<snapdata remixID="14761605"><project name="Lab 2.1 Jack Mendolla Day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.1 Jack Mendolla Day 1"><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="1"><sprite name="Sprite" idx="1" x="-148.9408139695288" y="-63.22162463582481" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="215" y="19"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script><script x="407" y="20"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="turnLeft"><l>65</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>50</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>130</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script><script x="19" y="335"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>60</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script><script x="217" y="327"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>50</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>130</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script><script x="421" y="325"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>60</l></block><block s="turnLeft"><l>144</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script><script x="575" y="14.000000000000028"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="28" y="19"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>40</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script><script x="770" y="325.33333333333337"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script><script x="625" y="511"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>36</l></block><block s="forward"><l>50</l></block></script></block><block s="up"></block><block s="setHeading"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 Jack Mendolla Day 1" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>