<snapdata remixID="9320182"><project name="mock calculator create task" app="Snap! 5.4, http://snap.berkeley.edu" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="972.0000000000005"><block s="receiveGo"></block><block s="doSayFor"><l>greetings, math traveler!</l><l>3</l></block><block s="doAsk"><l>what would you like to calculate?  circle area or circle circumference?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>circle area</l></block><script></script><script></script></block></script><script x="40" y="30"><block s="receiveGo"></block><custom-block s="beginning steps"></custom-block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>would you like to calculate the area and perimeter of a rectangle  (A)  or the area and  circumference of a circle (B)?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>A</l></block><script><block s="doAsk"><l>area or perimeter?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>area</l></block><script><custom-block s="solve for area of a rectangle"></custom-block><block s="doWait"><l>5</l></block></script><script><custom-block s="solve for perimeter of a rectangle"></custom-block><block s="doWait"><l>5</l></block></script></block></script><script><block s="doAsk"><l>area or circumference?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>area</l></block><script><custom-block s="solve for area of a circle"></custom-block><block s="doWait"><l>5</l></block></script><script><custom-block s="solve for circumference of a circle"></custom-block><block s="doWait"><l>5</l></block></script></block></script></block><block s="doAsk"><l>would you like to calculate anything else?</l></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="12.98420138888855" y="12.98420138888887" color="243,118,29" hidden="true"/><watcher var="width" style="normal" x="12.98420138888855" y="40.25102690239578" color="243,118,29" hidden="true"/><watcher var="rectangle area" style="normal" x="12.98420138888855" y="67.51785241590277" color="243,118,29" hidden="true"/><watcher var="radius" style="normal" x="12.98420138888855" y="94.78467792940967" color="243,118,29" hidden="true"/><watcher var="pi" style="normal" x="12.98420138888855" y="122.05150344291667" color="243,118,29" hidden="true"/><watcher var="circle area" style="normal" x="12.98420138888855" y="149.3183289564236" color="243,118,29" hidden="true"/><watcher var="rectangle perimeter" style="normal" x="12.98420138888855" y="176.58515446993044" color="243,118,29" hidden="true"/><watcher var="circle circumference" style="normal" x="12.98420138888855" y="203.8519799834375" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle radius %&apos;circle radius&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="circle radius"/></list></block></block></script></block-definition><block-definition s="rectangle length: %&apos;length&apos; width: %&apos;width:&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="length"/><block var="width:"/></list></block></block></script></block-definition><block-definition s="calculate area of a circle %&apos;area&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="display calculations for circle" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><block var="rectangle area"/></block></script></block-definition><block-definition s="solve for area of a rectangle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what is the length?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the width ?</l></block><block s="doSetVar"><l>width</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>rectangle area</l><block s="reportProduct"><block var="length"/><block var="width"/></block></block><custom-block s="speech"></custom-block><custom-block s="display calculations for rectangle area"></custom-block></script></block-definition><block-definition s="speech" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doThinkFor"><l>Hmm...</l><l>1.5</l></block><block s="doSayFor"><l>calculating...</l><l>2</l></block></script></block-definition><block-definition s="beginning steps" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>greetings, math traveler!</l><l>3</l></block></script></block-definition><block-definition s="solve for perimeter of a rectangle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what is the length?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the width?</l></block><block s="doSetVar"><l>width</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>rectangle perimeter</l><block s="reportSum"><block s="reportProduct"><block var="length"/><l>2</l></block><block s="reportProduct"><block var="width"/><l>2</l></block></block></block><custom-block s="speech"></custom-block><custom-block s="display calculations for rectangle perimeter"></custom-block></script></block-definition><block-definition s="display calculations for rectangle area" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><block var="rectangle area"/></block></script></block-definition><block-definition s="display calculations for rectangle perimeter" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><block var="rectangle perimeter"/></block></script></block-definition><block-definition s="solve for area of a circle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what is the radius?</l></block><block s="doSetVar"><l>radius</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>pi</l><l>3.141592654</l></block><block s="doSetVar"><l>circle area</l><block s="reportProduct"><block s="reportProduct"><block var="radius"/><block var="radius"/></block><block var="pi"/></block></block><custom-block s="speech"></custom-block><custom-block s="display calculations for area of a circle"></custom-block></script></block-definition><block-definition s="display calculations for area of a circle" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><block var="circle area"/></block></script></block-definition><block-definition s="solve for circumference of a circle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what is the radius?</l></block><block s="doSetVar"><l>radius</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>pi</l><l>3.141592654</l></block><block s="doSetVar"><l>circle circumference</l><block s="reportProduct"><block var="radius"/><block s="reportProduct"><l>2</l><block var="pi"/></block></block></block><custom-block s="speech"></custom-block><custom-block s="display calculations for the circumference of a circle"></custom-block></script></block-definition><block-definition s="display calculations for the circumference of a circle" type="command" category="sound"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><block var="circle circumference"/></block></script></block-definition></blocks><variables><variable name="length"><l>4</l></variable><variable name="width"><l>4</l></variable><variable name="rectangle area"><l>16</l></variable><variable name="radius"><l>4</l></variable><variable name="pi"><l>3.141592654</l></variable><variable name="circle area"><l>50.265482464</l></variable><variable name="rectangle perimeter"><l>30</l></variable><variable name="circle circumference"><l>25.132741232</l></variable></variables></project><media name="mock calculator create task" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>