<snapdata remixID="11311601"><project name="reverse guess my number" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="reverse guess my number"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="start" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="set" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Range</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>tries</l><l>0</l></block><block s="doDeleteFromList"><l><option>all</option></l><block var="Range"/></block><block s="doAsk"><l>Which number do you want to be the maximum?</l></block><block s="doSetVar"><l>Range</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Low ROG</l><l>1</l></block><block s="doSetVar"><l>High ROG</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="Low ROG"/><block var="High ROG"/></block><l>2</l></block></block><block var="Range"/></block><block s="doSayFor"><block s="reportListItem"><l>1</l><block var="Range"/></block><l>5</l></block></script></block-definition><block-definition s="low" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Low ROG</l><block s="reportListItem"><l><option>last</option></l><block var="Range"/></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="Low ROG"/><block var="High ROG"/></block><l>2</l></block></block><block var="Range"/></block><block s="doSayFor"><block s="reportListItem"><l><option>any</option></l><block var="Range"/></block><l>2</l></block></script></block-definition><block-definition s="high" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>High ROG</l><block s="reportListItem"><l><option>last</option></l><block var="Range"/></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="Low ROG"/><block var="High ROG"/></block><l>2</l></block></block><block var="Range"/></block><block s="doSayFor"><block s="reportListItem"><l><option>last</option></l><block var="Range"/></block><l>2</l></block></script></block-definition><block-definition s="end" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForEach"><l>item</l><block var="Range"/><script><block s="doChangeVar"><l>tries</l><l>1</l></block></script></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Click the green flag to play again</l><l>2</l></block></script><script><block s="doAsk"><l>Do you want to know how I work?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>This program uses the Binary Search Algorithm</l><l>2</l></block><block s="doSayFor"><l>My initial guess will be the middle value in the list</l><l>2</l></block><block s="doSayFor"><l>If my initial guess is too high or too low, i cut the possible guesses in half</l><l>2</l></block><block s="doSayFor"><l>I then repeat this process until I guess correctly!</l><l>2</l></block></script></block></script></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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" mediaID="Sprite(3)_cst_Screen Shot 2022-03-06 at 6"/><costume name="Screen Shot 2022-02-28 at 11" center-x="148" center-y="81" 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" 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" 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