<snapdata remixID="10710783"><project name="1.3 Squares and Triangles and Stars, Oh, My!_matiaorr" 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" 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(4)" idx="4" x="-275.11940298507506" y="121.58761500531007" heading="261" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,15,73,1" 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="321" y="151.23333333333335"><block s="clear"></block></script><script x="71" y="61.00000000000003"><block s="doRepeat"><l>5</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="setColor"><color>255,15,73,1</color></block><block s="down"></block><block s="setSize"><l>1</l></block></script></block><block s="doSayFor"><l>triangle</l><l>5</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-190.10735661792515" y="7.272787258409832" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="87,255,125,1" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="193.1982421875" y="74.40762329101565"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="turn"><l>45</l></block><block s="setColor"><color>87,255,125,1</color></block><block s="down"></block><block s="setSize"><l>4</l></block></script></block><block s="doSayFor"><l>star</l><l>5</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="118.83582089552239" y="133.34328358208958" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="163.2,204,0,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>space</option></l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doSayFor"><l>diamond</l><l>5</l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="77.01003058455275" y="-54.04375947286429" heading="128" scale="0.8" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="221,66,0,1" pen="tip" id="77"><costumes><list struct="atomic" id="78"></list></costumes><sounds><list struct="atomic" id="79"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="10" y="37.584134928385254" w="90" collapsed="true">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="555.2206420898438" y="366.56376546223964"><block s="clear"></block><block s="clear"></block></script><script x="255.27439880371094" y="74.26815287272129"><block s="turnLeft"><l>60</l></block><block s="doRepeat"><l>5</l><script><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="setSize"><l>1</l></block><block s="setColor"><color>221,66,0,1</color></block></script></block><block s="doSayFor"><l>square</l><l>2</l></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="120.62199251516635" y="-38.496046496130695" heading="322" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="66,0,77,1" pen="tip" id="102"><costumes><list struct="atomic" id="103"></list></costumes><sounds><list struct="atomic" id="104"></list></sounds><blocks></blocks><variables></variables><scripts><script x="182" y="96"><block s="doRepeat"><l>5</l><script><block s="turn"><l>172</l></block><block s="forward"><l>100</l></block><block s="setColor"><color>66,0,77,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block></script></block><block s="doSayFor"><l>circle</l><l>5</l></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!_matiaorr" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>