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wGPMwS72CwjwfjOfIEBgIAEBHmgYtrJLQIB3cbmYAIHRBAR4tInYT6uAALdKuY4AgSEFBHjIsdhUg4AANyC5hACBcQUEeNzZ2NnbAgLshBAgUFpAgEuPb+nNC/DS4/fwBMYQ8DarMeZgF9cKCPC13lYjQOA7At5m5VisKCDAK07dMxMYTMDPyIMNxHYuERDgS5gtQoDAWwIC7HysKCDAK07dMxMYTECABxuI7VwiIMCXMFuEAAHfgJ0BAq8FBNiJIEAgLuAbcHwENhAQEOAAuiUJEHgtIMBOxIoCArzi1D0zgcEEBHiwgdjOJQICfAmzRQgQ8G/AzgAB/wbsDBAgcIKAt1mdgOqWUwv4Bjz1eD0cgesEvM3qOmsrzSEgwHPM0VMQiAv4d9z4CGygmIAAFxuY7RIYVUCAR52MfY0qIMCjTsa+CBQTEOBiA7PduIAAx0dgAwTmEBDgOeboKa4TEODrrK1EYGoBAZ56vB7uBAEBPgHVLQmsKCDAK07dMx8REOAjej5LgMBfAgLsMBDYJyDA+7xcTYDADwQE2NEgsE9AgPd5uZrA1ALeZjX1eD3cYAICPNhAbIdAUsDbrJL61l5NQIBXm7jnJfCGgJ+RHQ8C1wkI8HXWViIwvIAADz8iG5xIQIAnGqZHIXBUQICPCvo8gXYBAW63ciWB6QUEePoRe8CBBAR4oGHYCoG0gACnJ2D9lQQEeKVpe1YC7wgIsCNC4DoBAb7O2koEhhcQ4OFHZIMTCQjwRMP0KASOCgjwUUGfJ9AuIMDtVq4kUELA26xKjMkmCWwC7BAQmEzA26wmG6jHmVZAgKcdrQdbVcDPyKtO3nNXExDgahOzXwLvCAiwI0KghoAA15iTXRJoFhDgZioXEogKCHCU3+IE+gsIcH9TdyRwhoAAn6HqngSCAgIcxLc0gR0CArwDy6UEKggIcIUp2SOBzX+G5BAQmE1AgGebqOeZVcA34Fkn67mWFRDgZUfvwYsJCHCxgdnuGgLeZrXGnD3l2gICvPb8Pf2gAt5mNehgbItARwEB7ojpVgR6CfgZuZek+xAYV0CAx52NnS0sIMALD9+jLyMgwMuM2oNWEhDgStOyVwK3CQjwbW4+ReBUAQE+ldfNCQwhIMBDjMEmCLwWEGAngsD8AgI8/4w9YUEBAS44NFsmsFNAgHeCuZzAFQICfIWyNQhkBQQ46291At8VEGAHg8D8AgI8/4w9YUjA26xC8JYlUERAgIsMyjbrCXibVb2Z2TGBKwUE+Eptay0l4GfkpcbtYQnsFhDg3WQ+QKBNQIDbnFxFYFUBAV518p77dAEBPp3YAgRKCwhw6fHZ/MgCAjzydOyNQF5AgPMzsINJBQR40sF6LAKdBAS4E6TbEPingAA7EwQIvCUgwM4HgZMEBPgkWLclMImAAE8ySI8xnoAAjzcTOyIwkoAAjzQNexlOwNushhuJDRGYRkCApxmlBzlDwNuszlB1TwIEXgQE2Dkg8IaAn5EdDwIEzhIQ4LNk3XcKAQGeYowegsCQAgI85FhsahQBAR5lEvZBYD4BAZ5vpp6oo4AAd8R0KwIEXgkIsANBwL8BOwMECAQEBDiAbsk6Ar4B15mVnRKoJiDA1SZmv5cKCPCl3BYjsJSAAC81bg+7V0CA94q5ngCBVgEBbpVyXVkBb7MqOzobJzC1gABPPV4P9yLgbVbOAQECIwoI8IhTsaeuAn5G7srpZgQIdBIQ4E6QbjOugACPOxs7I7CygACvPP1Fnl2AFxm0xyRQTECAiw3MdvcLCPB+M58gQOB8AQE+39gKYQEBDg/A8gQIfFdAgB2M6QUEePoRe0ACJQUEuOTYbHqPgADv0XItAQJXCQjwVdLWiQkIcIzewgQIvCEgwI5HCQFvsyoxJpskQGCHgADvwHJpTsDbrHL2ViZA4BwBAT7H1V07C/gZuTOo2xEgEBcQ4PgIbKBFQIBblFxDgEAlAQGuNK2F9yrACw/foxOYVECAJx3sbI8lwLNN1PMQICDAzkAJAQEuMSabJEBgh4AA78ByaU5AgHP2ViZA4BwBAT7H1V07CwhwZ1C3I0AgLiDA8RHYQIuAALcouYYAgUoCAlxpWsX36m1WxQdo+wQIdBUQ4K6cbvaWgLdZOR8ECBD4W0CAnYbLBPyMfBm1hQgQKCAgwAWGNMsWBXiWSXoOAgR6CAhwD0X3aBIQ4CYmFxEgsIiAAC8y6BEeU4BHmII9ECAwioAAjzKJBfYhwAsM2SMSINAsIMDNVC48KiDARwV9ngCBmQQEeKZpDv4sAjz4gGyPAIFLBQT4Uu61FxPgtefv6QkQeC0gwE7ELgFvs9rF5WICBAj8UECAHY5dAt5mtYvLxQQIEBBgZ6CPgJ+R+zi6CwECBHwDdgZ2CQjwLi4XEyBAwDdgZ6CPgAD3cXQXAgQI+AbsDOwSEOBdXC4mQICAb8DOQB8BAe7j6C4ECBDwDdgZ2CUgwLu4XEyAAAHfgJ2BPgIC3MfRXQgQIOAbsDOwS0CAd3G5mAABAr4BOwN/C3ibldNAgACBvIBvwPkZXL4Db7O6nNyCBAgQ+JeAAC94KPyMvODQPTIBAsMJCPBwIzl/QwJ8vrEVCBAg8J6AAL8nNOH/L8ATDtUjESBQTkCAy43s+IYF+LihOxAgQOCogAAfFSz4eQEuODRbJkBgOgEBnm6k7z+QAL9v5AoCBAicLSDAZwsPeH8BHnAotkSAwHICArzcyLdNgBccukcmQGA4AQEebiRtG/I2qzYnVxEgQGBUAQEedTLv7MvbrIoOzrYJECDwTUCAix4FPyMXHZxtEyBAQIBrnwEBrj0/uydAgIBvwEXPgAAXHZxtEyBAwDfg2mdAgGvPz+4JECDgG3DRMyDARQdn2wQIEPANuPYZEODa87N7AgQI+AZc9AwIcNHB2TYBAgR8A659BgS49vzsngABAr4BB8+At1kF8S1NgACBsIAABwfgbVZBfEsTIEAgLCDAwQH4GTmIb2kCBAiEBQQ4OAABDuJbmgABAmEBAQ4OQICD+JYmQIBAWECAgwMQ4CC+pQkQIBAWEODgAAQ4iG9pAgQIhAUEODgAAQ7iW5oAAQJhAQEODkCAg/iWJkCAQFhAgIMDEOAgvqUJECAQFhDggwPwNquDgD5OgACBRQUE+ODgvc3qIKCPEyBAYFEBAT44eD8jHwT0cQIECCwqIMAHBy/ABwF9nAABAosKCPDBwQvwQUAfJ0CAwKICAnxw8AJ8ENDHCRAgsKiAAB8cvAAfBPRxAgQILCogwAcHL8AHAX2cAAECiwoI8MHBC/BBQB8nQIDAogICfHDwAnwQ0McJECCwqIAAb9vmbVaLnn6PTYAAgaCAAP8/wL9t2/Zx27bfb5jFp23bvjw+Pv56w2d9hAABAgQWFRDgb9+AX+Yvoov+LfDYBAgQCAgIsAAHjp0lCRAgQECABdjfAgIECBAICAiwAAeOnSUJECBAQIAF2N8CAgQIEAgICLAAB46dJQkQIEBAgAXY3wICBAgQCAgIsAAHjp0lCRAgQGCaAHublcNMgAABApUEZgqwt1lVOnn2SoAAgcUFZgrw11dBepvV4ifa4xMgQKCIgAAXGZRtEiBAgMBcAgI81zw9DQECBAgUERDgIoOyTQIECBCYS0CA55qnpyFAgACBIgICXGRQtkmAAAECcwkI8Fzz9DQECBAgUERAgIsMyjYJECBAYC6BoQLsbVZzHS5PQ4AAAQI/FhgtwN5m5bQSIECAwBICowXY26yWOHYekgABAgQE2BkgQIAAAQIBAQEOoFuSAAECBAgIsDNAgAABAgQCAgIcQLckAQIECBAQYGeAAAECBAgEBAQ4gG5JAgQIECAgwM4AAQIECBAICHQP8P39/c8fPnz4z43P8tPz8/MfT09Pv9z4eR8jQIAAAQIlBEYL8Kdt2748Pj5+fSGHPwQIECBAYFaB7gGeFcpzESBAgACBngIC3FPTvQgQIECAQKOAADdCuYwAAQIECPQUEOCemu5FgAABAgQaBQS4EcplBAgQIECgp4AA99R0LwIECBAg0CggwI1QLiNAgAABAj0FBLinpnsRIECAAIFGAQFuhHIZAQIECBDoKSDAPTXdiwABAgQINAoIcCOUywgQIECAQE8BAe6p6V4ECBAgQKBRQIAboVxGgAABAgR6CghwT033IkCAAAECjQIC3AjlMgIECBAg0FNAgHtquhcBAgQIEGgUEOBGKJcRIECAAIGeAgLcU9O9CBAgQIBAo4AAN0K5jAABAgQI9BQQ4J6a7kWAAAECBBoFBLgRymUECBAgQKCngAD31HQvAgQIECDQKCDAjVAuI0CAAAECPQUEuKemexEgQIAAgUYBAW6EchkBAgQIEOgpIMA9Nd2LAAECBAg0CghwI5TLCBAgQIBATwEB7qnpXgQIECBAoFFAgBuhXEaAAAECBHoKCHBPTfciQIAAAQKNAv8DXdHslqWY4f4AAAAASUVORK5CYII=Have Alonzo Draw 20 steps that are 15 units long