<snapdata remixID="10706332"><project name="L1U3 Asterisk" 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="true" 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="20" y="20" heading="124" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,255,250,1" 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="10" y="10"><block s="setColor"><color>36,31,255,1</color><comment w="90" collapsed="false">Scripts A and B</comment></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>180</l></block></script></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>114,0,194,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>0.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="gotoXY"><l>20</l><l>10</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>0,232,255,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,26,100,1</color></block><block s="setSize"><l>4</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block><block s="gotoXY"><l>20</l><l>20</l></block><block s="setColor"><color>46,255,250,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>20</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>-20</l></block><block s="doWait"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="L1U3 Asterisk" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>