<snapdata remixID="10632142"><project name="2.1 Squares and triangles redo" 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" idx="1" x="0" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="98,0,186,1" 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="153" y="54"><block s="receiveKey"><l><option>1</option></l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>252,16,0,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="150" y="273.66666666666663"><block s="receiveKey"><l><option>3</option></l></block><block s="setHeading"><l>45</l></block><block s="setColor"><color>186,41,255,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="901" y="19"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="up"></block></script><script x="339" y="327.66666666666663"><block s="receiveKey"><l><option>4</option></l></block><block s="setHeading"><l>20</l></block><block s="setColor"><color>255,15,243,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="turn"><l>287.5</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="334" y="53.66666666666666"><block s="receiveKey"><l><option>2</option></l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>51,255,100,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="521" y="62.66666666666666"><block s="receiveKey"><l><option>5</option></l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>10,84,255,1</color></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="579" y="357"><block s="receiveKey"><l><option>6</option></l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>255,199,89,1</color></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="turn"><l>300</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="688" y="66.00000000000003"><block s="doGotoObject"><l><option>random position</option></l></block></script><script x="929" y="337"><block s="receiveKey"><l><option>8</option></l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>98,0,186,1</color></block><block s="down"></block><block s="doRepeat"><l>400</l><script><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="781" y="352.66666666666663"><block s="receiveKey"><l><option>7</option></l></block><block s="setHeading"><l>0</l></block><block s="setColor"><color>255,36,153,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>30</l></block></script></block><block s="up"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.1 Squares and triangles redo" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>