<snapdata remixID="12627308"><project name="Polygons" 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="Polygons"><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"><sprite name="Sprite" idx="1" x="248" y="-40.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="64.43632812500005" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-200</l><l>-40</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doAsk"><l> How many polygons would you like?</l></block><block s="doSetVar"><l>Number of Polygons</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides of a polygon would you like to start with?</l></block><block s="doSetVar"><l>Number of sides</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="Number of Polygons"/><script><block s="doRepeat"><block var="Number of sides"/><script><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="Number of sides"/></block></block></script></block><block s="up"></block><block s="doSetVar"><l>Number of sides</l><block s="reportVariadicSum"><list><block var="Number of sides"/><l>1</l></list></block></block><block s="setHeading"><l>90</l></block><block s="forward"><block s="reportVariadicSum"><list><l>60</l><block s="reportVariadicProduct"><list><block var="Number of sides"/><l>8</l></list></block></list></block></block></script></block></script></scripts></sprite><watcher var="Number of sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Number of Polygons" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="Number of sides"><l>8</l></variable><variable name="Number of Polygons"><l>4</l></variable></variables></scene></scenes></project><media name="Polygons" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>