<snapdata remixID="10655072"><project name="garf guessing game" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>he laughs at your incompetence. weep, i dare you. it changes nothing in perspective of your outcome.</notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="the garf" idx="1" x="-9" y="-3.3515662947199303" heading="90" scale="1.2" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="178.5,42.839999999999996,0,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="64.5" center-y="54.5" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="10"><block s="receiveMessage"><l>GameStart</l></block><block s="doSayFor"><l>welcome to my garf-tastic guessing game</l><l>2</l></block><block s="doRepeat"><l>5</l><script><block s="doAsk"><l>i am thinking of a number  between 1 and 10. what number am i thinking of?</l></block><block s="doSetVar"><l>GarfNumber</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block var="GarfNumber"/></block><block s="reportLessThanOrEquals"><block var="GarfNumber"/><l>10</l></block></block><script><block s="doIfElse"><block s="reportEquals"><block var="GarfNumber"/><l>1</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>so close! sorry buddy, but the number i was thinking of was </l><block s="reportSum"><block var="GarfNumber"/><l>1</l></block></list></block><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="GarfNumber"/><l>10</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>so close! sorry buddy, but the number i was thinking of was </l><block s="reportSum"><block var="GarfNumber"/><l>-1</l></block></list></block><l>2</l></block></script><script><block s="doSetVar"><l>AddOrSub</l><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="doIf"><block s="reportEquals"><block var="AddOrSub"/><l>1</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>so close! sorry buddy, but the number i was thinking of was </l><block s="reportSum"><block var="GarfNumber"/><l>1</l></block></list></block><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="AddOrSub"/><l>2</l></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>so close! sorry buddy, but the number i was thinking of was </l><block s="reportDifference"><block var="GarfNumber"/><l>1</l></block></list></block><l>2</l></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>that&apos;s a bogus answer, getta outta here ya clown</l><l>2</l></block></script></block></script></block><block s="doBroadcast"><l>PressSpaceTryAgain</l></block><block s="bubble"><l>yikes, bud! looks like you got a serious streak of bad luck! better luck next time!</l></block></script></scripts></sprite><sprite name="try again?" idx="3" x="42" y="-137" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,117.09599999999999,142.8,1" pen="tip" id="134"><costumes><list id="135"><item><costume name="2021_09_29_0l8_Kleki_01_Layer 1" center-x="240" center-y="15.5" image="data:image/png;base64,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" id="136"/></item></list></costumes><sounds><list struct="atomic" id="137"></list></sounds><blocks></blocks><variables></variables><scripts><script x="65" y="42.00000000000003"><block s="receiveMessage"><l>PressSpaceTryAgain</l></block><block s="show"></block></script><script x="245" y="156.00000000000003"><block s="receiveKey"><l><option>space</option></l></block><block s="hide"></block></script><script x="88" y="250.00000000000003"><block s="receiveGo"></block><block s="hide"></block></script></scripts></sprite><sprite name="title" idx="2" x="-64" y="24" heading="90" scale="1.2000000000000002" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="198.9,35.80199999999999,0,1" pen="tip" id="149"><costumes><list id="150"><item><costume name="2021_09_29_0l1_Kleki_01_Layer 1" center-x="240.5" center-y="152.5" image="data:image/png;base64,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" id="151"/></item></list></costumes><sounds><list struct="atomic" id="152"></list></sounds><blocks></blocks><variables></variables><scripts><script x="93" y="35"><block s="receiveGo"></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="show"></block><block s="goToLayer"><l><option>front</option></l></block></script><script x="251" y="38"><block s="receiveKey"><l><option>space</option></l></block><block s="doBroadcast"><l>GameStart</l></block><block s="hide"></block></script></scripts></sprite><watcher var="GarfNumber" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="GarfNumber"><l>5</l></variable><variable name="AddOrSub"><l>2</l></variable></variables></project><media name="garf guessing game" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>