<snapdata remixID="11664692"><project name="NumberGuessing_Pieces_Harsha" 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="NumberGuessing_Pieces_Harsha"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Hat Block" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Number Guessing Game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What is lower range?</l></block><block s="doSetVar"><l>lowRange</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is higher range</l></block><block s="doSetVar"><l>highRange</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Secret Number</l><block s="reportRandom"><block var="lowRange"/><block var="highRange"/></block></block><block s="doSetVar"><l>Attempts</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="Secret Number"/></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>My number is between </l><block var="lowRange"/><l> and </l><block var="highRange"/></list></block><l>2</l></block><block s="doAsk"><l>Now whats my number!?</l></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="Secret Number"/></block><block s="reportLessThan"><block var="lowRange"/><block s="getLastAnswer"></block></block></block><script><block s="doSayFor"><l>Too low</l><l>1.5</l></block><block s="doSetVar"><l>lowRange</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Attempts</l><block s="reportVariadicSum"><list><block var="Attempts"/><l>1</l></list></block></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="Secret Number"/></block><block s="reportGreaterThan"><block var="highRange"/><block s="getLastAnswer"></block></block></block><script><block s="doSayFor"><l>Too high</l><l>1.5</l></block><block s="doSetVar"><l>highRange</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>Attempts</l><block s="reportVariadicSum"><list><block var="Attempts"/><l>1</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="Secret Number"/><block s="getLastAnswer"></block></block><script><block s="doSayFor"><l>You guessed it!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>It took you </l><block var="Attempts"/><l> tries</l></list></block><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="lowRange"/></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="highRange"/></block></block><script><block s="doSayFor"><l>You are out of range!!</l><l>2</l></block><block s="doSetVar"><l>Attempts</l><block 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" mediaID="Sprite(2)_cst_APCSP_Start button"/><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Sprite(2)_cst_Untitled"/></media></snapdata>