<snapdata remixID="9317759"><project name="Create Task" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><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="8"><costumes><list id="9"><item><costume name="anna01" center-x="43" center-y="119.5" 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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="30"><block s="receiveGo"></block><custom-block s="Find values for Rectangle or Triangle"></custom-block></script></scripts></sprite><watcher var="rectangle length" style="normal" x="10" y="10" color="243,118,29"/><watcher var="rectangle width" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="rectangle area" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="rectangle perimeter" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="triangle height" style="normal" x="8" y="168.00000799999998" color="243,118,29"/><watcher var="triangle perimeter" style="normal" x="7" y="188.00000999999997" color="243,118,29"/><watcher var="triangle hypotenuse" style="normal" x="6" y="208.00000799999998" color="243,118,29"/><watcher var="triangle base" style="normal" x="7" y="228.00000799999998" color="243,118,29"/><watcher var="triangle area" style="normal" x="9" y="147.00000799999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Collect Dimensions Rectangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>rectangle length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the rectangle?</l></block><block s="doSetVar"><l>rectangle length</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>rectangle width</l><l>0</l></block><block s="doAsk"><l>What is the width of the rectangle?</l></block><block s="doSetVar"><l>rectangle width</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Rectangle Area and Perimeter" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>rectangle area</l><block s="reportProduct"><block var="rectangle length"/><block var="rectangle width"/></block></block><block s="doSetVar"><l>rectangle perimeter</l><block s="reportSum"><block var="rectangle length"/><block s="reportSum"><block var="rectangle length"/><block s="reportSum"><block var="rectangle width"/><block var="rectangle width"/></block></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area of the rectangle is 10.</l><block var="rectangle area"/><l> And the perimeter of the rectangle is 8.</l></list></block><l>3.5</l></block></script></block-definition><block-definition s="Triangle Area and Perimeter" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>triangle area</l><block s="reportProduct"><l>.5</l><block s="reportProduct"><block var="triangle base"/><block var="triangle height"/></block></block></block><block s="doSetVar"><l>triangle perimeter</l><block s="reportSum"><block var="triangle base"/><block s="reportSum"><block var="triangle height"/><block var="triangle hypotenuse"/></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The area of the triangle is 12.</l><l> And the perimeter of the triangle is 16.</l></list></block><l>3.5</l></block></script></block-definition><block-definition s="Collect Dimensions Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>triangle base</l><l>0</l></block><block s="doAsk"><l>What is the base of the triangle?</l></block><block s="doSetVar"><l>triangle base</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>triangle height</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the height of the triangle?</l></block><block s="doSetVar"><l>triangle hypotenuse</l><l>0</l></block><block s="doAsk"><l>What is the hypontenuse of the triangle?</l></block><block s="doSetVar"><l>triangle hypotenuse</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Find values for Rectangle or Triangle" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Do you want to work with Rectangles or Triangles?</l></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>rectangle</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>rectangles</l></block></block><script><custom-block s="Collect Dimensions Rectangle"></custom-block><custom-block s="Rectangle Area and Perimeter"></custom-block></script><script><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>triangle</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>triangles</l></block></block><script><custom-block s="Collect Dimensions Triangle"></custom-block><custom-block s="Triangle Area and Perimeter"></custom-block></script></block></script></block><block s="doAsk"><l>Would you like to try again?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>Do you want to work with Rectangles or Triangles?</l></block></script></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>rectangle</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>rectangles</l></block></block><script><custom-block s="Collect Dimensions Rectangle"></custom-block><custom-block s="Rectangle Area and Perimeter"></custom-block></script><script><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>triangle</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>triangles</l></block></block><script><custom-block s="Collect Dimensions Triangle"></custom-block><custom-block s="Triangle Area and Perimeter"></custom-block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doAsk"><l>Ok, maybe next time.</l></block></script></block></script></block-definition></blocks><variables><variable name="rectangle length"><l>8</l></variable><variable name="rectangle width"><l>6</l></variable><variable name="rectangle area"><l>48</l></variable><variable name="rectangle perimeter"><l>28</l></variable><variable name="triangle height"><l>4</l></variable><variable name="triangle perimeter"><l>16</l></variable><variable name="triangle hypotenuse"><l>8</l></variable><variable name="triangle base"><l>4</l></variable><variable name="triangle area"><l>8</l></variable></variables></project><media name="Create Task" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>