<snapdata remixID="13097764"><project name="U3L1-FractalArt" app="Snap! 9.0, 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"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></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="31"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-93.99999999999955" y="-19.596189432333404" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="54,255,56,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="38.73333333333335"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>35,42,255,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>180</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>54,255,56,1</color></block><block s="forward"><l>25</l></block><block s="turnLeft"><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><script x="252" y="124.40000000000003"><custom-block s="nested triangle: size %s"><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>