<snapdata remixID="13522225"><project name="square number" 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="square number"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square of %&apos;n&apos; with %&apos;i&apos; iterations" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>low</l></list></block><block s="doDeclareVariables"><list><l>high</l></list></block><block s="doDeclareVariables"><list><l>guess</l></list></block><block s="doDeclareVariables"><list><l>square</l></list></block><block s="doSetVar"><l>low</l><l>0</l></block><block s="doSetVar"><l>high</l><block var="n"/></block><block s="doRepeat"><block var="i"/><script><block s="doSetVar"><l>guess</l><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="low"/><block var="high"/></list></block><l>2</l></block></block><block s="doSetVar"><l>square</l><block s="reportPower"><block var="guess"/><l>2</l></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="square"/><block var="n"/></list></block><script><block s="doReport"><block var="guess"/></block></script><list><block s="reportVariadicGreaterThan"><list><block var="square"/><block var="n"/></list></block><script><block s="doSetVar"><l>high</l><block var="guess"/></block></script><block s="reportVariadicLessThan"><list><block var="square"/><block var="n"/></list></block><script><block s="doSetVar"><l>low</l><block var="guess"/></block></script></list></block></script></block><block s="doReport"><block var="guess"/></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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</pentrails><costumes><list 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