<snapdata remixID="12930361"><project name="Emil Reynosos Brick Road" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Emil Reynosos Brick Road"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="0,3,11,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="200" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,125,222,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>0,125,222,1</color></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>180</l></list></block><script><block s="doRepeat"><l>25</l><script><block s="down"></block><block s="changeXPosition"><l>20</l></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-20</l></block><block s="changeYPosition"><l>-10</l></block><block s="changeXPosition"><l>20</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>-10</l></block><block s="changeYPosition"><l>10</l></block><block s="doRepeat"><l>25</l><script><block s="down"></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-20</l></block><block s="changeYPosition"><l>-10</l></block></script></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>10</l></block></script></block></script><script x="250.365234375" y="29.666666666666714"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Emil Reynosos Brick Road" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>