<snapdata remixID="9913305"><project name="Lab 2.3 Ioannis Eleftheriou" 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="-183" y="129" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="43" y="35"><block s="receiveGo"></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="up"></block></script><script x="204" y="13"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-84.9337157357013" y="18.91450154767449" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,42,0,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="35"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="204" y="13"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="30.575950731888724" y="139.4270816696965" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,255,56,1" pen="tip" id="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="35"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="204" y="13"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="105.60604299769989" y="19.907786235772562" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="20,190,255,1" pen="tip" id="70"><costumes><list struct="atomic" id="71"></list></costumes><sounds><list struct="atomic" id="72"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="35"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><script x="204" y="13"><block s="clear"></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="-218.25899053792" y="-112.26618649432658" heading="16" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,239,61,1" pen="tip" id="88"><costumes><list struct="atomic" id="89"></list></costumes><sounds><list struct="atomic" id="90"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="35"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>7</l><script><block s="forward"><l>50</l></block><block s="turn"><l>50</l></block></script></block><block s="up"></block></script><script x="204" y="13"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.3 Ioannis Eleftheriou" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>