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Tt21vt+UjPiotOB0NcPGImPITYmXPob1896UQhbJgBO9LAuaHrDcYIGLEYOnj/jhtp4oG0fMzafAy/XC2CxeaJ2NV1kW/LdWkejdUTe+P2tnG+mk51/pK6HO9mb4XFUeWz3+ONjbCp8zIMiXH/prEnxZOfliJ5Rh7Kr9t92tYHcXjgvSa49WFlo4NPw14E6oWAZPgq2/1vZD0zHbasTHnt1elgGjgYLdf9A8YWrbzo3IAFjwC4Ks+um1QQgrAKHG6T1CXkO5iej9Gr9+JGOZlLyi+NTEbsnHUXBrSJ9UrCCWfmYmveLvmGazxicte3MLrxYK96P28rw6ZJubCavd80QiOGIA6j34zH7U9KfwlUUUNlCNcLAc3HjiBj4hjYcsmcTFkJHzoCrTb8C/pIKUAqYcVrcOBrZUYF0hxawIg14NDSzQa5ac7nluLhDYdwOP26Kvv92zTGPx7pjw5NIyXnbkuvfIj56W+psh3EGXGm/3a0DWkhqW+tcOLlZml0rqe0BEfo8PiuFkgcEKJUVbF8nRPQXlqKjD+OQcW+PYobRxX0ejR5cQniZs8FpxPOT5xw4BCsmA+gTJ1tqqWDHpNhwAyynnXZKa20grwXetk3Z2Gu8j18STUgNEiPeSM60a9sRoS4f7g605KLTj/dh3K7WXXbB0b1xJ6eG2Dg9LVsbByfg9Oflaq2nTQoBNO+a0nnh3VZ6pSAxIuUfrkNV6ZOhNNSvWJUU4yJrdFu9z4YmiYI1In3WwEHdpA1nhqzLh0OSTDiLRBvSApp9y/ZJZj+0U/Yn5rvR9jGiYHt4rDuoX7okvCrFyT2n0lbgbeyPvar3YR4B3p/jFsj3BdTFdcdeLVFOqyVyr0f3yCdAZidkoiEnsF+tdGXct0S0GZD5mOTUJz8qa92eD9vMKDl+x8j+oEJLjkncmHFLDiR7p9tSq8QGPEauJoFid3hwM6TV/Hkx0eQU1zpl/2E6FCsfbAPRvdoDn2NByeLjfaHRyLTcs0v20R5dosH8Va7eW52Tn9Who1/yPb3vsSoFbEY/KyyFbfSC6pTApLhN+3OPrCkX1TarlryjZ+YiYTlf3OtiJ24DCumwwniofwtehixADqMpnS0O5zYdCgDs/91DIUVvlem3mqPCQvC6ol9MLF/IvS66uEsx5KPxEPDYXWSgLl/pWd4BxztswU67tfpyZdzC7B35Q3/DANIHBCKpw64z439NioyUKcEtOZm4+LtPWC/TuJy/pXw4aOQtCkZnKE6YEoIaMM0OGjMz9+igwELoMcYAQEvY/aWoygs95OApiCs/mNfTOzfykXAK5YcJB4c7m+jqX5iSALSb/saOlQTkKzct/wpF0c/KvHbfnhTA+antkaQqe7mgXVKwKrsq0gd1FMbAg4biaTN2xgBRbSSIuDn067h8Ppi/wkYp8dz55MQGlN7keO38RoDdUpAe3ExUgf3RtUl/+dpjR57Egkr1rhWwtoPwS9Ah1H1MgRfteQh8eAw2D3u1sjv3o6hrfFLv2S3IThlQzG2Pur//DIywYB5F5IQZKq73ZE6JaDTasWVP41HyVfb5SMqJanXo+XaDxE9cYrrLJn72fAXOHDOP9uUcmEwYBl0GEBtOZxOfPNzDqZvTEFmYYVf9ls1MmHdlFsxvEtT6Gr25irslWh9aATyrP7P0x5tNhYfdFgETpBgUZhhw/KOGbBZ1K+CyUU37x2M2SmtwNXMXf0CwoNynRKQTEiKtm5C1p8fASGj2mJo1hxtv92PoJaJAhNW2LEaNmzxsu8rr0aSpGCgOyJNXAoXr5XiqU+O4rtzuXA41IV5dDoOQzs2wdrJfdEuPkJw8zgx5ewCfHztS3kN9CBFFh67uq/D0Bj3nRyy37usfQYKL6vHnFQ5bHFj3P1SY7/a6Eu5bgkIwFZYiIyxw2E+nuKrLZLnnTod4p9+Hk1eeJlmyfxaSCD6JKrwLDgUqbJdrUQC0U/CgMk1qVrVR0nwef1/U/FC8imUVqpbrUaEGLBkXA88NqgtSFBaWE6WnUe/o5NQ5VRPkg6hSTh562cI1omSNpzAf5bewL//qn6BZgzR4aXcNgiJqrvhl+BR5wQkXpAkH1x5eDzsBcoAITsfIX37o/Xm7dDHxkmQjHjBd2DDJ6q9oB4doceb4FDbfnaRGTM+TsGOE2r2mYExPZvj3cl9kRBN8hDdC8l2efz8Yvw95wtVN4+e0+H7Hh9gcHRfSX3zDQfeHnQFeWdVrOI54I7Z0RjzZryqtilRqnsCktCA3Y7iTzche8Ec2Atkxu04DiE9+6LluxsQ3LGzlzy4SljwBIAzSq67RtaEIKwHh1s86qbmlWL4qj24dL2c7pDIKRzHoXVjE3Y9c5fb0CvWJfl/3VLG4VzFJTlm3WQWJD6OV1vP9KqXecSC9cOyYC5UtpVIUrOm/9AcnL7uwi98w+uFgKQyp82G8v/uwbUlL8J86rjnrTmOgy4yEpH33ocm8xcjqFWijHQsM+xYADv2A5ADNpmyN4cRy8DRJFXv5dL1Mjz36Ul8dyYHJWYbXaRIFbLIiAozYkinplg+vgdaNw73ZZqmYI05PRPfFR2Gg2SN+ihkuF2UNAPPt5rqS5SezzpqwQfDs2SlY5FY9i3DTHhoS/3lBdYbASkaJJ29IB8l/96JUpKQevZnOIsK4bBZwQWHwNg0AWF9+iFq7HiEDRgEXWjtocsz6hbYsQN2fA4nrtSk4guJQu5mHTg0hg6/r5nzNZXViUQot7iSbs99dfoqTmcWobDChip7NdmD9HrEhBnQrWU0RnZrTrfdmkbJzyRxwIGNuTtBsmPSzJmwSeyQhOpCMCiqF15vMxt9IjrLbjcRtJQ68K8/5eLcN+WwmaVvnshmBvzuuRj0nx4FMv+rr1K/BKy5KpKc6jCbYc/PgzXnKpxmM/RR0TC2aAlddAx0JBNaSTqxCy1CiHw4cKomJZ/kHpLnQoLAIR4cOkOHXiDJB+SY0kKSUXOKKpBeUI5L+WW4XrNL0tgUhNZx4WgbF46mUaE0KVVNIZnQR8vO4MeiozhbcQlmRyUaG6LRO6ITnet1CEuCkVOfOm8udODU5yVI22NGaQ5ZWHGIbW9Ex3vDkTQwFKbG6tqt5lp5nYAQ0J8Gy9Mld7kN5BkRJ2zg6ENJhHCk8/yP6pOwjJ08XuCoHjJJkoGeTB00ipeRBQqZbzrgpD6b/qfqhpRGi8wgyP/EpIZm5XWNSOp/lICqsGBKAUCAETAAoLMqf0WAEZCxIaAIMAIGFH5WOSMg40BAEWAEDCj8rHJGQMaBgCLACBhQ+FnljICMAwFF4P8BYjMmTeVMB7MAAAAASUVORK5CYII=data:image/png;base64,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 it is called it takes in the user's inputs (size and thickness). It will use these inputs to draw a house of a given size and thicknessWhen it is called it takes in the user's inputs (size and thickness). It will use these inputs to draw a squareWhen it is called it takes in the user's input (position). It will use this input to move the position of each color within the color palette to its position354