<snapdata remixID="11909835"><project name="Random Number Guessing Game" 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="Random Number Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="IfElse" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Random Number"/></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number from </l><block var="Range 1"/><l> to </l><block var="Range 2"/></list></block></block><block s="doChangeVar"><l>Number of Guesses</l><l>1</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Random Number"/></block><script><block s="doSayFor"><l>Congratulations! You win!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The answer was </l><block var="Random Number"/><l>!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>It took you </l><block var="Number of Guesses"/><l> tries.</l></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block var="Range 1"/><block s="getLastAnswer"></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Range 2"/></block></block><script><block s="doSayFor"><l>Sorry your guess was wrong.</l><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Sorry </l><block var="Name"/><l>... that guess is not correct.</l></list></block><l>2</l></block></script></block></script><comment w="90" collapsed="true">If result = random number it tells you the you final score or lets you retry. </comment></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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</pentrails><costumes><list id="88"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="94"><costumes><list id="95"><item><ref mediaID="Sprite_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="96"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="30"><block s="receiveGo"></block><block s="doAsk"><l>Hello, what is your name?</l></block><block s="doSetVar"><l>Name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Hello </l><block s="getLastAnswer"></block></list></block><l>1</l></block><block s="doAsk"><l>What do you want the lowest possible number to be?</l><comment w="90" collapsed="true">Creates the lowest value of the range.</comment></block><block s="doSetVar"><l>Range 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What do you want the highest possible number to be?</l></block><block s="doSetVar"><l>Range 2</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Random Number</l><block s="reportRandom"><block var="Range 1"/><block var="Range 2"/></block></block><custom-block s="IfElse"><comment w="90" collapsed="true">If result = random number it tells you the you final score or lets you retry. </comment></custom-block></script></scripts></sprite><watcher var="Random Number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Name" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Range 1" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="Range 2" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="Number of Guesses" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Random Number"><l>11</l></variable><variable name="Name"><l>t</l></variable><variable name="Range 1"><l>1</l></variable><variable name="Range 2"><l>100</l></variable><variable name="Number of Guesses"><l>38</l></variable></variables></scene></scenes></project><media name="Random Number Guessing Game" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAtEEBHC0iaiHAAECBAIKrH8eJoADjllJkQXW/xBG7lZtBMoJBPrOjQAut7s0RIAAAQIZBARwhimp8YWAO1HbggCB3AIC+Mj8hMcRdosSIEAgkIAADjQMpRAgQKCiwM5bjp1rzc5KAM8KOp4AAQIECAwICOABNIcQIECAAIFZAQE8K+j45AKZHlglp1Y+AQK/CAjg4xtCABwfgQIIECBwQEAAH0DvtKTLi07TPt+r/XZ+Biq4LiCAr1t5JQECBAgQWCYggJdRBj5RoD+9FlhJaZMC7j4nAR3eTkAAtxv58w17I37e2AoECOQXSBHA3tDzbzQdECBAgMCvAikC2NAIECBA4KyAG6H1/gsD+OfxGNX6UTkjAQIECFQSWBjAlVjme3EJMm/oDAQIEKgq8JERArjqdPVFoJuAb/t3m3j6fgVw+hFqgACBOQHPq+b8HD0qIIBH5bof526jxg4wxxpz1EVKAQGccmyKJkCAAIEwAoMXsgI4zAQVQoAAAQKdBARwp2nrlQABAgTCCAjgMKNQCAECBAh0EhDAnaatVwIECBAIIyCAw4xCIQQIECDQSUAAd5q2XgkQIEAgjIAADjMKhRAgQIBAJwEB3GnaeiUwJeAvRk3xOZjAPwQEsC1BgAABAgQOCAjgA+iWJECAQE4BT0FWzq1JANs0KzeNcxEgQIDAvECTAJ6HcobgAoN/izV4V8ojQKCwgAAuPFytESBAgEBcAQEcdzYqI0CAAIHCAgI47HB9bh12NAojQIDAAgEBvADRKQgQIECAwF2BIwHs3u7umMZe/9bZF5fGYB1FIKDA25/3gDV3L+lIAHdH1z8BAgQIEBDA9gABAgQIEDggIIAPoFsysIDH8oGHozQCdQQ+PjIQwHXmqRMCBAgQSCQggBMNK2+pvh6Sd3bzlZv+vKEz1BQQwHfn6hHlXTGvJ0CAAIEXArkCWPjZxAQIECBQRCBXAH+GLpiLbEdtECBAoI9AjQDuMy+dEiBAgEARAQFcZJDaIECgioCvrVWZ5Ls+BPA7If9OgAABAgQeEBDAD6A6ZS8B9yu95q1bAqsEBPAqSechQIAAAQI3BATwx58D+/bt28cXqf1HgAABAgR2CQjgXdLWIUCAAAECPwkIYNuBAAECBAgcEBDAB9AtGUzAH3IJNhDlEOghIIB7zFmXBBYI+LbEAkSnIPCXgAC2GQgQIECAwAEBAXwA3ZIECBAgQEAA2wOJBDwCTTEsn6mnGFOWIod/6hPsQwGcZReqkwABAgRKCQjgUuPUDIHVAsP3H6sLcT4C5QQEcLmRaogAAQIEZgV2XHoK4NkpOZ4AAQIECAwICOABNIcQIECAAIFZAQE8K+h4AlsEdjwQ29KIRQgQ+FNAANsKBAgQeCngosfGeFZAAD/rG/Ls3lb2j4X5fnMrEoguIICjT0h9BE4LJPiDBqeJ4qzvUi/OLN5XIoDfG3kFAQKPCQiMx2i/OrGLqiPs/1xUAN8dg417V8zrCRAgQOCFQMMAdsXtJ4EAAQIEzgs0DODz6CogQIAAAQICeOEecG+9ENOpCBCII+Cjt0dmIYAfYXVSAgQIECDwtYAAtkMIECBAgMABAQF8AN2SBKYFPBKcJnQCAqcFBPDpCVifAAECBFoKCOCWY9c0AQIECIwLrPnKrQAen4AjCRAgQIDAsIAA9lna8OZxIAECBAiMCwjgcTtHEiBAgACBYQEBPEznQAJfC6z5lIgyAQJVBQTw5sl6U94MbjkCBAgEFRDAQQejLAIE7gi4tL2j5bUxBARwjDmoggABAgSaCQjgZgPXLoHWAn7rofX4ozUvgKNNpFU9Hhu2GrdmCRD4RUAA2xAECAQXeOhCLdHd8EMCwedevzwBXH/GOiRA4J1AojB+14p/zyMggPPMSqUECBAgUEggSAB7wFJoT2mFAAECBC4IBAngC5V6CQECBAgQKCQggAsNUyt/Cvg8z1YgQCCBgABOMCQlEiBAgEA9AQFcb6Y6IkCgrUDt79NU6y54AFfjbvuuoHECFwT8vF9A8pJCAsEDuJC0VggQIECAwE8CAth2iCPgy1NxZqESAgQeFxDAjxNbgACBzwU8drY7+goI4L6z1zkBAkUFXNbkGKwAzjEnVRIgUF3ARzDVJ/xbfwK43cg1TIAAAQIRBATwqikEvHr1GGrVcJ2HAAEC6wUE8HpTZySwSMAl1CJIpyEQUuB4AHuLCbkvFEWAAAECDwscD+CH+3N6AgQIECAQUkAAhxyLoggQIECguoAArj5h/REg8Fog4BcnjaqXgADuNW/dEiBAoLRApu8VCeDSW1FzBAgQIBBVQABHnYy6CBBoIZDpjq3FQDY2KYA3YluKAAECBAj8EBDA9gIBAgQIEDggIIAPoFuSAAECMQQ8AD85BwF8Ut/aBE4L+FWc0xOwfmMBAdx4+FonQIAAgXMCAvic/dTKHhxN8TmYAAECxwUE8PERKIAAAQIEOgoI4I5TD9Oz+/gwo1AIAQLbBQTwdnILEiBAgMCHQPdLcAHs54AAAQIECBwQEMAH0C2ZX6D7lXv+CeqAwHkBAXx+BiogQIDAkIALwSG2MAcJ4DCjUAgBAlsF/BGSrdwW+10gbwD74bGfCRAgQCCxQN4AToyudAIECBC4IFD8RksAX9gDXkKAQDUBn55Wm2jGfgRwxqmpmQABAgTSCwjg9CPUAIHkAsUfM8aejicBJ+fzP38k3XY0txYYAAAAAElFTkSuQmCC" 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" 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