<snapdata remixID="10776435"><project name="drawing shapes again 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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite" idx="1" x="0" y="-100" heading="145" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="6,12,0,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>0</l></block></script><script x="24" y="149.99999999999991"><block s="receiveKey"><l><option>1</option></l></block><block s="doSayFor"><l>sqaure</l><l>2</l></block><custom-block s="draw square"></custom-block></script><script x="23" y="264.66666666666697"><block s="receiveKey"><l><option>2</option></l></block><block s="doSayFor"><l>Hexagon</l><l>2</l></block><custom-block s="draw hexagon"></custom-block></script><script x="27" y="369.66666666666674"><block s="receiveKey"><l><option>3</option></l></block><block s="doSayFor"><l>triangle</l><l>2</l></block><custom-block s="draw triangle"></custom-block></script><script x="26" y="493.66666666666674"><block s="receiveKey"><l><option>4</option></l></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><custom-block s="draw pentagon"></custom-block></script><script x="196" y="31.833333333333513"><block s="receiveKey"><l><option>5</option></l></block><block s="doSayFor"><l>Rhombos</l><l>2</l></block><custom-block s="draw rhombus"></custom-block></script><script x="208" y="139.66666666666674"><block s="receiveKey"><l><option>6</option></l></block><block s="doSayFor"><l>parrallelgram</l><l>2</l></block><custom-block s="draw parrallelgram"></custom-block></script><script x="231" y="255.66666666666674"><block s="receiveKey"><l><option>7</option></l></block><block s="doSayFor"><l>decagon</l><l>2</l></block><custom-block s="draw decagon"></custom-block></script><script x="222" y="366.33333333333337"><block s="receiveKey"><l><option>8</option></l></block><block s="doSayFor"><l>circle</l><l>2</l></block><custom-block s="draw circle"></custom-block></script><script x="222" y="479.66666666666674"><block s="receiveKey"><l><option>9</option></l></block><block s="doSayFor"><l>star</l><l>2</l></block><custom-block s="draw star"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-150</l><l>100</l></block><block s="setColor"><color>44,252,0,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw hexagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-75</l><l>100</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>40</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>50</l><l>100</l></block><block s="setColor"><color>2,2,231,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw pentagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>255,75,219,1</color></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>73</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw rhombus" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-90</l><l>0</l></block><block s="setColor"><color>255,156,99,1</color></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw parrallelgram" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>201,0,17,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>80</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw decagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>-175</l><l>-75</l></block><block s="setColor"><color>22,0,189,1</color></block><block s="doRepeat"><l>50</l><script><block s="down"></block><block s="turn"><l>10</l></block><block s="forward"><l>10</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw star" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>-100</l></block><block s="up"></block><block s="setColor"><color>6,12,0,1</color></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="forward"><l>40</l></block><block s="turn"><l>252</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>40</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="drawing shapes again 3" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>