data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAELUlEQVR4AeyZAW7DIAxFo52y5+lpeqJeZxOT0FJppU7A4Ru/SVm7AcZ+fhJR8vXNDwQmEvja+IHARAIIOBE+W28bAmJBk8Dj8dj2V3PyiUEEPAEt25Lb7bbVa3TtCDiaKPEOEcgr4CFMuSbvj9zn8+laPAK64o0bvB659/vdtQgEdMVL8E8EEPATIcZdCSCgK96Ywcvxe1XmCHgVafb5lwAC/otl6X9KFYeAUu24Lpn9o5by/bqdX3dCwFceqf4q93r1mlU4As4iz76/BBDwF0OOX+WorZf3Gw4rUQS0klpkXj1yvd9wWHEhoJUU81wIXCqgSwUEDU0AAUO371jy5fg9tsJ/NgL6M2aHBgEEbMBhyJ8AAvozvnSH+pilfl66+YnNEPAENPUl5V6vXuq5IuAlHWKTdwQQ8B2ZQP+vx235VHnDYcWHgFZS4vPqkavyhsOKCwGtpJjnQgABXbAS1EoAAa2khOeV41c4vWZqCNjEw2AvgU/rEfATIcZdCSCgK95xwcsjlv01LvLcSAg4l/+h3cu9Xr0OLRSejIDCzcmQGgIKd3l/5EZ7w2HFioBWUpPm1SM32hsOK651BbQSYN5UAgg4FT+bI6CwA+X4FU5vSGoIOAQjQc4SQMCz5Fg3hAACDsF4Psj+UUv5fj5SzJUIKNC3cq9XrwHphAqBgKHatV6yCDihp+WordeqbzisWBHQSmrwvHrkrvqGw4oLAa2kmOdCAAFdsBLUSgABraQGzivH78BwoUMNFTA0CZKfQgABp2Bn00oAASuJwZ/1MUv9HBx+mXAI6NjKcq9XL8dtQodGwNDti588Ag7sYT1uy2f2NxxWrAhoJdWc9zdYj9zsbzj+iLS/IWCbD6POBBDQGTDh2wQQsM3n0Gg5fg8tYPKGgEgwlQACTsXP5giIA10EehcjYC9B1ncRQMAufCzuJYCAvQRZ30UAAbvwsbiXAAL2EmR9FwEE7MLH4l4CcQXsrZz1EgQQUKINeZNAwLy9l6gcASXakDcJBMzbe4nKEVCiDXmTQMB4vV8qYwRcqp3xikHAeD1bKmMEXKqd8YpBwHg9WypjBFyqnfGKQcB4PVsq40MCLlU5xUgQQECJNuRNAgHz9l6icgSUaEPeJBAwb+8lKkdAiTbkTQIBTb1nkhcBBPQiS1wTAQQ0YWKSFwEE9CJLXBMBBDRhYpIXAQT0IktcEwEENGHKO8m7cgT0Jkz8JgEEbOJh0JsAAnoTJn6TAAI28TDoTQABvQkTv0kAAZt4GPQmoCugd+XElyCAgBJtyJsEAubtvUTlCCjRhrxJIGDe3ktUjoASbcibBALq9T5VRgiYqt16xSKgXk9SZYSAqdqtVywC6vUkVUYImKrdesUioF5PUmX0ImCqyilWggACSrQhbxIImLf3EpUjoEQb8iaBgHl7L1H5DwAAAP//RWpskwAAAAZJREFUAwAyQA6eFe5FSQAAAABJRU5ErkJggg==data:image/png;base64,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Have Alonzo Draw 8 steps that are 10 units long