<snapdata remixID="11143739"><project name="Dec 04 winter 2022" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>Click: &#xD;    1 - for a red square&#xD;    2 - for an orange triangle&#xD;    3 - for a yellow diamond&#xD;    4 - for a green pentagon&#xD;    5 - for a blue parallelogram &#xD;    6 - for a purple star</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Dec 04 winter 2022"><notes>Click: &#xD;    1 - for a red square&#xD;    2 - for an orange triangle&#xD;    3 - for a yellow diamond&#xD;    4 - for a green pentagon&#xD;    5 - for a blue parallelogram &#xD;    6 - for a purple star</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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