<snapdata remixID="10496426"><project name="Lab 1.3" 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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x="491" y="47"><block s="receiveKey"><l><option>3</option></l></block><block s="setSize"><l>5</l></block><block s="setColor"><color>8,153,0,1</color></block><block s="gotoXY"><l>-190</l><l>-128</l></block><block s="doSayFor"><l>Diamond</l><l>1</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>110</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>70</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>110</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>70</l></block><block s="up"></block></script><script x="714" y="43"><block s="receiveKey"><l><option>4</option></l></block><block s="setSize"><l>7</l></block><block s="setColor"><color>214,0,96,1</color></block><block s="gotoXY"><l>-55</l><l>-118</l></block><block s="doSayFor"><l>Pentagon</l><l>1</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="up"></block></script><script x="953" y="48.00000000000003"><block s="receiveKey"><l><option>5</option></l></block><block s="setSize"><l>8</l></block><block s="setColor"><color>41,11,0,1</color></block><block s="gotoXY"><l>111</l><l>-80</l></block><block s="doSayFor"><l>Parallelogram</l><l>1</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>110</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>70</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>110</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>70</l></block><block s="up"></block></script><script x="258" y="388"><block s="receiveKey"><l><option>6</option></l></block><block s="setSize"><l>2</l></block><block s="setColor"><color>0,138,133,1</color></block><block s="gotoXY"><l>-188</l><l>53</l></block><block s="doSayFor"><l>Star</l><l>1</l></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</l></block><block s="forward"><l>100</l></block><block s="turn"><l>144</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" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>