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</pentrails><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-91.50332817326307" y="16.68798207695812" heading="274.4571428571437" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="159" y="36"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>20</l></block><block s="turn"><l>36</l></block></script></block></script><script x="154" y="204"><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><script x="155" y="275.83333333333337"><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block></script><script x="155" y="410.33333333333326"><block s="setSize"><l>1</l></block></script><script x="152" y="470.33333333333337"><block s="setColor"><color>145,26,68,1</color></block></script><script x="141" y="567.6666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="10" y="432.5000000000001"><block s="forward"><l>-100</l></block></script><script x="476" y="10"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="476" y="56"><block s="setHeading"><l>90</l></block></script><script x="474" y="103"><block s="clear"></block></script><script x="471" y="150.66666666666663"><block s="doSayFor"><l>Hello!</l><l>2</l></block></script><script x="412" y="210.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="414" y="380.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="411" y="544.6666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="630" y="549.6666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="832" y="543.6666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="409" y="674.6666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="629" y="679.6666666666666"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="778" y="97.99999999999977"><custom-block s="pinwheel, branches: %s backup %s"><l></l><l></l><comment w="90" collapsed="false">this script makes branches in the basis of going around 360 degrees</comment></custom-block></script><script x="794" y="246.66666666666663"><custom-block s="pinwheel, branches: %s backup %s"><l>-22</l><l>0</l><comment w="90" collapsed="false">this script makes branches in the basis of going around 360 degrees(newer version)</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Marcos Jackson, Prophet exploring motion" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>