<snapdata remixID="14371769"><project name="U3L1-FractalArt" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="getScale"></block></block></script></block-definition><block-definition s="q. 2 nested triangle, size: %&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="reportVariadicGreaterThan"><list><block var="Size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><primitives></primitives><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="33"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="9.663381206337363e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="102,255,69,1" pen="tip" id="40"><costumes><list struct="atomic" id="41"></list></costumes><sounds><list struct="atomic" id="42"></list></sounds><blocks></blocks><variables></variables><scripts><script x="57" y="89"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,36,36,1</color></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>35,60,255,1</color></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>102,255,69,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script><script x="22" y="534"><custom-block s="q. 2 nested triangle, size: %s"><l>30</l></custom-block></script><script x="222" y="92"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"></media></snapdata>