Simultenaneous equation canon doesn't work

  1. i iam supposed to be able to resolve its effect but i can’t activate the card

  2. 7V17iF3HeZ9z957V0fp15RrcJmm0InZRojaa95xDk2htaVeyIkUP23oZp11L1ytZK8neh2QpTiM7lD5SapdCMfThQEILwS6mFNL+UZq4xmpDAyGhtNBSl4JLIAm4SdoYEqrOnDlzzrl3792duZ47e7d04ezce2bufGfm+8183zffN3N2/isAY3tnL7QfbC8tnbs4twjeAAC0jrbnzl26CCL1+eDs4lJ74ejyfBvE+fdLZ9o658Gl2YWlfbMXz+iMPQuzV3ZfWr64pHMfOnehvQD+vCx44DCY2qqKLbfn89rUX/LA4uHlx+bPnQbR5qPt+fbsYvvMzMKlCwBs/9b3nrlx82Z59+GLS+fmwfXfee3vr/wHAHdOP720MFtWc5eicv/ymbn2Uv4d3Hl4fvZqewHKR/nK449+6IdRcQPJvNc+8ewzHxlrqlYfbC8uzs61F8H2fwYghuAO9dsmiNWDqmv7HdvviBF4U7VvHEydkcnNl25+5vfeWh4DUyBR6TZwPaeYt1leDXn9rbxoUqUuf4bGlT8+F4OpKFGpodEoril5vVjU+6Jj/XUaX/27LbIdjUSlhsZY0RZV7fwmAL49VqWD0Fh+5jcjMDWWqNTQaBbtUF9V/5xoVOkgNNKf+wPZV81EpYaGYtlk0Y7tEwB8cbxKB6Hx5Ne+J2nEiUoNjfGiHaq/FB+mxqt0EBp3f+aNpvxxolJDY1PRjkbRjm9sqtJBaLzyhQ/IdmxKVGpoTBQ0FJGXb9N1m3QQGj+4dK0BppJEpbNA9w+otePd/Bkav3DimMTu5kSls7V61RhseqLxzp8+K/tqIlGpomGGQJ2G6aNB+2rp+6/K8XFLotLZWr2T6t+U/mzG3qBjcP9z35D8uDVRqaIRd9EYtA11GgdubJN9dVuiUkXDVBUV14c3A/CTpEoHofHN3/+hpHF7olJFY6JGQ7XjbXnjlzdXqctfjItpPiqn+bxqOc3jF+8F22qoUuxXLTDTVb9pK+rx3RTtpBElbyztbfaisRbr7Wk0kk99951GLxqvFnde7TNuummo+g2EOmmMJV97z19HdRqTxe/NlNhvauxFY3tPGs0E/GXS7Kah2pEUmEv6wLgXjed60oiT33hoYUU7FI21hop9X40nX3/kt+JeNAx0+0G4m4aCxq/2pLEpee3QfR3YVfWrL/9z8+ZNUEvXoqF+82s9aSTJ63u2rWiHyjLDvN9w70XjSz1pbE6+/ZO/anaLXVWtGuqK3yZdi0b9r5PGRPKdL32uFIm3goofD93SeQ1O45bks+jFfOoyw8DQUHiqX4PTuDX56UuvRHUaSXEpFUupDiYdnMZtyfaXbzTqNMxcojBbvwancXvy4/1vNRUNU42hsdY0vxqNmIC7VXoKxH/46Q83n7/5RfD17/9K9I/veSl64df/qBHTIjuKe/6aga0gb3VTgbXfFfOiWLR6MQE+oGtLViuWF02LotHaRTPwoyivtWE6VLVUjpgJlcqBOmY6qK7H/EtcS5u91TQDpPqfoaF6EjSiCZVa6V99aPT6MzQUp0CjMaHSYdFQSACNsQmVyr4CZryrvlLI+otbtMA36SA0FNJAozmhUkXDjMWcxpSeAF7fXKUuNGIEC/5HJf/zR5f8/yp6aUzR6x60auJUA8mk3fSsB63k//vFc5HVww5MozHx8M/+V86buj5uFBnVZyYdnMbYxC99/t9zGgZnhsZdsbYhTTo4jebE8z9qxr77KkZIF94uP2LdRR+M5GdiN3Uhajd3IWY/eSFuP3shAb6g621MymTs+t27zPTV3VSTb6aefvlm2uiXb4Z8v3wzXFd2dVo8a1Q+q/oadT1rVKtL50dr5DfWyB9bI7+5Ij9GWYGFhjR1oB0WMLLDAsb2WMDEHguYbhwsYLZxsIB5gYWm/CwssZBaYiGzxwKB9lggaONggeCNgwViKReIpVwgDnKBOMgFsoHkAtlAcoFkYIv6gsveSuQl+zWmUFtePC8s78YU2WGFYjusUAI+q+vL+X8G1EyJZDimRP9nofZYpAwcKkysSbA6Fk2bNNaiAKZLI4DpMjYc04XyjTNuqCjGjeEsSBrFuEk7xk1DjpvMbtwwaDduGAIv6fpyrJpnNeOmu187MJgMx3zu/ZzYfkwxAr6j22Q9pjTeowB4bwwH74xuHLwzVuiMEuGMW+JZWOI5BY/o+qzwbPINnrvze9PI7LHIITitn8da1zBY7JdvcNSdH3O0cTDAseXyJ7HjO6fD5ztnDnznAfkuNhDf02JJKYp5Vi0pCctlBGG5jCDw8OEgHJYfBA0HB7GBlg8E1979U1Gkn11US0sitcREZoeJFA4fEymyx0SKw2EiJWBTbmaMPiaMuqTz44lLb37ZuxcgTmm1bJVaeuJSS1dcKgLgzMGJl2bhcJZB8Df6uUYeZ5358cq5KbNcosgslygyMnxcZA5LDxkLiAv+fwgXxlxXM5MqIfs6VrNPnKXgrMrZJO+YaSwvJAsMZRrLihW3GUNFXm//96ffG8UIQl3PXvXZEskIWkIZwQBYRpCCXfppVoDZVGja3d1jXRUFRDqCG2jlCUGhUbJPoSQtcK381aq6qCm1siQvlhlgNyMD7LyULGHt3e4K91gV2AgVK8YfM2TkLaR/s0t+tLQeESIGQnnBe/IO2brLVNr9PN3QqVUUwL5EiHkCPOKarQ+obrP0yiGUgl+s9ZWh2K+v+lSSBegnDD31E0YBJwaMwQ391EOfGMwY1fljQ4oOwaQuCJX0aQElCFUW1b/dLz9aqtcIcw/4wwGUb4QdtG+EA6rfiMDCDbb+wkc+DKoLFMnCqBXFUgq0ZBYuslSwugpajyR6pIRQWaSUNbHBcV5KlrAObU/0qnr9ebq/G6BLirSQNYaMvMVKWUMsV6gRER2ypvsysscQ6X6epKoowBo2Ig6L2IjCQs80Dx/pmVX2FEWVnkltxTIlHUO93yTer6uKSkKIZOqw5otowEVfRMUIDXWaVnokNWEAKrYyirbIsQ0KPZLBcmyXMiovJUtYR2I66ZEMFWPbkJG3cH1ait6fVHouI6H1XEZX6LmsmntsvWOICbCYF4yak0AzyzS4+1lMvo1cNWVXH4ghfG7IxemGeGH8Tsru5KjShW29ToiTdezPEL4s5OLMQiG9WYiP0sTG01KR5ZahF0jAdQSPQAHAIxyiMZAgAcEj6AiBR9iaPoKvJ2JCmEzCxWQSIU2mdJRMprQwmWbU/hr1CPJqve8HmZRdqVFbyqxWI74+lf+qVFta5UadvJQsYbtRR9XU/Tz9/iRFWmn9tv4zlK4nykN45ZCLWw6F9MuhDIKdUf5kK7ZyDX+bVRRgm1VjSItcGaosm8wMwfxn0dZEDeIpXYxorm0F0XTz32KZIe9R8FPq3raVIZIy0wT+rmSIqsCmIVNd310YMgymTwK3VclhgEJ2LK90/0xUun9mGU6Csmz9pikMAwSpYOgQpYJhwDAVDMnoCGMMy0VsDC1lHIbrKOMwDCDjMHSQcRgGlHEYjZAmh5Glzx0jvI6IQQH8+Bg5BKVgFNBXjxEfJcSYuBKtQEgFPwHxlM6qAktKKZqXkiWGoS1IiiayxJCR1+E94JNRjHEVWYKxLcrxeqIch0A5rqJVTAWm71ZrQY+KQo4AzNfVLhiGzt5tFwxFzcS4ipzBOO2wC95X2QUYZ6Vd8KFbvpnbBZjA/nYBJgj8bh+GqAq21R7MNESdDflCVKVTXZWut10QwlALYlvg0m2teanWYMbiqak8q1qDGTMPk5eSJawZN9VJcI2HoaWhgwkrDR1s67DGZB2dRjiEkxuTzNOcTANu48IU/f+cPNDwpLiuQSmlpdXUAUmYktKWo9RyfFC2juOD8gDjgwoHzZymIceAMRyHr5nHmJnwFjNhy+vzfzb5qJxMWRXegpml9xizdfQeYxbAe4yZg/cYs4DeY8xESOAUit+MYa+8Dv/Dka0NmZUVwJGfue0hSRytI3B4gD2TmLuc2cQD7prEnAUEDi8WqfcpdIgO6+H2mvXA09J6uOvu16PceuDZKtaDgH2th+GL9WhCPWSzM/Sy599U13cX1WH4KtCwrAeBKoVd4EJhlwAQlucmYUHXcXoQLMD0IByOccJCBJweRDpCS4UiqxYfUli3SZXy0mzqcEacmuDHPEvelrewxsou+dEWdikF39JN9wY7M+DMg9layC7BleZZVod1GgLWqQus08ppiVNLpyVOM/C8puCNR6ac4VG/elbv3yyEQzNzcWhmIR2a2Sg5NLPKoZnZOjQzPqrACuHszFycnVlAZyeBI+TsJNCErZXtaURPvvKfPxPJLFwa0ATaHhAJ6WiCjsAA0oJAl7MsYUAliMARUoIIrJQggmB9z4kyxFvN+P68GFq5Cy02WR3L+RIUUWvcZJH6BjW146m1yWTRIqvsx2ZDK1wEscIJIG8ZFScvJUtYHy3n8EYbSZEXKp4hI28Jo+KRcktvNeBMv5ry3VWuRBiyPF+H4ACinmAHUU+wYfA/qdbKv6jZaGpW4WqrT8kqVUqVUOmWqZWsWrpdVly3bp1Yhc1WH0NG3iq3+pBy9+u7YRUWK/bVmUoMUYtKAnhmCHbYzkMILDViQpCHfiLYQz+RAFEFhDjEzhDC9It1HA6+1HN9NJxDKQkZofgaQoTRfgnxMS+SzAOIaIg5k7rMmRSD3fqJrBUKA6LufFnZCJk/hFIPXKfMB9cDOPeIi3OP0NQn17MR4rpx7mG1cKyqyL3/6rgmwtDKsLq8lCwxjGVmSbFQSGYMmUirEFKwMVIZSswHUpkPpLIQSGViRZiG6Z/6j6M+FdQq8oliloE/0U/1rlFswKXzhxT+QMyuZ2UQ8cLq2Ro1ihYWHSGzjFJcdk0EtL+JcALy4zi3Af0KM8IpmCs6tFNjAEPSGHgRyDSpPlenGBEuPIwInnoYETzACUdEQE8jQhjRX40Iw8DuJ5GFcTgXKBGkPi/nwTqJDtYholynJIJ54LvgHvgeYpsscdkmS0TmwNsUBuRt6sNIS30YaWkIIy11MdJS5sI1HpJror6IpjQltd6aa0pp6uHgFidhlmZ6teQj5cEtJIP6Nx+VH30ALDMBL1HzHvXjF6pV5u4QBjPRGiL2AAxx6itxOfaVZD6m1IyD40XfmR/3W6EfsN9CTLcu7h2SOUy3FMJCE333A1dW1nEqQKshRWXjzvxUAAqx3tn/YL5ALb+TejCRvKXefntd11Lt2afQAwYoHDIGaIj9jNRlPyOFLhhAPjGAqn3oFHUcBaHwYEI+KCLFInOepUI+KKJmkZkiH2xHHHxZN8sb241IMQ9t/XZZh3CQWgNCwAq5wAplpaVDMfTAI2wfSGrLI1PG8KhXPQXxAIGk1OXlnxRTh2GLmcdhi7kxZSj2YMJSnK4nYwOYvtTlTZ6UOJi3lGCPjCXEAzeJfUCnf26SALEM1OW9nJQIF26mPrmZ1SVqHgmwSR9VS83Zpxi/eC+IpmTXNMf1UbWUluvHzXEjwvJSsoRKt+mG5X9GhJ0obCCTOh1VSykuxLshI2+RUrz7cHBQysAV3a/etbp78rJbd5mH764v0Q8QYMmZujhHKPXgLqTU/lgZ1341Zfv1a0xZADcjZQ5uRlq+0NFmrDPicayzIn5nxnSXvCY/e7IhxxJj9bGuslpJ/Jz+Fa+sJ+ZDkrN0yNYTCyGtuYu05i7SmvuU1pxU1hOn9bk+ipPKeuKsnNDLF7gM0yaRFPkKe42X8VuU+5h4uP+Jx5RZW8kQISYe4TLxmJ03k7KrBansLuFDeAr7LcND6OsQglO4CM7SnWEz4EXmccCnsLS7fDgjaGp/fo1/xoZwYlAXJwZ1cWLQlPtkrA/Zm66nFZ2GkMuZi1zOXORy5lMuZ6Sui0llS17btC6W0XJlOxeLGasUsMxDsCzN7I8/8Q+CLECQLc0cgmwZhPYgYBD5AwEzW0SkcsZK/0UJiKSpNXAGi/jpR/NXDSlMMFgde8OgB0wwKLwbv/eoMs9WmMh1xB51FQ8Q4v3lMAOf061cgYt5ed18s1jGkP2s0gaoGtZvGUOxKF83KdJ66+oKcX05o/OhkAv+kE/8IWx0BYY8rOoxtI6regwFWNVjiIO9uoUrALRdVfiVYi2iGKi9QNFVocPKH0MeV/4YyjxwHNu/8cE/x3GANz4wjD1zvPTf2HAcU48cx6zuTVcP22xuyb3pDPNS55ANkd+F+Z5vrWI4LXUQhn0Ah6wncEgI4BDfwCEuwCE+gWMO2VN6CuF1PSV/92GiD2tlRNT3ByoYtIDJSit9hVi+ToZROHSdJNnUWaYTJzQETqjDK2UYdcEA9YkBykpdgVqes8joOhoajIZQKKmLocFcFD3mU9GzPcCNORzg5p9jIQ5wYy4HuDHGXTgmfHIsrW3gNV2b+2UZW+my3axdtowbl+2nvvtOo8Nly3gPl21eSpZQ6Tbd5vyvHsgKaulaLls1xZswfUnRuGwNGXmrdNkybnkYJeOsDFY13bYaJLuvfMa/vnWXeYju3ySaSIAVZMYdVpAZtzwAh/HMyZ3WfZnf9OufmIXwZDAXTwYTDi5UJjy6UJkwLlTTXfJ69cZv75TYFtUyHRO2ElKIYTMvhBQULlIwdZGCqU8pmNaW21JShQ/H0uBJq0VXqc/K76wjnDiJo6nbkn2yCTKLd2TFsdTdJ4osowFvf/mGnH8n5PyrTsjIs9KVxy7kpWQJlc6ClR5WtWJWvzQPO5vV709SLDYSfMyQiZnZSCDn38zyBQYsG8wBZIj2KmMP3xCbCJjLJgJmVuMnVXdW+/RYJmz7M3Wyaoz86tefCXDu0wBuGA4d3DAcOrhhOPTohuGwPB2bQ0uFhMPBXN1eBgSHARQVDh0UFQ4dXN0cenR1c3P20YzpWnldf+3az0cyC1XT+Xgsv1eHcXFkeRgXH3A52w+jQyxnc+QQpMpdlqq5z6VqjqoDrziGHVtAxqstIByj7pAijstTPzm2ZTu2P4PNlu2mzGo2sCnTHxI4BCSwCyRwdWInx5YGC8f2J3aG7V8SwNDhxMHQ4cTB0OHEo6HDSbkTnRPLEzM5sT8xMzBjA+x74sRh3xMnDtvpOPW4nY5TS72fUzyi3KQBbAJOHWwCTh2Cwjj1GBTGqdC7zz+YqC+2MzAd1Rk4RLQ+d4nW5y7R+txntD5ntvYIY6PKzRC2CnOxVZiLrcJ82iocat30oulyeQtpBj0lP1r6ZzgnI8prTsF71bdLiky5XtXVo5xpq+yRPFd+L/aILsiPlssnnKej2gOWbm0u4Ii2QARwd3Ph4O7mwsHdzYVHdzcXrByv48V4Fbwcr8IWrWJU0SqycryOR6V/r6tHU2jGqyohv6NyvKa2M1Y6qjNWaitf01GVr2kI+Zq6yNfURb6mPuVrVsnXZjFes0q+ZrZozUYVrVklX3XUUi/5mpXyVZWQ3yv5auue4NmozliZpXwVcETlq4AB5KuADvJVQAf5KqBH+SpgJV81W+StUr4KaIlWAUcUrQJW8hVE5UFwXT2KOuWrQKV8FchyxhJoRGcsgSzlq0AjKl8FCiBfBXKQrwI5yFeBPMpXgWGx0AQi+cVyDVHgEV1DFDjAGqLADmuIAjusIQrscQ1RYNvJFo/qZBvieCbhcjyTcDmeSfg8nkkQs7E0fxW4PjLxyB7wSTlsiTn/ocyaBPF1/asqeE0Qy+A1QcSI4oEECHoTxCHoTVCHoDdBPQa9CVoFvQlK6uFpKmCiNR7nkWuC0h7nQBVZrB5UXJwNU2SZULgf73+rqePdmjreTVCx8kSRvJQsodJZec+YMCbe7e0JbdeY1CneTdC0cP8bMvJWpn+zKxbM8lXUgqGBQjJNWUO8X1lJIMApgYI5nBIoGC3d+IJZentFubrv1k/35GW39u2nejybJBLAcyuYg+dWMAfPreAePbfC+Av2y4+21gEnQwYzD7BnQ3CHPRuCO+zZENzjng3B03o8mgpNao0/m8ejCZ5p9Vm9XnHiwbOzC+0ze2cvtA+2Fxdn59qLoLGnffo8BFtk9sEd7Z0Hnjj++PTJh8TOq9nZ44fg/LUr13bvvdCmex+eoUcWT6f7z+5pnzl15OiB+3buJtNi3/HpPZQ+Nf3xY2fnlpfOHHtibnk6peTwwYN7rpJjl9KZs0+cZgt472762KHH+dmzM9fw03NzF6aP7KNH72eXT14+j49MnzzKyYFDp/Yfv5yeOpCSHVeWn7x2Yv++Y0/tOL/74fTCxT0nr+xETxy/ys/PTh88sfPQAt4/u4zOnTr22LUde6cv3//UY+3FmQtPXjs+vbSwfHbu8MWzR88fmN9x/OpDC0uzD168dvrowcOHDpx84PGD6fSVRSHEEx+/j3/iycs7np6/T8zAWfL02fsfu393duLxS/O7r5zbc2Xu8PkDV+77KGgenp+92j6T/19YPDq7cG7pnOwydRTvGMzf+zVW3lTv7GhlKIVQvVxcmdwtARFjasVemdotzGDGM2mdq30qLcJZSlNpzijotDhJKcNEWzot+SnFpHjhdAvJiRES4wJo7b50ub2QU72qETCGwL0dTxL3LgfA/wI=

  3. in that case i had at least two ways to resolve it, at a moment there was caspar on the board with lacrima and link 2 fiendsmith, i could activate the canon by using lvl 2 fusion, lvl 4 xyz (level for acrima) + xyz 2 for the total numer of card and then shuffle bach the fusion and xyz 4 and bannish his board, or i could ban fusion 1 and xyz 2 plus xyz 5 and shuffle back fusion and xyz 2 and bannish his board

  4. Windows-10

Key words: And 2 Xyz Monsters with the same Rank

my bad that explain why i couldn’t use it srry

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