<snapdata remixID="11136201"><project name="Unit 3 Curve Stitching" 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="Unit 3 Curve Stitching"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="curve %&apos;x&apos; %&apos;y&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs></block-definition></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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="Stage_cst_Untitled"></ref></item></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="-10" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="246,71,0,1" 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="291" y="27"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>246,71,0,1</color></block><block s="setSize"><l>2</l></block><block s="setHeading"><l>0</l></block><block s="doSetVar"><l>x</l><l>0</l></block><block s="doSetVar"><l>y</l><l>160</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-10</l></block></script></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>0</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>10</l></block></script></block></script></scripts></sprite><watcher var="x" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="y" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite(2)" s="direction" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="x"><l>0</l></variable><variable name="y"><l>160</l></variable></variables></scene></scenes></project><media name="Unit 3 Curve Stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/></media></snapdata>