<snapdata remixID="8971887"><project name="U3Project-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0.6766917293233082" y="-150.82706766917292" heading="135" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="209.00000000000017,24.999999999999996,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="301" collapsed="false">Click this script to create parabolic curves using straight lines.</comment></block><block s="clear"></block><custom-block s="curve stitching %s"><l>100</l></custom-block></script></scripts></sprite><watcher var="points" style="normal" x="5.743742675781277" y="5.743742675781249" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="mandalas" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="setColor"><color>0,20,17,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon, number of sides: %s side length: %s"><l>6</l><l>100</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><block s="doForEach"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="setColor"><color>0,46,10,1</color></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></block></script></block-definition><block-definition s="y coordinate of %&apos;points&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="points"/></block></block></script><scripts><script x="147.279298875" y="105.00000299999999"><block var="point"/></script></scripts></block-definition><block-definition s="point %&apos;X&apos; %&apos;Y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="X"/><block var="Y"/></list></block></block></script></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="x coordinate of %&apos;points&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="points"/></block></block></script><scripts><script x="170.279298875" y="93.00000299999999"><block var="point"/></script></scripts></block-definition><block-definition s="draw curve %&apos;points&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="points"/></custom-block><custom-block s="y coordinate of %l"><block var="points"/></custom-block></block></script><scripts><script x="142.7646504375" y="104.00000299999999"><block var="point"/></script><script x="324.1162129375" y="98.00000299999999"><block var="point"/></script></scripts></block-definition><block-definition s="curve stitching %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>25,255,255,1</color></block><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="down"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>0</l><l>150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>140</l></custom-block><custom-block s="point %n %n"><l>10</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>130</l></custom-block><custom-block s="point %n %n"><l>20</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>110</l></custom-block><custom-block s="point %n %n"><l>40</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>100</l></custom-block><custom-block s="point %n %n"><l>50</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>90</l></custom-block><custom-block s="point %n %n"><l>60</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>80</l></custom-block><custom-block s="point %n %n"><l>70</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>70</l></custom-block><custom-block s="point %n %n"><l>80</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>60</l></custom-block><custom-block s="point %n %n"><l>90</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>50</l></custom-block><custom-block s="point %n %n"><l>100</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>40</l></custom-block><custom-block s="point %n %n"><l>110</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>30</l></custom-block><custom-block s="point %n %n"><l>120</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>20</l></custom-block><custom-block s="point %n %n"><l>130</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>10</l></custom-block><custom-block s="point %n %n"><l>140</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>150</l><l>0</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>0</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-140</l></custom-block><custom-block s="point %n %n"><l>10</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-130</l></custom-block><custom-block s="point %n %n"><l>20</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-110</l></custom-block><custom-block s="point %n %n"><l>40</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-100</l></custom-block><custom-block s="point %n %n"><l>50</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-90</l></custom-block><custom-block s="point %n %n"><l>60</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-80</l></custom-block><custom-block s="point %n %n"><l>70</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-70</l></custom-block><custom-block s="point %n %n"><l>80</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-60</l></custom-block><custom-block s="point %n %n"><l>90</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-50</l></custom-block><custom-block s="point %n %n"><l>100</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-40</l></custom-block><custom-block s="point %n %n"><l>110</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-30</l></custom-block><custom-block s="point %n %n"><l>120</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-20</l></custom-block><custom-block s="point %n %n"><l>130</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-10</l></custom-block><custom-block s="point %n %n"><l>140</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>150</l><l>0</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>150</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>0</l><l>150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>140</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>130</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>110</l></custom-block><custom-block s="point %n %n"><l>-40</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>90</l></custom-block><custom-block s="point %n %n"><l>-60</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>80</l></custom-block><custom-block s="point %n %n"><l>-70</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>70</l></custom-block><custom-block s="point %n %n"><l>-80</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>60</l></custom-block><custom-block s="point %n %n"><l>-90</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-100</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>40</l></custom-block><custom-block s="point %n %n"><l>-110</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>30</l></custom-block><custom-block s="point %n %n"><l>-120</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-130</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>10</l></custom-block><custom-block s="point %n %n"><l>-140</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>0</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>0</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-140</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-130</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-110</l></custom-block><custom-block s="point %n %n"><l>-40</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-90</l></custom-block><custom-block s="point %n %n"><l>-60</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-80</l></custom-block><custom-block s="point %n %n"><l>-70</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-70</l></custom-block><custom-block s="point %n %n"><l>-80</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-60</l></custom-block><custom-block s="point %n %n"><l>-90</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-50</l></custom-block><custom-block s="point %n %n"><l>-100</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-40</l></custom-block><custom-block s="point %n %n"><l>-110</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-30</l></custom-block><custom-block s="point %n %n"><l>-120</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-20</l></custom-block><custom-block s="point %n %n"><l>-130</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-10</l></custom-block><custom-block s="point %n %n"><l>-140</l><l>0</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>0</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>106.07</l><l>106.07</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>106.07</l><l>106.07</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>98.99</l><l>98.99</l></custom-block><custom-block s="point %n %n"><l>7.07</l><l>-7.07</l></custom-block><custom-block s="point %n %n"><l>91.92</l><l>91.92</l></custom-block><custom-block s="point %n %n"><l>14.14</l><l>-14.14</l></custom-block><custom-block s="point %n %n"><l>84.85</l><l>84.85</l></custom-block><custom-block s="point %n %n"><l>21.21</l><l>-21.21</l></custom-block><custom-block s="point %n %n"><l>77.78</l><l>77.78</l></custom-block><custom-block s="point %n %n"><l>28.28</l><l>-28.28</l></custom-block><custom-block s="point %n %n"><l>70.71</l><l>70.71</l></custom-block><custom-block s="point %n %n"><l>35.36</l><l>-35.36</l></custom-block><custom-block s="point %n %n"><l>63.64</l><l>63.64</l></custom-block><custom-block s="point %n %n"><l>42.43</l><l>-42.43</l></custom-block><custom-block s="point %n %n"><l>56.57</l><l>56.57</l></custom-block><custom-block s="point %n %n"><l>49.50</l><l>-49.50</l></custom-block><custom-block s="point %n %n"><l>49.50</l><l>49.50</l></custom-block><custom-block s="point %n %n"><l>56.57</l><l>-56.57</l></custom-block><custom-block s="point %n %n"><l>42.43</l><l>42.43</l></custom-block><custom-block s="point %n %n"><l>63.64</l><l>-63.64</l></custom-block><custom-block s="point %n %n"><l>35.36</l><l>35.36</l></custom-block><custom-block s="point %n %n"><l>70.71</l><l>-70.71</l></custom-block><custom-block s="point %n %n"><l>28.28</l><l>28.28</l></custom-block><custom-block s="point %n %n"><l>77.78</l><l>-77.78</l></custom-block><custom-block s="point %n %n"><l>21.21</l><l>21.21</l></custom-block><custom-block s="point %n %n"><l>84.85</l><l>-84.85</l></custom-block><custom-block s="point %n %n"><l>14.14</l><l>14.14</l></custom-block><custom-block s="point %n %n"><l>91.92</l><l>-91.92</l></custom-block><custom-block s="point %n %n"><l>7.07</l><l>7.07</l></custom-block><custom-block s="point %n %n"><l>98.99</l><l>-98.99</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>106.07</l><l>-106.07</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>106.07</l><l>106.07</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>106.07</l><l>106.07</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>98.99</l><l>98.99</l></custom-block><custom-block s="point %n %n"><l>-7.07</l><l>7.07</l></custom-block><custom-block s="point %n %n"><l>91.92</l><l>91.92</l></custom-block><custom-block s="point %n %n"><l>-14.14</l><l>14.14</l></custom-block><custom-block s="point %n %n"><l>84.85</l><l>84.85</l></custom-block><custom-block s="point %n %n"><l>-21.21</l><l>21.21</l></custom-block><custom-block s="point %n %n"><l>77.78</l><l>77.78</l></custom-block><custom-block s="point %n %n"><l>-28.28</l><l>28.28</l></custom-block><custom-block s="point %n %n"><l>70.71</l><l>70.71</l></custom-block><custom-block s="point %n %n"><l>-35.36</l><l>35.36</l></custom-block><custom-block s="point %n %n"><l>63.64</l><l>63.64</l></custom-block><custom-block s="point %n %n"><l>-42.43</l><l>42.43</l></custom-block><custom-block s="point %n %n"><l>56.57</l><l>56.57</l></custom-block><custom-block s="point %n %n"><l>-49.50</l><l>49.50</l></custom-block><custom-block s="point %n %n"><l>49.50</l><l>49.50</l></custom-block><custom-block s="point %n %n"><l>-56.57</l><l>56.57</l></custom-block><custom-block s="point %n %n"><l>42.43</l><l>42.43</l></custom-block><custom-block s="point %n %n"><l>-63.64</l><l>63.64</l></custom-block><custom-block s="point %n %n"><l>35.36</l><l>35.36</l></custom-block><custom-block s="point %n %n"><l>-70.71</l><l>70.71</l></custom-block><custom-block s="point %n %n"><l>28.28</l><l>28.28</l></custom-block><custom-block s="point %n %n"><l>-77.78</l><l>77.78</l></custom-block><custom-block s="point %n %n"><l>21.21</l><l>21.21</l></custom-block><custom-block s="point %n %n"><l>-84.85</l><l>84.85</l></custom-block><custom-block s="point %n %n"><l>14.14</l><l>14.14</l></custom-block><custom-block s="point %n %n"><l>-91.92</l><l>91.92</l></custom-block><custom-block s="point %n %n"><l>7.07</l><l>7.07</l></custom-block><custom-block s="point %n %n"><l>-98.99</l><l>98.99</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-106.07</l><l>106.07</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-106.07</l><l>-106.07</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-106.07</l><l>-106.07</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-98.99</l><l>-98.99</l></custom-block><custom-block s="point %n %n"><l>7.07</l><l>-7.07</l></custom-block><custom-block s="point %n %n"><l>-91.92</l><l>-91.92</l></custom-block><custom-block s="point %n %n"><l>14.14</l><l>-14.14</l></custom-block><custom-block s="point %n %n"><l>-84.85</l><l>-84.85</l></custom-block><custom-block s="point %n %n"><l>21.21</l><l>-21.21</l></custom-block><custom-block s="point %n %n"><l>-77.78</l><l>-77.78</l></custom-block><custom-block s="point %n %n"><l>28.28</l><l>-28.28</l></custom-block><custom-block s="point %n %n"><l>-70.71</l><l>-70.71</l></custom-block><custom-block s="point %n %n"><l>35.36</l><l>-35.36</l></custom-block><custom-block s="point %n %n"><l>-63.64</l><l>-63.64</l></custom-block><custom-block s="point %n %n"><l>42.43</l><l>-42.43</l></custom-block><custom-block s="point %n %n"><l>-56.57</l><l>-56.57</l></custom-block><custom-block s="point %n %n"><l>49.50</l><l>-49.50</l></custom-block><custom-block s="point %n %n"><l>-49.50</l><l>-49.50</l></custom-block><custom-block s="point %n %n"><l>56.57</l><l>-56.57</l></custom-block><custom-block s="point %n %n"><l>-42.43</l><l>-42.43</l></custom-block><custom-block s="point %n %n"><l>63.64</l><l>-63.64</l></custom-block><custom-block s="point %n %n"><l>-35.56</l><l>-35.56</l></custom-block><custom-block s="point %n %n"><l>70.71</l><l>-70.71</l></custom-block><custom-block s="point %n %n"><l>-28.28</l><l>-28.28</l></custom-block><custom-block s="point %n %n"><l>77.78</l><l>-77.78</l></custom-block><custom-block s="point %n %n"><l>-21.21</l><l>-21.21</l></custom-block><custom-block s="point %n %n"><l>84.85</l><l>-84.85</l></custom-block><custom-block s="point %n %n"><l>-14.14</l><l>-14.14</l></custom-block><custom-block s="point %n %n"><l>91.92</l><l>-91.92</l></custom-block><custom-block s="point %n %n"><l>-7.07</l><l>-7.07</l></custom-block><custom-block s="point %n %n"><l>98.99</l><l>-98.99</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>106.07</l><l>-106.07</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-106.07</l><l>106.07</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-106.07</l><l>106.07</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-98.99</l><l>-98.99</l></custom-block><custom-block s="point %n %n"><l>-7.07</l><l>7.07</l></custom-block><custom-block s="point %n %n"><l>-91.92</l><l>-91.92</l></custom-block><custom-block s="point %n %n"><l>-14.14</l><l>14.14</l></custom-block><custom-block s="point %n %n"><l>-84.85</l><l>-84.85</l></custom-block><custom-block s="point %n %n"><l>-21.21</l><l>21.21</l></custom-block><custom-block s="point %n %n"><l>-77.78</l><l>-77.78</l></custom-block><custom-block s="point %n %n"><l>-28.28</l><l>28.28</l></custom-block><custom-block s="point %n %n"><l>-70.71</l><l>-70.71</l></custom-block><custom-block s="point %n %n"><l>-35.36</l><l>35.36</l></custom-block><custom-block s="point %n %n"><l>-63.64</l><l>-63.64</l></custom-block><custom-block s="point %n %n"><l>-42.43</l><l>42.43</l></custom-block><custom-block s="point %n %n"><l>-56.57</l><l>-56.57</l></custom-block><custom-block s="point %n %n"><l>-49.50</l><l>49.50</l></custom-block><custom-block s="point %n %n"><l>-49.50</l><l>-49.50</l></custom-block><custom-block s="point %n %n"><l>-56.57</l><l>56.57</l></custom-block><custom-block s="point %n %n"><l>-42.43</l><l>-42.43</l></custom-block><custom-block s="point %n %n"><l>-63.64</l><l>63.64</l></custom-block><custom-block s="point %n %n"><l>-35.36</l><l>-35.36</l></custom-block><custom-block s="point %n %n"><l>-70.71</l><l>70.71</l></custom-block><custom-block s="point %n %n"><l>-28.28</l><l>-28.28</l></custom-block><custom-block s="point %n %n"><l>-77.78</l><l>77.78</l></custom-block><custom-block s="point %n %n"><l>-21.21</l><l>-21.21</l></custom-block><custom-block s="point %n %n"><l>-84.85</l><l>84.85</l></custom-block><custom-block s="point %n %n"><l>-14.14</l><l>-14.14</l></custom-block><custom-block s="point %n %n"><l>-91.92</l><l>91.92</l></custom-block><custom-block s="point %n %n"><l>-7.07</l><l>-7.07</l></custom-block><custom-block s="point %n %n"><l>-98.99</l><l>98.99</l></custom-block><custom-block s="point %n %n"><l>0</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-106.07</l><l>106.07</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-150</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>10</l></custom-block><custom-block s="point %n %n"><l>-140</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-130</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>30</l></custom-block><custom-block s="point %n %n"><l>-120</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>40</l></custom-block><custom-block s="point %n %n"><l>-110</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-100</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>60</l></custom-block><custom-block s="point %n %n"><l>-90</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>70</l></custom-block><custom-block s="point %n %n"><l>-80</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>80</l></custom-block><custom-block s="point %n %n"><l>-70</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>90</l></custom-block><custom-block s="point %n %n"><l>-60</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>110</l></custom-block><custom-block s="point %n %n"><l>-40</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>130</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>140</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>150</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-150</l><l>0</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-10</l></custom-block><custom-block s="point %n %n"><l>-140</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-20</l></custom-block><custom-block s="point %n %n"><l>-130</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-30</l></custom-block><custom-block s="point %n %n"><l>-120</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-40</l></custom-block><custom-block s="point %n %n"><l>-110</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-50</l></custom-block><custom-block s="point %n %n"><l>-100</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-60</l></custom-block><custom-block s="point %n %n"><l>-90</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-70</l></custom-block><custom-block s="point %n %n"><l>-80</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-80</l></custom-block><custom-block s="point %n %n"><l>-70</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-90</l></custom-block><custom-block s="point %n %n"><l>-60</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-110</l></custom-block><custom-block s="point %n %n"><l>-40</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-130</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-140</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>-150</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-150</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>150</l><l>0</l></custom-block><custom-block s="point %n %n"><l>150</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>10</l></custom-block><custom-block s="point %n %n"><l>140</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>20</l></custom-block><custom-block s="point %n %n"><l>130</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>30</l></custom-block><custom-block s="point %n %n"><l>120</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>40</l></custom-block><custom-block s="point %n %n"><l>110</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>50</l></custom-block><custom-block s="point %n %n"><l>100</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>60</l></custom-block><custom-block s="point %n %n"><l>90</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>70</l></custom-block><custom-block s="point %n %n"><l>80</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>80</l></custom-block><custom-block s="point %n %n"><l>70</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>90</l></custom-block><custom-block s="point %n %n"><l>60</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>100</l></custom-block><custom-block s="point %n %n"><l>50</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>110</l></custom-block><custom-block s="point %n %n"><l>40</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>130</l></custom-block><custom-block s="point %n %n"><l>20</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>140</l></custom-block><custom-block s="point %n %n"><l>10</l><l>150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>150</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block><block s="up"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="down"></block><block s="doSetVar"><l>points</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>150</l><l>0</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-10</l></custom-block><custom-block s="point %n %n"><l>140</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-20</l></custom-block><custom-block s="point %n %n"><l>130</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-30</l></custom-block><custom-block s="point %n %n"><l>120</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-40</l></custom-block><custom-block s="point %n %n"><l>110</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-50</l></custom-block><custom-block s="point %n %n"><l>100</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-60</l></custom-block><custom-block s="point %n %n"><l>90</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-70</l></custom-block><custom-block s="point %n %n"><l>80</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-80</l></custom-block><custom-block s="point %n %n"><l>70</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-90</l></custom-block><custom-block s="point %n %n"><l>60</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-100</l></custom-block><custom-block s="point %n %n"><l>50</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-110</l></custom-block><custom-block s="point %n %n"><l>40</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-130</l></custom-block><custom-block s="point %n %n"><l>20</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-140</l></custom-block><custom-block s="point %n %n"><l>10</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>150</l><l>-150</l></custom-block><custom-block s="point %n %n"><l>0</l><l>-150</l></custom-block></list></block></block><block s="doForEach"><l>item</l><block var="points"/><script><custom-block s="draw curve %l"><block var="item"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>-5</l></block></script></block></script></block-definition></blocks><variables><variable name="points"><list id="1934"><item><list struct="atomic" id="1935">150,0</list></item><item><list struct="atomic" id="1936">150,-150</list></item><item><list struct="atomic" id="1937">150,-10</list></item><item><list struct="atomic" id="1938">140,-150</list></item><item><list struct="atomic" id="1939">150,-20</list></item><item><list struct="atomic" id="1940">130,-150</list></item><item><list struct="atomic" id="1941">150,-30</list></item><item><list struct="atomic" id="1942">120,-150</list></item><item><list struct="atomic" id="1943">150,-40</list></item><item><list struct="atomic" id="1944">110,-150</list></item><item><list struct="atomic" id="1945">150,-50</list></item><item><list struct="atomic" id="1946">100,-150</list></item><item><list struct="atomic" id="1947">150,-60</list></item><item><list struct="atomic" id="1948">90,-150</list></item><item><list struct="atomic" id="1949">150,-70</list></item><item><list struct="atomic" id="1950">80,-150</list></item><item><list struct="atomic" id="1951">150,-80</list></item><item><list struct="atomic" id="1952">70,-150</list></item><item><list struct="atomic" id="1953">150,-90</list></item><item><list struct="atomic" id="1954">60,-150</list></item><item><list struct="atomic" id="1955">150,-100</list></item><item><list struct="atomic" id="1956">50,-150</list></item><item><list struct="atomic" id="1957">150,-110</list></item><item><list struct="atomic" id="1958">40,-150</list></item><item><list struct="atomic" id="1959">150,-120</list></item><item><list struct="atomic" id="1960">30,-150</list></item><item><list struct="atomic" id="1961">150,-130</list></item><item><list struct="atomic" id="1962">20,-150</list></item><item><list struct="atomic" id="1963">150,-140</list></item><item><list struct="atomic" id="1964">10,-150</list></item><item><list struct="atomic" id="1965">150,-150</list></item><item><list struct="atomic" id="1966">0,-150</list></item></list></variable></variables></project><media name="U3Project-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>