<snapdata remixID="14933405"><project name="Mock Create Task Nickans Calculator" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Mock Create Task Nickans Calculator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="ask for length" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the length of your rectangle?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="ask for width" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the width of the rectangle?</l></block><block s="doSetVar"><l>width</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="calculate rectangle area" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>rectangular area</l><block s="reportVariadicProduct"><list><block var="length"/><block var="width"/></list></block></block></script></block-definition><block-definition s="calculate rectangle perimeter" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>rectangular perimeter</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>2</l><block var="width"/></list></block><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></list></block></block></script></block-definition><block-definition s="ask for radius" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is the radius of your circle?</l></block><block s="doSetVar"><l>radius</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="calculate circle area" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>circular area</l><block s="reportVariadicProduct"><list><l>3.14</l><block s="reportVariadicProduct"><list><block var="radius"/><block var="radius"/></list></block></list></block></block></script></block-definition><block-definition s="calculate circle circumference" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>circumference</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l>3.14</l><block var="radius"/></list></block></list></block></block></script></block-definition><block-definition s="calculations of a rectangle" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="ask for length"></custom-block><custom-block s="ask for width"></custom-block><custom-block s="calculate rectangle area"></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="write"><block s="reportJoinWords"><list><l>Rectangle Area:</l><block var="rectangular area"/></list></block><l>16</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="down"></block><custom-block s="calculate rectangle perimeter"></custom-block><block s="write"><block s="reportJoinWords"><list><l>Rectangle perimeter:</l><block var="rectangular perimeter"/></list></block><l>16</l></block><block s="up"></block></script></block-definition><block-definition s="calculations of a circle" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="ask for radius"></custom-block><custom-block s="calculate circle diameter"></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="write"><block s="reportJoinWords"><list><l>Circle Diameter:</l><block var="diameter"/></list></block><l>16</l></block><block s="up"></block><custom-block s="calculate circle circumference"></custom-block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="down"></block><block s="write"><block s="reportJoinWords"><list><l>Circle circumference:</l><block var="circumference"/></list></block><l>16</l></block><block s="up"></block><custom-block s="calculate circle area"></custom-block><block s="gotoXY"><l>0</l><l>-40</l></block><block s="down"></block><block s="write"><block s="reportJoinWords"><list><l>Circle Area:</l><block var="circular area"/></list></block><l>16</l></block><block s="up"></block></script></block-definition><block-definition s="reset all values" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>length</l><l>0</l></block><block s="doSetVar"><l>width</l><l>0</l></block><block s="doSetVar"><l>rectangular area</l><l>0</l></block><block s="doSetVar"><l>rectangular perimeter</l><l>0</l></block><block s="doSetVar"><l>radius</l><l>0</l></block><block s="doSetVar"><l>circumference</l><l>0</l></block><block s="doSetVar"><l>circular area</l><l>0</l></block><block s="doSetVar"><l>diameter</l><l>0</l></block></script></block-definition><block-definition s="calculate circle diameter" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>diameter</l><block s="reportVariadicProduct"><list><l>2</l><block var="radius"/></list></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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id="204"><item><ref mediaID="Mock Create Task Nickans Calculator_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="205"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="0"><sprite name="Sprite" idx="1" x="184.734375" y="-20" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="145,26,68,1" pen="tip" id="210"><costumes><list struct="atomic" id="211"></list></costumes><sounds><list struct="atomic" id="212"></list></sounds><blocks></blocks><variables></variables><scripts><script x="574.0000009999999" y="114.33333333333337"><block s="receiveGo"></block><block s="doSetVar"><l>all components</l><block s="reportNewList"><list><block var="circular area"/><block var="circumference"/><block var="diameter"/><block var="length"/><block var="rectangular perimeter"/><block var="rectangular area"/><block var="radius"/><block var="width"/></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doForEach"><l>item</l><l/><script><custom-block s="calculate rectangle area"></custom-block></script></block></script><script></script></block></script><script x="30" y="30"><block s="receiveGo"></block><block s="clear"></block><custom-block s="reset all values"></custom-block><block s="doAsk"><l>Would you like to calculate the area and perimeter of a rectangle?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><custom-block s="calculations of a rectangle"></custom-block></script><script><block s="doAsk"><l>Would you like to calculate the area and circumference of a circle?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><custom-block s="calculations of a 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" 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