<snapdata remixID="8971856"><project name="U3Project-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="2" 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" 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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Black" center-x="240" center-y="180" image="data:image/png;base64,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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="x" style="normal" x="8.283593750000591" y="8.283593750000023" color="243,118,29"/><watcher var="y" style="normal" x="8.283593750000591" y="25.679142281718768" color="243,118,29"/><sprite name="Sprite" idx="1" x="2" y="3" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="133.24000000000007,61.00000000000001,255,1" 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="13" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>78,255,61,1</color></block><custom-block s="Full Stitch"><comment w="203" collapsed="true">Draws the curve from quadrants 1-4.</comment></custom-block><custom-block s="Frame"><comment w="285" collapsed="true">Displays the surrounding barrier of opposite curves.</comment></custom-block><custom-block s="Tilted Curve"><comment w="287" collapsed="true">Draws multiple curves from forty five degree angle.</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Quad 1" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>0</l></block><block s="doSetVar"><l>y</l><l>150</l></block><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><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></block-definition><block-definition s="Quad 4" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><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></block-definition><block-definition s="Quad 3" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block var="y"/></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></block-definition><block-definition s="Quad 2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>15</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block var="x"/><l>0</l></block><block s="down"></block><block s="gotoXY"><l>0</l><block var="y"/></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></block-definition><block-definition s="Frame" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="frame side 2"><comment w="173" collapsed="false">&quot;Frame side&quot; blocks draws the flipped curves in the assigned quadrant.</comment></custom-block><custom-block s="frame side 3"></custom-block><custom-block s="frame side 4"></custom-block><custom-block s="frame side 1"></custom-block></script></block-definition><block-definition s="frame side 2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><block var="x"/><l>150</l></block><block s="down"></block><block s="gotoXY"><l>-150</l><block var="y"/></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></block-definition><block-definition s="Diagonal Quad 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>125</l><block var="y"/></block></block><block s="down"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>125</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>-9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>-115</l></block><block s="doRepeat"><l>14</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>-115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><l>0</l><block var="y"/></block></script></block></script></block-definition><block-definition s="Diagonal Quad 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>115</l></block><block s="doSetVar"><l>y</l><l>115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>115</l><block var="x"/></block><block s="reportDifference"><l>115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><block var="x"/><l>0</l></block></script></block><block s="doSetVar"><l>x</l><l>-115</l></block><block s="doSetVar"><l>y</l><l>-115</l></block><block s="doRepeat"><l>13</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>3</l></block><block s="down"></block><block s="gotoXY"><block s="reportDifference"><l>-115</l><block var="x"/></block><block s="reportDifference"><l>-115</l><block var="y"/></block></block><block s="up"></block><block s="doChangeVar"><l>x</l><l>-10</l></block><block s="doChangeVar"><l>y</l><l>9</l></block><block s="doGlide"><l>0.1</l><l></l><block var="y"/></block></script></block></script></block-definition><block-definition s="Tilted Curve" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Diagonal Quad 1"><comment w="117" collapsed="false">Same process as original stitch but drawn in halves.</comment></custom-block><custom-block s="Diagonal Quad 2"></custom-block><custom-block s="Diagonal Quad 3"></custom-block><custom-block s="Diagonal Quad 4"></custom-block></script></block-definition><block-definition s="frame side 3" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>-150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><l>-150</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>-150</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></block-definition><block-definition s="frame side 4" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><l>150</l><block var="y"/></block><block s="down"></block><block s="gotoXY"><block var="x"/><l>-150</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></block-definition><block-definition s="frame side 1" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x</l><l>150</l></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block><block s="gotoXY"><block var="x"/><l>150</l></block><block s="down"></block><block s="gotoXY"><l>150</l><block var="y"/></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></block-definition><block-definition s="Full Stitch" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Quad 1"><comment w="173" collapsed="false">Draws straight lines from the x axis to the y axis of only that quadrant to form a curve.</comment></custom-block><custom-block s="Quad 4"></custom-block><custom-block s="Quad 3"></custom-block><custom-block s="Quad 2"></custom-block></script></block-definition></blocks><variables><variable name="x"><l>-245</l></variable><variable name="y"><l>2</l></variable></variables></project><media name="U3Project-CurveStitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>