<snapdata remixID="11147916"><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><block-definition s="Draw quadrant 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>120</l></block><block s="gotoXY"><l>10</l><l>0</l></block><block s="gotoXY"><l>0</l><l>110</l></block><block s="gotoXY"><l>20</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>30</l><l>0</l></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="gotoXY"><l>40</l><l>0</l></block><block s="gotoXY"><l>0</l><l>80</l></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="gotoXY"><l>0</l><l>70</l></block><block s="gotoXY"><l>60</l><l>0</l></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="gotoXY"><l>70</l><l>0</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block 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s="gotoXY"><l>-120</l><l>0</l></block></script></block-definition><block-definition s="Draw quadrant 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>-120</l><l>0</l></block><block s="gotoXY"><l>0</l><l>10</l></block><block s="gotoXY"><l>-110</l><l>0</l></block><block s="gotoXY"><l>0</l><l>20</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>30</l></block><block s="gotoXY"><l>-90</l><l>0</l></block><block s="gotoXY"><l>0</l><l>40</l></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>50</l></block><block s="gotoXY"><l>-70</l><l>0</l></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="gotoXY"><l>-60</l><l>0</l></block><block s="gotoXY"><l>0</l><l>70</l></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="gotoXY"><l>0</l><l>80</l></block><block 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</pentrails><costumes><list 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