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fSBQXEABFw/YeNsKKOBto3NwAscEFPAxJ08RmC2ggGeL24/AZAEFPBncdgQOCijgg1AeI7CrgALeNTnnri6ggKsnbL72Agq4/RUAkFRAAScNxrEIRAko4ChJ6xCIFVDAsZ5WI5BOQAGni8SBCHwXUMAuAoHiAgq4eMDG21ZAAW8bnYMTOCaggI85eYrAbAEFPFvcfgQmCyjgyeC2I3BQQAEfhPIYgZUCXim4Ut/eBMYIKOAxrlYlECrglYKhnBYjkEJAAaeIwSEIvC3gZ2Q3hEA9AQVcL1MTFRRQwAVDNVJ7AQXc/goA2EFAAe+QkjMSOCeggM95eZrAEgEFvITdpgSGCijgobwWJxAjoIBjHK1CIJOAAs6UhrMQeEVAAbsaBOoJKOB6mZqooIACLhiqkdoLKOD2VwDADgIKeIeUnJHAOQEFfM7L0wSWCCjgJew2JTBUQAEP5bU4gRgBBRzjaBUCmQQUcKY0nIXAKwIK2NUgUE9AAdfL1EQFBRRwwVCN1F5AAbe/AgB2EFDAO6TkjATOCSjgc16eJnBZwCsFL9P5IIGSAgq4ZKyGyijglYIZU3EmAusEFPA6ezs3E/AzcrPAjUvgHQEF7IoQmCSggCdB24bAJgIKeJOgHHN/AQW8f4YmIBApoIAjNa1F4A0BBex6ECDwXEABuw8EJgko4EnQtiGwiYAC3iQox9xfQAHvn6EJCEQKKOBITWsR8BO0O0CAwEEBBXwQymME7hXwDfheQZ8nUEtAAdfK0zSJBRRw4nAcjcACAQW8AN2WPQUUcM/cTU3gNQEF7G4QmCSggCdB24bAJgIKeJOgHHN/AQW8f4YmIBApoIAjNa1F4A0BBex6ECDwXEABuw8ETgh4peAJLI8SIPCmgAJ2QQicEPBKwRNYHiVAQAG7AwSiBPyMHCVpHQIEfAN2BwicEFDAJ7A8SoCAb8DuAIEoAQUcJWkdAgR8A3YHCJwQUMAnsDxKgIBvwO4AgSgBBRwlaR0CBHwDdgcInBBQwCewPEqAgG/A7gCBKAEFHCVpHQIEfAN2BwicEFDAJ7A8SoCAb8DuAIEoAQUcJWkdAgR8A3YHCJwQUMAnsDxKgIBvwO4AgSgBBRwlaR0CBHwDdgcInBBQwCewPEqAgG/A7gCBKAEFHCVpHQIEfAN2B9oJeKVgu8gNTCClgAJOGYtDjRTwSsGRutYmQOCogAI+KuW5MgJ+Ri4TpUEIbC2ggLeOz+GvCCjgK2o+Q4BAtIACjha1XnoBBZw+Igck0EJAAbeI2ZDPBRSw+0CAQAYBBZwhBWeYKqCAp3LbjACBVwQUsKvRTkABt4vcwARSCijglLE41EgBBTxS19oECBwVUMBHpTxXRkABl4nSIAS2FlDAW8fn8FcEFPAVNZ8hQCBaQAFHi1ovvYACTh+RAxJoIaCAW8RsyOcCCth9IEAgg4ACzpCCM0wVUMBTuW1GgMArAgrY1WgnoIDbRW5gAikFFHDKWBzqPQGvFHxPyJ8TIJBdQAFnT8j5XhTwSkEXgwCB3QUU8O4JNj2/n5GbBm9sAoUEFHChMDuNooA7pW1WAjUFFHDNXMtPpYDLR2xAAuUFFHD5iGsOqIBr5moqAp0EFHCntAvNqoALhWkUAk0FFHDT4HcfWwHvnqDzEyCggN2BLQUU8JaxOTQBAs8EFLDrsKWAAt4yNocmQEABuwO7Cyjg3RN0fgIEfAN2B7YUUMBbxubQBAj4BuwO7C6ggHdP0PkJEPAN2B3YUkABbxmbQxMg4BuwO7C7gALePUHnJ0DAN2B3YJmAVwouo7cxAQIJBBRwghC6HsErBbsmb24CBJ4EFLB7sEzAz8jL6G1MgEACAQWcIISuR1DAXZM3NwECvgG7A0sFFPBSfpsTILBYwDfgxQF03l4Bd07f7AQIKGB3YJmAAl5Gb2MCBBIIKOAEIXQ9ggLumry5CRDwb8DuwFIBBbyU3+YECCwW8A14cQCdt1fAndM3OwECCtgdWCaggJfR25gAgQQCCjhBCF2PoIC7Jm9uAgT8G7A7sFRAAS/ltzkBAosFfANeHEDn7RVw5/TNToCAAnYHlgko4GX0NiZAIIGAAk4Qws5H8ErBndNzdgIEVgoo4JX6Bfb2SsECIRqBAIElAgp4CXudTf2MXCdLkxAgMFdAAc/1LrebAi4XqYEIEJgkoIAnQVfdRgFXTdZcBAiMFlDAo4WLr6+AiwdsPAIEhgko4GG0PRZWwD1yNiUBAvECCjjetNWKCrhV3IYlQCBQQAEHYnZcSgF3TN3MBAhECCjgCMXGayjgxuEbnQCBuwQU8F18PqyA3QECBAhcE1DA19x86i8BBewqECBA4JqAAr7m5lMK2B0gQIDAXQIK+C4+H/YN2B0gQIDANQEFfM3Np3wDdgcIECBwl4ACvouvxoe9UrBGjqYgQGAvAQW8V15DTuuVgkNYLUqAAIE3BRSwC3Lz77guAQECBOYLKOD55ul2VMDpInEgAgQaCCjgBiG/N6ICfk/InxMgQCBeQAHHm263ogLeLjIHJkCggIACLhDivSMo4HsFfZ4AAQLnBRTwebNyn1DA5SI1EAECGwgo4A1CGn1EBTxa2PoECBD4t4ACdiv835DcAQIECCwQUMAL0LNt6RtwtkSchwCBDgIKuEPK78yogF0CAgQIzBdQwPPN0+2ogNNF4kAECDQQUMANQn5vRAX8npA/J0CAQLyAAo433W5FBbxdZA5MgEABAQVcIMSnEbxSsEiQxiBAoI2AAi4StVcKFgnSGAQItBFQwEWi9jNykSCNQYBAGwEFXCRqBVwkSGMQINBGQAEXiVoBFwnSGAQItBFQwEWiVsBFgjQGAQJtBBRwkagVcJEgjUGAQBsBBVwkagVcJEhjECDQRkABF4laARcJ0hgECLQRUMBFolbARYI0BgECbQQUcJGoFXCRII1BgEAbAQVcJGoFXCRIYxAg0EZAAReJWgEXCdIYBAi0EVDARaJWwEWCNAYBAm0EFHCRqBVwkSCNQYBAGwEFnChqrxRMFIajECBAYLCAAh4MfGZ5rxQ8o+VZAgQI7C2ggBPl52fkRGE4CgECBAYLKODBwGeWV8BntDxLgACBvQUUcKL8FHCiMByFAAECgwUU8GDgM8sr4DNaniVAgMDeAgo4UX4KOFEYjkKAAIHBAgp4MPCZ5RXwGS3PEiBAYG8BBZwoPwWcKAxHIUCAwGABBTwY+MzyCviMlmcJECCwt4ACTpSfAk4UhqMQIEBgsIACHgx8ZnkFfEbLswQIENhbQAEnyk8BJwrDUQgQIDBYQAEPBj6zvAI+o+VZAgQI7C2ggBPlp4ATheEoBAgQGCyggIOBvVIwGNRyBAgQKCqggIOD9UrBYFDLESBAoKiAAg4O1s/IwaCWI0CAQFEBBRwcrAIOBrUcAQIEigoo4OBgFXAwqOUIECBQVEABBwergINBLUeAAIGiAgo4OFgFHAxqOQIECBQVUMDBwSrgYFDLESBAoKiAAg4OVgEHg1qOAAECRQUUcHCwCjgY1HIECBAoKqCAg4NVwMGgliNAgEBRAQUcHKwCDga1HAECBIoKKODgYBVwMKjlCBAgUFRAAQcHq4CDQS1HgACBogIKODhYBRwMajkCBAgUFVDALwTrlYJFb7uxCBAgkEhAAb9cwL/dbrcfb7fbHxey+ni73b49PDz8euGzPkKAAAECTQQU8CvfgJ/+ZyXa5G+BMQkQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAQAEr4AXXzpYECBAgoIAVsL8FBAgQILBAoGwBe6XggttkSwIECBA4LFC5gL1S8PA18CABAgQIzBaoXMDf38frlYKzr5T9CBAgQOCIgAI+ouQZAgQIECAQLKCAg0EtR4AAAQIEjggo4CNKniFAgAABAsECCjgY1HIECBAgQOCIgAI+ouQZAgQIECAQLKCAg0EtR4AAAQIEjggo4CNKniFAgAABAsECCjgY1HIECBAgQOCIgAI+ouQZAgQIECAQLKCAg0EtR4AAAQIEjggo4CNKniFAgAABAsECCjgY1HIECBAgQOCIQOoC/vTp088//PDDf44M8sIzPz0+Pv755cuXXy5+3scIECBAgMAwgcoF/PF2u33zNqRhd8fCBAgQIHCHQOoCvmMuHyVAgAABAqkFFHDqeByOAAECBKoKKOCqyZqLAAECBFILKODU8TgcAQIECFQVUMBVkzUXAQIECKQWUMCp43E4AgQIEKgqoICrJmsuAgQIEEgtoIBTx+NwBAgQIFBVQAFXTdZcBAgQIJBaQAGnjsfhCBAgQKCqgAKumqy5CBAgQCC1gAJOHY/DESBAgEBVAQVcNVlzESBAgEBqAQWcOh6HI0CAAIGqAgq4arLmIkCAAIHUAgo4dTwOR4AAAQJVBRRw1WTNRYAAAQKpBRRw6ngcjgABAgSqCijgqsmaiwABAgRSCyjg1PE4HAECBAhUFVDAVZM1FwECBAikFlDAqeNxOAIECBCoKqCAqyZrLgIECBBILaCAU8fjcAQIECBQVUABV03WXAQIECCQWkABp47H4QgQIECgqoACrpqsuQgQIEAgtYACTh2PwxEgQIBAVQEFXDVZcxEgQIBAagEFnDoehyNAgACBqgIKuGqy5iJAgACB1AIKOHU8DkeAAAECVQUUcNVkzUWAAAECqQUUcOp4HI4AAQIEqgoo4KrJmosAAQIEUgso4NTxOBwBAgQIVBVQwFWTNRcBAgQIpBZQwKnjcTgCBAgQqCqggKsmay4CBAgQSC3wX68vfLRaP/2dAAAAAElFTkSuQmCCHave Alonzo Draw 20 steps that are 15 units long