<snapdata remixID="12171974"><project name="Unit 4 project V2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unit 4 project V2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="already guessed? %&apos;letter&apos;" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><block var="all guesses"/><block var="letter"/></block></block></script></block-definition><block-definition s="make empty correct guesses for %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><script><block s="doAddToList"><l>_</l><block var="result"/></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="update correct with %&apos;letter&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="current word"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="current word"/></block><block var="letter"/></block><script><block s="doReplaceInList"><block var="i"/><block var="correct"/><block var="letter"/></block></script></block></script></block></script></block-definition><block-definition s="display figure" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportDifference"><l>7</l><block var="guesses left"/></block></block></script></block-definition><block-definition s="show letters" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportCombine"><block var="correct"/><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l></l></list></block></autolambda><list></list></block></block><l>2</l></block></script></block-definition><block-definition s="show win / loss" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="guesses left"/><l>0</l></block><script><block s="doSayFor"><l>you won</l><l>2</l></block></script><script><block s="doSayFor"><l>you lost</l><l>2</l></block></script></block></script></block-definition><block-definition s="still playing?" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportListContainsItem"><block var="correct"/><l>_</l></block><block s="reportGreaterThan"><block var="guesses left"/><l>0</l></block></block></block></script></block-definition></blocks><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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hCgAyG5N3jzBwX5hgnJIqplgg5oM4PHJoxn18Sef52PPY2SOgx0DEOfK2BKTcswM4nJ/O6m8AWCQ0kyPy3pyVHJnkHuPaMoL4zQBlDqDHrrUUiDFnjxkGQFbs4LVoE4hlxR3hOwaoX9E/998Pee1l7+7w2RgSoP1Yx2gRM3zoNgTiEl39tekemu9TILpmrQ0pppfiEAAsGhecKlaBOFViyxzvZt+vxvIuNRpLU29ic6f/A6RS8gctS+hgAAAAAElFTkSuQmCC" mediaID="hangman_cst_4(2)"/><costume name="3(2)" center-x="81" center-y="83.5" 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dQFymHbH9bC1GzBH4gDCAnAdkba3c6ECAdUBMtSPzhieaUxNAtnXNvD7Ht7hp3QMB1gXRRcpAFADxrgPIeYG2W2s9XEMsmr87HwiwKYibAMnsDGY89tWZLrjNcA0HRZG30OrIbgviOkCyL/efbbqQuew3ulRwun02uZatFa5ptj4XiF2ABD40Ip72s5YNzmsenGIQZdwSWCtcUxrE3YBk/0XikmTzOJQsTUBL4nXzHo9WNT7u/ppk7dcO1/QF4jIgT5B0lC1NAErcfMyzh3/QksxpM5YEyEg/GwezG4Vr+gYxBRL4eOBpAyVeN78ktCQOjGtExpJAiQn398LBqRfKjcI1Q4Ho9+XXA3wASQOOMS3pkHpSLgCiGV1LuulGg0apRwIbh2uGBjG9P16WQ4nJRktyOirv8WCs6BoRk+0Ojo8vQ0sOD+TG4ZqaQEy1JOYZrQiIaEnMt5tugEUTOoBAiYPjHneEgYYBcqtwTY0gpnXCNLtGZBoRKDHh/h6m3YHEdAMknjdQhoPTL5BbhWtqBzGtn8PnU4lAicZEe/IZsUfXisDoDg7voSXDdJcDc+twzZhA9LoyIHYoMdlH2pEc/h6fu+l2LYnHHQ5OGRCzhGvGCGJaZ7Qhj6aW9GA5Do5rxKaDA6wRm9wOToZOKINr1s2uabtt7im+tvvl+tzDQGhFzDUeN2PJ3RycFy0k5EACZUwtdu8RZM3SkbNto00sEYvpODIPC7RVGSuITQfHNWLq4Ph77uA4gAjtVYMSUw6QPML7Xo4S8uPHziJ5X78EhAx92Hr41hzTslMAcZWD41oSIRJq4IFpSTUiZhwYARNA/bMw4+9I1U0xAAIissQJ9OXFQJhlkmFqIKYOjmtExjSHm9nGdDuUjDUZU6Ya0cEMM/6Og+immGdeEyLDHHNUHs/Z9tGcKohNB8fhA05gBEzGlMDIZ/7MmNHNNM9zNOO7mWJ2/WCjBTRi1vH1HEBMoWRsk2pEB5OQEIA6kOuYcUwVncJj7ClsngNw2gpTDIiMDbO3c24gNofjjIFSjYiWXNeMv5XMiTuQPI8JUGRA20+S9MkkXa+YKR57HHGrEEGHf041YlczngIHgJ6osQpQ1yb8Xzr7M0SMEwsBgIyjP2sAYhmoI5rvwVKmOEDsQKN9pc2Mu4nne/5dOtC14ipA37bru5PkNcJ799IHpA4hAAIiQDI+9E232AGOXYOLmOIAsTuIbWYczcHjIDPv/J1CuQrQLhqxCSnhpdyFepPGBYD8qNDkzNmzUYKPBbOEZrpUfO5jxC4yWvWdZRrR39sN0DTEBKxe+N++NaLvmY7WIxxzn2nAVDtvI6PO/xsgdhZVpy+u0ogpoH4h16T+Gni7QNqpIh2/hMZDC/pGrL2Y4WV1CxA79tiWX0sB7QKbZxb5d0mBK1Eww6wRAsCsccF1Kxsgriuxfr7v40+/G2GVEmWvBadLXHuta/4fQgz0FkPLHM0AAAAASUVORK5CYII=" mediaID="hangman_cst_3(2)"/><costume name="2(2)" center-x="81" center-y="120" 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" mediaID="hangman_cst_2(2)"/><costume name="1(2)" center-x="81.5" center-y="120" 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" 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" 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