<snapdata remixID="12895948"><project name="number guesser" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="number guesser"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Computer" 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="12"><costumes><list id="13"><item><ref mediaID="Computer_cst_alonzo "></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="doDeclareVariables"><list><l>Secret</l><l>Guesses</l></list></block><block s="doShowVar"><l>Guesses</l></block><block s="doSetVar"><l>Secret</l><block s="reportRandom"><l>1</l><l>100</l></block><comment w="228" collapsed="false">Initialization of the variable</comment></block><block s="doSetVar"><l>Guesses</l><l>0</l></block><block s="doAsk"><l>I&apos;m thinking of a number between 1 and 100, guess</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Secret"/><block s="getLastAnswer"></block></list></block><script><block s="doSetVar"><l>Guesses</l><block s="reportVariadicSum"><list><block var="Guesses"/><l>1</l></list></block></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="Secret"/><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>Higher</l><l>2</l></block></script><script><block s="doSayFor"><l>Lower</l><l>2</l></block></script></block><block s="doAsk"><l>Guess again</l></block></script></block><block s="doSayFor"><l>Congrats you got it</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>It took you</l><l> </l><block var="Guesses"/><l> </l><l>guesses.</l></list></block><block var="yes"/></block><block s="doHideVar"><l>Guesses</l></block></script><script x="24.999999999999943" y="474.1666666666665"><block s="reportQuotient"><l></l><l>2</l></block></script><script x="18.999999999999943" y="437.33333333333417"><block s="doAsk"><l></l></block></script><script x="170.99999999999994" y="421.00000000000045"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doDeclareVariables"><list><l>Highest number</l><l>Lowest number</l><l>Guess</l></list></block><block s="doAsk"><l>what&apos;s your name?</l></block><block s="doAsk"><l>What do you want the highest number to be</l></block><block s="doSetVar"><l>Lowest number</l><l>1</l></block><block s="doSetVar"><l>Highest number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>yes</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="yes"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSetVar"><l>Guess</l><block s="reportRound"><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="Lowest number"/><block var="Highest number"/></list></block><l>2</l></block></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>My guess is </l><block var="Guess"/></list></block><l>2</l></block><block s="doAsk"><l>Am I correct?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doSayFor"><l>Got it!</l><l>2</l></block><block s="doSetVar"><l>yes</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Lower</l></list></block><script><block s="doSetVar"><l>Highest number</l><block s="reportDifference"><block var="Guess"/><l>1</l></block></block></script><script><block s="doSetVar"><l>Lowest number</l><block s="reportVariadicSum"><list><block var="Guess"/><l>1</l></list></block></block></script></block></script></block></script></block></script></scripts></sprite><watcher var="yes" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="yes"><bool>true</bool></variable></variables></scene></scenes></project><media name="number guesser" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="alonzo " center-x="73" center-y="86" image="data:image/png;base64,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" mediaID="Computer_cst_alonzo "/></media></snapdata>