<snapdata remixID="10255930"><project name="Procedure 1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></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" 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" 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var="tempNum"/><block var="tempDigit"/></block></block><block s="doSetVar"><l>tempNum</l><block s="reportQuotient"><block var="tempNum"/><l>10</l></block></block><block s="doIfElse"><block s="reportGreaterThan"><block var="tempDigit"/><l>4</l></block><script><block s="doSayFor"><block s="reportSum"><block var="tempNum"/><l>1</l></block><l>2</l></block></script><script><block s="doSayFor"><block var="tempNum"/><l>2</l></block></script></block></script></block-definition></blocks><variables><variable name="tempNum"><l>0</l></variable><variable name="tempDigit"><l>0</l></variable></variables></project><media name="Procedure 1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>