<snapdata remixID="9498418"><project name="Shapes" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="7,4,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.000000000000142"><block s="receiveKey"><l><option>1</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>1</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>Square</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>4</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></block></script><script x="20" y="379.1666666666662"><block s="receiveKey"><l><option>6</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>15</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>Star</l></block><block s="down"></block><block s="turnLeft"><l>54</l></block><block s="setColor"><color>242,160,255,1</color></block><block s="doRepeat"><l>5</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>252</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="868.3333333333331"><block s="receiveKey"><l><option>7</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>20</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>Weird uneven star</l></block><block s="down"></block><block s="turnLeft"><l>54</l></block><block s="setColor"><color>7,4,0,1</color></block><block s="doRepeat"><l>5</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>252</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="1357.4999999999998"><block s="receiveKey"><l><option>d</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>10</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>DiamondDiamiond (Kinda Gemlike, a Decagon)</l></block><block s="down"></block><block s="setColor"><color>0,186,149,1</color></block><block s="doRepeat"><l>10</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="1758.6666666666663"><block s="receiveKey"><l><option>4</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>7</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>Pentagon</l></block><block s="down"></block><block s="setColor"><color>247,0,253,1</color></block><block s="doRepeat"><l>5</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></block></script><script x="20" y="2117.833333333333"><block s="receiveKey"><l><option>3</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>17.5</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="bubble"><l>Diamond (Like a Rhombus, press d for a diamond diamond)</l></block><block s="down"></block><block s="setColor"><color>51,34,255,1</color></block><block s="turn"><l>60</l></block><block s="createClone"><l><option>myself</option></l></block><block s="doRepeat"><l>2</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="setHeading"><l>90</l></block></script></block></script><script x="20" y="2607.999999999999"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="bubble"><l></l></block><block s="show"></block><block s="doSetVar"><l>draw</l><l>true</l></block><block s="clear"></block><block s="doSayFor"><l>Welcome to Shapes.</l><l>2</l></block><block s="doSayFor"><l>Press Space to clear</l><l>2</l></block><block s="doSayFor"><l>Pressing 1-7 will draw shapes</l><l>2</l></block><block s="doSayFor"><l>Some shapes have extra text</l><l>2</l></block><block s="doSayFor"><l>displaying while they draw.</l><l>2</l></block><block s="doSayFor"><l>When extra text is displayed,</l><l>2</l></block><block s="doSayFor"><l>the program will wait until it&apos;s gone to draw more.</l><l>2</l></block><block s="hide"></block></script><script x="20" y="2946.499999999999"><block s="receiveOnClone"></block><block s="up"></block><block s="doSetVar"><l>draw</l><l>false</l></block><block s="show"></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>100</l></block><block s="bubble"><l>Diamond (Like a Rhombus, press d for a diamond diamond)</l></block><block s="doWait"><l>3</l></block><block s="doSetVar"><l>draw</l><l>true</l></block><block s="removeClone"></block></script><script x="20" y="3197.833333333333"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="20" y="3309.6666666666656"><block s="receiveKey"><l><option>2</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>3</l></block><block s="show"></block><block s="bubble"><l>Equilateral Triangle</l></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="down"></block><block s="setColor"><color>236,165,0,1</color></block><block s="doRepeat"><l>3</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></block></script><script x="20" y="3668.833333333333"><block s="receiveKey"><l><option>5</option></l></block><block s="doIf"><block s="reportEquals"><block var="draw"/><l>true</l></block><script><block s="setSize"><l>5</l></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setEffect"><l><option>ghost</option></l><l>80</l></block><block s="down"></block><block s="setColor"><color>32,238,0,1</color></block><block s="doDeclareVariables"><list><l>a</l><l>b</l></list></block><block s="doSetVar"><l>a</l><block s="reportRandom"><l>1</l><l>179</l></block></block><block s="doSetVar"><l>b</l><block s="reportDifference"><l>180</l><block var="a"/></block></block><block s="doRepeat"><l>2</l><script><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><block var="a"/></block><block s="doWait"><l>.25</l></block><block s="forward"><l>100</l></block><block s="turn"><block var="b"/></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></block></script></scripts></sprite><watcher var="draw" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="draw"><l>true</l></variable></variables></project><media name="Shapes" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>