<snapdata remixID="12430783"><project name="CREATE PT PROGRAM CODE" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CREATE PT PROGRAM CODE"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Planet" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Mercury</l></block><block s="setScale"><block s="reportRandom"><l>70</l><l>95</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>.7</l><l>.9</l></block></block><block s="show"></block></script></block-definition><block-definition s="locationOfPlanet" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGlide"><l>1</l><block s="reportRandom"><l>200</l><l>-200</l></block><block s="reportRandom"><l>100</l><l>0</l></block></block><block s="show"></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>.4</l><l>4</l></block></block></script></block-definition><block-definition s="ReturnPlanet" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block></script></block-definition><block-definition s="Answerplanet %&apos;answer&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block var="answer"/></block></script></block-definition><block-definition s="planets" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>planetlist</l><block s="reportNewList"><list></list></block></block><block s="doSwitchToCostume"><l>Mercury</l></block><block s="doAsk"><l>What the first planet name?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="planetlist"/></block><l>Mercury</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Mercury</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block s="doSwitchToCostume"><l>Venus</l></block><block s="doAsk"><l>what two planet is this?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block var="planetlist"/></block><l>Venus</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Venus</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block s="doSwitchToCostume"><l>Earth</l></block><block s="doAsk"><l>what&apos;s third planet name?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>3</l><block var="planetlist"/></block><l>Earth</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Earth</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block s="doSwitchToCostume"><l>Mars</l></block><block s="doAsk"><l>what&apos;s fourth planet name?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><block var="planetlist"/></block><l>Mars</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Mars</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block s="doSwitchToCostume"><l>Jupiter</l></block><block s="doAsk"><l>what&apos;s five planet name?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>5</l><block var="planetlist"/></block><l>Jupiter</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Jupiter</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block s="doSwitchToCostume"><l>Saturn</l></block><block s="doAsk"><l>what&apos;s sixth  planet name?</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="planetlist"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>6</l><block var="planetlist"/></block><l>Saturn</l></list></block><script><block s="doGotoObject"><l>Black Hole</l></block><block s="doSayFor"><l>Correct!</l><l>2</l></block><block s="hide"></block></script><script><block s="doSayFor"><l>Correct answer is..</l><l>2</l></block><block s="doSayFor"><custom-block s="Answerplanet %txt"><l>Saturn</l></custom-block><l>2</l></block><block s="doSayFor"><l>Try again</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block><custom-block s="ReturnPlanet"></custom-block><block 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mediaID="Planet_cst_Venus"/><costume name="Earth" center-x="61" center-y="56" 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mediaID="Planet_cst_Earth"/><costume name="Mars" center-x="33.5" center-y="51" 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mediaID="Planet_cst_Mars"/><costume name="Jupiter" center-x="34" center-y="32" 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mediaID="Planet_cst_Jupiter"/><costume name="Saturn" center-x="59" center-y="32" 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mediaID="Planet_cst_Saturn"/><costume name="Uranus" center-x="84" center-y="32" 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" mediaID="Planet_cst_Uranus"/><costume name="Neptune" center-x="40" center-y="34.5" image="data:image/png;base64,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" 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" 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