<snapdata remixID="10186884"><project name="Concentric Squares" 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><sprite name="Sprite" idx="1" x="-250" y="250" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="105,0,179,1" 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="140" y="83"><block s="receiveKey"><l><option>space</option></l></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>numberOfSpacesInbetween</l><l>5</l></block><block s="doSetVar"><l>numberOfSides</l><l>4</l></block><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doAsk"><l>How many shapes would you like?</l></block><custom-block s="changesBetweenShapes %s %s"><l>0</l><l>4</l></custom-block></script></scripts></sprite><watcher var="numberOfSpacesInbetween" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="numberOfSides" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="angleMeasure" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="changesBetweenShapes %&apos;numberOfSpacesInbetween&apos; %&apos;numberofSides&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>105,0,179,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="down"></block><block s="changeSize"><l>.25</l></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="forward"><block var="numberOfSpacesInbetween"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="changeXPosition"><l>-10</l></block><block s="changeYPosition"><l>10</l></block><block s="doSetVar"><l>numberOfSpacesInbetween</l><block s="reportSum"><block var="numberOfSpacesInbetween"/><l>20</l></block></block><block s="doWait"><l>.5</l></block></script></block></script></block-definition></blocks><variables><variable name="numberOfSpacesInbetween"><l>5</l></variable><variable name="numberOfSides"><l>4</l></variable><variable name="angleMeasure"><l>90</l></variable></variables></project><media name="Concentric Squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>