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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-119.0983005625053" y="-145.10565162951536" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,75,26,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="303" y="107.16666666666671"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="false">This code is for square.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>41,73,255,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script><script x="544" y="296.16666666666674"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="false">This code is for triangle.</comment></block><block s="gotoXY"><l>-120</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script><script x="296" y="432.16666666666674"><block s="clear"></block></script><script x="720" y="47.16666666666674"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="false">This code is for diamond</comment></block><block s="gotoXY"><l>70</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>255,26,243,1</color></block><block s="setSize"><l>4</l></block><block s="turn"><l>45</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script><script x="19" y="19.166666666666742"><block s="receiveKey"><l><option>4</option></l><list></list><comment w="90" collapsed="false">This code is for pentagon</comment></block><block s="gotoXY"><l>-150</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>255,75,26,1</color></block><block s="setSize"><l>4</l></block><block s="turn"><l>72</l></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script><script x="39" y="355.16666666666674"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="false">This code is for parallelogram</comment></block><block s="gotoXY"><l>120</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>0,184,175,1</color></block><block s="setSize"><l>4</l></block><block s="forward"><l>100</l></block><block s="turn"><l>-90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>-90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="up"></block></script><script x="917" y="123.33333333333337"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="false">This code is for 5 pointed star</comment></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>0,26,41,1</color></block><block s="setSize"><l>4</l></block><block s="turnLeft"><l>-200</l></block><block s="forward"><l>121</l></block><block s="turn"><l>150</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>-270</l></block><block s="forward"><l>100</l></block><block s="turn"><l>150</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>-270</l></block><block s="forward"><l>100</l></block><block s="turn"><l>150</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>80</l></block><block s="forward"><l>100</l></block><block s="turn"><l>150</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>-270</l></block><block s="forward"><l>100</l></block><block s="turn"><l>150</l></block><block s="forward"><l>115</l></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.0" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>