<snapdata remixID="9874294"><project name="Row of polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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="false" hyperops="true" codify="false" inheritance="true" 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><watcher var="Side" style="normal" x="9.999999999999886" y="10" color="243,118,29"/><sprite name="Sprite" idx="1" x="2.2737367544323206e-13" y="-100.00000000000017" heading="89.99999999999989" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,79,199.60000000000005,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47.7835286458334" y="10"><block s="doAsk"><l>What do you want the side length to be?</l></block><custom-block s="Row Of Polygons"></custom-block></script><script x="91.78352864583337" y="519.4999999999985"><block s="up"></block></script><script x="377.78352864583337" y="798.3333333333316"><block s="setHeading"><l>90</l></block><block s="forward"><l>80</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>7</l></block></block><block s="doRepeat"><l>7</l><script><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>7</l></block></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>90</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="doRepeat"><l>8</l><script><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="46.4501953125" y="309.6"><block s="up"></block><block s="forward"><l></l></block><block s="turnLeft"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="floodFill"></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="turnLeft"><l>180</l></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-230</l><l>-100</l></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>2</l></block></block><block s="down"></block><block s="turnLeft"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>2</l></block></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>2</l></block></block></script></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="floodFill"></block><block s="up"></block><block s="forward"><l>-10</l></block><block s="turnLeft"><l>180</l></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>3</l></block></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>3</l></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="floodFill"></block><block s="up"></block><block s="forward"><l>-10</l></block><block s="turnLeft"><l>180</l></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>6</l></block></block><block s="doRepeat"><l>6</l><script><block s="down"></block><block s="forward"><block s="reportProduct"><block var="Side"/><l>4</l></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="Side"/><l>2</l></block></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>20</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="floodFill"></block></script><script x="197.4501953125" y="123.26666666666668"><block s="doSetVar"><l>Side</l><block s="getLastAnswer"></block></block></script><script x="10" y="237.59999999999994"><block var="Side"/></script><script x="235.4501953125" y="226.66666666666677"><custom-block s="polygons %s %s %s"><l>7</l><l>100</l><l>1</l></custom-block></script><script x="255.224609375" y="306.6333333333332"><block var="Side"/></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Row Of Polygons" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="177.9999999999999" y="539.3000000000034"><block s="setColor"><color>79,255,240,1</color></block></script></scripts></block-definition><block-definition s="polygons %&apos;NumSides&apos; %&apos;SideLength&apos; %&apos;NumShapes&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="NumShapes"/><script><block s="doRepeat"><block var="NumSides"/><script><block s="forward"><block var="SideLength"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="NumSides"/></block></block></script></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="Side"><l>27</l></variable></variables></project><media name="Row of polygons" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>