<snapdata remixID="14088450"><project name="Performance Task- Frogger" app="Snap! 10.5.1, https://snap.berkeley.edu" 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select="1"><scene name="Performance Task- Frogger"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Win Response" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Speed controler %&apos;speed&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block var="speed"/><l>9</l></list></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="speed"/><l>1</l></list></block><script><block s="doReport"><l>0.5</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><l>0</l><block var="speed"/><l>2</l></list></block><script><block 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