<snapdata remixID="10613215"><project name="Lab 1.3: Squares and Triangles and Stars, Oh, My!" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></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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</pentrails><costumes><list 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s="turnLeft"><l>90</l></block><block s="bubble"><l>square</l></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block><block s="up"></block></script><script x="234" y="10"><block s="receiveKey"><l><option>2</option></l></block><block s="gotoXY"><l>-70</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="bubble"><l>triangle</l></block><block s="up"></block></script><script x="411" y="16"><block s="receiveKey"><l><option>3</option></l></block><block s="gotoXY"><l>-170</l><l>-150</l></block><block s="setHeading"><l>45</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block 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s="setHeading"><l>90</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>150</l></block><block s="turnLeft"><l>120</l></block><block s="bubble"><l>parallogram</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 1.3: Squares and Triangles and Stars, Oh, My!" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>