<snapdata remixID="14791421"><project name="Transversing Day 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Transversing Day 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="isOdd?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportModulus"><block s="reportListItem"><block var="i"/><block var="practiceList"/></block><l>2</l></block><l>0</l></list></block></block></block></script></block-definition></blocks><primitives></primitives><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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