65 ] = 0 e59: x49 - x194 + [ x46 * x58 + x47 * x66 + x48 * x73 ] = 0 e60: x50 - x195 + [ x46 * x59 + x47 * x67 + x48 * x74 + x49 * x80 ] = 0 e61: x51 - x196 + [ x46 * x60 + x47 * x68 + x48 * x75 + x49 * x81 + x50 * x86 ] = 0 e62: x52 - x197 + [ x46 * x61 + x47 * x69 + x48 * x76 + x49 * x82 + x50 * x87 + x51 * x91 ] = 0 e63: x53 - x198 + [ x46 * x62 + x47 * x70 + x48 * x77 + x49 * x83 + x50 * x88 + x51 * x92 + x52 * x95 ] = 0 e64: x54 - x199 + [ x46 * x63 + x47 * x71 + x48 * x78 + x49 * x84 + x50 * x89 + x51 * x93 + x52 * x96 + x53 * x98 ] = 0 e65: x55 - x200 + [ x46 * x64 + x47 * x72 + x48 * x79 + x49 * x85 + x50 * x90 + x51 * x94 + x52 * x97 + x53 * x99 + x54 * x100 ] = 0 e66: - x102 + [ x1 * x56 ] = 0 e67: - x103 + [ x1 * x57 ] = 0 e68: - x104 + [ x1 * x58 ] = 0 e69: - x105 + [ x1 * x59 ] = 0 e70: - x106 + [ x1 * x60 ] = 0 e71: - x107 + [ x1 * x61 ] = 0 e72: - x108 + [ x1 * x62 ] = 0 e73: - x109 + [ x1 * x63 ] = 0 e74: - x110 + [ x1 * x64 ] = 0 e75: - x113 + [ x3 * x65 ] = 0 e76: - x114 + [ x3 * x66 ] = 0 e77: - x115 + [ x3 * x67 ] = 0 e78: - x116 + [ x3 * x68 ] = 0 e79: - x117 + [ x3 * x69 ] = 0 e80: - x118 + [ x3 * x70 ] = 0 e81: - x119 + [ x3 * x71 ] = 0 e82: - x120 + [ x3 * x72 ] = 0 e83: - x124 + [ x4 * x58 + x6 * x73 ] = 0 e84: - x125 + [ x4 * x59 + x6 * x74 ] = 0 e85: - x126 + [ x4 * x60 + x6 * x75 ] = 0 e86: - x127 + [ x4 * x61 + x6 * x76 ] = 0 e87: - x128 + [ x4 * x62 + x6 * x77 ] = 0 e88: - x129 + [ x4 * x63 + x6 * x78 ] = 0 e89: - x130 + [ x4 * x64 + x6 * x79 ] = 0 e90: - x135 + [ x7 * x59 + x8 * x67 + x10 * x80 ] = 0 e91: - x136 + [ x7 * x60 + x8 * x68 + x10 * x81 ] = 0 e92: - x137 + [ x7 * x61 + x8 * x69 + x10 * x82 ] = 0 e93: - x138 + [ x7 * x62 + x8 * x70 + x10 * x83 ] = 0 e94: - x139 + [ x7 * x63 + x8 * x71 + x10 * x84 ] = 0 e95: - x140 + [ x7 * x64 + x8 * x72 + x10 * x85 ] = 0 e96: - x146 + [ x11 * x60 + x12 * x68 + x13 * x75 + x15 * x86 ] = 0 e97: - x147 + [ x11 * x61 + x12 * x69 + x13 * x76 + x15 * x87 ] = 0 e98: - x148 + [ x11 * x62 + x12 * x70 + x13 * x77 + x15 * x88 ] = 0 e99: - x149 + [ x11 * x63 + x12 * x71 + x13 * x78 + x15 * x89 ] = 0 e100: - x150 + [ x11 * x64 + x12 * x72 + x13 * x79 + x15 * x90 ] = 0 e101: - x157 + [ x16 * x61 + x17 * x69 + x18 * x76 + x19 * x82 + x21 * x91 ] = 0 e102: - x158 + [ x16 * x62 + x17 * x70 + x18 * x77 + x19 * x83 + x21 * x92 ] = 0 e103: - x159 + [ x16 * x63 + x17 * x71 + x18 * x78 + x19 * x84 + x21 * x93 ] = 0 e104: - x160 + [ x16 * x64 + x17 * x72 + x18 * x79 + x19 * x85 + x21 * x94 ] = 0 e105: - x168 + [ x22 * x62 + x23 * x70 + x24 * x77 + x25 * x83 + x26 * x88 + x28 * x95 ] = 0 e106: - x169 + [ x22 * x63 + x23 * x71 + x24 * x78 + x25 * x84 + x26 * x89 + x28 * x96 ] = 0 e107: - x170 + [ x22 * x64 + x23 * x72 + x24 * x79 + x25 * x85 + x26 * x90 + x28 * x97 ] = 0 e108: - x179 + [ x29 * x63 + x30 * x71 + x31 * x78 + x32 * x84 + x33 * x89 + x34 * x93 + x36 * x98 ] = 0 e109: - x180 + [ x29 * x64 + x30 * x72 + x31 * x79 + x32 * x85 + x33 * x90 + x34 * x94 + x36 * x99 ] = 0 e110: - x190 + [ x37 * x64 + x38 * x72 + x39 * x79 + x40 * x85 + x41 * x90 + x42 * x94 + x43 * x97 + x45 * x100 ] = 0 e111: - .1 x101 + 2 x102 + 2 x103 + 2 x104 + 2 x105 + 2 x106 + 2 x107 + 2 x108 + 2 x109 + 2 x110 - .1 x112 + 2 x113 + 2 x114 + 2 x115 + 2 x116 + 2 x117 + 2 x118 + 2 x119 + 2 x120 - .1 x123 + 2 x124 + 2 x125 + 2 x126 + 2 x127 + 2 x128 + 2 x129 + 2 x130 - .1 x134 + 2 x135 + 2 x136 + 2 x137 + 2 x138 + 2 x139 + 2 x140 - .1 x145 + 2 x146 + 2 x147 + 2 x148 + 2 x149 + 2 x150 - .1 x156 + 2 x157 + 2 x158 + 2 x159 + 2 x160 - .1 x167 + 2 x168 + 2 x169 + 2 x170 - .1 x178 + 2 x179 + 2 x180 - .1 x189 + 2 x190 - .1 x200 = 0 Bounds 1e-8 <= x1 1e-8 <= x2 1e-8 <= x3 1e-8 <= x4 1e-8 <= x5 1e-8 <= x6 1e-8 <= x7 1e-8 <= x8 1e-8 <= x9 1e-8 <= x10 1e-8 <= x11 1e-8 <= x12 1e-8 <= x13 1e-8 <= x14 1e-8 <= x15 1e-8 <= x16 1e-8 <= x17 1e-8 <= x18 1e-8 <= x19 1e-8 <= x20 1e-8 <= x21 1e-8 <= x22 1e-8 <= x23 1e-8 <= x24 1e-8 <= x25 1e-8 <= x26 1e-8 <= x27 1e-8 <= x28 1e-8 <= x29 1e-8 <= x30 1e-8 <= x31 1e-8 <= x32 1e-8 <= x33 1e-8 <= x34 1e-8 <= x35 1e-8 <= x36 1e-8 <= x37 1e-8 <= x38 1e-8 <= x39 1e-8 <= x40 1e-8 <= x41 1e-8 <= x42 1e-8 <= x43 1e-8 <= x44 1e-8 <= x45 1e-8 <= x46 1e-8 <= x47 1e-8 <= x48 1e-8 <= x49 1e-8 <= x50 1e-8 <= x51 1e-8 <= x52 1e-8 <= x53 1e-8 <= x54 1e-8 <= x55 1e-2 <= x56 1e-2 <= x57 1e-2 <= x58 1e-2 <= x59 1e-2 <= x60 1e-2 <= x61 1e-2 <= x62 1e-2 <= x63 1e-2 <= x64 1e-2 <= x65 1e-2 <= x66 1e-2 <= x67 1e-2 <= x68 1e-2 <= x69 1e-2 <= x70 1e-2 <= x71 1e-2 <= x72 1e-2 <= x73 1e-2 <= x74 1e-2 <= x75 1e-2 <= x76 1e-2 <= x77 1e-2 <= x78 1e-2 <= x79 1e-2 <= x80 1e-2 <= x81 1e-2 <= x82 1e-2 <= x83 1e-2 <= x84 1e-2 <= x85 1e-2 <= x86 1e-2 <= x87 1e-2 <= x88 1e-2 <= x89 1e-2 <= x90 1e-2 <= x91 1e-2 <= x92 1e-2 <= x93 1e-2 <= x94 1e-2 <= x95 1e-2 <= x96 1e-2 <= x97 1e-2 <= x98 1e-2 <= x99 1e-2 <= x100 x101 Free x102 Free x103 Free x104 Free x105 Free x106 Free x107 Free x108 Free x109 Free x110 Free x111 Free x112 Free x113 Free x114 Free x115 Free x116 Free x117 Free x118 Free x119 Free x120 Free x121 Free x122 Free x123 Free x124 Free x125 Free x126 Free x127 Free x128 Free x129 Free x130 Free x131 Free x132 Free x133 Free x134 Free x135 Free x136 Free x137 Free x138 Free x139 Free x140 Free x141 Free x142 Free x143 Free x144 Free x145 Free x146 Free x147 Free x148 Free x149 Free x150 Free x151 Free x152 Free x153 Free x154 Free x155 Free x156 Free x157 Free x158 Free x159 Free x160 Free x161 Free x162 Free x163 Free x164 Free x165 Free x166 Free x167 Free x168 Free x169 Free x170 Free x171 Free x172 Free x173 Free x174 Free x175 Free x176 Free x177 Free x178 Free x179 Free x180 Free x181 Free x182 Free x183 Free x184 Free x185 Free x186 Free x187 Free x188 Free x189 Free x190 Free x191 Free x192 Free x193 Free x194 Free x195 Free x196 Free x197 Free x198 Free x199 Free x200 Free End