<snapdata remixID="14839610"><project name="U3L1-FractalArt" app="Snap! 11.0.8, 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="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="27"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.4210854715202004e-13" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,178,15,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="101" y="40.40000000000002"><block s="receiveGo"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>253,58,0,1</color></block><block s="forward"><l>100</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,40,184,1</color></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,178,15,1</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="284" y="127.23333333333335"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block></script><script x="163.00000000000003" y="548.6666666666666"><custom-block s="q. 2 nested triangle, size: %s"><l>30</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U3L1-FractalArt" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>