<snapdata remixID="13243582"><project name="Bai17-SG395-NestedPolygon" 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="Bai17-SG395-NestedPolygon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested polygon branches %&apos;branches&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doWarp"><script><block s="doRepeat"><block var="branches"/><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>10</l><l>1000</l></block></block><block s="forward"><block var="size"/></block><custom-block s="nested polygon branches %s size: %s"><block var="branches"/><block s="reportQuotient"><block var="size"/><l>3</l></block></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block><block s="doWait"><l>0.1</l></block></script></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="46"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="-180" heading="342" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="22.000000000000007,255,79.15999999999799,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><blocks></blocks><variables></variables><scripts><script x="203.99999999999991" y="94.3333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doAsk"><l>nhập size</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>nhập cạnh</l></block><block s="doSetVar"><l>canh</l><block s="getLastAnswer"></block></block><custom-block s="nested polygon branches %s size: %s"><block var="canh"/><block var="size"/></custom-block><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/><watcher var="canh" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="size"><l>90</l></variable><variable name="canh"><l>3</l></variable></variables></scene></scenes></project><media name="Bai17-SG395-NestedPolygon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>