<snapdata remixID="11990727"><project name="rhino conditional loops" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="rhino conditional loops"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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" 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