<snapdata remixID="14261084"><project name="Nolan- quater 2 final project" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Nolan- quater 2 final project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,144,20,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>-20</l></block></script></block-definition><block-definition s="rectangle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>12,249,0,1</color></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>200</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>-20</l></block></script></block-definition><block-definition s="circle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>172,0,250,1</color></block><block s="doRepeat"><l>30</l><script><block s="forward"><l>20</l></block><block s="turn"><l>15</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block></script></block-definition><block-definition s="triangle" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>0,255,188,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block><block s="forward"><l>-20</l></block></script></block-definition><block-definition s="rhombus" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,106,218,1</color></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>200</l></block><block s="turn"><l>55</l></block><block s="forward"><l>100</l></block><block s="turn"><l>125</l></block></script></block><block s="up"></block><block s="forward"><l>-20</l></block></script></block-definition><block-definition s="squareQuestion" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what shape is this?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>square</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was square.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many angles does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what color is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>orange</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was orange.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what colors make this color?</l></block><block s="doSetVar"><l>redYellow</l><l>yellow and red</l></block><block s="doSetVar"><l>yellowRed</l><l>red and yellow</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="yellowRed"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="redYellow"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was red and yellow..</l><l>2</l></block></script></list></block></script></block-definition><block-definition s="circleQuestion" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what shape is this?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>circle</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was circle.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>0</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 0.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many angles does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>0</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 0.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what color is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>purple</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was purple.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what colors make this color?</l></block><block s="doSetVar"><l>blueRed</l><l>blue and red</l></block><block s="doSetVar"><l>redBlue</l><l>red and blue</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="blueRed"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="redBlue"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was red and blue.</l><l>2</l></block></script></list></block></script></block-definition><block-definition s="rhombusQuestion" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what shape is this?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>rhombus</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was rhombus.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many angles does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what color is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>pink</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was pink.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what colors make this color?</l></block><block s="doSetVar"><l>whiteRed</l><l>white and red</l></block><block s="doSetVar"><l>redWhite</l><l>red and white</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="whiteRed"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="redWhite"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was red and white.</l><l>2</l></block></script></list></block></script></block-definition><block-definition s="rectangleQuestion" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what shape is this?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>rectangle</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was rectangle.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many angles does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 4.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what color is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>green</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was green.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what colors make this color?</l></block><block s="doSetVar"><l>blueYellow</l><l>blue and yellow</l></block><block s="doSetVar"><l>yellowBlue</l><l>yellow and blue</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="yellowBlue"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="blueYellow"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was blue and yellow.</l><l>2</l></block></script></list></block></script></block-definition><block-definition s="triangleQuestion" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>what shape is this?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>triangle</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was triangle.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 3.</l><l>2</l></block></script></list></block><block s="doAsk"><l>How many angles does it have?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was 3.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what color is it?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>cyan</l></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was cyan.</l><l>2</l></block></script></list></block><block s="doAsk"><l>what colors make this color?</l></block><block s="doSetVar"><l>greenBlue</l><l>green and blue</l></block><block s="doSetVar"><l>blueGreen</l><l>blue and green</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="blueGreen"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="greenBlue"/></list></block><script><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><l><bool>true</bool></l><script><block s="doSayFor"><l>Incorrect. The correct answer was blue and green.</l><l>2</l></block></script></list></block></script></block-definition><block-definition s="grade" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="score"/><l>5</l></list></block><script><block s="doSayFor"><l>Your grade was a 100. A+</l><l>2</l></block></script><list><block s="reportVariadicEquals"><list><block var="score"/><l>4</l></list></block><script><block s="doSayFor"><l>Your grade was a 80. B</l><l>2</l></block></script><block s="reportVariadicEquals"><list><block var="score"/><l>3</l></list></block><script><block s="doSayFor"><l>Your grade was a 60. C</l><l>2</l></block></script><block s="reportVariadicEquals"><list><block var="score"/><l>2</l></list></block><script><block s="doSayFor"><l>Your grade was a 40. F</l><l>2</l></block></script><block s="reportVariadicEquals"><list><block var="score"/><l>1</l></list></block><script><block s="doSayFor"><l>Your grade was a 20. F</l><l>2</l></block></script><block s="reportVariadicEquals"><list><block var="score"/><l>0</l></list></block><script><block s="doSayFor"><l>Your grade was a 0.F</l><l>2</l></block></script></list></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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" 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