<snapdata remixID="9882947"><project name="Nested 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="-74" y="-7.0000000000048885" heading="90" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="1,239,4,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Costume" center-x="38" center-y="66.00000000000006" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="245" y="524.6666666666666"><custom-block s="nested triangle, %s"><l></l></custom-block></script><script x="564" y="115.83333333333331"><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>255,13,43,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>9,0,244,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>1,239,4,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size #"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><custom-block s="nested triangle, %s"><block s="reportQuotient"><block var="size #"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="nested triangle, size:" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables></project><media name="Nested Squares" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>