<snapdata remixID="11827762"><project name="Draw a shape pt2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Draw a shape pt2"><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="-157" y="-81" 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="79.33333333333326" y="30"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setSize"><l>6</l></block><block s="doAsk"><l>how many sides do you want in your shape?</l></block><block s="doSetVar"><l>number of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long would you like each side? (max 100)</l></block><block s="doUntil"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block s="getLastAnswer"></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>101</l></block></block><script><block s="doAsk"><l>Must choose between 1 and 100</l></block></script></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="doForever"><script><block s="doWaitUntil"><block s="reportMouseDown"></block></block><block s="up"></block><block s="doGlide"><l>1</l><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="down"></block><block s="doWarp"><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block></script></block></script><script x="510.16666666666663" y="23.666666666666657"><block var="size"/></script><script x="335.42122395833326" y="290.5000000000005"><block s="getPenDown"></block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/><watcher var="number of sides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="size"><l>65</l></variable><variable name="number of sides"><l>5</l></variable></variables></scene></scenes></project><media name="Draw a shape pt2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>