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8YsJVHNVXbf3+Ap4r+Biz1eDVV232PFtNyxQzVV1Xfg4xi8mUM1Vdd3e4yvgvYKLPV8NVnXdYse33bBANVfVdeHjGL+YQDVX1XV7j6+A9wo2ef6Bb3gpfcHG9wBWvrDj5huzmoQguA35C+IbfVs1fwp4SHiPLsyjAz2E2THeEZA/0UgKrJo/BZxMzYGzn/Urkz9vOTX3QDofdYBAKgepuQeQ+YgDBVI52DtXAR8YguRH7Q3C1r2n5m7dr+fOEUjlIDX3HEWfulUglYO9cxXw1htv9tzeIGw9Tmru1v167hyBVA5Sc89R9KlbBVI52DtXAW+98WbP7Q3C1uOk5m7dr+fOEUjlIDX3HEWfulUglYO9cxXw1htv9tzeIGw9Tmru1v167hyBVA5Sc89R9KlbBVI52DtXAW+98WbP7Q3C1uOk5m7dr+fOEUjlIDX3HEWfulUglYO9cxXw1htv9tzeIGw9Tmru1v167hyBVA5Sc89R9KlbBVI52DtXAW+98WbP7Q3C1uOk5m7dr+fOEUjlIDX3HEWfulUglYO9cxXw1ht/0nPdvxDjewB9Y9aT8vDsMfL3bHHzfhSYnj8F3Dzv3Quu+w9I8+ttvz35a39Fozc4PX8KuHl89/6Ko8vxppyji+ez9jHl3qac41n33mXOlHt77xwKuEvS3tnH9AA257/89uTv8hGIAkzPnwKOxuv+8OkBvC9gRVJA/pL6Zk/PnwJunvHpAWzOf/ntyd/lIxAFmJ4/BRyN1/3h0wN4X8CKpID8JfXNnp4/Bdw849MD2Jz/8tuTv8tHIAowPX8KOBqv+8OnB/C+gBVJAflL6ps9PX8KuHnGpwewOf/ltyd/l49AFGB6/hRwKF5X+wKL7n9QH4pBbKz8vU//9vb25fX19Wvsci4wWP7+c8kKOBT2qxXS1X7gQrEqj5W/d6m+fa3qy8vL5zKmhQ8LyJ8Cfjg0Rz4w5VcrR5r88Vlcjhb968/jzOU5SeP8d87+BRxKoRegH8xQ9L6NlT/5k7+kgH8BR/W9AL0AkwGUP/mTv6SAAo7qewF6ASYDKH/yJ39JAQUc1fcC9AJMBlD+5E/+kgIKOKrvBegFmAyg/Mmf/CUFFHBU3wvQCzAZQPmTP/lLCijgqL4XoBdgMoDyJ3/ylxRQwKfo+8KJfaxX+wP9fVr//7T87ROVv31+8veYn78Dfszr7mo/wHeJ/naBH+B9fvK3z0/+9vnJ32N+Cvgxr7ur/WrvLtEhCzj7FeohQdr4IfInfxuj8z+PKeAjFH/4DD+YB4O+83GcvQCfkzTOjzj7uXxEy3+M4TGtwmoBLCAdsISzYjggRps/Qv7kb3N4fnjQv4CPUPQv4IMV73+cF6AX4P2UnLdC/uTviHQp4CMUFfDBivc/zgvQC/B+Ss5bIX/yd0S6FPARigr4YMX7H+cF6AV4PyXnrZA/+TsiXQr4CEUFfLDi/Y/zAvQCvJ+S81bIn/wdkS4FfISiAj5Y8f7HeQF6Ad5PyXkr5E/+jkiXAi4q+gP9ItSTll3tD/7l70nBKo6Rv3ehfrrdbr+/vLx8LlJeepkCLl7/1X7giiyxZVcrJPmLRe0vB8vf+/fx9vb25fX19WuvG+u5GwVcvBe/cipCNVs25d6mnKNZPE7fzpR7m3KO0y/8wQEKuAgmgEWoZsum3NuUczSLx+nbmXJvU85x+oU/OEABF8EEsAjVbNmUe5tyjmbxOH07U+5tyjlOv/AHByjgIpgAFqGaLZtyb1PO0Swep29nyr1NOcfpF/7gAAVcBBPAIlSzZVPubco5msXj9O1Mubcp5zj9wh8coICLYAJYhGq2bMq9TTlHs3icvp0p9zblHKdf+IMDFHARTACLUM2WTbm3KedoFo/TtzPl3qac4/QLf3CAAi6CCWARqtmyKfc25RzN4nH6dqbc25RznH7hDw64fAFf7Q/qH8zH8su/vzi+fTvPvcMkvkBA/u7dytr/v/ytfX9n7/7yBdz9B+TsAEz//O4FJ3+zEyh/s+937+kU8KdPv/2B6LtL90Zp7edTv2JLzV37tubtPpWD1Nx5N7jtRApYAW9LzrCnUi+i1Nxh17f8cVI5SM1d/sIOOoACVsAHRWntj0m9iFJz176tebtP5SA1d94NbjuRAlbA25Iz7KnUiyg1d9j1LX+cVA5Sc5e/sIMOoIAV8EFRWvtjUi+i1Ny1b2ve7lM5SM2dd4PbTqSAFfC25Ax7KvUiSs0ddn3LHyeVg9Tc5S/soAMoYAV8UJTW/pjUiyg1d+3bmrf7VA5Sc+fd4LYTKWAFvC05w55KvYhSc4dd3/LHSeUgNXf5CzvoAGMLuPsfwB90fz7mIIHvL6LDvjFL/g66mIt8jPxd5KL/dMyxBXx0oK8Zj+uc+ujClL/rZOeIk8rfEYrrfcb0AvYNV+tlsvWOq7+yq65rfVibaydQzVV1XbsDXmxDCvhiF+64+wSqL7bqun278fTVBKq5qq67ml+38yrgbjdiP60Fqi+26rrWh7W5dgLVXFXXtTvgxTakgC924Y67T6D6Yquu27cbT19NoJqr6rqr+XU7rwLudiP201qg+mKrrmt9WJtrJ1DNVXVduwNebEMK+GIX7rj7BKovtuq6fbvx9NUEqrmqrruaX7fzKuBuN2I/rQWqL7bqutaHtbl2AtVcVde1O+DFNqSAL3bhjrtPoPpiq67btxtPX02gmqvquqv5dTvvcgX8888//+Pjx4+/FCC/favRy8vL58JaSwiUBL6/2CrfmCV/JVGLHhGQv0e0+q+dXMC3t7e3L6+vr1/7X4MdriLwwDcWyd8ql7rQPuVvocsqbHW5Ai6cyRICBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAgp44q06EwECBAi0F1DA7a/IBgkQIEBgooACnnirzkSAAAEC7QUUcPsrskECBAgQmCiggCfeqjMRIECAQHsBBdz+imyQAAECBCYKKOCJt+pMBAgQINBeQAG3vyIbJECAAIGJAv8GAvK+sKrb3BcAAAAASUVORK5CYII=Have Alonzo Draw 8 steps that are 10 units long