<snapdata remixID="9532669"><project name="155607-Lesson 0.5" 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="150" y="-75" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="521" collapsed="true">Do not change this block. This puts the sprite back to the middle of the screen every time your start the script.</comment></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="down"></block><block s="gotoXY"><l>-100</l><l>75</l></block><block s="gotoXY"><l>-75</l><l>75</l></block><block s="gotoXY"><l>50</l><l>-100</l></block><block s="gotoXY"><l>25</l><l>-125</l></block><block s="gotoXY"><l>-175</l><l>-125</l></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="gotoXY"><l>-25</l><l>-100</l></block><block s="gotoXY"><l>-75</l><l>-25</l></block><block s="gotoXY"><l>-100</l><l>-75</l></block><block s="gotoXY"><l>-44</l><l>-75</l></block><block s="gotoXY"><l>-150</l><l>-75</l></block><block s="gotoXY"><l>-75</l><l>75</l></block><block s="up"></block><block s="gotoXY"><l>25</l><l>-125</l></block><block s="down"></block><block s="gotoXY"><l>-60</l><l>10</l></block><block s="gotoXY"><l>-75</l><l>-25</l></block><block s="up"></block><block s="gotoXY"><l>150</l><l>-75</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="155607-Lesson 0.5" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>