<snapdata remixID="11836325"><project name="Lab 2.1 Alonzo lines" 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 2.1 Alonzo lines"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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 id="6"><item><ref mediaID="Stage_cst_Background graphing grid"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts><script x="422" y="104.33333333333334"><block s="receiveKey"><l><option>b</option></l><list></list></block><block s="doSwitchToCostume"><l>Background graphing grid</l></block></script><script x="122" y="125.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script></scripts><sprites select="2"><sprite name="lines" idx="1" x="-80" y="0" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="21"><costumes><list id="22"><item><ref mediaID="lines_cst_alonzo (vector)"></ref></item></list></costumes><sounds><list struct="atomic" id="23"></list></sounds><blocks></blocks><variables></variables><scripts><script x="142" y="81.33333333333334"><block s="receiveGo"></block><block s="up"></block><block s="show"></block><block s="gotoXY"><l>-230</l><l>0</l></block><block s="setScale"><l>60</l></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>75</l></block><script><block s="doUntil"><block s="reportEquals"><block s="yPosition"></block><l>75</l></block><script><block s="changeXPosition"><l>15</l></block><block s="changeYPosition"><l>15</l></block></script></block></script><script><block s="doUntil"><block s="reportEquals"><block s="yPosition"></block><l>0</l></block><script><block s="changeXPosition"><l>15</l></block><block s="changeYPosition"><l>-15</l></block></script></block></script></block></script></block></script><script x="433" y="46.33333333333334"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block><block s="hide"></block></script></scripts></sprite><sprite name="line 2" idx="2" x="0" y="60" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="30,30,30,1" pen="tip" id="80"><costumes><list id="81"><item><ref mediaID="line 2_cst_empty"></ref></item></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><blocks></blocks><variables></variables><scripts><script x="322" y="10"><block s="receiveKey"><l><option>n</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>0,75,224,1</color></block><block s="gotoXY"><l>-240</l><l>-80</l></block><block s="down"></block><block s="doRepeat"><l>480</l><script><block s="changeXPosition"><l>1</l></block><block s="changeYPosition"><block s="reportQuotient"><l>1</l><l>2</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>240</l><l>-120</l></block><block s="down"></block><block s="doRepeat"><l>480</l><script><block s="changeXPosition"><l>-1</l></block><block s="changeYPosition"><block s="reportQuotient"><l>2</l><l>3</l></block></block></script></block><block s="up"></block><block s="gotoXY"><l>240</l><l>20</l></block><block s="down"></block><block s="doRepeat"><l>480</l><script><block s="changeXPosition"><l>-1</l></block><block s="changeYPosition"><block s="reportQuotient"><l>1</l><l>3</l></block></block></script></block><block s="setColor"><color>66,230,0,1</color></block><block s="up"></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="floodFill"></block><block s="setColor"><color>30,30,30,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 Alonzo lines" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Background graphing grid" center-x="239.5" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Background graphing grid"/><costume name="alonzo (vector)" center-x="47.5" center-y="61.5" image="data:image/svg+xml;base64,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" mediaID="lines_cst_alonzo (vector)"/><costume name="empty" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="line 2_cst_empty"/></media></snapdata>