<snapdata remixID="11275738"><project name="poloygon problem solving " app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="poloygon problem solving "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="angle" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212"/><sprite name="Sprite" idx="1" x="-93" y="163.99999999999994" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,31,16,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16" y="181.66666666666669"><block s="gotoXY"><l>-209</l><l>169</l></block></script><script x="532" y="269"><block s="gotoXY"><l>-209</l><l>169</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block></script><script x="10" y="471.1666666666664"><block s="forward"><l>340</l></block><block s="turn"><l>90</l></block></script><script x="267" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-185</l><l>169</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="down"></block><block s="setColor"><color>0,56,249,1</color></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>197</l></block><block s="turn"><l>90</l></block><block s="forward"><l>200</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-93</l><l>164</l></block><block s="down"></block><block s="setColor"><color>255,31,16,1</color></block><block s="doRepeat"><l>40</l><script><block s="forward"><l>15</l></block><block s="turn"><l>9</l></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="angle"><l>90</l></variable><variable name="length"><l>350</l></variable></variables></scene></scenes></project><media name="poloygon problem solving " app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>