<snapdata remixID="15116826"><project name="choosing three colors " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="choosing three colors "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="checkIfIwon %&apos;oneWayToWin&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doForEach"><l>item</l><block var="oneWayToWin"/><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block var="gotItList"/><block var="item"/></block></block><script><block s="doReport"><l>No luck :(</l></block></script><list></list></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="oneWayToWin"/><block var="firstWay"/></list></block><script><block s="doReport"><l>First way worked!</l></block></script><script><block s="doReport"><l>Second way worked!</l></block></script></block></script></block-definition></blocks><primitives></primitives><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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mediaID="choosing three colors _green_cst_Untitled"/><costume name="Untitled" center-x="24" center-y="10.5" 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