<snapdata remixID="12780773"><project name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACo9JREFUeF7tnXtMVucdx7+vIBAmilPABq8ULR0g9VpB5gVdtUXTjWyNmUtc59Z1NaPdbJdoZcCgNM20W1nadWltNauLcZ3NorbaKV6KYLyWAh1FZr1AFHQTxRHuLIcUBi/nfZ/nnPM85/b+/OfNy/ldv7+P5+Q8nPPg6e3t7QX9IwUsUsBDAFqkPKXtU4AAJBAsVYAAtFR+Sk4AEgOWKkAAWio/JScAiQFLFSAALZWfkhOAxIClCpgCYOfOtfBETffZaO/Nixi5bpelQlByaxSQDmBP9QGMSMxkdsdrxwxEBo5SQCqAWqHSau8opalYVQWkAdhdfQBBHGc+76r0+tF8namAFACNQmTUX9QoRn48Cp2P3PMbrrW7FeFB4aJSBlwc4QCKgkdUHCMTbexoQkxItN8Q4YfHonX5bSNpAtpXKIAdRUkI2VwlTFDR8YQVNihQfVsDJobFyggdEDHFAvjyTIRs+kyYcB2C42kpLProRDQtrdfiQrY6FCAAfYhW898vkPC1B7gknXgsDvVLLnHZktFQBQhAAUR81lKJmRHJAiIFXggCUGXmD5am4J/pFYFHw1cdr1vbivjpI/z2n5MXJkQfAlBFxrLmU0iLXKBJ4JSyeahIO6PJx67GBXltEAUYq0cCUEWhvzV+gKyYb8MDD0u/vuP5/ypE7v1buGy1GrHORnUXe7Bzl9h1SALwqylZeReslJBd80sUJ7zql5lvlD6Ez9M/1coVtz0LBtZx7kSDDGXE9FWH0DNg2+YYhBU16ulZ1afjxQkIeemGsHh6Ai06vQwn5h8Z5trc2YxrbfVIjkjSE5bbhwUD6zh3IjcAqPTQUbwUIdlH9fQ9xEdUHMOFALjefgPKr9zuD4/rC7fi3CocmrNfRGhmDBZgrOPMBCoGMmKacgbsT2IUHqP+ekTn8ZlTnopZESl4O+lNHnMhNiwYWMf1FCEjpqkAGjkT2hU+PYMU4cOCgXVcTw0yYpoOoB4ICb7hY2LBwDquB0DWnbcSU9QyjdCbELVmeaHitdMjqJN9WICxjtu9d+kAKgK058cDHj8r6709CM2ts7tWltTHAqz/uLLHVHhwMyZNK0RldRFCQ0MtqVdrUlMA1FoU2etToLKyEnNnTh5wHh3ZiJWZO/Dn94r0BTTBiwA0QWQzUzz1VD52vvWcasqIMUdQfiYZHe1x2Pt+p6qNjN+s+OufADSTDhNyhXruDMsSNyMPVZ9vQ1DQCHhf0r1vOE4c78aixUFDYoi64VBrnwA0AQqzUowKvYnOjhD0eF7BJ2WP4+GH58PjGfr7bG8AWd9l104AylbYpPj9G916A+edngUc66ZHdDsEoGhFbR6PALT5gNxeHgHo4Ann1RX4rT4qJAobJj9t6w4JQFuPx3dxu2/swZoJT/itfvX5LOybvdfWHRKAth6P7+LMfARLpkQEoEx1bRB7/80PsSrqMRtUwleCmQ8e0Dog30yGWX3878N4ZNxyLu+Fp5fg5PxjXLZkRH8nhIuBueVpOJtaxmVLRtoUoHVAbXpxWet5rZMrsAuNCEDGUM/eOYe5Y+ZoGn1C6UzUpIvbI0dTcocZE4CMgUWVxOJmRoOmsd7tuovRwaM1+QSqMQHIMfnHz38Xf5/9PoclsPLsahycu4/LlozoJoSbgbaeNlS2VGHemLk+fdZX/RTbk/7EHZMMCUCfDGRdeEJ1x6viK68je8oGKDti7Z21p8//o1uH8Oj4FcSTDgXoEqxDtFe+3IpfTdvYt3fMmMPRuLO8SUcUclEUIABVOFhXuR47k7czCUk7tRhlC44z7cjAtwIEoIo2v7/yBzw35edMbnjtmIEC2IAADODh26F1AtBrCr+oeQG/S/gt92y02nMHDhBDAtBr0Dl1+SiIz+Uev1Z77sABYkgACh608rwd65/M1xxZue12nAD0msihW//AivHf4p6TVnuz3zrjbsQiQwJQRfjIIzFoXsbe6ZXXbnAKAnCo4ASgj//5b9W/g59M/JHP8wLruC9HApAA1HSxya0rQH58zoCP8mZc3qDvmoIBw7bG0OrvNns6A3JMNOnkbFQtPI/+Tw4XnyZ0BqQzoBF+DPsSgASgYYiMBCAACUAj/Bj2JQAJQMMQUQBxCtBNiDgtKZIOBQhAHaKRizgFCEBxWlIkHQoQgDpEIxdxChCA4rSkSDoUIAB1iEYu4hQgAMVpSZF0KGB7AG8dqELLmat+W5uW55z9+HTMyNUutgdQUb+jqQUh0RGqgzgx+nksurvV1UNyc3OOALDhjROIfWaRqXP4Mu9Dv/l6u7oRV7ja1JrcmMwRACrCXy48iKlbVg6ZQfXaHUjc9UMpc6l7/gPEb/2OauzaDXsw43X/G5ZLKcqFQR0DILp7gKD//8nX20drMXbpDKkjafzLWcR83/dmRFKTB0hw5wAI4OSkLVh4rbBvNLePX8TYxdOljqm1tgnhM6KH5CgZ+SwyOl+TmjeQgjsKwP7BVK15B0m7fb+vIXKAF5a8hlnHnhUZUngsJ68UWApg9Zp3EZ4Q43MgrTWNSNz95JDjFZl/RMqBnwkfIk/Amh/vQsLba3lMTbdx6kqBpQDeq2jAqJRYn8NiHTdryqceLMD0rVkYl5loVkrNeaxYKdBcpIqDpQAq9VQ8+gZSPnpmWGm+fi6iaT0xmo/WIlLyTY+eugb7XC44iKk5XisFP9iBxPf8rxSwlpwi5k3G+Mwko+Wp+lsOoJSuAjWozpUCf4v5/i7tImS2BYBlU3+NtMu/GejH+7uIRgMlhu6Vgl5lu9LhKsm+tNsCQKXt3o5ueEKCBj4DBZjBfZZO2ITYp7/ps/WGNz9B+o2XuaTRulJQrXKpVlv850quwcg2AF4uOoSpm1eg/1NDD2TqpYDelYLbJbUYmzFocb+rGwgOkqqvbQBUuqz83nYk/3W91IbtHvxc6jbMKd84rExfPxfZz+DF/cGXcpE5vGPZCkCZjTopdtuV/yBsytcHSvb+LrMXrZduo7UQgEYVlOB//d1TuO/JBQORvb9LSDkkpN5LuJ66CEA9qpngc+nFfYh7aTX6P01IaUkKAtAS2SlpvwIEoI1ZKI/PQ2pdno0rNF4aAWhcQ4pgQAEC0IB45GpcAQLQuIauiqDnETkjAhCARtRzoS/rEbh7nzZg1EO+H6HTKgkBqFWxALA38xE5AjAAgLJziwSgnadjYW1mPSLnKgBZT/bSy+TaiO5t74InNFjqI3KuApBeJtcGGMvajEfkXAWgIii9TM7CSttx2Y/IuQ5A1ZfJg7OR0VWsTXmyNkUB1wGoqOaEl8lNma4DkrgSwMG62/llcgfwIb1E1wLY9zL5tiyMe8y+L5NLn64DErgWQEV7J7xM7gBGpJboagClKkfBhShAAAqRkYLoVYAA1Kucy/yubjuCyRuXmd4VAWi65PZM2NXShuCIMNXiSmM2Ib2Rb0cGrd0RgFoVc7F9+QP5SP0i19QOCUBT5XZesks5+xFXsEpa4QSgNGmdGfhCRjFmlWT3FX99eznuW58qtRECUKq8zgyubI2sbJ3cfq0ZoZMipTZBAEqV15nBG3efw9VXSzDv9AvSGyAApUtMCfwpQAASH5YqQABaKj8lJwCJAUsV+B84k0Hkg3i7kQAAAABJRU5ErkJggg==</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></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" id="18"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="133" y="85" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="6,0,240,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><script x="48.0997314453125" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doAsk"><l>Number of shapes?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l>150</l><block s="yPosition"></block></list></block><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>-150</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>247,108,0,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="down"></block><block s="setColor"><color>189,0,107,255</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block></list></block><script><block s="down"></block><block s="setColor"><color>0,184,7,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="down"></block><block s="setColor"><color>6,0,240,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></block><block s="up"></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="xyPositionColorChangeDebugProblemForStudents" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>