<snapdata remixID="10941894"><project name="Debug Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACV1JREFUeF7tnX1MVWUcx7+YgWDUjZgvmOUUiVYuX2pJKUx7WfiSietltbWs1jKT2dSZAg1NYW3aGK2XuUqns6lN3CrTfwItTa0EIUm4yl1YVjARKiMxwHZOeeeF+/Kce57nPM9z7o+Nscv5Pb/v7/f9fXbO5fKce+MuXbp0CfRFDkhyII4AlOQ8yZoOEIAEglQHggJYU1ODffv2wbg6x8XF+QuU+TgzMxO5ublSzSJx/g70A3Dv3r1IT0/nr9QnY1racGx4ZCSSEwZE1Jq35RTOnj1rxjlRW8SCKICbAwEAHjlyBMnJyf4z3+Uznoif8QN6MHzTLKZGElZ7cbLJZ9bV3NyMGTNmMK2jIPUdCACwqKgI8+bNM6s+duwY5s+fj40bN2LUqFFob29HXl6eeWzt2rVYtGgRpk6ditraWlRVVWHcuHE4ePAg5syZg4qKCjOP8b1z505UVlaisLDQvIQaeQsKCpB4dRxGbJ7td2jwa8fQ9dlqdFdXYPDKI/ir5G7/MQPA+hMN/sfjx49X31mqkMmBAADLysqQlZVlLqyrq8OECRPQ1tZmPg9MSUkxz46JiYno6elBb28vVq1aZZ6RFi5cCI/HY56h0tLSsH37diQkJKCxsRE5OTnw+XwoLS1FU1OTGWus8wxOwIgtD19RZBwGTpyLQY+X4fzymwKKj1/ViJraOvN3XV1dyM7OZmqOgtR3IADA1tZWeL1ebpfg8vJy5OfnB82Xet1gjNz6CJNDvcurUfdDg5lnz549KCkpYVpHQeo70O+PkA0bNmDMmDGOVD5p0kR4rvOE1er4vQNHj1abMdXV1Vi2bJkjtZGIMw6EfB1QtX+QXPlykDPWkIoTDtAL0U64TBohHSAACQ6pDhCAUu0ncQKQGJDqAAEo1X4SJwCJAakOEIBS7Vdf/PT6L3DTkvuEFUoACrPWHYm7/7yAgcmDgjZzYOgKTGkptdUoAWjLvthYfPiW1Zjc+JqQZglAIba6P6mv6DOMfp1tO104NwhA97PCpcOa6eWYUJlv5vr1g0MY/tx/u6bsfhGAdh2MofWdDS1IyhyKrp87kHBj+E0krLYQgKxOURxath3F6Tcrcdc3/HYkEYAEllQHCECp9pM4AUgMSHWAAJRqP4kTgMSAVAcIQKn2kzgBSAxIdYAAlGo/iROAxIBUBwhAqfaTOAFIDEh1gACUaj+JE4DEgFQHCECp9pM4AUgMSHWAAJRqvxhxX+GnwMDwb308unimGHGLWQlAi4Y5FV5cUhVRqnjltJAx3oU7kPH2Y0GPn1q6C+nr5kbM70QAAeiEywI0DEDDARhKsuWj7zD0yTsFVBRdSgIwOt+kr2IBsHJgPqZ3lwfU2ultRVLGEOn1Xy6AAFRmFNYKYQGwb8bqnDJM3L/YmpDgaAJQsMGi0rMC2PD8VmS+/5SoMmznJQBtWygnASuARnVtn9fj5JIKTD5RJKfYMKoEoHIjYSvICoDtVV5cPy2DLbHDUQSgw4bzkrMCIC9NEXkIQBGuOpCTAHTAZJJwvwN0BnT/jJXukABUejzuL44AdP+Mle6QAFR6PO4vjgB0/4yV7pAAVHo87i+OAHT/jJXukABUejzuL44AZJix8dnJ9HnFDEZFEUIAMpi2YPoTeLQqFU0p59H2yi1YXvAqAcngG0uIFgAeGLYCaS9OCdnPL+8dwJTf7H1iTySzFifdj4f/zgwI++TqeszavRL3P/BApOV0PIQDWgCoyvQq414OWkpXEvDe2HpUfLUHP721H70Xu4PGqXInmip+GnVoA+DRrPWYdGhJP+9C/Z63yX3h2zysHuu+/xipqal+KV3uROPtjZ182gBoNHmh+RwG3Zzi77fvYztGhFu7I/kFHOr24cGKJcjNzbUso9qdaJYbELhAKwB/3XgYw+dP9tvR97FAn5hT63AnGnMzDgRqBaDhh6/gU4xeO9v/0wGPbEmoeCearYY4L9YOQM79C0mn+p1oQpqOMqmWAB5KL0bWqeIoW3Zmmcp3ojnjAJuKlgCytSY3SuU70eQ6E6hOAKo0jRishQCMwaGr1DIBqNI0YrAWAjAGh65SywSgStOIwVoIQBcNXae35r1sOwHoIgCNVnTbEEEAugzAUO2ouiGCAHQhgDptiCAAXQhg35ZU3hChHYAqbM/XgVldNkRoB6AOw1elRh02RGgJoOzt+aoAFqkOHTZEaAmgYbys7fmRhk7HrTmgLYA6bM+3NorYjNYWQGNcsrfnVyx4GjekJIUkp+1cJ/Le3RybZDF2rTWAjD2KCVvsQfGQXWE/r818I/HWuUBZh5gaXJBVewClbM9f7DGhivRO9f7j/8e7gBfuLTgKoCsuWVfAxAygMTaCMCi8zgHohktWH4gsAUgQSgTQDZesIGcwywAShP0gFH8GdMMla8XNQGlzP/OiAtDIEiIf9ydYGiQUC6BbLllv3AMs/5ofgCHyacAL9xLFAeimSxYByB28ywnFAOi2SxbvMxbvfDbw8BXvDr+6uxej18y2oRB+qRgA3XbG4A0M73w28Di1dBfS180NmiHc9n4bkgFLCUAWJ3kDwzsfSw9hYmRu13cUwKh9kj0w3vq880Vt7H8LO72tSMoYEpAl2LZ+mzIOvg7I22De+aw6yVufdz6r/QSJl7Vtn86ALMPjDQzvfCw9WIhxcjs/Acg6mIudQHzorVesacArD7Mge+DhW1/H2PV5uGHGbeyLbEYSgFYMtAuP3fVWao0ytqPKC8+0jChXW19GAFr1LFqIol1ntT7N4sUAaJjAy3BeeXgOxmpNVuN51qp4LnEA8oBQ5cGx1sYapzgoosoTC6AdCHUY3JnjQHxi6Nn8cwFIc+4JvShIROYVD2A0EOoAn8ipxFBuZwC0AiHBF0P4Of1hhXTJiim4WJp17gzIUk0MxJzdfRx/fNt/d/WVrcfSx7oSgBKgv9j6J+KHJAdV/vLapcj+Y52EquRIEoASfD/zzpcY8VK2BGX1JAlASTP5cc1ejCp8KEC9/qlNuG3rM5IqkiNLAMrxHejpBa4a4FfX4a3URFhFAIpwlTHnwZGFuPenNWZ0+/6TuD5nLONK94QRgArM8vgTH+L2bc8qUInzJRCAznseoFg7813csXuB5CrkyROA8rwnZTj9nxCynBzo4wCdARVGwnhumJQ5NGSFnQ0t2j93JAAVBvB87Rlcc8eIkBVGOq5wa/7S/gWhl0zkr0R1jAAAAABJRU5ErkJggg==</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="m" idx="1" x="8" y="-4" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,0,107,255" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="52" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><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="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>numOfShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numOfShapes"/><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></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="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><block s="up"></block></script><script><block s="up"></block><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="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="yPosition"></block><l>75</l></block><block s="reportLessThan"><block s="xPosition"></block><l>-75</l></block></block><script><block s="setColor"><color>130,255,34,1</color></block><block s="down"></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script><script x="47" y="649.6666666666666"><block s="receiveKey"><l><option>space</option></l><comment w="90" collapsed="false">Bonus</comment></block><block s="up"></block><block s="clear"></block><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="doAsk"><l>How many shapes do you want?</l></block><block s="doSetVar"><l>numOfShapes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numOfShapes"/><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></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="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><block s="up"></block></script><script><block s="up"></block><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="down"></block><block s="setColor"><color>0,12,127,255</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>-70</l></block><script><block s="down"></block><block s="setColor"><color>255,111,15,1</color></block><custom-block s="DrawPolygon %n"><l>8</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="numOfShapes" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><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><variables><variable name="numOfShapes"><l>12</l></variable></variables></project><media name="Debug Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>