<snapdata remixID="12664372"><project name="pentagon project" app="Snap! 9.0, https://snap.berkeley.edu" 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KxNR/oW0kpd7bRiAmgAoVmrG4pARjizgDuxrrrnGs1oMQM8u1FMAVsGoQURBhcy5X+x140tNuE0/lh86ZADqiZ+4aI0CVJyd3rx5swCml6lVVkEGoKynmC4uHmAAxsWtLFTWAwxAWU8xXVw8wACMi1tZqKwHGICynmK6uHiAARgXt7JQWQ8wAGU9xXRx8QADMC5uZaGyHmAAynqK6eLiAQZgXNzKQmU9wACU9RTTxcUDDMC4uJWFynqAASjrKaaLiwcYgHFxKwuV9QADUNZTTBcXD/wfrpaJERPoKmUAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="pentagon project"><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" 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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="150" y="-3.979039320256561e-13" heading="89.9999999999992" 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="142" y="78.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="down"></block><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>numberofsides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how long</l></block><block s="doSetVar"><l>lengthofside</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numberofsides"/><script><block s="forward"><block var="lengthofside"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberofsides"/></block></block></script></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="doChangeVar"><l>numberofsides</l><l>1</l></block><block s="doRepeat"><block var="numberofsides"/><script><block s="forward"><block var="lengthofside"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberofsides"/></block></block></script></block><block s="doChangeVar"><l>numberofsides</l><l>1</l></block></script></block></script><script x="474" y="74.33333333333334"><block s="clear"></block></script><script x="51" y="359"><block s="up"></block></script></scripts></sprite><watcher var="numberofsides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="lengthofside" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numberofsides"><l>22</l></variable><variable name="lengthofside"><l>20</l></variable></variables></scene></scenes></project><media name="pentagon project" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>