<snapdata remixID="11774962"><project name=" U2L1-NumberGuessing project" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name=" U2L1-NumberGuessing project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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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