<snapdata remixID="9476785"><project name="Drawing Task 1" 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="100" y="-19.999999999999943" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="20,38,255,1" 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="48" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-150</l><l>-100</l></block><block s="turnLeft"><l>60</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>0,215,27,1</color></block><block s="doGlide"><l>1</l><l>-100</l><l>-20</l></block><block s="turn"><l>120</l></block><block s="doGlide"><l>1</l><l>-50</l><l>-100</l></block><block s="turn"><l>120</l></block><block s="doGlide"><l>1</l><l>-150</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,71,32,1</color></block><block s="up"></block><block s="gotoXY"><l>-40</l><l>50</l></block><block s="down"></block><block s="doGlide"><l>1</l><l>40</l><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>1</l><l>40</l><l>130</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>1</l><l>-40</l><l>130</l></block><block s="turnLeft"><l>90</l></block><block s="doGlide"><l>1</l><l>-40</l><l>50</l></block><block s="up"></block><block s="setColor"><color>20,38,255,1</color></block><block s="gotoXY"><l>100</l><l>-20</l></block><block s="setHeading"><l>90</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Drawing Task 1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>