<snapdata remixID="10879663"><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="60" y="60" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="234.66666666666669" y="74.83333333333329"><custom-block s="Concentricsquares()"></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Concentricsquares()" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doSetVar"><l>numSq</l><l>2</l></block><block s="doSetVar"><l>sideLen</l><l>5</l></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportProduct"><block s="reportProduct"><l>2</l><block var="numSq"/></block><block var="sideLen"/></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>6</l></block><block s="reportSum"><block s="yPosition"></block><l>6</l></block></block><block s="doChangeVar"><l>sideLen</l><l>3</l></block></script></block></script></block-definition></blocks><variables><variable name="numSq"><l>2</l></variable><variable name="sideLen"><l>35</l></variable></variables></project><media name="Concentric Squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>