<snapdata remixID="9538506"><project name="The Shapemaker Project" 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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="New Project " center-x="240" center-y="180" 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" id="3"/></item><item><costume name="bg" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts><script x="120" y="69"><block s="receiveKey"><l><option>space</option></l></block><block s="doSwitchToCostume"><l>bg</l></block></script><script x="348" y="130.00000000000003"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>New Project </l></block></script></scripts><sprites><sprite name="Pen Sprite" idx="1" x="-60.97262827985719" y="-110.7716077360443" heading="339.23076923076906" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="25.999999999999986,145,31.600000000000016,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="102" y="12.333333333333371"><block s="receiveGo"></block><block s="setSize"><l>1</l></block><block s="clear"></block><block s="hide"></block></script><script x="10" y="118.33333333333343"><block s="receiveKey"><l><option>space</option></l></block><block s="setSize"><l>1</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>120</l></block><block s="down"></block><block s="write"><l>Draw a Polygon = 1</l><l>30</l></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>70</l></block><block s="down"></block><block s="write"><l>Draw an Asterisk = 2</l><l>30</l></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>20</l></block><block s="down"></block><block s="write"><l>Draw a Pinwheel = 3</l><l>30</l></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>-30</l></block><block s="down"></block><block s="write"><l>Draw a Complicated Polygon = 4</l><l>20</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-125</l></block><block s="show"></block><block s="bubble"><l>What would you like to do?</l></block></script><script x="305" y="10"><custom-block s="pinwheel, branches: %s %s %s"><l>9</l><l>100</l><l>0</l></custom-block></script><script x="333" y="37.33333333333354"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>150</l></block><block s="down"></block><block s="write"><l>Press the green flag to reset.</l><l>20</l></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="doAsk"><l>Ok, how many sides?</l></block><block s="down"></block><custom-block s="polygon %n"><block s="getLastAnswer"></block></custom-block></script><script x="312" y="412.0000000000001"><block s="receiveKey"><l><option>2</option></l></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>150</l></block><block s="down"></block><block s="write"><l>Press the green flag to reset.</l><l>20</l></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Alright, how many sides?</l></block><block s="down"></block><custom-block s="asterisk %n"><block s="getLastAnswer"></block></custom-block></script><script x="79" y="666.3333333333331"><block s="receiveKey"><l><option>3</option></l></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>150</l></block><block s="down"></block><block s="write"><l>Press the green flag to reset.</l><l>20</l></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="doAsk"><l>Good choice, how many sides?</l></block><block s="down"></block><custom-block s="pinwheel %n"><block s="getLastAnswer"></block></custom-block></script><script x="378" y="658.3333333333336"><block s="receiveKey"><l><option>4</option></l></block><block s="clear"></block><block s="gotoXY"><l>-200</l><l>150</l></block><block s="down"></block><block s="write"><l>Press the green flag to reset.</l><l>20</l></block><block s="up"></block><block s="setSize"><l>5</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="doAsk"><l>Complicated I see, how many sides?</l></block><block s="down"></block><custom-block s="comp polygon %n"><block s="getLastAnswer"></block></custom-block></script><script x="559" y="352.16666666666686"><block s="receiveKey"><l><option>b</option></l></block></script></scripts></sprite><watcher scope="Pen Sprite" s="getPenDown" style="normal" x="9.322784810126791" y="9.322784810126578" color="0,161,120" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; %&apos;size&apos; %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><block var="backup"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk, branches:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="polygon %&apos;number of sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><l>50</l></block><block s="forward"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="asterisk %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="comp polygon %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doFor"><l>sides</l><l>3</l><block var="sides"/><script><block s="doRepeat"><block var="sides"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="forward"><l>50</l></block><block s="forward"><l>0</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="The Shapemaker Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>