<snapdata remixID="11142971"><project name="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="curve stitching"><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="-10" y="0" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="67,255,62,1" 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="52" y="61.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>67,255,62,1</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"/></sprites></stage><variables><variable name="x"><l>0</l></variable><variable name="y"><l>160</l></variable></variables></scene></scenes></project><media name="curve stitching" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>