<snapdata remixID="11780957"><project name="Concentric Squares" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Concentric Squares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawsquares" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list 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s="reportVariadicProduct"><list><l>2</l><block var="i"/></list></block><l>1</l></block><block var="n"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="n"/></list></block></block><block s="changeYPosition"><block var="n"/></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="n" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="m" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="s" style="normal" x="10" y="94.00000799999998" color="243,118,29"/><watcher var="i" style="normal" x="10" y="115.00000999999997" color="243,118,29"/></sprites></stage><variables><variable name="length"><l>20</l></variable><variable name="c"><l>0</l></variable><variable name="n"><l>10</l></variable><variable name="m"><l>0</l></variable><variable name="s"><l>15</l></variable><variable name="i"><l>0</l></variable></variables></scene></scenes></project><media name="Concentric Squares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>