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iACBowIK+Kic7x0RUMBH1HyHAIG2At5m1TYaF/uHgAK2EgQIRAl4m1VUnNHDKODoeA1HYD0BPyOvl/msEyvgWZNzbwIE3hRQwBZjFgEFPEtS7kmAwE0CCvgmJh9qIKCAG4TgCgQIjBNQwOMsPelcAQV8rq+nEyBwsYACvhjccYcFFPBhOl8kQKCjgALumIo7vSWggO0FAQJRAgo4Ks7oYRRwdLyGI7CegAJeL/NZJ1bAsybn3gSCBbzNKjhco/1XQAFbBgIE2gl4m1W7SFzoBAEFfAKqRxIgcJ+An5Hv8/PtOQQU8Bw5uSWBpQQU8FJxLzusAl42eoMT6CuggPtm42bjBBTwOEtPIkBgkIACHgTpMa0FFHDreFyOwJoCCnjN3FebWgGvlrh5CUwgoIAnCMkV7xZQwHcTegABAqMFFPBoUc/rKKCAO6biTgQWF1DAiy/AIuMr4EWCNiaBqwW8zepqcefNJqCAZ0vMfQlMIuBtVpME5ZplAgq4jN7BBLIF/Iycna/p7hdQwPcbegIBAm8IKGBrQeDHAgrYhhAgcIqAAj6F1UODBBRwUJhGIdBJQAF3SsNdOgoo4I6puBOBAAEFHBCiEU4VUMCn8no4gXUFFPC62Zv8NgEFfJuTTxEgsFNAAe8E8/HlBBTwcpEbmMA1Agr4GmenzCuggOfNzs0JnC7gbVanEztgYQEFvHD4RifwnoC3Wb0n5N8TOC6ggI/b+SaBeAE/I8dHbMBCAQVciO9oAt0FFHD3hNxvZgEFPHN67k7gZAEFfDKwxy8toICXjt/wBH4soIBtCIHzBBTwebaeTGB6AQU8fYQGaCyggBuH42oEqgUUcHUCzk8WUMDJ6ZqNwJ0CCvhOQF8n8AMBBWw9CBD4roACthwEzhNQwOfZejKBFgLeZtUiBpcg8I2AArYUBMIFvM0qPGDjTSuggKeNzsUJ3CbgZ+TbnHyKwNUCCvhqcecRuFhAAV8M7jgCNwoo4BuhfIzArAIKeNbk3DtdQAGnJ2y+5QUU8PIrAKCpgAJuGoxrERgloIBHSXoOgbECCnisp6cRaCeggNtF4kIEvggoYItAIFxAAYcHbLxpBRTwtNG5OIHbBBTwbU4+ReBqAQV8tbjzCBwQ8DarA2i+QqC5gAJuHpDrEXgV8DYre0AgT0AB52VqokABPyMHhmqk5QUU8PIrAGAGAQU8Q0ruSGCfgALe5+XTBEoEFHAJu0MJnCqggE/l9XACYwQU8BhHTyHQSUABd0rDXQh8R0ABWw0CeQIKOC9TEwUKKODAUI20vIACXn4FAMwgoIBnSMkdCewTUMD7vHyaQImAAi5hdyiBUwUU8Km8Hk7gfwLeZmUbCBD4WkAB2wcCFwl4m9VF0I4hMImAAp4kKNecX8DPyPNnaAICIwUU8EhNzyLwAwEFbD0IEPATtB0gUCCggAvQHUmgsYC/gBuH42pZAgo4K0/TELhXQAHfK+j7BG4UUMA3QvkYgUUEFPAiQRuzXkAB12fgBgQ6CSjgTmm4S7SAAo6O13AEdgso4N1kvkDgmIACPubmWwRSBRRwarLmOkXA26xOYfVQAksKKOAlYzf0UQFvszoq53sECPxTQAHbCQI7BPyMvAPLRwkQ+KGAArYgBHYIKOAdWD5KgIACtgMERgko4FGSnkOAgL+A7QCBHQIKeAeWjxIg4C9gO0BglIACHiXpOQQI+AvYDhDYIaCAd2D5KAEC/gK2AwRGCSjgUZKeQ4CAv4DtAIEdAgp4B5aPEiDgL2A7QOBrAW+zsg8ECHQQ8BdwhxTc4VIBb7O6lNthBAh8R0ABW43lBPyMvFzkBibQUkABt4zFpc4UUMBn6no2AQK3CijgW6V8LkZAAcdEaRACUwso4Knjc/kjAgr4iJrvECAwWkABjxb1vPYCCrh9RC5IYAkBBbxEzIb8WkAB2wcCBDoIKOAOKbjDpQIK+FJuhxEg8B0BBWw1lhNQwMtFbmACLQUUcMtYXOo9AW+zek/IvydAoLuAAu6ekPu9KeBtVhaDAIHZBRTw7Akuen8/Iy8avLEJBAko4KAwVxpFAa+UtlkJZAoo4Mxc46dSwPERG5BAvIACjo84c0AFnJmrqQisJKCAV0o7aFYFHBSmUQgsKqCAFw1+9rEV8OwJuj8BAgrYDkwpoICnjM2lCRD4SkABW4cpBRTwlLG5NAECCtgOdBDwNqsOKbgDAQJVAv4CrpJ37uZtVpaAAIGVBRTwyukXz+5n5OIAHE+AQKmAAi7lX/twBbx2/qYnsLqAAl59AwrnV8CF+I4mQKBcQAGXR7DuBRTwutmbnACBbVPAtqBMQAGX0TuYAIEGAgq4QQirXkEBr5q8uQkQeBVQwPagTEABl9E7mACBBgIKuEEIq15BAa+avLkJEPAXsB24W8DbrO4m9AACBBYV8BfwosGPGtvbrEZJeg4BAqsJKODVEh88r5+RB4N6HAECywgo4GWiPmdQBXyOq6cSIJAvoIDzMz51QgV8Kq+HEyAQLKCAg8O9YjQFfIWyMwgQSBRQwImpXjiTAr4Q21EECEQJKOCoOK8fRgFfb+5EAgQyBBRwRo5lUyjgMnoHEyAwuYACnjzA6usr4OoEnE+AwKwCCnjW5Abe29usBmJ6FAECBG4UUMA3QiV/zNusktM1GwECXQUUcNdkLryXn5EvxHYUAQIE/iOggK3CpoAtAQECBK4XUMDXm7c7UQG3i8SFCBBYQEABLxDyeyMq4PeE/HsCBAiMF1DA402ne6ICni4yFyZAIEBAAQeEeO8ICvheQd8nQIDAfgEFvN8s7hsKOC5SAxEgMIGAAp4gpLOvqIDPFvZ8AgQIfCuggEO2wtusQoI0BgECywgo4JCovc0qJEhjECCwjIACDonaz8ghQRqDAIFlBBRwSNQKOCRIYxAgsIyAAg6JWgGHBGkMAgSWEVDAIVEr4JAgjUGAwDICCjgkagUcEqQxCBBYRkABh0StgEOCNAYBAssIKOCQqBVwSJDGIEBgGQEFHBK1Ag4J0hgECCwjoIAbRe1tVo3CcBUCBAicLKCATwbe83hvs9qj5bMECBCYW0ABN8rPz8iNwnAVAgQInCyggE8G3vN4BbxHy2cJECAwt4ACbpSfAm4UhqsQIEDgZAEFfDLwnscr4D1aPkuAAIG5BRRwo/wUcKMwXIUAAQInCyjgk4H3PF4B79HyWQIECMwtoIAb5aeAG4XhKgQIEDhZQAGfDLzn8Qp4j5bPEiBAYG4BBTw4P2+zGgzqcQQIEAgVUMCDg/U2q8GgHkeAAIFQAQU8OFg/Iw8G9TgCBAiECijgwcEq4MGgHkeAAIFQAQU8OFgFPBjU4wgQIBAqoIAHB6uAB4N6HAECBEIFFPDgYBXwYFCPI0CAQKiAAh4crAIeDOpxBAgQCBVQwIODVcCDQT2OAAECoQIKeHCwCngwqMcRIEAgVEABvxGst1mFbruxCBAg0EhAAb9dwH9s2/bztm1/Hcjq47Ztn5+enn4/8F1fIUCAAIFFBBTwd/4Cfv2/legi/xUYkwABAgUCClgBF6ydIwkQIEBAAStg/xUQIECAQIGAAlbABWvnSAIECBBQwArYfwUECBAgUCCggBVwwdo5kgABAgQUsAL2XwEBAgQIFAgoYAVcsHaOJECAAIHYAvY2K8tNgAABAp0FkgvY26w6b567ESBAYHGB5AL+8ipIb7NafMONT4AAgaYCCrhpMK5FgAABAtkCCjg7X9MRIECAQFMBBdw0GNciQIAAgWwBBZydr+kIECBAoKmAAm4ajGsRIECAQLaAAs7O13QECBAg0FRAATcNxrUIECBAIFugdQE/PDz8+tNPP/3rYAS/vLy8/P38/Pzbwe/7GgECBAgQOE0guYA/btv22Ys4TtsdDyZAgACBOwRaF/Adc/kqAQIECBBoLaCAW8fjcgQIECCQKqCAU5M1FwECBAi0FlDAreNxOQIECBBIFVDAqcmaiwABAgRaCyjg1vG4HAECBAikCijg1GTNRYAAAQKtBRRw63hcjgABAgRSBRRwarLmIkCAAIHWAgq4dTwuR4AAAQKpAgo4NVlzESBAgEBrAQXcOh6XI0CAAIFUAQWcmqy5CBAgQKC1gAJuHY/LESBAgECqgAJOTdZcBAgQINBaQAG3jsflCBAgQCBVQAGnJmsuAgQIEGgtoIBbx+NyBAgQIJAqoIBTkzUXAQIECLQWUMCt43E5AgQIEEgVUMCpyZqLAAECBFoLKODW8bgcAQIECKQKKODUZM1FgAABAq0FFHDreFyOAAECBFIFFHBqsuYiQIAAgdYCCrh1PC5HgAABAqkCCjg1WXMRIECAQGsBBdw6HpcjQIAAgVQBBZyarLkIECBAoLWAAm4dj8sRIECAQKqAAk5N1lwECBAg0FpAAbeOx+UIECBAIFVAAacmay4CBAgQaC2ggFvH43IECBAgkCqggFOTNRcBAgQItBZQwK3jcTkCBAgQSBVQwKnJmosAAQIEWgso4NbxuBwBAgQIpAoo4NRkzUWAAAECrQUUcOt4XI4AAQIEUgUUcGqy5iJAgACB1gIKuHU8LkeAAAECqQIKODVZcxEgQIBAawEF3DoelyNAgACBVAEFnJqsuQgQIECgtYACbh2PyxEgQIBAqoACTk3WXAQIECDQWkABt47H5QgQIEAgVUABpyZrLgIECBBoLaCAW8fjcgQIECCQKqCAU5M1FwECBAi0FlDAreNxOQIECBBIFVDAqcmaiwABAgRaCyjg1vG4HAECBAikCijg1GTNRYAAAQKtBRRw63hcjgABAgRSBRRwarLmIkCAAIHWAgq4dTwuR4AAAQKpAgo4NVlzESBAgEBrgX8Dn0/slvdQ/OcAAAAASUVORK5CYII=Have Alonzo Draw 20 steps that are 15 units long