<snapdata remixID="8520938"><project name="Lab Unit 1-C Squares &amp; Triangles" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="-2.2737367544323206e-13" y="-1.7053025658242404e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="444" y="86"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="30" y="30"><block s="receiveGo"></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="doSayFor"><l>Make one of us move by pressing 1-6!</l><l>2</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>1</option></l></block><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><l>90</l></block></script></block><block s="doSayFor"><l>Square</l><l>2</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>2</option></l></block><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="doSayFor"><l>Equilateral Triangle</l><l>2</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>3</option></l></block><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><l>45</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><l>75</l></block></script></block><block s="doSayFor"><l>diamond</l><l>2</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>4</option></l></block><script><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>60</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block></script></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>5</option></l></block><script><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="turn"><l>60</l></block></script></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>6</option></l></block><script><block s="gotoXY"><l>-8</l><l>179</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>38</l><l>44</l></block><block s="doGlide"><l>1</l><l>174</l><l>44</l></block><block s="doGlide"><l>1</l><l>67</l><l>-37</l></block><block s="doGlide"><l>1</l><l>107</l><l>-170</l></block><block s="doGlide"><l>1</l><l>-8</l><l>-90</l></block><block s="doGlide"><l>1</l><l>-124</l><l>-169</l></block><block s="doGlide"><l>1</l><l>-84</l><l>-36</l></block><block s="doGlide"><l>1</l><l>-192</l><l>44</l></block><block s="doGlide"><l>1</l><l>-54</l><l>44</l></block><block s="doGlide"><l>1</l><l>-8</l><l>179</l></block><block s="up"></block><block s="doSayFor"><l>Here&apos;s my special, a Star!</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>0</l><l>0</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab Unit 1-C Squares & Triangles" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>