<snapdata remixID="14026862"><project name="CaveRunner" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CaveRunner"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Timer for Leaderboard" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Timer For Leaderboard %&apos;Place&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="Place"/></block></block></script></block-definition><block-definition s="getCurrentStats %&apos;Answer&apos; %&apos;Timer&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>currentStats</l><block s="reportNewList"><list><block var="Answer"/><block var="Timer"/></list></block></block></script></block-definition><block-definition s="selectorForTimer %&apos;info&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="info"/></block></block></script></block-definition><block-definition s="Name For Leaderboard %&apos;info&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="info"/></block></block></script></block-definition><block-definition s="movingLeft %&apos;speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="setHeading"><l>-90</l></block><block s="changeXPosition"><block s="reportVariadicProduct"><list><l>-1</l><block var="speed"/></list></block></block><block s="doIf"><block s="reportTouchingColor"><color>212,98,0,1</color></block><script><block s="changeXPosition"><block var="speed"/></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="movingRight %&apos;Speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="setHeading"><l>90</l></block><block s="changeXPosition"><block var="Speed"/></block><block s="doIf"><block s="reportTouchingColor"><color>212,98,0,1</color></block><script><block s="changeXPosition"><block s="reportVariadicProduct"><list><l>-1</l><block var="Speed"/></list></block></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="movingUp %&apos;Speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>up arrow</option></l></block><script><block s="changeYPosition"><block var="Speed"/></block><block s="doIf"><block s="reportTouchingColor"><color>212,98,0,1</color></block><script><block s="changeYPosition"><block s="reportVariadicProduct"><list><l>-1</l><block var="Speed"/></list></block></block></script><list></list></block></script><list></list></block></script></block-definition><block-definition s="movingDown %&apos;Speed&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block 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" 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mediaID="ghost2_cst_Untitled"/></media></snapdata>