<snapdata remixID="9709608"><project name="ConcentrucSquare 10/13/2020" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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</pentrails><costumes><list 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s="reportQuotient"><block var="OgSideLen"/><l>2</l></block></block><block s="doChangeVar"><l>SideLength</l><block var="OgSideLen"/></block></script></block></script></block-definition><block-definition s="ConcentricSquares10" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><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>SideLen</l><l>10</l></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block var="SideLen"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="changeYPosition"><l>5</l></block><block s="changeXPosition"><l>5</l></block><block s="doChangeVar"><l>SideLen</l><l>10</l></block></script></block></script><scripts><script x="100.4541015625" y="352.0000000000008"><block s="reportSum"><l>40</l><l></l></block></script></scripts></block-definition></blocks><variables><variable name="SideLen"><l>310</l></variable><variable name="OgSideLen"><l>25</l></variable></variables></project><media name="ConcentrucSquare 10/13/2020" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>