<snapdata remixID="12781340"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="xyPositionColorChangeDebugProblemForStudents"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="drawPolygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="yCoordinate" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>50</l></list></block><script></script><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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HZyMcbdRwaUhtvwT42Xe/5kW3qQoQwKnyLrK5jXC0UcOlIbX9EuBn3/2aF92mKkAAp8pLALvkpXYGBWz8D0IbNTJIS0v+CRDALmdm4xuFjRouDantl4CN+2ijhl/qdJtRAQLY5WBsfKOwUcOlIbX9ErBxH23U8EudbjMqQAC7HIyNbxQ2arg0pLZfAjbuo40afqnTbUYFCGCXg7HxjcJGDZeG1PZLwMZ9tFHDL3W6zagAAexyMDa+Udio4dKQ2n4J2LiPNmr4pU63GRUggF0OxsY3Chs1XBpS2y8BG/fRRg2/1Ok2owIEsMvB2PhGYaOGS0Nq+yVg4z7aqOGXOt1mVIAAdjkYG98obNRwaUhtvwRs3EcbNfxSp9uMChDALgdj4xuFjRouDantl4CN+2ijhl/qdJtRAQLY5WBsfKOwUcOlIbX9ErBxH23U8EudbjMqQAC7HIyNbxQ2arg0pLZfAjbuo40afqnTbUYFCGCXg7HxjcJGDZeG1PZLwMZ9tFHDL3W6zagAAexyMDa+Udio4dKQ2n4J2LiPNmr4pU63GRUggF0OxsY3Chs1XBpS2y8BG/fRRg2/1Ok2owIEsMvB8G+jutSntgsBG+Foo4YLO2oGJ0AAuxxp/xXjUrRCijak14ZZIZkNmrt6PL0a7IxAmwI2wtFGjTaPy2MI7E6AAOZ+IICAPQEb4Wijhj0xKgUsQAAHPFyOhkDmBGyEo40amYOlIR8FCGAfp0bPCPgqYCMcbdTw1Z++MyVAAGdqHDSDQOACNsLRRo3Ax8Tx7AgQwHacqYIAAgsCNsLRRg2miUAXBAjgLiCyBQIItClgIxxt1GjzuDyGwO4ECGDuBwII2BPgZ9/tWVMp8wIEcOZHRIMIBCTAz74HNEyOklSAAE4qyHoEEEAAAQRiCBDAMdBYggACCCCAQFIBAjipIOsRQAABBBCIIUAAx0BjCQIIIIAAAkkFCOCkgqxHAAEEEEAghgABHAONJQgggAACCCQVIICTCrIeAQQQQACBGAIEcAw0liCAAAIIIJBUgABOKsh6BBBAAAEEYggQwDHQWIIAAggggEBSAQI4qSDrEUAAAQQQiCFAAMdAYwkCCCCAAAJJBQjgpIKsRwABBBBAIIYAARwDjSUIIIAAAggkFSCAkwqyHgEEEEAAgRgCBHAMNJYggAACCCCQVIAATirIegQQQAABBGIIEMAx0FiCAAIIIIBAUgECOKkg6xFAAAEEEIghQADHQGMJAggggAACSQUI4KSCrEcAAQQQQCCGAAEcA40lCCCAAAIIJBUggJMKsh4BBBBAAIEYAgRwDDSWIIAAAgggkFSAAE4qyHoEEEAAAQRiCBDAMdBYggACCCCAQFIBAjipIOsRQAABBBCIIUAAx0BjCQIIIIAAAkkFCOCkgqxHAAEEEEAghgABHAONJQgggAACCCQVIICTCrIeAQQQQACBGAIEcAw0liCAAAIIIJBUgABOKsh6BBBAAAEEYggQwDHQWIIAAggggEBSAQI4qSDrEUAAAQQQiCFAAMdAYwkCCCCAAAJJBQjgpIKsRwABBBBAIIYAARwDjSUIIIAAAggkFSCAkwqyHgEEEEAAgRgCBHAMNJYggAACCCCQVIAATirIegQQQAABBGIIEMAx0FiCAAIIIIBAUgECOKkg6xFAAAEEEIghQADHQGMJAggggAACSQUI4KSCrEcAAQQQQCCGAAEcA40lCCCAAAIIJBUggJMKsh4BBBBAAIEYAgRwDDSWIIAAAgggkFSAAE4qyHoEEEAAAQRiCBDAMdBYggACCCCAQFIBAjipIOsRQAABBBCIIUAAx0BjCQIIIIAAAkkFCOCkgqxHAAEEEEAghgABHAONJQgggAACCCQVIICTCrIeAQQQQACBGAIEcAw0liAQosAPdeGJfeo700jPpXW+SFo5r/m7j9XND6dVg30R8EWAAPZlUvSJQMoCNZWulaLzpOiW9EqZCyRzW1HVr6dXg50R8EOAAPZjTnSJgBWBmsoPGJknR1W9sdsFJ1W6JFL02aIqp3R7b/ZDwEcBAtjHqdEzAikJ1LVmldT60TuaP/R43bKlW2Ue1QVL91DfRil3VEFr13drX/ZBwGcBAtjn6dE7AikI1FS+IVK0V0ET5W5tX9dYxci8VVTl0m7tyT7ZE+A9gs5mQgB35sXTCAQv8KDOWdKvvTbmlDt5RGufSnrgKa05sqXWg3N669CTdcfWpPuxPrsCvEfQ2WwI4M68eBqBnhCoq1SSopMKqnwu6YHrKv9AMg8VVK0m3Yv12RfgPYL2Z0QAt2/Fkwj0lEBdYz+WtLagiXvjHryusdMlrSlo4jNx92CdXwK8R9D+vAjg9q14EoGeEphU6QRJN42q+rG4B59U6ReSLhpV9ZG4e7DOPwHeI2hvZgRwe048hUBPCtRUXifp2aIq13YKUFN54Wd9DyuqsrrTtTzvtwDvEbQ3PwK4PSeeQqAnBSZVXvj0+/NIGi6q0mgXoabykJGmJX18VJWFT8F89ZgA7xEsPnACeHEjnkCgpwVqKl8j6eCiKue0C1FT+Q5JLxZVubzdNTwXngDvEex+pgRweHeeEyHQVQGjU/vqWjptZM4eVXVqsc0nVRqJFN1Z0JbhSPfPL/Y8fx6uAO8REMDh3m5OhoAlgZrGzo6kswqaOGaxknWNPW6ku4qauHOxZ/nz8AV4j+D9Z8wn4PDvPydEoCsCNZXrOUXrRjRx+/ttOKWxc1syq4uqFLpSlE28F+A9AgLY+0vMARBwLfCYLjy6T7l7DtQBw4dr/O1d+3lG43u+rFem59U64zjd/ITrfqmfHQHeI/j9s+ATcHbuKJ0gkHmBukq3SdHLBVUu27XZusrXSebAgqrnZf4gNGhVgPcICGCrF45iCIQoMKU1h7RkpnPSqhFNPLfzjFMaW9mS1ucUDY9o7Qshnp0zJRPgPYL3+vEJONmdYjUCPScwqfLXJHPEqKqn7Tz8pEr3SdHTo6p8o+dAOHDbArxH8LtUBHDbV4cHEUBgp0BN5Wcj6ZKCKt+vq/x5I91YVOUwhBDYnQDvERDA/DcEAQQSCkyqvPDp9+JRVT41qfJPJH1rVJX7Em7L8h4Q4D2C/xsyn4B74MJzRATSEKip/LCR3oykvYuqnJhGDfYMT4D3CAjg8G41J0LAssCO33h1a5/M+ce08RuyLLdHuQwL8B7B9uHwCTjDl5TWEEAAgVAFeI+AAA71bnMuBBBAINMCvEdAAGf6gtIcAgggELJAr79HwF9Bh3y7ORsCCCCQYYFef4+AAM7w5aQ1BBBAAIFwBQjgcGfLyRBAAAEEMixAAGd4OLSGAAIIIBCuAAEc7mw5GQIIIIBAhgUI4AwPh9YQQAABBMIVIIDDnS0nQwABBBDIsAABnOHh0BoCCCCAQLgCBHC4s+VkFgV+qAtP7FPfmUb67T9S3+3ykbRyXvN3H6ubH+723uyHAAL2BQhg++ZUDFCgptK1UnSeFN2S3vHMBZK5rajq19Orwc4IIGBLgAC2JU2d4AVqKj9gZJ4cVfXGbh92UqVLIkWfLapySrf3Zj8EEHAjQAC7cadqgAJ1rVkltX70juYPPV63bOnWER/VBUv3UN9GKXdUQWvXd2tf9kEAAbcCBLBbf6oHJlBT+YZI0V4FTZS7dbS6xipG5q2iKpd2a0/2QQAB9wIEsPsZ0EFAAg/qnCX92mtjTrmTR7T2qaRHm9KaI1tqPTintw49WXdsTbof6xFAIDsCBHB2ZkEngQjUVSpJ0UkFVT6X9Eh1lX8gmYcKqlaT7sV6BBDIlgABnK150E0gAnWN/VjS2oIm7o17pLrGTpe0pqCJz8Tdg3UIIJBdAQI4u7OhM48FJlU6QdJNo6p+LO4xJlX6haSLRlV9JO4erEMAgewKEMDZnQ2deS5QU3mdpGeLqlzb6VFqKi/8rO9hRVVWd7qW5xFAwA8BAtiPOdGlhwKTKi98+v15JA0XVWm0e4SaykNGmpb08VFVFj4F84UAAgEKEMABDpUjZUegpvI1kg4uqnJOu13VVL5D0otFVS5vdw3PIYCAfwIEsH8zo2OPBIxO7atr6bSROXtU1anFWp9UaSRSdGdBW4Yj3T+/2PP8OQII+CtAAPs7Ozr3RKCmsbMj6ayCJo5ZrOW6xh430l1FTdy52LP8OQII+C1AAPs9P7r3RKCmcj2naN2IJm5/v5anNHZuS2Z1UZWCJ8eiTQQQSCBAACfAYykC7Qo8pguP7lPungN1wPDhGn9713XPaHzPl/XK9LxaZxynm59od1+eQwABfwUIYH9nR+eeCdRVuk2KXi6octmurddVvk4yBxZUPc+zY9EuAgjEFCCAY8KxDIFOBaa05pCWzHROWjWiied2rp/S2MqWtD6naHhEa1/odF+eRwABPwUIYD/nRtcWBX6oC0/sU9+ZRvptaMYvb46KFC010nd27hFJXzIypqXW3x6rmx+OvzcrEUDAJwEC2Kdp0asTgZpK10rReVJ0S3caMAv/VOFjUrRBMiskHSdpXjK3FVVd+A1YfCGAQA8IEMA9MGSOmFygpvIDRubJUVVvTLrbpMqnSbp4VJVPTar8k0jmv6ToQ0VVTkm6N+sRQMAfAQLYn1nRqUOButasklo/ekfzhx6vW7YkbaWm8sNGejOnaB/JfFrKHVXQ2vVJ92U9Agj4I0AA+zMrOnUsUFP5hkjRXgVNLPwVcqKvHb/x6tZIesZIG4uqXJpoQxYjgIB3AgSwdyOjYVcCD+qcJf3aa2NOuZNHtPappH1Mac2RLbUenNNbh56sO7Ym3Y/1CCDglwAB7Ne86NaxQF2lkhSdVFDlc0lbqav8A8k8VFC1mnQv1iOAgH8CBLB/M6NjxwJ1jf1Y0tqCJu6N20pdY6dLWlPQxGfi7sE6BBDwW4AA9nt+dO9AYFKlEyTdNKrqwr/3G+trUqWFf+f3olFVH4m1AYsQQMB7AQLY+xFyABcCNZXXSXq2qMq1ndavqbzws76HFVVZ3elankcAgXAECOB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