<snapdata remixID="10711026"><project name="1.3 Squares and Triangles and Stars, Oh, My!_roselynsaula" 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="-160.006969433108" y="-124.76972586352866" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,10,1" 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="24" y="181.83333333333334"><block s="turn"><l></l></block></script><script x="27" y="307.83333333333337"><block s="turnLeft"><l>120</l></block></script><script x="36" y="413.83333333333337"><block s="forward"><l>100</l></block></script><script x="10" y="467.83333333333337"><block s="turnLeft"><l>60</l></block></script><script x="200" y="308.83333333333337"><block s="down"></block><block s="setColor"><color>255,20,193,1</color></block><block s="doSayFor"><l>Square </l><l>2</l></block><block s="doRepeat"><l>4</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>180</l></block></script></block></script><script x="202" y="11.499999999999915"><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>0,255,10,1</color></block><block s="doSayFor"><l>equailateral triangle </l><l>2</l></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block></script></block></script><comment x="86" y="20" w="90" collapsed="false">This scripting area is a mess.&#xD;&#xD;Right click somewhere here in the scripting area and then select &quot;clean up.&quot;</comment><script x="548" y="296"><block s="receiveKey"><l><option>3</option></l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>22,255,249,1</color></block><block s="doSayFor"><l>star</l><l>2</l></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block></script></block></script><script x="539" y="48.00000000000003"><block s="receiveKey"><l><option>4</option></l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>193,0,201,1</color></block><block s="doSayFor"><l>tiny triangle</l><l>2</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block></script></block></script><script x="362" y="116.49999999999991"><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doSayFor"><l>Pentagon </l><l>2</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="forward"><l>50</l></block></script></block></script><script x="65" y="241.00000000000003"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="1.3 Squares and Triangles and Stars, Oh, My!_roselynsaula" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>