<snapdata remixID="9979364"><project name="Eduarda Silva: 12/9/20: SP-Lesson 3.2: Combining Loops and Conditionals&#xD;" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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id="2"><item><costume name="bg" center-x="240" center-y="180" 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