<snapdata remixID="9258686"><project name="Curve stitching" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,5,204,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="79" y="54"><block s="setColor"><color>0,5,204,1</color></block><custom-block s="Draw quadrant 1"></custom-block><custom-block s="Draw quadrant 2"></custom-block><custom-block s="Draw quadrant 3"></custom-block><custom-block s="Draw quadrant 4"></custom-block><block s="down"></block></script><script x="79" y="214"><block s="clear"></block></script></scripts></sprite></sprites></stage><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 s="gotoXY"><l>80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>40</l></block><block s="gotoXY"><l>90</l><l>0</l></block><block s="gotoXY"><l>0</l><l>30</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>20</l></block><block s="gotoXY"><l>110</l><l>0</l></block><block s="gotoXY"><l>0</l><l>10</l></block><block s="gotoXY"><l>120</l><l>0</l></block></script></block-definition><block-definition s="Draw quadrant 2" 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 s="gotoXY"><l>40</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-90</l></block><block s="gotoXY"><l>30</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="gotoXY"><l>20</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-110</l></block><block s="gotoXY"><l>10</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-120</l></block></script></block-definition><block-definition s="Draw quadrant 3" 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 s="gotoXY"><l>-80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-40</l></block><block s="gotoXY"><l>-90</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-30</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="gotoXY"><l>-110</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-10</l></block><block 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 s="gotoXY"><l>-40</l><l>0</l></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="gotoXY"><l>-30</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>-20</l><l>0</l></block><block s="gotoXY"><l>0</l><l>110</l></block><block s="gotoXY"><l>-10</l><l>0</l></block><block s="gotoXY"><l>0</l><l>120</l></block></script></block-definition></blocks><variables></variables></project><media name="Curve stitching" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>