<snapdata remixID="11771763"><project name="Coordinates Template" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Coordinates Template"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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="800" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="64" y="16"><block s="receiveGo"></block></script><script x="68" y="84.83333333333331"><block s="down"></block></script><script x="51" y="130.83333333333334"><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>50</l><l>-50</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>50</l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="45" y="260.0000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>100</l><l>-100</l></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="236" y="177.00000000000028"><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>30</l><l>-30</l></block><block s="gotoXY"><l>0</l><l>110</l></block><block s="gotoXY"><l>-30</l><l>30</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Coordinates Template" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>