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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,37,228,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="12.166666666666686"><block s="down"></block></script><script x="38" y="215.33333333333337"><block s="down"></block><block s="clear"></block><block s="forward"><l>100</l><comment w="90" collapsed="false">This script makes a line.</comment></block><block s="forward"><l>-100</l></block></script><script x="38" y="317.50000000000006"><block s="clear"></block><block s="forward"><l>10</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="37" y="431.5"><block s="clear"></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l><comment w="90" collapsed="false">You would have to do this twice to get the sprite to face the way it started.</comment></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>180</l></block></script><script x="34" y="584.1666666666667"><block s="doRepeat"><l>5</l><script><block s="clear"></block><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><l>20</l></block><block s="doWait"><l>0.5</l></block></script></block></script><script x="33" y="74"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l><comment w="90" collapsed="false"> Triangle</comment></block><block s="doWait"><l>.5</l></block><block s="turn"><l>120</l></block><block s="doWait"><l>.5</l></block></script></block></script><script x="332" y="117.66666666666669"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">Expiermenting with branches</comment></block></script><script x="330" y="299.1666666666667"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>0.5</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">Expiermenting with branches</comment></block></script><script x="130" y="10"><block s="setSize"><l>1</l></block></script><script x="267" y="10.333333333333371"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="403" y="12.500000000000028"><block s="clear"></block></script><script x="449" y="10.500000000000028"><block s="setHeading"><l>0</l></block></script><script x="349" y="468.33333333333337"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>255,214,37,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l><comment w="90" collapsed="false">The change in pen color and size is very useful because it is showing which color is doing what. It paints a clearer picture.</comment></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,37,228,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Feb 5, 26 UNIT 2 Motion in Snap" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>