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gUcFBPhRQX9PICsgwFl/pxO4W0CA76bzhwRKCAhwiTG4BIFxAQEeN/MXBCoJCHClabgLgQEBAR7A8lECBQUEuOBQXInAEQEBPqLkMwTqCghw3dm4GYF3BQTYghBYW0CA156f228s8OnTp398+PDhD7fb7Z/vMby+vv7p9fX1Py8vLz9tzOXpBMoJCHC5kbgQgWMCT09PP338+PGPt9vt3//nL/58u93++/z8/Ndj3+xTBAjMEBDgGcrOIBAU8E/VQXxHE3hHQICtB4HmAgLcfMCet6yAAC87OhcncExAgI85+RSB2QICPFvceQQmCwjwZHDHETgoIMAHoXyMwKoCArzq5Ny7u4AAd5+w920vIMDbrwCAogICXHQwrkXgLAEBPkvS9xA4V0CAz/X0bQTKCQhwuZG4EIFvAgJsEQg0F/CLWc0H7HnLCgjwsqNzcQLHBPxi1jEnnyIwW0CAZ4s7j0BRAf9UXXQwrtVWQIDbjtbDCIwJCPCYl08TeFRAgB8V9PcEmggIcJNBesYyAgK8zKhclMC1AgJ8ra9vJ/BbAQG2EwQIfBMQYItAYK6AAM/1dhqBsgICXHY0LtZUQICbDtazCIwKCPComM8TeExAgB/z89cE2ggIcJtResgiAgK8yKBck8DVAn4x62ph30/gewEBthEECHwT8ItZFoHAXAEBnuvtNALLC/in6uVH6AFFBAS4yCBcg8AqAgK8yqTcs7qAAFefkPsRKCYgwMUG4jrLCgjwsqNzcQIZAQHOuDu1n4AA95upFxG4VECAL+X15RsJCPBGw/ZUAmcICPAZir6DwO0mwLaAAIEhAQEe4vJhAj8UEGDLQYDAkIAAD3H5MAEBtgMECJwj4BezznH0LQT8H7AdIEBgSMAvZg1x+TAB/wdsBwgQmCvgn6rnejttPQH/B7zezNyYwBICArzEmFwyKCDAQXxHE+gsIMCdp+ttZwgI8BmKvoMAgd8JCLClIPC+gADbEAIELhEQ4EtYfWkjAQFuNExPIVBJQIArTcNdKgoIcMWpuBOBBgIC3GCInnCpgABfyuvLCewrIMD7zt7LjwkI8DEnnyJAYFDAL2YNgvn4dgICvN3IPZjAHAG/mDXH2SnrCgjwurNzcwItBPxTdYsxesQdAgJ8B5o/IUDgPAEBPs/SN60lIMBrzcttCbQTEOB2I/WggwICfBDKxwgQuEZAgK9x9a31BQS4/ozckEBrAQFuPV6Pe0dAgK0HAQJRAQGO8js8KCDAQXxHEyBwuwmwLdhVQIB3nbx3EygiIMBFBuEa0wUEeDq5AwkQ+LWAX8yyD7sKCPCuk/duAkUE/GJWkUG4xnQBAZ5O7kACBO4R8E/V96j5m8oCAlx5Ou5GgMAvAgJsGboJCHC3iXoPgaYCAtx0sBs/S4A3Hr6nE1hJQIBXmpa7HhEQ4CNKPkOAQFxAgOMjcIGTBQT4ZFBfR4DANQICfI2rb80JCHDO3skECAwICPAAlo8uISDAS4zJJQkQEGA70E1AgLtN1HsINBXwi1lNB7vxswR44+F7OoGVBPxi1krTctcjAgJ8RMlnCBBYRsA/VS8zqu0vKsDbrwAAAr0EBLjXPDu/RoA7T9fbCGwoIMAbDn3RJwvwooNzbQIE3hYQYJuxioAArzIp9yRA4JCAAB9i8qECAgJcYAiuQIDAeQICfJ6lb7pWQICv9fXtBAhMFhDgyeCOu1tAgO+m84cECFQUEOCKU3GntwQE2F4QINBKwC9mtRpn68cIcOvxehyB/QT8YtZ+M1/1xQK86uTcmwCBhwT8U/VDfP74BAEBPgHRVxAgsJ6AAK83s243FuBuE/UeAgQOCQjwISYfulBAgC/E9dUECNQVEOC6s9nlZgK8y6S9kwCB7wQE2EKkBQQ4PQHnEyAQERDgCLtDfyUgwNaBAIEtBQR4y7GXerQAlxqHyxAgMEtAgGdJO+dHAgJsNwgQ2FLAL2ZtOfZSjxbgUuNwGQIEZgn4xaxZ0s7xf8B2gAABAncI+KfqO9D8ySEB/wd8iMmHCBDYVUCAd5389e8W4OuNnUCAwMICArzw8IpfXYCLD8j1CBDICghw1r/z6QLcebreRoDAwwIC/DChL/iBgABbDQIECLwjIMDW4yoBAb5K1vcSINBCQIBbjLHkIwS45FhcigCBKgICXGUS/e4hwP1m6kUECJwo4BezTsT0Vd8JCLCFIECAwDsCfjHLelwlIMBXyfpeAgS2EvBP1VuN+5THCvApjL6EAIHdBQR49w0Yf78Aj5v5CwIECPxOQIAtxaiAAI+K+TwBAgTeEBBgazEqIMCjYj5PgAABAbYDJwgI8AmIvoIAAQL+D9gOjAoI8KiYzxMgQMD/AduBEwQE+AREX0GAAAH/B2wHRgUEeFTM5wkQIPCGgF/MshajAgI8KubzBAgQeEPAL2ZZi1EBAR4V83kCBAg8IOCfqh/Aa/anAtxsoJ5DgEBtAQGuPZ+ZtxPgmdrOIkBgewEB3n4FfgEQYLtAgACBiQICPBG7+FECXHxArkeAQC8BAe41z0deI8CP6PlbAgQIDAoI8CBY448LcOPhehoBAvUEBLjeTFI3EuCUvHMJENhSQIC3HPubjxZgu0CAAIGJAkd/Mevrlb58+fKvl5eXnydez1ETBQR4IrajCBAgMPCLWQLcfF0EuPmAPY8AAQIEagoIcM25uBUBAgQINBcQ4OYD9jwCBAgQqCkgwDXn4lYECBAg0FxAgJsP2PMIECBAoKaAANeci1sRIECAQHMBAW4+YM8jQIAAgZoCAlxzLm5FgAABAs0FBLj5gD2PAAECBGoKCHDNubgVAQIECDQXEODmA/Y8AgQIEKgpIMA15+JWBAgQINBcQICbD9jzCBAgQKCmgADXnItbESBAgEBzAQFuPmDPI0CAAIGaAgJccy5uRYAAAQLNBQS4+YA9jwABAgRqCghwzbm4FQECBAg0FxDg5gP2PAIECBCoKSDANefiVgQIECDQXECAmw/Y8wgQIECgpoAA15yLWxEgQIBAcwEBbj5gzyNAgACBmgICXHMubkWAAAECzQUEuPmAPY8AAQIEagoIcM25uBUBAgQINBcQ4OYD9jwCBAgQqCkgwDXn4lYECBAg0FxAgJsP2PMIECBAoKaAANeci1sRIECAQHMBAW4+YM8jQIAAgZoCAlxzLm5FgAABAs0FBLj5gD2PAAECBGoKCHDNubgVAQIECDQXEODmA/Y8AgQIEKgpIMA15+JWBAgQINBcQICbD9jzCBAgQKCmgADXnItbESBAgEBzAQFuPmDPI0CAAIGaAgJccy5uRYAAAQLNBQS4+YA9jwABAgRqCghwzbm4FQECBAg0FxDg5gP2PAIECBCoKSDANefiVgQIECDQXECAmw/Y8wgQIECgpoAA15yLWxEgQIBAcwEBbj5gzyNAgACBmgICXHMubkWAAAECzQUEuPmAPY8AAQIEagoIcM25uBUBAgQINBcQ4OYD9jwCBAgQqCkgwDXn4lYECBAg0FxAgJsP2PMIECBAoKaAANeci1sRIECAQHMBAW4+YM8jQIAAgZoCAlxzLm5FgAABAs0FBLj5gD2PAAECBGoKCHDNubgVAQIECDQXEODmA/Y8AgQIEKgp8D862WGHulKnuwAAAABJRU5ErkJggg==Have Alonzo Draw 8 steps that are 10 units long