<snapdata remixID="13541036"><project name="desk project" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="desk project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Sprite_cst_B110 Class Layout"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7" y="296" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="8" y="317.000002" color="74,108,212" hidden="true"/><sprite name="Sprite(2)" idx="2" x="-100" y="-135" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,68.85000000000001,2.7540000000000027,1" pen="tip" id="21"><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><blocks></blocks><variables></variables><scripts><script x="241" y="118.33333333333334"><block s="receiveGo"></block><block s="setHeading"><l>0</l></block><block s="setXPosition"><l>-100</l></block><block s="setYPosition"><l>-135</l></block><block s="doGlide"><l>1</l><l>-93</l><l>-90</l></block><block s="setHeading"><l>90</l></block><block s="doGlide"><l>1</l><l>-12</l><l>-90</l></block><block s="doGlide"><l>1</l><l>45</l><l>-90</l></block><block s="turnLeft"><l>90</l></block><block s="setXPosition"><l>31</l></block><block s="setYPosition"><l>-71</l></block><block s="doGlide"><l>1</l><l>30</l><l>-42</l></block><block s="doGlide"><l>1</l><l>30</l><l>-5</l></block><block s="doGlide"><l>1</l><l>30</l><l>24</l></block><block s="doGlide"><l>1</l><l>30</l><l>66</l></block><block s="doGlide"><l>1</l><l>30</l><l>95</l></block><block s="doGlide"><l>1</l><l>45</l><l>139</l></block><block s="setHeading"><l>270</l></block><block s="setXPosition"><l>29</l></block><block s="setYPosition"><l>120</l></block><block s="doGlide"><l>1</l><l>-55</l><l>120</l></block><block s="setHeading"><l>315</l></block><block s="doGlide"><l>1</l><l>-115</l><l>150</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="desk project" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="B110 Class Layout" center-x="210.5" center-y="180" image="data:image/png;base64,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" mediaID="Sprite_cst_B110 Class Layout"/></media></snapdata>