<snapdata remixID="14907692"><project name="12/09/25 Guessing game BinarySearch" 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="12/09/25 Guessing game BinarySearch"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></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="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="397.9999999999993" y="10.000000000000014"><block s="receiveMessage"><l>anger</l><list></list></block><block s="doSayFor"><l>WRONG WRONG WRONG WRONG WRONG WRONG RWONG WRONG</l><l>2</l></block></script><script x="30" y="43.74999999999916"><block s="receiveGo"></block><block s="doSetVar"><l>randomNumber</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doForever"><script><block s="doAsk"><l>Guess my number</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="randomNumber"/></list></block><script><block s="doBroadcast"><l>correct</l><list></list></block><block s="doSayFor"><l>u got it right!!!!!</l><l>2</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doBroadcast"><l>anger</l><list></list></block><block s="doRepeat"><l>100</l><script><block s="gotoXY"><block s="reportRandom"><l>-10</l><l>10</l></block><block s="reportRandom"><l>-10</l><l>10</l></block></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doWait"><l>0.5</l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="randomNumber"/><block s="getLastAnswer"></block></list></block><script><block s="doSayFor"><l>my number is higher than that.</l><l>2</l></block></script><script><block s="doSayFor"><l>my number is lower than that.</l><l>2</l></block></script></block><block s="doWait"><l>0.5</l></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-60" y="20" heading="90" scale="0.010000000000000214" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="0,178.5,157.07999999999996,1" pen="tip" id="101"><costumes><list id="102"><item><ref mediaID="12/09/25 Guessing game BinarySearch_Sprite(2)_cst_Screenshot 2025-10-24 9"></ref></item><item><ref mediaID="12/09/25 Guessing game BinarySearch_Sprite(2)_cst_2025_10_24_0f9_Kleki"></ref></item></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="241" y="102.33333333333337"><block s="receiveMessage"><l>correct</l><list></list></block><block s="gotoXY"><l>-60</l><l>20</l></block><block s="doRepeat"><l>100</l><script><block s="setScale"><block s="reportVariadicSum"><list><block s="getScale"></block><l>1</l></list></block></block></script></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>20</l><script><block s="setScale"><block s="reportVariadicSum"><list><block s="getScale"></block><l>-5</l></list></block></block></script></block></script><script x="441" y="87.33333333333334"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>1</l></block></script><script x="14" y="144.33333333333334"><block s="reportVariadicProduct"><list><l></l><l></l></list></block></script></scripts></sprite><watcher var="randomNumber" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="randomNumber"><l>3</l></variable></variables></scene></scenes></project><media name="12/09/25 Guessing game BinarySearch" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Screenshot 2025-10-24 9" center-x="65" center-y="70.5" image="data:image/png;base64,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" mediaID="12/09/25 Guessing game BinarySearch_Sprite(2)_cst_Screenshot 2025-10-24 9"/><costume name="2025_10_24_0f9_Kleki" center-x="65" center-y="70.5" image="data:image/png;base64,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" mediaID="12/09/25 Guessing game BinarySearch_Sprite(2)_cst_2025_10_24_0f9_Kleki"/></media></snapdata>