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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="120" y="100" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,184,175,1" 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="16" y="21.166666666666742"><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="13" y="482.16666666666674"><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="302" y="15.166666666666742"><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="294" y="288.16666666666674"><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="573" y="11.166666666666742"><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="886" y="13.333333333333371"><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><script x="590" y="369.33333333333337"><block s="receiveKey"><l><option>7</option></l><list></list><comment w="90" collapsed="false">This code is for decagon.</comment></block><block s="gotoXY"><l></l><l>140</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>152,143,255,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>50</l></block></script></block><block s="up"></block></script><script x="1004" y="710.1666666666667"><block s="clear"></block></script><script x="325" y="582.3333333333334"><block s="receiveGo"><comment w="90" collapsed="false">This code is for circle.</comment></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="turn"><l>10</l></block><block s="forward"><l>10</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2.1" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>