<snapdata remixID="14554904"><project name="make a triangle" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="make a triangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square %&apos;length&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script><scripts><script x="18" y="29"><custom-block s="square %s"><l></l></custom-block></script></scripts></block-definition><block-definition s="triangle %&apos;length&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="octagon %&apos;length&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="pentagon %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>108</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw %&apos;number of sides&apos; sided shape with %&apos;length&apos; length sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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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struct="atomic" id="72"></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-70.71067811866669" y="70.71067811866658" heading="311.3999999999976" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="78"><costumes><list struct="atomic" id="79"></list></costumes><sounds><list struct="atomic" id="80"></list></sounds><blocks></blocks><variables></variables><scripts><script x="174.30859375" y="36.5"><block s="receiveMessage"><l>do square code</l><list></list></block></script><script x="55.30859375" y="144.5"><block s="doSayFor"><l>do square code</l><l>2</l></block></script><script x="428.30859375" y="470.0000000000001"><block s="bubble"><l>you arer bad at the game</l></block></script><script x="31.30859375" y="189"><block s="clear"></block></script><script x="342.30859375" y="80.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="doAsk"><l>lets draw a polygon how many sides does it have</l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>2</l></list></block><script><block s="doSetVar"><l># of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>whats the length of the sides</l></block><block s="doSetVar"><l>length of sides</l><block s="getLastAnswer"></block></block><custom-block s="draw %n sided shape with %n length sides"><block var="# of sides"/><block var="length of sides"/></custom-block></script><script><block s="doSayFor"><l>this shape cant be drawn</l><l>2</l></block></script></block></script><script x="391.30859375" y="374.66666666666663"><block s="bubble"><l>Hello!</l></block></script><script x="118.9501953125" y="191.66666666666663"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>landen</l></list></block></script><script x="942.30859375" y="431.5"><block s="doSayFor"><l>do square code</l><l>2</l></block></script><script x="176.30859375" y="670"><block s="doSayFor"><l>pentagon</l><l>2</l></block></script><script x="544.30859375" y="550.3333333333333"><block s="doSayFor"><l>do triangle code</l><l>2</l></block></script><script x="453.30859375" y="506.1666666666665"><block s="doSayFor"><l>octagon</l><l>2</l></block></script><script x="26.30859375" y="247.66666666666663"><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doIf"><l/><script><block s="doAsk"><l>what shape do you want to make</l></block></script><list></list></block></script><script x="88" y="618"><block s="getLastAnswer"></block></script><script x="10" y="764"><block s="reportVariadicEquals"><list><l></l><l>polygon</l></list></block></script><script x="595" y="368.3333333333333"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block></script><script x="614.3773437499999" y="603.1333333333333"><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="# of sides"/></list></block><script></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="# of sides"/></list></block><script><custom-block s="triangle %s"><block var="length of sides"/></custom-block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="# of sides"/></list></block><script><custom-block s="octagon %s"><block var="length of sides"/></custom-block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="# of sides"/></list></block><script><custom-block s="pentagon %s"><block var="length of sides"/></custom-block></script></list></block></script><script x="444.3773437499999" y="692.9666666666667"><custom-block s="square %s"><block var="length of sides"/></custom-block></script><script x="1563.0859375" y="488.4000000000001"><block var="length of sides"/></script><script x="46" y="542.3333333333331"><custom-block s="draw %n sided shape with %n length sides"><l>100</l><l>27</l></custom-block></script></scripts></sprite><watcher var="# of sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="length of sides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="# of sides"><l>100</l></variable><variable name="length of sides"><l>100</l></variable></variables></scene></scenes></project><media name="make a triangle" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>