<snapdata remixID="12795076"><project name="Lab 1.3 Squares Triangles and Stars" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 1.3 Squares Triangles and Stars"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-90" y="-100" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,251,105,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_FREE-Eraser-Clipart-with-outline-WM"></ref></item><item><ref mediaID="Sprite_cst_download-removebg-preview "></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="8" y="542.7204301075274"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><script x="894.7096774193549" y="435.66666666666663"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="897.5483870967743" y="384.391397849462"><block s="doWait"><l>0.25</l></block></script><script x="895.3032258064517" y="334.49462365591353"><block s="turnLeft"><l>90</l></block></script><script x="902.1677419354841" y="292.6430107526879"><block s="forward"><l>50</l></block></script><script x="897.0580645161292" y="252.89677419354842"><block s="show"></block></script><script x="972.9290322580646" y="257.2967741935489"><block s="hide"></block></script><script x="972.9290322580646" y="206.6967741935489"><block s="bubble"><l></l></block></script><script x="974.5290322580646" y="156.23010752688225"><block s="up"></block></script><script x="889.6774193548388" y="105.87311827956978"><block s="setSize"><l>12</l></block></script><script x="892.8774193548388" y="64.07311827956978"><block s="setColor"><color>53,76,255,1</color></block></script><script x="28.2" y="20.866666666666674"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>-120</l><l>60</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="doSayFor"><l>Hello! Welcome to my game</l><l>2</l></block><block s="doSayFor"><l>Press space to clear the screen</l><l>2</l></block><block s="doSayFor"><l>Press 1 to draw a Square</l><l>2</l></block><block s="doSayFor"><l>Press 2 to draw a Triangle</l><l>2</l></block><block s="doSayFor"><l>Press 3 to draw a Pentagon</l><l>2</l></block><block s="doSayFor"><l>Press 4 to draw a Star</l><l>2</l></block></script><script x="733.2967741935485" y="19.8"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="gotoXY"><l>-90</l><l>-100</l></block><block s="setColor"><color>255,251,105,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="setHeading"><l>0</l></block></script><script x="583.6967741935484" y="17.4"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="gotoXY"><l>150</l><l>30</l></block><block s="setColor"><color>87,255,40,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="setHeading"><l>0</l></block></script><script x="435.6967741935485" y="17.4"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="gotoXY"><l>30</l><l>-90</l></block><block s="setColor"><color>255,15,243,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="setHeading"><l>0</l></block></script><script x="286.70967741935493" y="15.2"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="show"></block><block s="bubble"><l>Square</l></block><block s="gotoXY"><l>-45</l><l>15</l></block><block s="setColor"><color>53,76,255,1</color></block><block s="setSize"><l>7</l></block><block s="down"></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block><block s="setHeading"><l>0</l></block></script><script x="890.1677419354841" y="207.98279569892458"><block s="bubble"><l>Square</l></block></script><script x="892.7225806451613" y="153.3247311827955"><block s="down"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 1.3 Squares Triangles and Stars" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="FREE-Eraser-Clipart-with-outline-WM" center-x="180" center-y="180" image="data:image/png;base64,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" mediaID="Sprite_cst_FREE-Eraser-Clipart-with-outline-WM"/><costume name="download-removebg-preview " center-x="123" center-y="102" image="data:image/png;base64,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" mediaID="Sprite_cst_download-removebg-preview "/></media></snapdata>