<snapdata remixID="11368020"><project name="Calling snap procedures rounding" 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="Calling snap procedures rounding"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="numberRounded roundNum %&apos;number&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>tempNum</l><block s="reportVariadicProduct"><list><block var="number"/><l>10</l></list></block></block><block s="doSetVar"><l>tempDigit</l><block s="reportModulus"><block var="tempNum"/><l>10</l></block></block><block s="doSetVar"><l>tempNum</l><block s="reportDifference"><block 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="reportVariadicSum"><list><block var="tempNum"/><l>1</l></list></block><l>2</l></block></script><script><block s="doSayFor"><block var="tempNum"/><l>2</l></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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