<snapdata remixID="10575753"><project name="Nelli Margaryan - Lab 1.3" app="Snap! 6, https://snap.berkeley.edu" version="1"><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><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" scheduled="false" 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