<snapdata remixID="9685100"><project name="keuze project Tibbe 6v" 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" 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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="0" y="120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="248,0,99,1" 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="79" y="54"><block s="setColor"><color>248,0,99,1</color></block><custom-block s="Draw quadrant 1"></custom-block><custom-block s="Draw quadrant 2"></custom-block><custom-block s="Draw quadrant 3"></custom-block><custom-block s="Draw quadrant 4"></custom-block><block s="down"></block></script><script x="79" y="214.00000000000003"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw quadrant 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>120</l></block><block s="gotoXY"><l>10</l><l>0</l></block><block s="gotoXY"><l>0</l><l>110</l></block><block s="gotoXY"><l>20</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>30</l><l>0</l></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="gotoXY"><l>40</l><l>0</l></block><block s="gotoXY"><l>0</l><l>80</l></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="gotoXY"><l>0</l><l>70</l></block><block s="gotoXY"><l>60</l><l>0</l></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="gotoXY"><l>70</l><l>0</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="gotoXY"><l>80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>40</l></block><block s="gotoXY"><l>90</l><l>0</l></block><block s="gotoXY"><l>0</l><l>30</l></block><block 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s="gotoXY"><l>-30</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="gotoXY"><l>-40</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-80</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-70</l></block><block s="gotoXY"><l>-60</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-60</l></block><block s="gotoXY"><l>-70</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-40</l></block><block s="gotoXY"><l>-90</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-30</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="gotoXY"><l>-110</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-10</l></block><block s="gotoXY"><l>-120</l><l>0</l></block></script></block-definition><block-definition s="Draw quadrant 4" type="command" 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