path
stringlengths
20
27
task_binary
unknown
exercism-python-0017_copy30
"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"
exercism-python-0017_copy31
"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"
exercism-python-0017_copy32
"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"
exercism-python-0017_copy33
"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"
exercism-python-0017_copy34
"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"
exercism-python-0017_copy35
"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"
exercism-python-0017_copy36
"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"
exercism-python-0017_copy37
"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"
exercism-python-0017_copy38
"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"
exercism-python-0017_copy39
"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"
exercism-python-0017_copy4
"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"
exercism-python-0017_copy40
"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"
exercism-python-0017_copy41
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy42
"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"
exercism-python-0017_copy43
"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"
exercism-python-0017_copy44
"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"
exercism-python-0017_copy45
"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"
exercism-python-0017_copy46
"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"
exercism-python-0017_copy47
"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"
exercism-python-0017_copy48
"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"
exercism-python-0017_copy49
"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"
exercism-python-0017_copy5
"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"
exercism-python-0017_copy50
"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"
exercism-python-0017_copy51
"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"
exercism-python-0017_copy52
"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"
exercism-python-0017_copy53
"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"
exercism-python-0017_copy54
"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"
exercism-python-0017_copy55
"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"
exercism-python-0017_copy56
"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"
exercism-python-0017_copy57
"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"
exercism-python-0017_copy58
"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"
exercism-python-0017_copy59
"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"
exercism-python-0017_copy6
"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"
exercism-python-0017_copy60
"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"
exercism-python-0017_copy61
"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"
exercism-python-0017_copy62
"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"
exercism-python-0017_copy63
"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"
exercism-python-0017_copy64
"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"
exercism-python-0017_copy65
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy66
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy67
"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"
exercism-python-0017_copy68
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy69
"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"
exercism-python-0017_copy7
"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"
exercism-python-0017_copy70
"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"
exercism-python-0017_copy71
"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"
exercism-python-0017_copy72
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy73
"H4sIAFBfq2kC/+0ca3PbNtKf+StwSucqpxZFUi/bN+m1d02umZteM056yYwnQ0MUJOFCgQwARlab/vfbBUBKtiy7cSPFiYmJHJEAFvveBbmQ3/bb3z2j5z8yOmJybystsG3T/0HQ6S6/4/0wiMJoj5zv7aAVSlMJy+/dzxYdkpnmM/YoHAyiw85h/zDwj6IgGvS73l7dvvimqXrj62yWbnENNOp+F228Hw56Hfi/G0adTmXz3X5/L+yFvajfG3Q7Idh/1A26eyTYpf1PiikNrxk3osAqptUXJn+PQHvHpOKZII9II/SDhmduntIJE/q1+Y4eIit0rFgCg46CwA/coBnTFFljx9FCTzMZCzpjCOw5FaNhds5UY7WXzShPsVuV3d9V3/wkm9nBIz4e86RI9QKHztiIF64noZpNMrlYAWE7NJ0ouHlqLrBV3Qfm1muHM5DLx5xJi7NkqAE6ZuIdl5mYAdEAZExTxa6gfRAh7V+O/P06/tfx/3L8D7uDo/5hHf/vQeNCaVkkGty/Pxt9kvjf70WDS/G/0+3V8X8n7QF5utQA5XnPk0wyQskwm6dcTMgEQrnvef9wl1xBH94j8ymDgXlKF5A8EJmlKfRMGX23IEMKFzojb0SWvCGjbC5IDnpGqJRUTNiIcAFjteRwlQL0l5JrRpJsxMwsxnLopDA1GxM9ZUQZnODCLQ3fHHqA2YMHBHFG5BySnvcCJpmRCdDElVY4JQzIWMJN5Xvf229IDeQbeaYAJxiRCYAtiZ5njoSpzOaKzLme4mxDA2iLGOFiVJdABNecpvxXaowIF0cOwgfmM8AB1EaRMQIGtDQdFqkZaQkyMICMFvke7uRMLFGzHKZL8lOmFAChArGBAZJBzwhwL4E7YARkCtdIHay9wsIL4xACXohiNmQS4RsCjdAAJorN4kVUjtQsMULWsEqm7MIUMlzYBQE3MbIsRIxQJDrTNCXvaFo4aVaAkbtpcSM+qDgwhEsi2LkugVscQZ3efCiSYy6VvgnHCvCHIelQBF2yamTEchEgn2FaC9lsugDRpGk2BxCAGi25Z4ceIDgLs8Jrib0Dl1AhMk2GjIyYZnLGBcAqhOapGWv02QhcIoqo6TPUCAz9wMEfmZUDdTprFYSd01mesmPPe0/IE3MrhIS4uojsBSmvOzbrfg/Dj1uuHZNNF9UtGP6KNC0d+zCi14Yr1Ay8OCIBaS7tAm55XokKINwEoXxDevjZh+w8CsreyPT2XOcRdoZHZWfHdB5BR4AdR+gx4M6MUWHFmxRS4j5AFkKgsVutgCHdQ9+6F9At8AqlBzCTJs6oUK9ZAi7BmJ/vgdRVBnsIwUqPUmo+mGOlD6WMF2TC9KorGnMQHcoPDR4ha/4ONMb3niw72DlHRc5gxTRB/2Kt3qLt1CUMSoR9r/SY1eqwlkNJON1ysEGlwXuhak1gWdNnfb7VnyVyvneF+Vxct/Q4dtD1fueJ4c0ql2Hgq7BdKgoBN1zycf9gBaxdG1aCjdomMK9A36yiW2DqagidwMaXE/a24JLhzhAi5J+JVk/BXqdZkYJpF3meSesgQL2lCQnqGJ3ZGQbTpmHKMeiW3j8zgQqYDOxhNJkaq10VBU5ArUJBlI6Myklh9rJ/xM3Dogbt5r5dcnXFTIB7otr6HwbbbiZGJa2TMt6AqTBdSLEq4NWYA/Pt2Iv5BqE5mPbIcPnxecJyExghRis6YZiNgN0gseArDSGCJdgHSADrTyXlChUB1N9Nfd2cap2r43Z7lCXKzxd6CiE5k5N2p60LDUpP0zaTMpPKn+pZ+gBBgGRaFQS175OXaIqLrADmmDB6YC6c4Gg6pwvARyRpMcLw/PAh+g0AMi5SYmCXBDx8iGhyyBfwkQUEJsdFlRUyqezDTuHKJ9YJUdBHXFBaHTNmJmF3Toep1fopS3NIRPhE8DFAFhrkY3KUERsWkwkqGkG9V1wXVq1cTEQqQO5zK4/l2g6fubFlJClhUlP0aoucWeJhGZJMs0wZpbeMNz7K0nA6LHiq0RFaiDhRXSeMlA8liLG95LuVxxA8ZitJqVLGKIfF0mA0ordk+wrTHbt958bBJWh8ckQlKAaTCeIqrQkrSzpSVLjMyGkR5HXaWPh1WEs2Bj6KhLUVx8gYKz3TDnOA1TKgWhWofeRVw/j8hlFTw5t5GcyVc8JwD+0Yv8oCcjyTrqDHLXMC32YmDBNZIyRjkjkwifCxIWaYgfjPzPJnBvZZxdgzozOrfDPMshrDNTKtFCglZ/9F3/cY8TyzI6oJB2RuHB9CL2FQhWRVnkZna2ujIoBTOzs7s4wE+3dZheUDbjQE5FQYNjVwLdfgcezCq+mwZxF8Kkbs3GDXbLiEx3DXAbkwb8XnN/a9y+uuBFWTggpw+nzkllkyodlwPSsTABqQ43nes5QmzFqqytLCuC6wgDb4tHb9/K9+/vcZP/8bdI6Cfv387x608v2N/z+ViU/0/i/sBZef/0VBv37+t4v2m4evyUwC2DgmDZcwzcwbs0ZKxaSAQI89Nn7b+2VahfftneXbuuU9neU8UXB9+tr7vba0Ov5vjv+d9fgf1vF/J/F/cEX873TCoC7/uRfN7Cq3vF0Bm44Gvd7G+I82fyH+B4Mo6u6RXm3/9f6vlv/u93+doHd02KkDwL3x//jXV9NPtP/rd6K1/V/Yq/d/u2gP/tIectEeUjX1gDzSYp43ezPikrRy0k6ziWqX5ZKel6SMiiJv7pPfTGkkH5NT8tXfYdJbEpDXfzMvMavqS5ZMM9IIG+TbS4Daks2pHPn6XJvBrCy1XM4Kbp415t7vnpY0Jw4t8vjV0xeA5Mg8gsVHvs+ZLnIv53mHYJ0Tvs5std4WHOiE7SzoPIm+bY/Yu7YooOv9e6JlAfRbFE7Kd79oIb7vNzw3p720mbh88OvnC9J6B9D18JGa4ou96Nu/hgQgMnaZDjMxK3ReaEOMx865Jl/99uzps8fPX3z/4pfnp8Hr33fkfe9G/I/W439Qx/+dxP/+lfu/qI7+9y3+r/qyXcb/KOhHvUvxvxcOOnX830XjM1OGohbKg4+fUz31IVYyqZvBAfkaI+nX5vXpiylT5UtofGVKC521Jkxg6Ur5ztaER2QUGctsdgyzynfpE+guhni6o10+Ym7nMhumbNYy1VJYyWDqANpaMtaeUUhKysfMqu0KaNoJFZmAkWmremcBizzhKSMphbWLfGSwyQSJgqjTCgatKPQ8R2QhuEYUPQ/Rq0pcXW/TZBWuhvRfdMYOPCDcM8UI5e0XMLtZgvHx6p+gFPvH9sQKG5tKnFiweYzVLk3F0vGBrc5xY7BN7OmYlZWa+1UnlsuYYlou7MTlvHKub+qD8M9ymq2+Md1ehYy1alM+EQ9ZjAUksc5iU5cTU4NijHKLITGKf2UyUwbjFVRtYdEjcgq6cMt/ry/TjUv4F/lkOVQNNCOwBETqx28LmjYN1a5ACUDu34JEATdtrVecydiUjW2mtnNA+gfkNn8/PrVHa+RSi35clofEw4WVXsxVPAdVnsaaiTjPuNCbaQSEu3dFouEajRZ5K8dRzEUMO4vYLEHHmsmKB/hJskKA0cd6zhN2A72du0Fv/zK9WKjOkgJLO51yxljpF08YyjsTjnhT57KRxN4B6RkSBx8q249PYifcpLZOmOivY1Oeg0SqNSpjrNRCjS7Fm4lrpHs75zSw3NqCgAdXUG/cD4hVCrVioMgP6hhhnXGMFYmp5cVGgsPgMzNePc8MRWppwZYhayYcU9QGq+oXkLCnODdxo3cL6/743IiuN20XgirbXuXMDdaNNJafP0rrx6fvMNyo2RsN+yKBVxv2HxT07bQ+tLYebkH5Dy+zA+eD/Vbuztj0uphjrKuHrEQ7F29vXmvyf4r2zhZUfT0Rc+q9meaK4iW9agsE288WotoayUbbkcyS9tWsDOt07QhLrstERWkxN6Rot6U82IqqdzZbfiXvSyH8Yq627h+usoHtegIb8behGuvWgLuqUis4+sGcyTFL9HJveJObv/mzDRUPrnJp4K5NwbXbWgk2oSai3aDCt8DPPElYQfIEa7LVS7j7ky07b1YnRfY3bY5bV+iqWfQCEXi0AqORiMPgjhISrhGyzKNWEsdbk9X7RHStZUnLeHA5P1x3GzdSu+Vk4k7pwkogvfucg8z1rijcbXi3mXExH5vgZ/y8BbF9XuKnv4stDHLCHkm+lbrhg7lq0NgMMmeXS47hmN1xrf+pzHc9Xb7M0s/BgO+Q+wPCC2F+vAnS7clFhbMPH+5QOHfmtU4CF/gbFCnT7ANpuOUGfyt0OKTNwmDihhCa4rHVRTyl9nmX/fWNu/GK4WMoZLA5h8Ft4LV2PCuUETEOxr0iG6MtW7PGQDPE/9xR/tGXl89crUR4ivWzZeLdYmQVURwLN2zA7xAHb/mMauvezIbkSxw1/NzKy4joEzmz6EN4YC3TJWwf/+ndHWDDA/KL5inXCzIuhPttrJI9m6Dbt/3sijXc2/k13E7YhJ03qxkHRDb8bxr7uyy9qs9/1ee/1n//udfr1ce/70Vb+dXbrZ0C++DzX2HQjfr1+a/74//r81+fzP9f+fv/vX6vWweA++b/f8CfhJNjnrJd1n8HQQjJ3qX676Bf//7HTtqTk59/Iva3PY47fhi0VMpn3sufT/79w9MTe5Dq5Jf/kJznK0eoRNZKaDJlLTwnZk9F1c6ibnWrW93qVre61a1udatb3epWt7rV7W62/wPD/T0YAHgAAA=="
exercism-python-0017_copy74
"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"
exercism-python-0017_copy8
"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"
exercism-python-0017_copy9
"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"
exercism-python-0018
"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"
exercism-python-0018_copy1
"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"
exercism-python-0018_copy10
"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"
exercism-python-0018_copy11
"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"
exercism-python-0018_copy12
"H4sIAFBfq2kC/+0baW/bODaf9Su4zmBrF7FOH0kWnQM9sMVid4o0s7OAYSi0RNucSKRKUnGCTv/7vkdJduKkx3Qad7cR0diyyMd3v8fj1fVc78dX9PLvjKZM7d1L86v2vm/fjwabZ3wf+GEQ7pHLvR20UhuqAP3ew2zhIckNz9mTYDwOD6PD0aHvHoV+GAaHzl7bvvlmqD53jcyze8SBTj0aoI+PgvEwgu9BEEbR2ucHo9FeMAyG4Wg4HkQB+H848Ad7xN+l/y/KJQ0+MC6lICpm9Demf4dAu2BKcynIE9IJXL/j2JcTumDCTO0zRghZmlizBAYd+b7r14NyZiiKphpHS7OUKhY0ZzjZayrSmbxkunO9l+WUZ9itm+4f109uIvNqcMrnc56UmbnCoTlLeVn3JNSwhVRX16aoOgxdaHg5sT+wrbsP7KtpTTOwy+ecqYpmxdACTMzEBVdS5MA0TDKnmWZ38D4OkfdvR/9um//b/L+d/4PB0SiM2vz/ABoX2qgyMRD+3Tz9Kvk/igbb+T8aDP02/++i7ZOXGwvQjvNUKsUSk12RlBmmci4YMUtG5mwFeZKIMp8xReScJBJMhxhJZows+AUT+ExJAvKUOQzRZbIESGosuC5zBMJHC/iIXNCsZGQlyywl7E1Js7rToic0lyXkYcSzpGLBXMfZ3ycvpCLskuZFxhynT34ShIuitMOCIVlxsyST4IAMD0jgH5DQfvtTopcWi2KmVIJI4Ejw5JxlpDvsEVgh2FcpBEHSDfweASQTCzrdwjHwvxiO5g0wrkDMpBsOryHGeaeW4+fpAoQChqeR4WeSaXIlS0VoBisgoCUHCapzMgdQKq5qRYCZrjX0A4A9pQKhCCz17UjBFtTAyFq2dw2hdV+tJp3TLAMyQZ+i0qd9AQaBSKpBPzg3bYnQomAirdi4TFiBb0nOtIaFJbDzGswEM48m3BCugaoE+2BdB4Y0UZRrBjyBvmvQaXdpTKGPPS+ViXaLK1hMCleqhRd5pjQgDpp5TCmptLs0ebaPU3Cx6K9n0D2X/LpkFaepBEa4PrA/au3RbEWvgB6RZGUK2MnjxzmjAiaZlxmxczcMPH6MZHKRclyOktXa0EE7CWtsvQLh2iWngIvk9LxRYCIBQS4VA5OBBfQsY9YmliwrNNF8IWCFmlCBjmhtLmWzcrEASlzrBZqbklZiXi0ZzIJcnAu52rhchbumZ8WzDD0V9MqUoaAzc1WwinlAA9qWEuQNLFWCR9useZjMSp6BhkQ9IwLqDykj4zMFavQ2cq/0MQMz7icZ1WDNvQMyA6eq5a4NkrcR+zWh1+IG/7cSLMBdcFdAMRAwlSCtCsIHh1V8xTpyVOoqaNVWBBHeMFzXf4hqxeYgR5EwT3MMMLE2uakph7n6dqr+eqoeyqpjlkquOkDx2b/RBZ6jgM5QI6LxHxCukAZFn8MCu9LlOgpW/orGAfSCN+lKT1KA1guQE+Fzy89MAtSZpeDMQp+tZXtmzea66Ky8KkTcoNwanW5TiSPWAAdkBfGkElszB9XogFQtSrspMvIWbrSFY8c5OzurZAkhoI7Pf0AIyClDHpyKzg2R3Q5APjLWb2B3pxYQ2CxwFecseKeH6B3HeZXRhFXOpWVW2mgDRutBGPLadV67/2v3f5++/xsP/MNxu/97AK05v3N/01J8pfPfADZ7W/u/0B+1+79dtLcOHpPaRWLnmHTqRVVuT0w7GWTvElYC2FMl+Op9s/TC99WbzWnt5p2RBU80/J5MnXetp7X5//35P7qd/4M2/+8k/4/vyP9RFEbt9e+DaHbbec/7I/DpcDwcvjf/o8/fyP/+OAwHe2TY+n+7/2v1v/v9X+SPovGoTQAPJv7jp6uXX2n/N4rCW/u/YNju/3bR9v/izbjwZlQvHbw36jPHyc9Trki/IF4mF9prymUcJ8kYFWXR7ZG3tjSGz8mEfPcDAL0hPpn+DQ91xbr6hiVLSTpBh3y/NZGn2Iqq1DWXxg5mTanNBsr/ONScO+8co2hBarLI8/+8PAUiU3vm6zj75DUzZeEUvIgI3nPTLCP9/puSA5+wncXrq/B7L2UXniih6/ffiVEl8F+RcFIKvISoDuZd1+04NYy38Zm4OWl2iyvSv4DZzeyJXkqFM/81IDAjY9t8WEBZmqI0lhmHXXJDvnv76uWr569Pfzr95fXEn77bUfRt83+b/+/Y/0XBUZv/H1b+vx7Ldpr/h/5o+/x3GIzGbf7fReN5gdlKX2kH/tyCmqULuZIp0/UPyCPMpI96mEtPl0w3t9RUMSzmlf0FE0xRw9L6ThfTIwqKzJXMjwGquW9fQHc5w+perzli9golZxnL+7pgia12sLUCnlGMeTmFRUlzzKy96h7ZS6iQAgZm/fWVBeB4wTNGMgqoyyK1xEhBQj8c9P2o7w8dp+axFNwghY6D1DV303Vnt15TiDSuSp1ie7t84ADzji1aIE8twCn0dZupXPz1FOyid1wVLbO5FUJcTR7PpYqDOGHCdDXL5vUobPjTxYtvZZ5j9VP3FurujTKjKTz0DsgkmPacm6iwxiVjFqZG+2dxVSVN+IQYAfc2yrzMDC/uB2lgkVb1V9t4a6mircUZzzIOSyhORT3d5xEwQJRAABAxtExHiH9Qd3yYBLliKmbZDIyS/ikiGikEtapHlgj70/7dIiPDYoi4KomIbfnVx1Gve+60dEtHuCHFyqNRytHRUe/gBvwkbEaHN0d/6sd0M982c4XUms/QvDbCxgp89LqK2JheUJ5h1dTnCHybS9S6da6Kp6b7ltAh+sAGR907fWB5aATheGOJA0sT/rtNVbyAiJlexRCqlaTJMuY6BkpjWcDCDjB8nkmieIIAyfBt3PHvFImQNcNYohP7XyYWNF5gEd9CaavQYnyEwGcjbK2GukgxxiJF+Ghe4GZrfrd32qR1jbgTrD/S3U0BUg9roADh8cd8pzKYAxL13s80Fkt1YTJ3XUAF/F3D9X7IG0AuOL2eILJPq466S3p8Xmkuh72/TbsxTBXTNI3LIjayDiz3L66jwf+6vKrStdjy0NTNNgZ3d9z9clKqAzJQ3h/uVE61cCpxzdi6YBik0+6Y2vufL3/+097/f7Xzn7vu/8PhIBq2rv4Q2rX/9XpvVQB/+P4/8AfhqL3/b8//W/1/lfP/cDiEFNAmgAcW/5/J5JypOc/YTs///QAWe1vn//6orf/eSXtx8vM/SVXbfRy5gd/XGc+dX38++cezlyfVRfrJL/8iBS+uXaEL2U9osmR9rBOobsXbYNG2trWtbf9f7b/bfSHxAFAAAA=="
exercism-python-0018_copy13
"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"
exercism-python-0018_copy14
"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"
exercism-python-0018_copy15
"H4sIAFBfq2kC/+0baW/bODaf9Su4zmBrF7FOH0kWnQM9sMVid4o0s7OAYSi0RNucSKRKUnGCTv/7vkdJduKkx3Qad7cR0diyyMd3v8fj1fVc78dX9PLvjKZM7d1L86v2vm/fjwabZ3wf+GEQ7pHLvR20UhuqAP3ew2zhIckNz9mTYDwOD6PD0aHvHoV+GAaHzl7bvvlmqD53jcyze8SBTj0aoI+PgvEwgu9BEEbR2ucHo9FeMAyG4Wg4HkQB+H848Ad7xN+l/y/KJQ0+MC6lICpm9Demf4dAu2BKcynIE9IJXL/j2JcTumDCTO0zRghZmlizBAYd+b7r14NyZiiKphpHS7OUKhY0ZzjZayrSmbxkunO9l+WUZ9itm+4f109uIvNqcMrnc56UmbnCoTlLeVn3JNSwhVRX16aoOgxdaHg5sT+wrbsP7KtpTTOwy+ecqYpmxdACTMzEBVdS5MA0TDKnmWZ38D4OkfdvR/9um//b/L+d/4PB0SiM2vz/ABoX2qgyMRD+3Tz9Kvk/igbb+T8aDP02/++i7ZOXGwvQjvNUKsUSk12RlBmmci4YMUtG5mwFeZKIMp8xReScJBJMhxhJZows+AUT+ExJAvKUOQzRZbIESGosuC5zBMJHC/iIXNCsZGQlyywl7E1Js7rToic0lyXkYcSzpGLBXMfZ3ycvpCLskuZFxhynT34ShIuitMOCIVlxsyST4IAMD0jgH5DQfvtTopcWi2KmVIJI4Ejw5JxlpDvsEVgh2FcpBEHSDfweASQTCzrdwjHwvxiO5g0wrkDMpBsOryHGeaeW4+fpAoQChqeR4WeSaXIlS0VoBisgoCUHCapzMgdQKq5qRYCZrjX0A4A9pQKhCCz17UjBFtTAyFq2dw2hdV+tJp3TLAMyQZ+i0qd9AQaBSKpBPzg3bYnQomAirdi4TFiBb0nOtIaFJbDzGswEM48m3BCugaoE+2BdB4Y0UZRrBjyBvmvQaXdpTKGPPS+ViXaLK1hMCleqhRd5pjQgDpp5TCmptLs0ebaPU3Cx6K9n0D2X/LpkFaepBEa4PrA/au3RbEWvgB6RZGUK2MnjxzmjAiaZlxmxczcMPH6MZHKRclyOktXa0EE7CWtsvQLh2iWngIvk9LxRYCIBQS4VA5OBBfQsY9YmliwrNNF8IWCFmlCBjmhtLmWzcrEASlzrBZqbklZiXi0ZzIJcnAu52rhchbumZ8WzDD0V9MqUoaAzc1WwinlAA9qWEuQNLFWCR9useZjMSp6BhkQ9IwLqDykj4zMFavQ2cq/0MQMz7icZ1WDNvQMyA6eq5a4NkrcR+zWh1+IG/7cSLMBdcFdAMRAwlSCtCsIHh1V8xTpyVOoqaNVWBBHeMFzXf4hqxeYgR5EwT3MMMLE2uakph7n6dqr+eqoeyqpjlkquOkDx2b/RBZ6jgM5QI6LxHxCukAZFn8MCu9LlOgpW/orGAfSCN+lKT1KA1guQE+Fzy89MAtSZpeDMQp+tZXtmzea66Ky8KkTcoNwanW5TiSPWAAdkBfGkElszB9XogFQtSrspMvIWbrSFY8c5OzurZAkhoI7Pf0AIyClDHpyKzg2R3Q5APjLWb2B3pxYQ2CxwFecseKeH6B3HeZXRhFXOpWVW2mgDRutBGPLadV67/2v3f5++/xsP/MNxu/97AK05v3N/01J8pfPfADZ7W/u/0B+1+79dtLcOHpPaRWLnmHTqRVVuT0w7GWTvElYC2FMl+Op9s/TC99WbzWnt5p2RBU80/J5MnXetp7X5//35P7qd/4M2/+8k/4/vyP9RFEbt9e+DaHbbec/7I/DpcDwcvjf/o8/fyP/+OAwHe2TY+n+7/2v1v/v9X+SPovGoTQAPJv7jp6uXX2n/N4rCW/u/YNju/3bR9v/izbjwZlQvHbw36jPHyc9Trki/IF4mF9prymUcJ8kYFWXR7ZG3tjSGz8mEfPcDAL0hPpn+DQ91xbr6hiVLSTpBh3y/NZGn2Iqq1DWXxg5mTanNBsr/ONScO+8co2hBarLI8/+8PAUiU3vm6zj75DUzZeEUvIgI3nPTLCP9/puSA5+wncXrq/B7L2UXniih6/ffiVEl8F+RcFIKvISoDuZd1+04NYy38Zm4OWl2iyvSv4DZzeyJXkqFM/81IDAjY9t8WEBZmqI0lhmHXXJDvnv76uWr569Pfzr95fXEn77bUfRt83+b/+/Y/0XBUZv/H1b+vx7Ldpr/h/5o+/x3GIzGbf7fReN5gdlKX2kH/tyCmqULuZIp0/UPyCPMpI96mEtPl0w3t9RUMSzmlf0FE0xRw9L6ThfTIwqKzJXMjwGquW9fQHc5w+perzli9golZxnL+7pgia12sLUCnlGMeTmFRUlzzKy96h7ZS6iQAgZm/fWVBeB4wTNGMgqoyyK1xEhBQj8c9P2o7w8dp+axFNwghY6D1DV303Vnt15TiDSuSp1ie7t84ADzji1aIE8twCn0dZupXPz1FOyid1wVLbO5FUJcTR7PpYqDOGHCdDXL5vUobPjTxYtvZZ5j9VP3FurujTKjKTz0DsgkmPacm6iwxiVjFqZG+2dxVSVN+IQYAfc2yrzMDC/uB2lgkVb1V9t4a6mircUZzzIOSyhORT3d5xEwQJRAABAxtExHiH9Qd3yYBLliKmbZDIyS/ikiGikEtapHlgj70/7dIiPDYoi4KomIbfnVx1Gve+60dEtHuCHFyqNRytHRUe/gBvwkbEaHN0d/6sd0M982c4XUms/QvDbCxgp89LqK2JheUJ5h1dTnCHybS9S6da6Kp6b7ltAh+sAGR907fWB5aATheGOJA0sT/rtNVbyAiJlexRCqlaTJMuY6BkpjWcDCDjB8nkmieIIAyfBt3PHvFImQNcNYohP7XyYWNF5gEd9CaavQYnyEwGcjbK2GukgxxiJF+Ghe4GZrfrd32qR1jbgTrD/S3U0BUg9roADh8cd8pzKYAxL13s80Fkt1YTJ3XUAF/F3D9X7IG0AuOL2eILJPq466S3p8Xmkuh72/TbsxTBXTNI3LIjayDiz3L66jwf+6vKrStdjy0NTNNgZ3d9z9clKqAzJQ3h/uVE61cCpxzdi6YBik0+6Y2vufL3/+097/f7Xzn7vu/8PhIBq2rv4Q2rX/9XpvVQB/+P4/8AfhqL3/b8//W/1/lfP/cDiEFNAmgAcW/5/J5JypOc/YTs///QAWe1vn//6orf/eSXtx8vM/SVXbfRy5gd/XGc+dX38++cezlyfVRfrJL/8iBS+uXaEL2U9osmR9rBOobsXbYNG2trWtbf9f7b/bfSHxAFAAAA=="
exercism-python-0018_copy16
"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"
exercism-python-0018_copy17
"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"
exercism-python-0018_copy18
"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"
exercism-python-0018_copy19
"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"
exercism-python-0018_copy2
"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"
exercism-python-0018_copy20
"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"
exercism-python-0018_copy21
"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"
exercism-python-0018_copy22
"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"
exercism-python-0018_copy23
"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"
exercism-python-0018_copy24
"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"
exercism-python-0018_copy25
"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"
exercism-python-0018_copy26
"H4sIAFBfq2kC/+0baW/bODaf9Su4zmBrF7FOH0kWnQM9sMVid4o0s7OAYSi0RNucSKRKUnGCTv/7vkdJduKkx3Qad7cR0diyyMd3v8fj1fVc78dX9PLvjKZM7d1L86v2vm/fjwabZ3wf+GEQ7pHLvR20UhuqAP3ew2zhIckNz9mTYDwOD6PD0aHvHoV+GAaHzl7bvvlmqD53jcyze8SBTj0aoI+PgvEwgu9BEEbR2ucHo9FeMAyG4Wg4HkQB+H848Ad7xN+l/y/KJQ0+MC6lICpm9Demf4dAu2BKcynIE9IJXL/j2JcTumDCTO0zRghZmlizBAYd+b7r14NyZiiKphpHS7OUKhY0ZzjZayrSmbxkunO9l+WUZ9itm+4f109uIvNqcMrnc56UmbnCoTlLeVn3JNSwhVRX16aoOgxdaHg5sT+wrbsP7KtpTTOwy+ecqYpmxdACTMzEBVdS5MA0TDKnmWZ38D4OkfdvR/9um//b/L+d/4PB0SiM2vz/ABoX2qgyMRD+3Tz9Kvk/igbb+T8aDP02/++i7ZOXGwvQjvNUKsUSk12RlBmmci4YMUtG5mwFeZKIMp8xReScJBJMhxhJZows+AUT+ExJAvKUOQzRZbIESGosuC5zBMJHC/iIXNCsZGQlyywl7E1Js7rToic0lyXkYcSzpGLBXMfZ3ycvpCLskuZFxhynT34ShIuitMOCIVlxsyST4IAMD0jgH5DQfvtTopcWi2KmVIJI4Ejw5JxlpDvsEVgh2FcpBEHSDfweASQTCzrdwjHwvxiO5g0wrkDMpBsOryHGeaeW4+fpAoQChqeR4WeSaXIlS0VoBisgoCUHCapzMgdQKq5qRYCZrjX0A4A9pQKhCCz17UjBFtTAyFq2dw2hdV+tJp3TLAMyQZ+i0qd9AQaBSKpBPzg3bYnQomAirdi4TFiBb0nOtIaFJbDzGswEM48m3BCugaoE+2BdB4Y0UZRrBjyBvmvQaXdpTKGPPS+ViXaLK1hMCleqhRd5pjQgDpp5TCmptLs0ebaPU3Cx6K9n0D2X/LpkFaepBEa4PrA/au3RbEWvgB6RZGUK2MnjxzmjAiaZlxmxczcMPH6MZHKRclyOktXa0EE7CWtsvQLh2iWngIvk9LxRYCIBQS4VA5OBBfQsY9YmliwrNNF8IWCFmlCBjmhtLmWzcrEASlzrBZqbklZiXi0ZzIJcnAu52rhchbumZ8WzDD0V9MqUoaAzc1WwinlAA9qWEuQNLFWCR9useZjMSp6BhkQ9IwLqDykj4zMFavQ2cq/0MQMz7icZ1WDNvQMyA6eq5a4NkrcR+zWh1+IG/7cSLMBdcFdAMRAwlSCtCsIHh1V8xTpyVOoqaNVWBBHeMFzXf4hqxeYgR5EwT3MMMLE2uakph7n6dqr+eqoeyqpjlkquOkDx2b/RBZ6jgM5QI6LxHxCukAZFn8MCu9LlOgpW/orGAfSCN+lKT1KA1guQE+Fzy89MAtSZpeDMQp+tZXtmzea66Ky8KkTcoNwanW5TiSPWAAdkBfGkElszB9XogFQtSrspMvIWbrSFY8c5OzurZAkhoI7Pf0AIyClDHpyKzg2R3Q5APjLWb2B3pxYQ2CxwFecseKeH6B3HeZXRhFXOpWVW2mgDRutBGPLadV67/2v3f5++/xsP/MNxu/97AK05v3N/01J8pfPfADZ7W/u/0B+1+79dtLcOHpPaRWLnmHTqRVVuT0w7GWTvElYC2FMl+Op9s/TC99WbzWnt5p2RBU80/J5MnXetp7X5//35P7qd/4M2/+8k/4/vyP9RFEbt9e+DaHbbec/7I/DpcDwcvjf/o8/fyP/+OAwHe2TY+n+7/2v1v/v9X+SPovGoTQAPJv7jp6uXX2n/N4rCW/u/YNju/3bR9v/izbjwZlQvHbw36jPHyc9Trki/IF4mF9prymUcJ8kYFWXR7ZG3tjSGz8mEfPcDAL0hPpn+DQ91xbr6hiVLSTpBh3y/NZGn2Iqq1DWXxg5mTanNBsr/ONScO+8co2hBarLI8/+8PAUiU3vm6zj75DUzZeEUvIgI3nPTLCP9/puSA5+wncXrq/B7L2UXniih6/ffiVEl8F+RcFIKvISoDuZd1+04NYy38Zm4OWl2iyvSv4DZzeyJXkqFM/81IDAjY9t8WEBZmqI0lhmHXXJDvnv76uWr569Pfzr95fXEn77bUfRt83+b/+/Y/0XBUZv/H1b+vx7Ldpr/h/5o+/x3GIzGbf7fReN5gdlKX2kH/tyCmqULuZIp0/UPyCPMpI96mEtPl0w3t9RUMSzmlf0FE0xRw9L6ThfTIwqKzJXMjwGquW9fQHc5w+perzli9golZxnL+7pgia12sLUCnlGMeTmFRUlzzKy96h7ZS6iQAgZm/fWVBeB4wTNGMgqoyyK1xEhBQj8c9P2o7w8dp+axFNwghY6D1DV303Vnt15TiDSuSp1ie7t84ADzji1aIE8twCn0dZupXPz1FOyid1wVLbO5FUJcTR7PpYqDOGHCdDXL5vUobPjTxYtvZZ5j9VP3FurujTKjKTz0DsgkmPacm6iwxiVjFqZG+2dxVSVN+IQYAfc2yrzMDC/uB2lgkVb1V9t4a6mircUZzzIOSyhORT3d5xEwQJRAABAxtExHiH9Qd3yYBLliKmbZDIyS/ikiGikEtapHlgj70/7dIiPDYoi4KomIbfnVx1Gve+60dEtHuCHFyqNRytHRUe/gBvwkbEaHN0d/6sd0M982c4XUms/QvDbCxgp89LqK2JheUJ5h1dTnCHybS9S6da6Kp6b7ltAh+sAGR907fWB5aATheGOJA0sT/rtNVbyAiJlexRCqlaTJMuY6BkpjWcDCDjB8nkmieIIAyfBt3PHvFImQNcNYohP7XyYWNF5gEd9CaavQYnyEwGcjbK2GukgxxiJF+Ghe4GZrfrd32qR1jbgTrD/S3U0BUg9roADh8cd8pzKYAxL13s80Fkt1YTJ3XUAF/F3D9X7IG0AuOL2eILJPq466S3p8Xmkuh72/TbsxTBXTNI3LIjayDiz3L66jwf+6vKrStdjy0NTNNgZ3d9z9clKqAzJQ3h/uVE61cCpxzdi6YBik0+6Y2vufL3/+097/f7Xzn7vu/8PhIBq2rv4Q2rX/9XpvVQB/+P4/8AfhqL3/b8//W/1/lfP/cDiEFNAmgAcW/5/J5JypOc/YTs///QAWe1vn//6orf/eSXtx8vM/SVXbfRy5gd/XGc+dX38++cezlyfVRfrJL/8iBS+uXaEL2U9osmR9rBOobsXbYNG2trWtbf9f7b/bfSHxAFAAAA=="
exercism-python-0018_copy27
"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"
exercism-python-0018_copy28
"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"
exercism-python-0018_copy29
"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"
exercism-python-0018_copy3
"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"
exercism-python-0018_copy30
"H4sIAFBfq2kC/+0baW/bODaf9Su4zmBrF7FOH0kWnQM9sMVid4o0s7OAYSi0RNucSKRKUnGCTv/7vkdJduKkx3Qad7cR0diyyMd3v8fj1fVc78dX9PLvjKZM7d1L86v2vm/fjwabZ3wf+GEQ7pHLvR20UhuqAP3ew2zhIckNz9mTYDwOD6PD0aHvHoV+GAaHzl7bvvlmqD53jcyze8SBTj0aoI+PgvEwgu9BEEbR2ucHo9FeMAyG4Wg4HkQB+H848Ad7xN+l/y/KJQ0+MC6lICpm9Demf4dAu2BKcynIE9IJXL/j2JcTumDCTO0zRghZmlizBAYd+b7r14NyZiiKphpHS7OUKhY0ZzjZayrSmbxkunO9l+WUZ9itm+4f109uIvNqcMrnc56UmbnCoTlLeVn3JNSwhVRX16aoOgxdaHg5sT+wrbsP7KtpTTOwy+ecqYpmxdACTMzEBVdS5MA0TDKnmWZ38D4OkfdvR/9um//b/L+d/4PB0SiM2vz/ABoX2qgyMRD+3Tz9Kvk/igbb+T8aDP02/++i7ZOXGwvQjvNUKsUSk12RlBmmci4YMUtG5mwFeZKIMp8xReScJBJMhxhJZows+AUT+ExJAvKUOQzRZbIESGosuC5zBMJHC/iIXNCsZGQlyywl7E1Js7rToic0lyXkYcSzpGLBXMfZ3ycvpCLskuZFxhynT34ShIuitMOCIVlxsyST4IAMD0jgH5DQfvtTopcWi2KmVIJI4Ejw5JxlpDvsEVgh2FcpBEHSDfweASQTCzrdwjHwvxiO5g0wrkDMpBsOryHGeaeW4+fpAoQChqeR4WeSaXIlS0VoBisgoCUHCapzMgdQKq5qRYCZrjX0A4A9pQKhCCz17UjBFtTAyFq2dw2hdV+tJp3TLAMyQZ+i0qd9AQaBSKpBPzg3bYnQomAirdi4TFiBb0nOtIaFJbDzGswEM48m3BCugaoE+2BdB4Y0UZRrBjyBvmvQaXdpTKGPPS+ViXaLK1hMCleqhRd5pjQgDpp5TCmptLs0ebaPU3Cx6K9n0D2X/LpkFaepBEa4PrA/au3RbEWvgB6RZGUK2MnjxzmjAiaZlxmxczcMPH6MZHKRclyOktXa0EE7CWtsvQLh2iWngIvk9LxRYCIBQS4VA5OBBfQsY9YmliwrNNF8IWCFmlCBjmhtLmWzcrEASlzrBZqbklZiXi0ZzIJcnAu52rhchbumZ8WzDD0V9MqUoaAzc1WwinlAA9qWEuQNLFWCR9useZjMSp6BhkQ9IwLqDykj4zMFavQ2cq/0MQMz7icZ1WDNvQMyA6eq5a4NkrcR+zWh1+IG/7cSLMBdcFdAMRAwlSCtCsIHh1V8xTpyVOoqaNVWBBHeMFzXf4hqxeYgR5EwT3MMMLE2uakph7n6dqr+eqoeyqpjlkquOkDx2b/RBZ6jgM5QI6LxHxCukAZFn8MCu9LlOgpW/orGAfSCN+lKT1KA1guQE+Fzy89MAtSZpeDMQp+tZXtmzea66Ky8KkTcoNwanW5TiSPWAAdkBfGkElszB9XogFQtSrspMvIWbrSFY8c5OzurZAkhoI7Pf0AIyClDHpyKzg2R3Q5APjLWb2B3pxYQ2CxwFecseKeH6B3HeZXRhFXOpWVW2mgDRutBGPLadV67/2v3f5++/xsP/MNxu/97AK05v3N/01J8pfPfADZ7W/u/0B+1+79dtLcOHpPaRWLnmHTqRVVuT0w7GWTvElYC2FMl+Op9s/TC99WbzWnt5p2RBU80/J5MnXetp7X5//35P7qd/4M2/+8k/4/vyP9RFEbt9e+DaHbbec/7I/DpcDwcvjf/o8/fyP/+OAwHe2TY+n+7/2v1v/v9X+SPovGoTQAPJv7jp6uXX2n/N4rCW/u/YNju/3bR9v/izbjwZlQvHbw36jPHyc9Trki/IF4mF9prymUcJ8kYFWXR7ZG3tjSGz8mEfPcDAL0hPpn+DQ91xbr6hiVLSTpBh3y/NZGn2Iqq1DWXxg5mTanNBsr/ONScO+8co2hBarLI8/+8PAUiU3vm6zj75DUzZeEUvIgI3nPTLCP9/puSA5+wncXrq/B7L2UXniih6/ffiVEl8F+RcFIKvISoDuZd1+04NYy38Zm4OWl2iyvSv4DZzeyJXkqFM/81IDAjY9t8WEBZmqI0lhmHXXJDvnv76uWr569Pfzr95fXEn77bUfRt83+b/+/Y/0XBUZv/H1b+vx7Ldpr/h/5o+/x3GIzGbf7fReN5gdlKX2kH/tyCmqULuZIp0/UPyCPMpI96mEtPl0w3t9RUMSzmlf0FE0xRw9L6ThfTIwqKzJXMjwGquW9fQHc5w+perzli9golZxnL+7pgia12sLUCnlGMeTmFRUlzzKy96h7ZS6iQAgZm/fWVBeB4wTNGMgqoyyK1xEhBQj8c9P2o7w8dp+axFNwghY6D1DV303Vnt15TiDSuSp1ie7t84ADzji1aIE8twCn0dZupXPz1FOyid1wVLbO5FUJcTR7PpYqDOGHCdDXL5vUobPjTxYtvZZ5j9VP3FurujTKjKTz0DsgkmPacm6iwxiVjFqZG+2dxVSVN+IQYAfc2yrzMDC/uB2lgkVb1V9t4a6mircUZzzIOSyhORT3d5xEwQJRAABAxtExHiH9Qd3yYBLliKmbZDIyS/ikiGikEtapHlgj70/7dIiPDYoi4KomIbfnVx1Gve+60dEtHuCHFyqNRytHRUe/gBvwkbEaHN0d/6sd0M982c4XUms/QvDbCxgp89LqK2JheUJ5h1dTnCHybS9S6da6Kp6b7ltAh+sAGR907fWB5aATheGOJA0sT/rtNVbyAiJlexRCqlaTJMuY6BkpjWcDCDjB8nkmieIIAyfBt3PHvFImQNcNYohP7XyYWNF5gEd9CaavQYnyEwGcjbK2GukgxxiJF+Ghe4GZrfrd32qR1jbgTrD/S3U0BUg9roADh8cd8pzKYAxL13s80Fkt1YTJ3XUAF/F3D9X7IG0AuOL2eILJPq466S3p8Xmkuh72/TbsxTBXTNI3LIjayDiz3L66jwf+6vKrStdjy0NTNNgZ3d9z9clKqAzJQ3h/uVE61cCpxzdi6YBik0+6Y2vufL3/+097/f7Xzn7vu/8PhIBq2rv4Q2rX/9XpvVQB/+P4/8AfhqL3/b8//W/1/lfP/cDiEFNAmgAcW/5/J5JypOc/YTs///QAWe1vn//6orf/eSXtx8vM/SVXbfRy5gd/XGc+dX38++cezlyfVRfrJL/8iBS+uXaEL2U9osmR9rBOobsXbYNG2trWtbf9f7b/bfSHxAFAAAA=="
exercism-python-0018_copy31
"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"
exercism-python-0018_copy32
"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"
exercism-python-0018_copy33
"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"
exercism-python-0018_copy34
"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"
exercism-python-0018_copy35
"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"
exercism-python-0018_copy36
"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"
exercism-python-0018_copy37
"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"
exercism-python-0018_copy38
"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"
exercism-python-0018_copy39
"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"
exercism-python-0018_copy4
"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"
exercism-python-0018_copy40
"H4sIAFBfq2kC/+0baW/bODaf9Su4zmBrF7FOH0kWnQM9sMVid4o0s7OAYSi0RNucSKRKUnGCTv/7vkdJduKkx3Qad7cR0diyyMd3v8fj1fVc78dX9PLvjKZM7d1L86v2vm/fjwabZ3wf+GEQ7pHLvR20UhuqAP3ew2zhIckNz9mTYDwOD6PD0aHvHoV+GAaHzl7bvvlmqD53jcyze8SBTj0aoI+PgvEwgu9BEEbR2ucHo9FeMAyG4Wg4HkQB+H848Ad7xN+l/y/KJQ0+MC6lICpm9Demf4dAu2BKcynIE9IJXL/j2JcTumDCTO0zRghZmlizBAYd+b7r14NyZiiKphpHS7OUKhY0ZzjZayrSmbxkunO9l+WUZ9itm+4f109uIvNqcMrnc56UmbnCoTlLeVn3JNSwhVRX16aoOgxdaHg5sT+wrbsP7KtpTTOwy+ecqYpmxdACTMzEBVdS5MA0TDKnmWZ38D4OkfdvR/9um//b/L+d/4PB0SiM2vz/ABoX2qgyMRD+3Tz9Kvk/igbb+T8aDP02/++i7ZOXGwvQjvNUKsUSk12RlBmmci4YMUtG5mwFeZKIMp8xReScJBJMhxhJZows+AUT+ExJAvKUOQzRZbIESGosuC5zBMJHC/iIXNCsZGQlyywl7E1Js7rToic0lyXkYcSzpGLBXMfZ3ycvpCLskuZFxhynT34ShIuitMOCIVlxsyST4IAMD0jgH5DQfvtTopcWi2KmVIJI4Ejw5JxlpDvsEVgh2FcpBEHSDfweASQTCzrdwjHwvxiO5g0wrkDMpBsOryHGeaeW4+fpAoQChqeR4WeSaXIlS0VoBisgoCUHCapzMgdQKq5qRYCZrjX0A4A9pQKhCCz17UjBFtTAyFq2dw2hdV+tJp3TLAMyQZ+i0qd9AQaBSKpBPzg3bYnQomAirdi4TFiBb0nOtIaFJbDzGswEM48m3BCugaoE+2BdB4Y0UZRrBjyBvmvQaXdpTKGPPS+ViXaLK1hMCleqhRd5pjQgDpp5TCmptLs0ebaPU3Cx6K9n0D2X/LpkFaepBEa4PrA/au3RbEWvgB6RZGUK2MnjxzmjAiaZlxmxczcMPH6MZHKRclyOktXa0EE7CWtsvQLh2iWngIvk9LxRYCIBQS4VA5OBBfQsY9YmliwrNNF8IWCFmlCBjmhtLmWzcrEASlzrBZqbklZiXi0ZzIJcnAu52rhchbumZ8WzDD0V9MqUoaAzc1WwinlAA9qWEuQNLFWCR9useZjMSp6BhkQ9IwLqDykj4zMFavQ2cq/0MQMz7icZ1WDNvQMyA6eq5a4NkrcR+zWh1+IG/7cSLMBdcFdAMRAwlSCtCsIHh1V8xTpyVOoqaNVWBBHeMFzXf4hqxeYgR5EwT3MMMLE2uakph7n6dqr+eqoeyqpjlkquOkDx2b/RBZ6jgM5QI6LxHxCukAZFn8MCu9LlOgpW/orGAfSCN+lKT1KA1guQE+Fzy89MAtSZpeDMQp+tZXtmzea66Ky8KkTcoNwanW5TiSPWAAdkBfGkElszB9XogFQtSrspMvIWbrSFY8c5OzurZAkhoI7Pf0AIyClDHpyKzg2R3Q5APjLWb2B3pxYQ2CxwFecseKeH6B3HeZXRhFXOpWVW2mgDRutBGPLadV67/2v3f5++/xsP/MNxu/97AK05v3N/01J8pfPfADZ7W/u/0B+1+79dtLcOHpPaRWLnmHTqRVVuT0w7GWTvElYC2FMl+Op9s/TC99WbzWnt5p2RBU80/J5MnXetp7X5//35P7qd/4M2/+8k/4/vyP9RFEbt9e+DaHbbec/7I/DpcDwcvjf/o8/fyP/+OAwHe2TY+n+7/2v1v/v9X+SPovGoTQAPJv7jp6uXX2n/N4rCW/u/YNju/3bR9v/izbjwZlQvHbw36jPHyc9Trki/IF4mF9prymUcJ8kYFWXR7ZG3tjSGz8mEfPcDAL0hPpn+DQ91xbr6hiVLSTpBh3y/NZGn2Iqq1DWXxg5mTanNBsr/ONScO+8co2hBarLI8/+8PAUiU3vm6zj75DUzZeEUvIgI3nPTLCP9/puSA5+wncXrq/B7L2UXniih6/ffiVEl8F+RcFIKvISoDuZd1+04NYy38Zm4OWl2iyvSv4DZzeyJXkqFM/81IDAjY9t8WEBZmqI0lhmHXXJDvnv76uWr569Pfzr95fXEn77bUfRt83+b/+/Y/0XBUZv/H1b+vx7Ldpr/h/5o+/x3GIzGbf7fReN5gdlKX2kH/tyCmqULuZIp0/UPyCPMpI96mEtPl0w3t9RUMSzmlf0FE0xRw9L6ThfTIwqKzJXMjwGquW9fQHc5w+perzli9golZxnL+7pgia12sLUCnlGMeTmFRUlzzKy96h7ZS6iQAgZm/fWVBeB4wTNGMgqoyyK1xEhBQj8c9P2o7w8dp+axFNwghY6D1DV303Vnt15TiDSuSp1ie7t84ADzji1aIE8twCn0dZupXPz1FOyid1wVLbO5FUJcTR7PpYqDOGHCdDXL5vUobPjTxYtvZZ5j9VP3FurujTKjKTz0DsgkmPacm6iwxiVjFqZG+2dxVSVN+IQYAfc2yrzMDC/uB2lgkVb1V9t4a6mircUZzzIOSyhORT3d5xEwQJRAABAxtExHiH9Qd3yYBLliKmbZDIyS/ikiGikEtapHlgj70/7dIiPDYoi4KomIbfnVx1Gve+60dEtHuCHFyqNRytHRUe/gBvwkbEaHN0d/6sd0M982c4XUms/QvDbCxgp89LqK2JheUJ5h1dTnCHybS9S6da6Kp6b7ltAh+sAGR907fWB5aATheGOJA0sT/rtNVbyAiJlexRCqlaTJMuY6BkpjWcDCDjB8nkmieIIAyfBt3PHvFImQNcNYohP7XyYWNF5gEd9CaavQYnyEwGcjbK2GukgxxiJF+Ghe4GZrfrd32qR1jbgTrD/S3U0BUg9roADh8cd8pzKYAxL13s80Fkt1YTJ3XUAF/F3D9X7IG0AuOL2eILJPq466S3p8Xmkuh72/TbsxTBXTNI3LIjayDiz3L66jwf+6vKrStdjy0NTNNgZ3d9z9clKqAzJQ3h/uVE61cCpxzdi6YBik0+6Y2vufL3/+097/f7Xzn7vu/8PhIBq2rv4Q2rX/9XpvVQB/+P4/8AfhqL3/b8//W/1/lfP/cDiEFNAmgAcW/5/J5JypOc/YTs///QAWe1vn//6orf/eSXtx8vM/SVXbfRy5gd/XGc+dX38++cezlyfVRfrJL/8iBS+uXaEL2U9osmR9rBOobsXbYNG2trWtbf9f7b/bfSHxAFAAAA=="
exercism-python-0018_copy41
"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"
exercism-python-0018_copy42
"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"
exercism-python-0018_copy43
"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"
exercism-python-0018_copy44
"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"
exercism-python-0018_copy45
"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"
exercism-python-0018_copy46
"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"
exercism-python-0018_copy47
"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"
exercism-python-0018_copy48
"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"
exercism-python-0018_copy49
"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"
exercism-python-0018_copy5
"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"
exercism-python-0018_copy50
"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"
exercism-python-0018_copy51
"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"
exercism-python-0018_copy52
"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"