<snapdata remixID="11263618"><project name="Lab 1.3" 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="Lab 1.3"><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="62.49599828959458" y="-87.21517309452537" heading="275" 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="10" y="119"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script></block></script><script x="292" y="78.33333333333334"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="149" y="81.33333333333334"><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></script><script x="494" y="76.33333333333334"><block s="receiveGo"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>150</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>1</l></block></script></block></script><script x="397" y="316.33333333333337"><block s="receiveGo"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block></script><script x="47" y="329.33333333333337"><block s="receiveGo"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>80</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 1.3" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>