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tcHhGG0jBRTwRsZiKAIxBcbj8WNd1z10eHj4qZgbmJrA+gQU8PqsnUQgvYC3XaWP2IJLFFDAS8T0KAJDF9jd3X3h0dHRP49Go5v29/cvDd3D/gS+lYACdj8IEFiqwHg8npVSzs9mM2+7Wqqsh2UTUMDZErUPgZ4FmqZ5fSnljW3b3tPzKI4nsNECCnij4zEcgXgC586dqy9evPh0XdcvPTg4eDLeBiYmsB4BBbweZ6cQGJTAZDL58Hw+/+JsNnv/oBa3LIFrEFDA14DlowQIfGuBu+666wU33njj4hWUb+267m9ns9lbmREg8OwCCtjNIEDgxAKTyWQ8n88fqKrqbCllv6qqvel0enDiB3sAgcQCCjhxuFYjsEqByWTyqq8r3c8vSvfSpUt7n/jEJ55a5bmeTSCLgALOkqQ9CKxJYDKZvK7rut8rpfz34gcX6rp+ZDqd/tOajncMgTQCCjhNlBYhsB6BpmneVkp5rf/NaD3eTskroIDzZmszAisR2NnZedF8Pn/C265WwuuhAxJQwAMK26oEliUwmUxmXdd9vG3bjy7rmZ5DYGgCCnhoiduXwBIExuPxG6qqetB/hl4CpkcMVkABDzZ6ixO4foHd3d2to6Ojp7zt6voNfZOAAnYHCBC4LoHF2666rvtC27YfuK4H+BKBgQso4IFfAOsTuF6B8Xj8mqqqfrtt2zuu9xm+R2DIAgp4yOnbncAJBZqmebyu6/sPDg4+e8JH+TqBwQko4MFFbmECyxOYTCbvnc/n3z6bzX5teU/1JALDEFDAw8jZlgSWKrCzs/PK+Xy++NGFN5ZS/nA2m719qQd4GIEBCCjgAYRsRQLLENjZ2fmhRemWUhZ/3VBK2dva2to7f/78F5bxfM8gMDQBBTy0xO1L4BoEdnd3v/Po6GhRuA+UUm5flG5d13sHBwd/eQ2P8VECBJ5FQAG7FgQIPKvA4icGu647qKrqYD6f781ms4+jIkBgeQIKeHmWnkQglcD29vaDdV2/uW3bn0+1mGUIbIiAAt6QIIxBYNMErrzt6um6rn/04ODgyU2bzzwEogso4OgJmp/ACgWapvlIKeXz3na1QmSPHqyAAh5s9BYn8PwCV9529XDbti9//k/7BAEC1yKggK9Fy2cJDFCgaZontra27jt//vznBri+lQmsTEABr4zWgwnkEGia5uFSylbbtu/IsZEtCGyGgALejBxMQWBjBc6cOXPr8fHxYdu2L97YIQ1GIKCAAg4YmpEJrFtgPB4/Vkp512w2+/S6z3YegawCCjhrsvYisESBpmneXVXVS6bT6f1LfKxHERi0gAIedPyWJ/DcAvfee+93nDp1avGDC4tXUb6ylPLBtm3fyYwAgeUIKODlOHoKgTQCOzs791z50YXF+58fXbz/uW3bj6VZ0CIENkRAAW9IEMYg0KfAzs7OHVd+XvCBqqq+vCjd0Wi0t7+//199zuVsApkFFHDmdO1G4CoEtre331LX9ftKKb9/fHy89+ijj/7DVXzNRwgQOKGAAj4hoK8TiC4wmUxe23Xde9q2fUX0XcxPIJKAAo6UllkJrEhg8bar+Xx+3+HhobddrcjYYwl8o4ACdicIECiLt11VVVVPp9PfwEGAwHoEFPB6nJ1CYKMFJpPJbV3XtW3b/uBGD2o4AokEFHCiMK1C4CQCk8nksfl87m1XJ0H0XQLXIKCArwHLRwlkFmia5m1VVd06nU7fknlPuxHYFAEFvClJmINAzwI7Ozsvms/nj49Go5v39/cv9TyO4wmkF1DA6SO2IIGrF5hMJrOu6z7etu1Hr/5bPkmAwPUIKODrUfMdAkkFxuPx71RV9aq2bV+ddEVrEdgYAQW8MVEYhEA/Atvb2z+1tbX1zI8u/Esp5ZG2bT/YzzROJTAcAQU8nKxtSuBrAqdPn/7+0Wj0TOm+YPHu56qq9qbT6d9jIkBgPQIKeD3OTiHQu8Cdd95548033/xM6f7015XuX/Q+nAEIDFBAAQ8wdCsPU6Bpmt8spbypqqrfmk6ne6WUbpgStiawGQIKeDNyMAWBlQt429XKiR1A4JoEFPA1cfkwgdgCTdP8Tdd152az2adjb2J6AvEFFHD8DG1A4KoFvO3qqql8kMDKBRTwyokdQGBzBJ5529Utt9xy04c+9KGjzZnMJASGJ6CAh5e5jQcu0DTNYSll39uuBn4RrN+7gALuPQIDEFivwHg8fkMp5Q2z2ez0ek92GgECXy+ggN0HAgMT2N3d3To6Onp6NBq9ZH9//18Htr51CWyMgALemCgMQmB9Ak3TfKSU8vm2bT+wvlOdRICAfwN2BwgMWGA8Hn9fVVWLl3K8rG3bVwyYwuoEehXwb8C98jucwHoE7rrrrm+74YYbzlZVdbaU8uqu6x5ZvPu5bds/X88ETiFA4BsFFLA7QSCxwGQyeV3XdYvSXfz1p4v3P9922217Dz300Dzx2lYjEEJAAYeIyZAErl5gZ2fnJ+bz+YOllDOllH9blO5oNNrb39//j6t/ik8SILBqAQW8amHPJ7BmgfF4/KtVVb15Pp+/6fDw8O/WfLzjCBC4SgEFfJVQPkYgisD29vb31HX9JW+7ipKYOYcqoICHmry9UwtcedvVx9q2/ZPUi1qOQGABBRw4PKMTeC6B7e3tB+u6fqBt23spESCwmQIKeDNzMRWBEwnceeedp2666aanLl++/JILFy5429WJNH2ZwGoEFPBqXD2VQO8Ci7ddVVX1j9Pp9Hd7H8YABAh8k4ACdikIJBWYTCav7bruPd52lTRga4UXUMDhI7QAgecWaJrmifl8ft/h4eHnOBEgsFkCCniz8jANgaUKNE3zcFVVo+l0+utLfbCHESBwYgEFfGJCDyCwmQLj8fgX6rp+a9d1N7Rte/dmTmkqAsMVUMDDzd7mCQW2t7dv39raOnvl/c//WUp5pK7rvYODg39PuK6VCIQWUMCh4zM8gVJOnz79vaPR6JnS/e5F6S5+6Wg6nV7kQ4DA5goo4M3NxmQEvqVA0zQ/WUp5V9d1P1tV1TOl+2fYCBCIIaCAY+RkSgLPKjCZTB586qmn9j7zmc9cRkSAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwrL9MSIECAQBIBBZwkSGsQIECAQCwBBRwr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Alonzo Draw 8 steps that are 10 units long