<snapdata remixID="11957106"><project name="Draw any equilateral shape" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Draw any equilateral shape"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Shape From Number of Sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="forward"><l>50</l></block><block s="turnLeft"><block var="Exterior Angle"/></block></script></block><block s="doWait"><l>3</l></block></script></block-definition><block-definition s="Determine Exterior" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Interior Angle</l><block s="reportDifference"><block s="getLastAnswer"></block><l>2</l></block></block><block s="doSetVar"><l>Interior Angle</l><block s="reportVariadicProduct"><list><block var="Interior Angle"/><l>180</l></list></block></block><block s="doSetVar"><l>Interior Angle</l><block s="reportQuotient"><block var="Interior Angle"/><block s="getLastAnswer"></block></block></block><block s="doSetVar"><l>Negative Exterior</l><block s="reportDifference"><block var="Interior Angle"/><l>180</l></block></block><block s="doSetVar"><l>Exterior Angle</l><block s="reportDifference"><block var="Negative Exterior"/><block s="reportVariadicSum"><list><block var="Negative Exterior"/><block var="Negative Exterior"/></list></block></block></block></script></block-definition></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="59"><pentrails>data:image/png;base64,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struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><watcher var="Exterior Angle" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Interior Angle" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Negative Exterior" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="69"><costumes><list id="70"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="71"></list></sounds><blocks></blocks><variables></variables><scripts><script x="117.302734375" y="572.5"><block s="doAsk"><l>debug</l><comment w="629.9130859375" collapsed="false">This little script over here shows both the formula that the &quot;Determine Exterior&quot; block does and also lets me test the formula. Taken from https://www.geeksforgeeks.org/program-to-find-the-interior-and-exterior-angle-of-a-regular-polygon/</comment></block><block s="doSetVar"><l>Interior Angle</l><block s="reportDifference"><block s="getLastAnswer"></block><l>2</l></block></block><block s="doSetVar"><l>Interior Angle</l><block s="reportVariadicProduct"><list><block var="Interior Angle"/><l>180</l></list></block></block><block s="doSetVar"><l>Interior Angle</l><block s="reportQuotient"><block var="Interior Angle"/><block s="getLastAnswer"></block></block></block><block s="doSetVar"><l>Negative Exterior</l><block s="reportDifference"><block var="Interior Angle"/><l>180</l></block></block><block s="doSetVar"><l>Exterior Angle</l><block s="reportDifference"><block var="Negative Exterior"/><block s="reportVariadicSum"><list><block var="Negative Exterior"/><block var="Negative Exterior"/></list></block></block><comment w="90" collapsed="false">The one caveat of this formula is it writes the exterior angle as negative, combatted by subtracting the &quot;Negative Exterior&quot; by itself + itself</comment></block></script><comment x="10" y="667.0000000000001" w="90" collapsed="false">subtracting 180 since the last 3 parts of the formula are to find interior angle rather than exterior.</comment><script x="85.302734375" y="402.83333333333326"><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="turnLeft"><block var="Exterior Angle"/></block><block s="forward"><l>50</l></block></script><comment w="90" collapsed="false">This is what the &quot;Draw Shape From Number of Sides&quot; block does, it repeats this for the amount of time answered, the &quot;Exterior Angle&quot; variable being obtained from a formula (shown directly below this script)</comment></block><block s="doWait"><l>3</l></block></script><script x="77.302734375" y="30"><block s="receiveGo"><comment w="90" collapsed="false">Clears all pentrails, lifts the pen, goes to 0.0, points forwards, gets ready to draw. asks how many sides, checks if thats more than 2, if it is, it does the two systems shown below this script and then resets after 3 seconds.</comment></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doAsk"><l>How many sides should this shape have?</l></block><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>2</l></block><script><custom-block s="Determine Exterior"></custom-block><custom-block s="Draw Shape From Number of Sides"></custom-block><block s="doWait"><l>3</l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script><block s="doSayFor"><l>Please choose a number greater than 2.</l><l>3</l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="84" y="3" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="83.33399999999999,96.9,0,1" pen="tip" id="163"><costumes><list id="164"><item><ref mediaID="Sprite(2)_cst_Draw any equilateral shape script pic"></ref></item></list></costumes><sounds><list struct="atomic" id="165"></list></sounds><blocks></blocks><variables></variables><scripts><script x="263" y="216.33333333333337"><block s="receiveGo"></block><block s="hide"></block><block s="doShowVar"><l>Exterior Angle</l></block><block s="doShowVar"><l>Interior Angle</l></block></script></scripts></sprite></sprites></stage><variables><variable name="Interior Angle"><l>90</l></variable><variable name="Exterior Angle"><l>90</l></variable><variable name="Negative Exterior"><l>-90</l></variable></variables></scene></scenes></project><media name="Draw any equilateral shape" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled"/><costume name="Draw any equilateral shape script pic" center-x="193" center-y="180" 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" embed="&lt;script app=&quot;Snap! 7, https://snap.berkeley.edu&quot; version=&quot;2&quot;&gt;&lt;blocks&gt;&lt;block-definition s=&quot;Draw Shape From Number of Sides&quot; type=&quot;command&quot; category=&quot;motion&quot;&gt;&lt;header&gt;&lt;/header&gt;&lt;code&gt;&lt;/code&gt;&lt;translations&gt;&lt;/translations&gt;&lt;inputs&gt;&lt;/inputs&gt;&lt;script&gt;&lt;block s=&quot;doRepeat&quot;&gt;&lt;block s=&quot;getLastAnswer&quot;&gt;&lt;/block&gt;&lt;script&gt;&lt;block s=&quot;forward&quot;&gt;&lt;l&gt;50&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;turnLeft&quot;&gt;&lt;block var=&quot;Exterior Angle&quot;/&gt;&lt;/block&gt;&lt;/script&gt;&lt;/block&gt;&lt;block s=&quot;doWait&quot;&gt;&lt;l&gt;3&lt;/l&gt;&lt;/block&gt;&lt;/script&gt;&lt;/block-definition&gt;&lt;block-definition s=&quot;Determine Exterior&quot; type=&quot;command&quot; category=&quot;operators&quot;&gt;&lt;header&gt;&lt;/header&gt;&lt;code&gt;&lt;/code&gt;&lt;translations&gt;&lt;/translations&gt;&lt;inputs&gt;&lt;/inputs&gt;&lt;script&gt;&lt;block s=&quot;doSetVar&quot;&gt;&lt;l&gt;Interior Angle&lt;/l&gt;&lt;block s=&quot;reportDifference&quot;&gt;&lt;block s=&quot;getLastAnswer&quot;&gt;&lt;/block&gt;&lt;l&gt;2&lt;/l&gt;&lt;/block&gt;&lt;/block&gt;&lt;block s=&quot;doSetVar&quot;&gt;&lt;l&gt;Interior Angle&lt;/l&gt;&lt;block s=&quot;reportVariadicProduct&quot;&gt;&lt;list&gt;&lt;block var=&quot;Interior Angle&quot;/&gt;&lt;l&gt;180&lt;/l&gt;&lt;/list&gt;&lt;/block&gt;&lt;/block&gt;&lt;block s=&quot;doSetVar&quot;&gt;&lt;l&gt;Interior Angle&lt;/l&gt;&lt;block s=&quot;reportQuotient&quot;&gt;&lt;block var=&quot;Interior Angle&quot;/&gt;&lt;block s=&quot;getLastAnswer&quot;&gt;&lt;/block&gt;&lt;/block&gt;&lt;/block&gt;&lt;block s=&quot;doSetVar&quot;&gt;&lt;l&gt;Negative Exterior&lt;/l&gt;&lt;block s=&quot;reportDifference&quot;&gt;&lt;block var=&quot;Interior Angle&quot;/&gt;&lt;l&gt;180&lt;/l&gt;&lt;/block&gt;&lt;/block&gt;&lt;block s=&quot;doSetVar&quot;&gt;&lt;l&gt;Exterior Angle&lt;/l&gt;&lt;block s=&quot;reportDifference&quot;&gt;&lt;block var=&quot;Negative Exterior&quot;/&gt;&lt;block s=&quot;reportVariadicSum&quot;&gt;&lt;list&gt;&lt;block var=&quot;Negative Exterior&quot;/&gt;&lt;block var=&quot;Negative Exterior&quot;/&gt;&lt;/list&gt;&lt;/block&gt;&lt;/block&gt;&lt;/block&gt;&lt;/script&gt;&lt;/block-definition&gt;&lt;/blocks&gt;&lt;script&gt;&lt;block s=&quot;receiveGo&quot;&gt;&lt;comment w=&quot;90&quot; collapsed=&quot;false&quot;&gt;Clears all pentrails, lifts the pen, goes to 0.0, points forwards, gets ready to draw. asks how many sides, checks if thats more than 2, if it is, it does the two systems shown below this script and then resets after 3 seconds.&lt;/comment&gt;&lt;/block&gt;&lt;block s=&quot;clear&quot;&gt;&lt;/block&gt;&lt;block s=&quot;up&quot;&gt;&lt;/block&gt;&lt;block s=&quot;gotoXY&quot;&gt;&lt;l&gt;0&lt;/l&gt;&lt;l&gt;0&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;setHeading&quot;&gt;&lt;l&gt;90&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;down&quot;&gt;&lt;/block&gt;&lt;block s=&quot;doAsk&quot;&gt;&lt;l&gt;How many sides should this shape have?&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;doIfElse&quot;&gt;&lt;block s=&quot;reportGreaterThan&quot;&gt;&lt;block s=&quot;getLastAnswer&quot;&gt;&lt;/block&gt;&lt;l&gt;2&lt;/l&gt;&lt;/block&gt;&lt;script&gt;&lt;custom-block s=&quot;Determine Exterior&quot;&gt;&lt;/custom-block&gt;&lt;custom-block s=&quot;Draw Shape From Number of Sides&quot;&gt;&lt;/custom-block&gt;&lt;block s=&quot;doWait&quot;&gt;&lt;l&gt;3&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;doBroadcast&quot;&gt;&lt;l&gt;&lt;option&gt;__shout__go__&lt;/option&gt;&lt;/l&gt;&lt;list&gt;&lt;/list&gt;&lt;/block&gt;&lt;/script&gt;&lt;script&gt;&lt;block s=&quot;doSayFor&quot;&gt;&lt;l&gt;Please choose a number greater than 2.&lt;/l&gt;&lt;l&gt;3&lt;/l&gt;&lt;/block&gt;&lt;block s=&quot;doBroadcast&quot;&gt;&lt;l&gt;&lt;option&gt;__shout__go__&lt;/option&gt;&lt;/l&gt;&lt;list&gt;&lt;/list&gt;&lt;/block&gt;&lt;/script&gt;&lt;/block&gt;&lt;/script&gt;&lt;/script&gt;" mediaID="Sprite(2)_cst_Draw any equilateral shape script pic"/></media></snapdata>