<snapdata remixID="13707337"><project name="1000" app="Snap! 10, https://snap.berkeley.edu" 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select="1"><scene name="1000"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" 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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="0" y="0" heading="108" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,194,235,1" 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="558" y="10"><block s="receiveKey"><l><option>3</option></l><list></list><comment w="90" collapsed="true">Diamond</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="setSize"><l>4</l></block><block s="setColor"><color>0,22,204,1</color></block><block s="turn"><l>45</l></block><block s="doRepeat"><l>4</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block></script><script x="301" y="17"><block s="receiveKey"><l><option>2</option></l><list></list><comment w="90" collapsed="true">Equilateral Tria</comment></block><block s="gotoXY"><l>-30</l><l>50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>117,230,0,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>3</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block></script><script x="481" y="665.3333333333334"><block s="clear"></block></script><script x="289" y="311.33333333333337"><block s="receiveGo"><comment w="90" collapsed="true">Circle</comment></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>10</l></block><block s="turn"><l>10</l></block></script></block></script><script x="37" y="18"><block s="receiveKey"><l><option>1</option></l><list></list><comment w="90" collapsed="true">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>225,14,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block></script><script x="30" y="290"><block s="receiveKey"><l><option>5</option></l><list></list><comment w="90" collapsed="true">Parallelogram</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>0,194,235,1</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="507" y="363.33333333333337"><block s="receiveGo"><comment w="90" collapsed="true">Decagon</comment></block><block s="down"></block><block s="setColor"><color>230,240,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block></script><script x="737" y="82"><block s="receiveKey"><l><option>6</option></l><list></list><comment w="90" collapsed="true">Five Pointed star</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>0,2,15,1</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="243" y="480"><block s="receiveKey"><l><option>4</option></l><list></list><comment w="90" collapsed="true">pentagon</comment></block><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>pentagon</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="1000" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>