<snapdata remixID="13063602"><project name="Unit 3 Lab 1-FractalAr" 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="Unit 3 Lab 1-FractalAr"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>0</l></list></block><script><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></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="26"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></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="255,26,51,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="74" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,33,240,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>204,199,0,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>255,26,51,1</color></block><block s="forward"><l>20</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="62" y="410"><custom-block s="nested triangle, size: %s"><l>120</l></custom-block></script><script x="293" y="413"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Unit 3 Lab 1-FractalAr" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>